From 0e17e522df2098727810ac5152c83ee108966836 Mon Sep 17 00:00:00 2001 From: josd Date: Thu, 31 Oct 2024 22:27:56 +0100 Subject: [PATCH] adding 4 color example --- color.trig | 70 + pi.trig | 2 +- queens.trig | 1 + rdfproof/color.trig | 219 + rdfproof/pi.trig | 37012 +++-------------- rdfproof/queens.trig | 90437 +---------------------------------------- 6 files changed, 5364 insertions(+), 122377 deletions(-) create mode 100644 color.trig create mode 100644 rdfproof/color.trig diff --git a/color.trig b/color.trig new file mode 100644 index 0000000..bafb0a4 --- /dev/null +++ b/color.trig @@ -0,0 +1,70 @@ +# ------------ +# 4 Color test +# ------------ +# +# See https://en.wikipedia.org/wiki/Four_color_theorem + +@prefix rdf: . +@prefix list: . +@prefix log: . +@prefix var: . +@prefix : . + +# map +:A :neighbours (:D :G :F :E). +:B :neighbours (:E :H). +:C :neighbours (:H). +:D :neighbours (:A :F :E). +:E :neighbours (:G :A :F :B :D). +:F :neighbours (:A :D :E). +:G :neighbours (:A :E). +:H :neighbours (:C :B). + +# rules +_:bng_1 log:isImpliedBy _:bng_2. + +_:bng_1 { + var:MAP :color var:PLACES. +} + +_:bng_2 { + ((var:PLACE var:X) _:bng_3 var:PLACES) log:collectAllIn var:SCOPE. + var:PLACES :places true. + [] rdf:value true; log:callWithCut true. +} + +_:bng_3 { + var:PLACE :neighbours var:Y. +} + +_:bng_4 log:isImpliedBy true. + +_:bng_4 { + () :places true. +} + +_:bng_5 log:isImpliedBy _:bng_6. + +_:bng_5 { + var:PLACES :places true. +} + +_:bng_6 { + var:PLACES list:firstRest ((var:PLACE var:COLOR) var:TAIL). + var:TAIL :places true. + var:PLACE :neighbours var:NEIGHBOURS. + (:red :green :blue :yellow) list:member var:COLOR. + (1 _:bng_7 ()) log:collectAllIn var:SCOPE. +} + +_:bng_7 { + var:TAIL list:member (var:NEIGHBOUR var:COLOR). + var:NEIGHBOURS list:member var:NEIGHBOUR. +} + +# query +_:bng_8 log:query _:bng_8. + +_:bng_8 { + :map :color var:PLACES. +} diff --git a/pi.trig b/pi.trig index e2d6366..fab144f 100644 --- a/pi.trig +++ b/pi.trig @@ -51,5 +51,5 @@ _:bng_5 { _:bng_6 log:query _:bng_6. _:bng_6 { - (2500 var:Pi) :pi true. + (1000 var:Pi) :pi true. } diff --git a/queens.trig b/queens.trig index 4395a16..a1ca0c0 100644 --- a/queens.trig +++ b/queens.trig @@ -21,6 +21,7 @@ _:bng_1 { _:bng_2 { (1 var:N) :range var:Us. (var:Us ()) :queens3 var:Qs. + [] rdf:value true; log:callWithCut true. } _:bng_3 log:isImpliedBy true. diff --git a/rdfproof/color.trig b/rdfproof/color.trig new file mode 100644 index 0000000..6b743ae --- /dev/null +++ b/rdfproof/color.trig @@ -0,0 +1,219 @@ +@prefix : . +@prefix log: . +@prefix list: . +@prefix var: . +@prefix rdf: . + +:map :color ((:A :yellow) (:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)). + +# +# rdfproof +# + +(_:bng_1 _:bng_2) log:proves _:bng_3. +(_:bng_1 _:bng_4) log:proves _:bng_5. +(_:bng_1 _:bng_6) log:proves _:bng_7. +(_:bng_1 _:bng_8) log:proves _:bng_9. +(_:bng_1 _:bng_10) log:proves _:bng_11. +(_:bng_1 _:bng_12) log:proves _:bng_13. +(_:bng_1 _:bng_14) log:proves _:bng_15. +(_:bng_1 _:bng_16) log:proves _:bng_17. +(_:bng_18 _:bng_19) log:proves _:bng_20. +(_:bng_21 _:bng_20) log:proves _:bng_20. + +_:bng_7_1 { + var:TAIL list:member (var:NEIGHBOUR var:COLOR). + var:NEIGHBOURS list:member var:NEIGHBOUR. +} + +_:bng_3_1 { + var:PLACE :neighbours var:Y. +} + +_:bng_1 { + _:bng_5_1 log:isImpliedBy _:bng_6_1. +} + +_:bng_2 { + ((:H :red)) list:firstRest ((:H :red) ()). + () :places true. + :H :neighbours (:C :B). + (:red :green :blue :yellow) list:member :red. + (1 _:bng_22 ()) log:collectAllIn (() 1). +} + +_:bng_3 { + ((:H :red)) :places true. +} + +_:bng_4 { + ((:G :red) (:H :red)) list:firstRest ((:G :red) ((:H :red))). + ((:H :red)) :places true. + :G :neighbours (:A :E). + (:red :green :blue :yellow) list:member :red. + (1 _:bng_23 ()) log:collectAllIn (() 1). +} + +_:bng_5 { + ((:G :red) (:H :red)) :places true. +} + +_:bng_6 { + ((:F :red) (:G :red) (:H :red)) list:firstRest ((:F :red) ((:G :red) (:H :red))). + ((:G :red) (:H :red)) :places true. + :F :neighbours (:A :D :E). + (:red :green :blue :yellow) list:member :red. + (1 _:bng_24 ()) log:collectAllIn (() 1). +} + +_:bng_7 { + ((:F :red) (:G :red) (:H :red)) :places true. +} + +_:bng_8 { + ((:E :green) (:F :red) (:G :red) (:H :red)) list:firstRest ((:E :green) ((:F :red) (:G :red) (:H :red))). + ((:F :red) (:G :red) (:H :red)) :places true. + :E :neighbours (:G :A :F :B :D). + (:red :green :blue :yellow) list:member :green. + (1 _:bng_25 ()) log:collectAllIn (() 1). +} + +_:bng_9 { + ((:E :green) (:F :red) (:G :red) (:H :red)) :places true. +} + +_:bng_10 { + ((:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) list:firstRest ((:D :blue) ((:E :green) (:F :red) (:G :red) (:H :red))). + ((:E :green) (:F :red) (:G :red) (:H :red)) :places true. + :D :neighbours (:A :F :E). + (:red :green :blue :yellow) list:member :blue. + (1 _:bng_26 ()) log:collectAllIn (() 1). +} + +_:bng_11 { + ((:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) :places true. +} + +_:bng_12 { + ((:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) list:firstRest ((:C :green) ((:D :blue) (:E :green) (:F :red) (:G :red) (:H :red))). + ((:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) :places true. + :C :neighbours (:H). + (:red :green :blue :yellow) list:member :green. + (1 _:bng_27 ()) log:collectAllIn (() 1). +} + +_:bng_13 { + ((:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) :places true. +} + +_:bng_14 { + ((:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) list:firstRest ((:B :blue) ((:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red))). + ((:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) :places true. + :B :neighbours (:E :H). + (:red :green :blue :yellow) list:member :blue. + (1 _:bng_28 ()) log:collectAllIn (() 1). +} + +_:bng_15 { + ((:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) :places true. +} + +_:bng_16 { + ((:A :yellow) (:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) list:firstRest ((:A :yellow) ((:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red))). + ((:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) :places true. + :A :neighbours (:D :G :F :E). + (:red :green :blue :yellow) list:member :yellow. + (1 _:bng_29 ()) log:collectAllIn (() 1). +} + +_:bng_17 { + ((:A :yellow) (:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) :places true. +} + +_:bng_18 { + _:bng_1_1 log:isImpliedBy _:bng_2_1. +} + +_:bng_19 { + ((var:x_0 var:x_1) _:bng_30 ((:A :yellow) (:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red))) log:collectAllIn (() 1). + ((:A :yellow) (:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) :places true. + [] rdf:value true; log:callWithCut true. +} + +_:bng_20 { + :map :color ((:A :yellow) (:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)). +} + +_:bng_21 { + _:bng_8_1 log:query _:bng_8_1. +} + +_:bng_5_1 { + var:PLACES :places true. +} + +_:bng_6_1 { + var:PLACES list:firstRest ((var:PLACE var:COLOR) var:TAIL). + var:TAIL :places true. + var:PLACE :neighbours var:NEIGHBOURS. + (:red :green :blue :yellow) list:member var:COLOR. + (1 _:bng_7_1 ()) log:collectAllIn var:SCOPE. +} + +_:bng_22 { + () list:member (var:x_0 :red). + (:C :B) list:member var:x_0. +} + +_:bng_23 { + ((:H :red)) list:member (var:x_0 :red). + (:A :E) list:member var:x_0. +} + +_:bng_24 { + ((:G :red) (:H :red)) list:member (var:x_0 :red). + (:A :D :E) list:member var:x_0. +} + +_:bng_25 { + ((:F :red) (:G :red) (:H :red)) list:member (var:x_0 :green). + (:G :A :F :B :D) list:member var:x_0. +} + +_:bng_26 { + ((:E :green) (:F :red) (:G :red) (:H :red)) list:member (var:x_0 :blue). + (:A :F :E) list:member var:x_0. +} + +_:bng_27 { + ((:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) list:member (var:x_0 :green). + (:H) list:member var:x_0. +} + +_:bng_28 { + ((:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) list:member (var:x_0 :blue). + (:E :H) list:member var:x_0. +} + +_:bng_29 { + ((:B :blue) (:C :green) (:D :blue) (:E :green) (:F :red) (:G :red) (:H :red)) list:member (var:x_0 :yellow). + (:D :G :F :E) list:member var:x_0. +} + +_:bng_1_1 { + var:MAP :color var:PLACES. +} + +_:bng_2_1 { + ((var:PLACE var:X) _:bng_3_1 var:PLACES) log:collectAllIn var:SCOPE. + var:PLACES :places true. + [] rdf:value true; log:callWithCut true. +} + +_:bng_30 { + var:x_0 :neighbours var:x_2. +} + +_:bng_8_1 { + :map :color var:PLACES. +} diff --git a/rdfproof/pi.trig b/rdfproof/pi.trig index ba786ab..7b728e0 100644 --- a/rdfproof/pi.trig +++ b/rdfproof/pi.trig @@ -3,7 +3,7 @@ @prefix math: . @prefix var: . -(2500 3.141592653605793) :pi true. +(1000 3.141592653839793) :pi true. # # rdfproof @@ -1008,27015 +1008,15 @@ (_:bng_1 _:bng_1994) log:proves _:bng_1995. (_:bng_1 _:bng_1996) log:proves _:bng_1997. (_:bng_1 _:bng_1998) log:proves _:bng_1999. -(_:bng_1 _:bng_2000) log:proves _:bng_2001. -(_:bng_1 _:bng_2002) log:proves _:bng_2003. -(_:bng_1 _:bng_2004) log:proves _:bng_2005. -(_:bng_1 _:bng_2006) log:proves _:bng_2007. -(_:bng_1 _:bng_2008) log:proves _:bng_2009. -(_:bng_1 _:bng_2010) log:proves _:bng_2011. -(_:bng_1 _:bng_2012) log:proves _:bng_2013. -(_:bng_1 _:bng_2014) log:proves _:bng_2015. -(_:bng_1 _:bng_2016) log:proves _:bng_2017. -(_:bng_1 _:bng_2018) log:proves _:bng_2019. -(_:bng_1 _:bng_2020) log:proves _:bng_2021. -(_:bng_1 _:bng_2022) log:proves _:bng_2023. -(_:bng_1 _:bng_2024) log:proves _:bng_2025. -(_:bng_1 _:bng_2026) log:proves _:bng_2027. -(_:bng_1 _:bng_2028) log:proves _:bng_2029. -(_:bng_1 _:bng_2030) log:proves _:bng_2031. -(_:bng_1 _:bng_2032) log:proves _:bng_2033. -(_:bng_1 _:bng_2034) log:proves _:bng_2035. -(_:bng_1 _:bng_2036) log:proves _:bng_2037. -(_:bng_1 _:bng_2038) log:proves _:bng_2039. -(_:bng_1 _:bng_2040) log:proves _:bng_2041. -(_:bng_1 _:bng_2042) log:proves _:bng_2043. -(_:bng_1 _:bng_2044) log:proves _:bng_2045. -(_:bng_1 _:bng_2046) log:proves _:bng_2047. -(_:bng_1 _:bng_2048) log:proves _:bng_2049. -(_:bng_1 _:bng_2050) log:proves _:bng_2051. -(_:bng_1 _:bng_2052) log:proves _:bng_2053. -(_:bng_1 _:bng_2054) log:proves _:bng_2055. -(_:bng_1 _:bng_2056) log:proves _:bng_2057. -(_:bng_1 _:bng_2058) log:proves _:bng_2059. -(_:bng_1 _:bng_2060) log:proves _:bng_2061. -(_:bng_1 _:bng_2062) log:proves _:bng_2063. -(_:bng_1 _:bng_2064) log:proves _:bng_2065. -(_:bng_1 _:bng_2066) log:proves _:bng_2067. -(_:bng_1 _:bng_2068) log:proves _:bng_2069. -(_:bng_1 _:bng_2070) log:proves _:bng_2071. -(_:bng_1 _:bng_2072) log:proves _:bng_2073. -(_:bng_1 _:bng_2074) log:proves _:bng_2075. -(_:bng_1 _:bng_2076) log:proves _:bng_2077. -(_:bng_1 _:bng_2078) log:proves _:bng_2079. -(_:bng_1 _:bng_2080) log:proves _:bng_2081. -(_:bng_1 _:bng_2082) log:proves _:bng_2083. -(_:bng_1 _:bng_2084) log:proves _:bng_2085. -(_:bng_1 _:bng_2086) log:proves _:bng_2087. -(_:bng_1 _:bng_2088) log:proves _:bng_2089. -(_:bng_1 _:bng_2090) log:proves _:bng_2091. -(_:bng_1 _:bng_2092) log:proves _:bng_2093. -(_:bng_1 _:bng_2094) log:proves _:bng_2095. -(_:bng_1 _:bng_2096) log:proves _:bng_2097. -(_:bng_1 _:bng_2098) log:proves _:bng_2099. -(_:bng_1 _:bng_2100) log:proves _:bng_2101. -(_:bng_1 _:bng_2102) log:proves _:bng_2103. -(_:bng_1 _:bng_2104) log:proves _:bng_2105. -(_:bng_1 _:bng_2106) log:proves _:bng_2107. -(_:bng_1 _:bng_2108) log:proves _:bng_2109. -(_:bng_1 _:bng_2110) log:proves _:bng_2111. -(_:bng_1 _:bng_2112) log:proves _:bng_2113. -(_:bng_1 _:bng_2114) log:proves _:bng_2115. -(_:bng_1 _:bng_2116) log:proves _:bng_2117. -(_:bng_1 _:bng_2118) log:proves _:bng_2119. -(_:bng_1 _:bng_2120) log:proves _:bng_2121. -(_:bng_1 _:bng_2122) log:proves _:bng_2123. -(_:bng_1 _:bng_2124) log:proves _:bng_2125. -(_:bng_1 _:bng_2126) log:proves _:bng_2127. -(_:bng_1 _:bng_2128) log:proves _:bng_2129. -(_:bng_1 _:bng_2130) log:proves _:bng_2131. -(_:bng_1 _:bng_2132) log:proves _:bng_2133. -(_:bng_1 _:bng_2134) log:proves _:bng_2135. -(_:bng_1 _:bng_2136) log:proves _:bng_2137. -(_:bng_1 _:bng_2138) log:proves _:bng_2139. -(_:bng_1 _:bng_2140) log:proves _:bng_2141. -(_:bng_1 _:bng_2142) log:proves _:bng_2143. -(_:bng_1 _:bng_2144) log:proves _:bng_2145. -(_:bng_1 _:bng_2146) log:proves _:bng_2147. -(_:bng_1 _:bng_2148) log:proves _:bng_2149. -(_:bng_1 _:bng_2150) log:proves _:bng_2151. -(_:bng_1 _:bng_2152) log:proves _:bng_2153. -(_:bng_1 _:bng_2154) log:proves _:bng_2155. -(_:bng_1 _:bng_2156) log:proves _:bng_2157. -(_:bng_1 _:bng_2158) log:proves _:bng_2159. -(_:bng_1 _:bng_2160) log:proves _:bng_2161. -(_:bng_1 _:bng_2162) log:proves _:bng_2163. -(_:bng_1 _:bng_2164) log:proves _:bng_2165. -(_:bng_1 _:bng_2166) log:proves _:bng_2167. -(_:bng_1 _:bng_2168) log:proves _:bng_2169. -(_:bng_1 _:bng_2170) log:proves _:bng_2171. -(_:bng_1 _:bng_2172) log:proves _:bng_2173. -(_:bng_1 _:bng_2174) log:proves _:bng_2175. -(_:bng_1 _:bng_2176) log:proves _:bng_2177. -(_:bng_1 _:bng_2178) log:proves _:bng_2179. -(_:bng_1 _:bng_2180) log:proves _:bng_2181. -(_:bng_1 _:bng_2182) log:proves _:bng_2183. -(_:bng_1 _:bng_2184) log:proves _:bng_2185. -(_:bng_1 _:bng_2186) log:proves _:bng_2187. -(_:bng_1 _:bng_2188) log:proves _:bng_2189. -(_:bng_1 _:bng_2190) log:proves _:bng_2191. -(_:bng_1 _:bng_2192) log:proves _:bng_2193. -(_:bng_1 _:bng_2194) log:proves _:bng_2195. -(_:bng_1 _:bng_2196) log:proves _:bng_2197. -(_:bng_1 _:bng_2198) log:proves _:bng_2199. -(_:bng_1 _:bng_2200) log:proves _:bng_2201. -(_:bng_1 _:bng_2202) log:proves _:bng_2203. -(_:bng_1 _:bng_2204) log:proves _:bng_2205. -(_:bng_1 _:bng_2206) log:proves _:bng_2207. -(_:bng_1 _:bng_2208) log:proves _:bng_2209. -(_:bng_1 _:bng_2210) log:proves _:bng_2211. -(_:bng_1 _:bng_2212) log:proves _:bng_2213. -(_:bng_1 _:bng_2214) log:proves _:bng_2215. -(_:bng_1 _:bng_2216) log:proves _:bng_2217. -(_:bng_1 _:bng_2218) log:proves _:bng_2219. -(_:bng_1 _:bng_2220) log:proves _:bng_2221. -(_:bng_1 _:bng_2222) log:proves _:bng_2223. -(_:bng_1 _:bng_2224) log:proves _:bng_2225. -(_:bng_1 _:bng_2226) log:proves _:bng_2227. -(_:bng_1 _:bng_2228) log:proves _:bng_2229. -(_:bng_1 _:bng_2230) log:proves _:bng_2231. -(_:bng_1 _:bng_2232) log:proves _:bng_2233. -(_:bng_1 _:bng_2234) log:proves _:bng_2235. -(_:bng_1 _:bng_2236) log:proves _:bng_2237. -(_:bng_1 _:bng_2238) log:proves _:bng_2239. -(_:bng_1 _:bng_2240) log:proves _:bng_2241. -(_:bng_1 _:bng_2242) log:proves _:bng_2243. -(_:bng_1 _:bng_2244) log:proves _:bng_2245. -(_:bng_1 _:bng_2246) log:proves _:bng_2247. -(_:bng_1 _:bng_2248) log:proves _:bng_2249. -(_:bng_1 _:bng_2250) log:proves _:bng_2251. -(_:bng_1 _:bng_2252) log:proves _:bng_2253. -(_:bng_1 _:bng_2254) log:proves _:bng_2255. -(_:bng_1 _:bng_2256) log:proves _:bng_2257. -(_:bng_1 _:bng_2258) log:proves _:bng_2259. -(_:bng_1 _:bng_2260) log:proves _:bng_2261. -(_:bng_1 _:bng_2262) log:proves _:bng_2263. -(_:bng_1 _:bng_2264) log:proves _:bng_2265. -(_:bng_1 _:bng_2266) log:proves _:bng_2267. -(_:bng_1 _:bng_2268) log:proves _:bng_2269. -(_:bng_1 _:bng_2270) log:proves _:bng_2271. -(_:bng_1 _:bng_2272) log:proves _:bng_2273. -(_:bng_1 _:bng_2274) log:proves _:bng_2275. -(_:bng_1 _:bng_2276) log:proves _:bng_2277. -(_:bng_1 _:bng_2278) log:proves _:bng_2279. -(_:bng_1 _:bng_2280) log:proves _:bng_2281. -(_:bng_1 _:bng_2282) log:proves _:bng_2283. -(_:bng_1 _:bng_2284) log:proves _:bng_2285. -(_:bng_1 _:bng_2286) log:proves _:bng_2287. -(_:bng_1 _:bng_2288) log:proves _:bng_2289. -(_:bng_1 _:bng_2290) log:proves _:bng_2291. -(_:bng_1 _:bng_2292) log:proves _:bng_2293. -(_:bng_1 _:bng_2294) log:proves _:bng_2295. -(_:bng_1 _:bng_2296) log:proves _:bng_2297. -(_:bng_1 _:bng_2298) log:proves _:bng_2299. -(_:bng_1 _:bng_2300) log:proves _:bng_2301. -(_:bng_1 _:bng_2302) log:proves _:bng_2303. -(_:bng_1 _:bng_2304) log:proves _:bng_2305. -(_:bng_1 _:bng_2306) log:proves _:bng_2307. -(_:bng_1 _:bng_2308) log:proves _:bng_2309. -(_:bng_1 _:bng_2310) log:proves _:bng_2311. -(_:bng_1 _:bng_2312) log:proves _:bng_2313. -(_:bng_1 _:bng_2314) log:proves _:bng_2315. -(_:bng_1 _:bng_2316) log:proves _:bng_2317. -(_:bng_1 _:bng_2318) log:proves _:bng_2319. -(_:bng_1 _:bng_2320) log:proves _:bng_2321. -(_:bng_1 _:bng_2322) log:proves _:bng_2323. -(_:bng_1 _:bng_2324) log:proves _:bng_2325. -(_:bng_1 _:bng_2326) log:proves _:bng_2327. -(_:bng_1 _:bng_2328) log:proves _:bng_2329. -(_:bng_1 _:bng_2330) log:proves _:bng_2331. -(_:bng_1 _:bng_2332) log:proves _:bng_2333. -(_:bng_1 _:bng_2334) log:proves _:bng_2335. -(_:bng_1 _:bng_2336) log:proves _:bng_2337. -(_:bng_1 _:bng_2338) log:proves _:bng_2339. -(_:bng_1 _:bng_2340) log:proves _:bng_2341. -(_:bng_1 _:bng_2342) log:proves _:bng_2343. -(_:bng_1 _:bng_2344) log:proves _:bng_2345. -(_:bng_1 _:bng_2346) log:proves _:bng_2347. -(_:bng_1 _:bng_2348) log:proves _:bng_2349. -(_:bng_1 _:bng_2350) log:proves _:bng_2351. -(_:bng_1 _:bng_2352) log:proves _:bng_2353. -(_:bng_1 _:bng_2354) log:proves _:bng_2355. -(_:bng_1 _:bng_2356) log:proves _:bng_2357. -(_:bng_1 _:bng_2358) log:proves _:bng_2359. -(_:bng_1 _:bng_2360) log:proves _:bng_2361. -(_:bng_1 _:bng_2362) log:proves _:bng_2363. -(_:bng_1 _:bng_2364) log:proves _:bng_2365. -(_:bng_1 _:bng_2366) log:proves _:bng_2367. -(_:bng_1 _:bng_2368) log:proves _:bng_2369. -(_:bng_1 _:bng_2370) log:proves _:bng_2371. -(_:bng_1 _:bng_2372) log:proves _:bng_2373. -(_:bng_1 _:bng_2374) log:proves _:bng_2375. -(_:bng_1 _:bng_2376) log:proves _:bng_2377. -(_:bng_1 _:bng_2378) log:proves _:bng_2379. -(_:bng_1 _:bng_2380) log:proves _:bng_2381. -(_:bng_1 _:bng_2382) log:proves _:bng_2383. -(_:bng_1 _:bng_2384) log:proves _:bng_2385. -(_:bng_1 _:bng_2386) log:proves _:bng_2387. -(_:bng_1 _:bng_2388) log:proves _:bng_2389. -(_:bng_1 _:bng_2390) log:proves _:bng_2391. -(_:bng_1 _:bng_2392) log:proves _:bng_2393. -(_:bng_1 _:bng_2394) log:proves _:bng_2395. -(_:bng_1 _:bng_2396) log:proves _:bng_2397. -(_:bng_1 _:bng_2398) log:proves _:bng_2399. -(_:bng_1 _:bng_2400) log:proves _:bng_2401. -(_:bng_1 _:bng_2402) log:proves _:bng_2403. -(_:bng_1 _:bng_2404) log:proves _:bng_2405. -(_:bng_1 _:bng_2406) log:proves _:bng_2407. -(_:bng_1 _:bng_2408) log:proves _:bng_2409. -(_:bng_1 _:bng_2410) log:proves _:bng_2411. -(_:bng_1 _:bng_2412) log:proves _:bng_2413. -(_:bng_1 _:bng_2414) log:proves _:bng_2415. -(_:bng_1 _:bng_2416) log:proves _:bng_2417. -(_:bng_1 _:bng_2418) log:proves _:bng_2419. -(_:bng_1 _:bng_2420) log:proves _:bng_2421. -(_:bng_1 _:bng_2422) log:proves _:bng_2423. -(_:bng_1 _:bng_2424) log:proves _:bng_2425. -(_:bng_1 _:bng_2426) log:proves _:bng_2427. -(_:bng_1 _:bng_2428) log:proves _:bng_2429. -(_:bng_1 _:bng_2430) log:proves _:bng_2431. -(_:bng_1 _:bng_2432) log:proves _:bng_2433. -(_:bng_1 _:bng_2434) log:proves _:bng_2435. -(_:bng_1 _:bng_2436) log:proves _:bng_2437. -(_:bng_1 _:bng_2438) log:proves _:bng_2439. -(_:bng_1 _:bng_2440) log:proves _:bng_2441. -(_:bng_1 _:bng_2442) log:proves _:bng_2443. -(_:bng_1 _:bng_2444) log:proves _:bng_2445. -(_:bng_1 _:bng_2446) log:proves _:bng_2447. -(_:bng_1 _:bng_2448) log:proves _:bng_2449. -(_:bng_1 _:bng_2450) log:proves _:bng_2451. -(_:bng_1 _:bng_2452) log:proves _:bng_2453. -(_:bng_1 _:bng_2454) log:proves _:bng_2455. -(_:bng_1 _:bng_2456) log:proves _:bng_2457. -(_:bng_1 _:bng_2458) log:proves _:bng_2459. -(_:bng_1 _:bng_2460) log:proves _:bng_2461. -(_:bng_1 _:bng_2462) log:proves _:bng_2463. -(_:bng_1 _:bng_2464) log:proves _:bng_2465. -(_:bng_1 _:bng_2466) log:proves _:bng_2467. -(_:bng_1 _:bng_2468) log:proves _:bng_2469. -(_:bng_1 _:bng_2470) log:proves _:bng_2471. -(_:bng_1 _:bng_2472) log:proves _:bng_2473. -(_:bng_1 _:bng_2474) log:proves _:bng_2475. -(_:bng_1 _:bng_2476) log:proves _:bng_2477. -(_:bng_1 _:bng_2478) log:proves _:bng_2479. -(_:bng_1 _:bng_2480) log:proves _:bng_2481. -(_:bng_1 _:bng_2482) log:proves _:bng_2483. -(_:bng_1 _:bng_2484) log:proves _:bng_2485. -(_:bng_1 _:bng_2486) log:proves _:bng_2487. -(_:bng_1 _:bng_2488) log:proves _:bng_2489. -(_:bng_1 _:bng_2490) log:proves _:bng_2491. -(_:bng_1 _:bng_2492) log:proves _:bng_2493. -(_:bng_1 _:bng_2494) log:proves _:bng_2495. -(_:bng_1 _:bng_2496) log:proves _:bng_2497. -(_:bng_1 _:bng_2498) log:proves _:bng_2499. -(_:bng_1 _:bng_2500) log:proves _:bng_2501. -(_:bng_1 _:bng_2502) log:proves _:bng_2503. -(_:bng_1 _:bng_2504) log:proves _:bng_2505. -(_:bng_1 _:bng_2506) log:proves _:bng_2507. -(_:bng_1 _:bng_2508) log:proves _:bng_2509. -(_:bng_1 _:bng_2510) log:proves _:bng_2511. -(_:bng_1 _:bng_2512) log:proves _:bng_2513. -(_:bng_1 _:bng_2514) log:proves _:bng_2515. -(_:bng_1 _:bng_2516) log:proves _:bng_2517. -(_:bng_1 _:bng_2518) log:proves _:bng_2519. -(_:bng_1 _:bng_2520) log:proves _:bng_2521. -(_:bng_1 _:bng_2522) log:proves _:bng_2523. -(_:bng_1 _:bng_2524) log:proves _:bng_2525. -(_:bng_1 _:bng_2526) log:proves _:bng_2527. -(_:bng_1 _:bng_2528) log:proves _:bng_2529. -(_:bng_1 _:bng_2530) log:proves _:bng_2531. -(_:bng_1 _:bng_2532) log:proves _:bng_2533. -(_:bng_1 _:bng_2534) log:proves _:bng_2535. -(_:bng_1 _:bng_2536) log:proves _:bng_2537. -(_:bng_1 _:bng_2538) log:proves _:bng_2539. -(_:bng_1 _:bng_2540) log:proves _:bng_2541. -(_:bng_1 _:bng_2542) log:proves _:bng_2543. -(_:bng_1 _:bng_2544) log:proves _:bng_2545. -(_:bng_1 _:bng_2546) log:proves _:bng_2547. -(_:bng_1 _:bng_2548) log:proves _:bng_2549. -(_:bng_1 _:bng_2550) log:proves _:bng_2551. -(_:bng_1 _:bng_2552) log:proves _:bng_2553. -(_:bng_1 _:bng_2554) log:proves _:bng_2555. -(_:bng_1 _:bng_2556) log:proves _:bng_2557. -(_:bng_1 _:bng_2558) log:proves _:bng_2559. -(_:bng_1 _:bng_2560) log:proves _:bng_2561. -(_:bng_1 _:bng_2562) log:proves _:bng_2563. -(_:bng_1 _:bng_2564) log:proves _:bng_2565. -(_:bng_1 _:bng_2566) log:proves _:bng_2567. -(_:bng_1 _:bng_2568) log:proves _:bng_2569. -(_:bng_1 _:bng_2570) log:proves _:bng_2571. -(_:bng_1 _:bng_2572) log:proves _:bng_2573. -(_:bng_1 _:bng_2574) log:proves _:bng_2575. -(_:bng_1 _:bng_2576) log:proves _:bng_2577. -(_:bng_1 _:bng_2578) log:proves _:bng_2579. -(_:bng_1 _:bng_2580) log:proves _:bng_2581. -(_:bng_1 _:bng_2582) log:proves _:bng_2583. -(_:bng_1 _:bng_2584) log:proves _:bng_2585. -(_:bng_1 _:bng_2586) log:proves _:bng_2587. -(_:bng_1 _:bng_2588) log:proves _:bng_2589. -(_:bng_1 _:bng_2590) log:proves _:bng_2591. -(_:bng_1 _:bng_2592) log:proves _:bng_2593. -(_:bng_1 _:bng_2594) log:proves _:bng_2595. -(_:bng_1 _:bng_2596) log:proves _:bng_2597. -(_:bng_1 _:bng_2598) log:proves _:bng_2599. -(_:bng_1 _:bng_2600) log:proves _:bng_2601. -(_:bng_1 _:bng_2602) log:proves _:bng_2603. -(_:bng_1 _:bng_2604) log:proves _:bng_2605. -(_:bng_1 _:bng_2606) log:proves _:bng_2607. -(_:bng_1 _:bng_2608) log:proves _:bng_2609. -(_:bng_1 _:bng_2610) log:proves _:bng_2611. -(_:bng_1 _:bng_2612) log:proves _:bng_2613. -(_:bng_1 _:bng_2614) log:proves _:bng_2615. -(_:bng_1 _:bng_2616) log:proves _:bng_2617. -(_:bng_1 _:bng_2618) log:proves _:bng_2619. -(_:bng_1 _:bng_2620) log:proves _:bng_2621. -(_:bng_1 _:bng_2622) log:proves _:bng_2623. -(_:bng_1 _:bng_2624) log:proves _:bng_2625. -(_:bng_1 _:bng_2626) log:proves _:bng_2627. -(_:bng_1 _:bng_2628) log:proves _:bng_2629. -(_:bng_1 _:bng_2630) log:proves _:bng_2631. -(_:bng_1 _:bng_2632) log:proves _:bng_2633. -(_:bng_1 _:bng_2634) log:proves _:bng_2635. -(_:bng_1 _:bng_2636) log:proves _:bng_2637. -(_:bng_1 _:bng_2638) log:proves _:bng_2639. -(_:bng_1 _:bng_2640) log:proves _:bng_2641. -(_:bng_1 _:bng_2642) log:proves _:bng_2643. -(_:bng_1 _:bng_2644) log:proves _:bng_2645. -(_:bng_1 _:bng_2646) log:proves _:bng_2647. -(_:bng_1 _:bng_2648) log:proves _:bng_2649. -(_:bng_1 _:bng_2650) log:proves _:bng_2651. -(_:bng_1 _:bng_2652) log:proves _:bng_2653. -(_:bng_1 _:bng_2654) log:proves _:bng_2655. -(_:bng_1 _:bng_2656) log:proves _:bng_2657. -(_:bng_1 _:bng_2658) log:proves _:bng_2659. -(_:bng_1 _:bng_2660) log:proves _:bng_2661. -(_:bng_1 _:bng_2662) log:proves _:bng_2663. -(_:bng_1 _:bng_2664) log:proves _:bng_2665. -(_:bng_1 _:bng_2666) log:proves _:bng_2667. -(_:bng_1 _:bng_2668) log:proves _:bng_2669. -(_:bng_1 _:bng_2670) log:proves _:bng_2671. -(_:bng_1 _:bng_2672) log:proves _:bng_2673. -(_:bng_1 _:bng_2674) log:proves _:bng_2675. -(_:bng_1 _:bng_2676) log:proves _:bng_2677. -(_:bng_1 _:bng_2678) log:proves _:bng_2679. -(_:bng_1 _:bng_2680) log:proves _:bng_2681. -(_:bng_1 _:bng_2682) log:proves _:bng_2683. -(_:bng_1 _:bng_2684) log:proves _:bng_2685. -(_:bng_1 _:bng_2686) log:proves _:bng_2687. -(_:bng_1 _:bng_2688) log:proves _:bng_2689. -(_:bng_1 _:bng_2690) log:proves _:bng_2691. -(_:bng_1 _:bng_2692) log:proves _:bng_2693. -(_:bng_1 _:bng_2694) log:proves _:bng_2695. -(_:bng_1 _:bng_2696) log:proves _:bng_2697. -(_:bng_1 _:bng_2698) log:proves _:bng_2699. -(_:bng_1 _:bng_2700) log:proves _:bng_2701. -(_:bng_1 _:bng_2702) log:proves _:bng_2703. -(_:bng_1 _:bng_2704) log:proves _:bng_2705. -(_:bng_1 _:bng_2706) log:proves _:bng_2707. -(_:bng_1 _:bng_2708) log:proves _:bng_2709. -(_:bng_1 _:bng_2710) log:proves _:bng_2711. -(_:bng_1 _:bng_2712) log:proves _:bng_2713. -(_:bng_1 _:bng_2714) log:proves _:bng_2715. -(_:bng_1 _:bng_2716) log:proves _:bng_2717. -(_:bng_1 _:bng_2718) log:proves _:bng_2719. -(_:bng_1 _:bng_2720) log:proves _:bng_2721. -(_:bng_1 _:bng_2722) log:proves _:bng_2723. -(_:bng_1 _:bng_2724) log:proves _:bng_2725. -(_:bng_1 _:bng_2726) log:proves _:bng_2727. -(_:bng_1 _:bng_2728) log:proves _:bng_2729. -(_:bng_1 _:bng_2730) log:proves _:bng_2731. -(_:bng_1 _:bng_2732) log:proves _:bng_2733. -(_:bng_1 _:bng_2734) log:proves _:bng_2735. -(_:bng_1 _:bng_2736) log:proves _:bng_2737. -(_:bng_1 _:bng_2738) log:proves _:bng_2739. -(_:bng_1 _:bng_2740) log:proves _:bng_2741. -(_:bng_1 _:bng_2742) log:proves _:bng_2743. -(_:bng_1 _:bng_2744) log:proves _:bng_2745. -(_:bng_1 _:bng_2746) log:proves _:bng_2747. -(_:bng_1 _:bng_2748) log:proves _:bng_2749. -(_:bng_1 _:bng_2750) log:proves _:bng_2751. -(_:bng_1 _:bng_2752) log:proves _:bng_2753. -(_:bng_1 _:bng_2754) log:proves _:bng_2755. -(_:bng_1 _:bng_2756) log:proves _:bng_2757. -(_:bng_1 _:bng_2758) log:proves _:bng_2759. -(_:bng_1 _:bng_2760) log:proves _:bng_2761. -(_:bng_1 _:bng_2762) log:proves _:bng_2763. -(_:bng_1 _:bng_2764) log:proves _:bng_2765. -(_:bng_1 _:bng_2766) log:proves _:bng_2767. -(_:bng_1 _:bng_2768) log:proves _:bng_2769. -(_:bng_1 _:bng_2770) log:proves _:bng_2771. -(_:bng_1 _:bng_2772) log:proves _:bng_2773. -(_:bng_1 _:bng_2774) log:proves _:bng_2775. -(_:bng_1 _:bng_2776) log:proves _:bng_2777. -(_:bng_1 _:bng_2778) log:proves _:bng_2779. -(_:bng_1 _:bng_2780) log:proves _:bng_2781. -(_:bng_1 _:bng_2782) log:proves _:bng_2783. -(_:bng_1 _:bng_2784) log:proves _:bng_2785. -(_:bng_1 _:bng_2786) log:proves _:bng_2787. -(_:bng_1 _:bng_2788) log:proves _:bng_2789. -(_:bng_1 _:bng_2790) log:proves _:bng_2791. -(_:bng_1 _:bng_2792) log:proves _:bng_2793. -(_:bng_1 _:bng_2794) log:proves _:bng_2795. -(_:bng_1 _:bng_2796) log:proves _:bng_2797. -(_:bng_1 _:bng_2798) log:proves _:bng_2799. -(_:bng_1 _:bng_2800) log:proves _:bng_2801. -(_:bng_1 _:bng_2802) log:proves _:bng_2803. -(_:bng_1 _:bng_2804) log:proves _:bng_2805. -(_:bng_1 _:bng_2806) log:proves _:bng_2807. -(_:bng_1 _:bng_2808) log:proves _:bng_2809. -(_:bng_1 _:bng_2810) log:proves _:bng_2811. -(_:bng_1 _:bng_2812) log:proves _:bng_2813. -(_:bng_1 _:bng_2814) log:proves _:bng_2815. -(_:bng_1 _:bng_2816) log:proves _:bng_2817. -(_:bng_1 _:bng_2818) log:proves _:bng_2819. -(_:bng_1 _:bng_2820) log:proves _:bng_2821. -(_:bng_1 _:bng_2822) log:proves _:bng_2823. -(_:bng_1 _:bng_2824) log:proves _:bng_2825. -(_:bng_1 _:bng_2826) log:proves _:bng_2827. -(_:bng_1 _:bng_2828) log:proves _:bng_2829. -(_:bng_1 _:bng_2830) log:proves _:bng_2831. -(_:bng_1 _:bng_2832) log:proves _:bng_2833. -(_:bng_1 _:bng_2834) log:proves _:bng_2835. -(_:bng_1 _:bng_2836) log:proves _:bng_2837. -(_:bng_1 _:bng_2838) log:proves _:bng_2839. -(_:bng_1 _:bng_2840) log:proves _:bng_2841. -(_:bng_1 _:bng_2842) log:proves _:bng_2843. -(_:bng_1 _:bng_2844) log:proves _:bng_2845. -(_:bng_1 _:bng_2846) log:proves _:bng_2847. -(_:bng_1 _:bng_2848) log:proves _:bng_2849. -(_:bng_1 _:bng_2850) log:proves _:bng_2851. -(_:bng_1 _:bng_2852) log:proves _:bng_2853. -(_:bng_1 _:bng_2854) log:proves _:bng_2855. -(_:bng_1 _:bng_2856) log:proves _:bng_2857. -(_:bng_1 _:bng_2858) log:proves _:bng_2859. -(_:bng_1 _:bng_2860) log:proves _:bng_2861. -(_:bng_1 _:bng_2862) log:proves _:bng_2863. -(_:bng_1 _:bng_2864) log:proves _:bng_2865. -(_:bng_1 _:bng_2866) log:proves _:bng_2867. -(_:bng_1 _:bng_2868) log:proves _:bng_2869. -(_:bng_1 _:bng_2870) log:proves _:bng_2871. -(_:bng_1 _:bng_2872) log:proves _:bng_2873. -(_:bng_1 _:bng_2874) log:proves _:bng_2875. -(_:bng_1 _:bng_2876) log:proves _:bng_2877. -(_:bng_1 _:bng_2878) log:proves _:bng_2879. -(_:bng_1 _:bng_2880) log:proves _:bng_2881. -(_:bng_1 _:bng_2882) log:proves _:bng_2883. -(_:bng_1 _:bng_2884) log:proves _:bng_2885. -(_:bng_1 _:bng_2886) log:proves _:bng_2887. -(_:bng_1 _:bng_2888) log:proves _:bng_2889. -(_:bng_1 _:bng_2890) log:proves _:bng_2891. -(_:bng_1 _:bng_2892) log:proves _:bng_2893. -(_:bng_1 _:bng_2894) log:proves _:bng_2895. -(_:bng_1 _:bng_2896) log:proves _:bng_2897. -(_:bng_1 _:bng_2898) log:proves _:bng_2899. -(_:bng_1 _:bng_2900) log:proves _:bng_2901. -(_:bng_1 _:bng_2902) log:proves _:bng_2903. -(_:bng_1 _:bng_2904) log:proves _:bng_2905. -(_:bng_1 _:bng_2906) log:proves _:bng_2907. -(_:bng_1 _:bng_2908) log:proves _:bng_2909. -(_:bng_1 _:bng_2910) log:proves _:bng_2911. -(_:bng_1 _:bng_2912) log:proves _:bng_2913. -(_:bng_1 _:bng_2914) log:proves _:bng_2915. -(_:bng_1 _:bng_2916) log:proves _:bng_2917. -(_:bng_1 _:bng_2918) log:proves _:bng_2919. -(_:bng_1 _:bng_2920) log:proves _:bng_2921. -(_:bng_1 _:bng_2922) log:proves _:bng_2923. -(_:bng_1 _:bng_2924) log:proves _:bng_2925. -(_:bng_1 _:bng_2926) log:proves _:bng_2927. -(_:bng_1 _:bng_2928) log:proves _:bng_2929. -(_:bng_1 _:bng_2930) log:proves _:bng_2931. -(_:bng_1 _:bng_2932) log:proves _:bng_2933. -(_:bng_1 _:bng_2934) log:proves _:bng_2935. -(_:bng_1 _:bng_2936) log:proves _:bng_2937. -(_:bng_1 _:bng_2938) log:proves _:bng_2939. -(_:bng_1 _:bng_2940) log:proves _:bng_2941. -(_:bng_1 _:bng_2942) log:proves _:bng_2943. -(_:bng_1 _:bng_2944) log:proves _:bng_2945. -(_:bng_1 _:bng_2946) log:proves _:bng_2947. -(_:bng_1 _:bng_2948) log:proves _:bng_2949. -(_:bng_1 _:bng_2950) log:proves _:bng_2951. -(_:bng_1 _:bng_2952) log:proves _:bng_2953. -(_:bng_1 _:bng_2954) log:proves _:bng_2955. -(_:bng_1 _:bng_2956) log:proves _:bng_2957. -(_:bng_1 _:bng_2958) log:proves _:bng_2959. -(_:bng_1 _:bng_2960) log:proves _:bng_2961. -(_:bng_1 _:bng_2962) log:proves _:bng_2963. -(_:bng_1 _:bng_2964) log:proves _:bng_2965. -(_:bng_1 _:bng_2966) log:proves _:bng_2967. -(_:bng_1 _:bng_2968) log:proves _:bng_2969. -(_:bng_1 _:bng_2970) log:proves _:bng_2971. -(_:bng_1 _:bng_2972) log:proves _:bng_2973. -(_:bng_1 _:bng_2974) log:proves _:bng_2975. -(_:bng_1 _:bng_2976) log:proves _:bng_2977. -(_:bng_1 _:bng_2978) log:proves _:bng_2979. -(_:bng_1 _:bng_2980) log:proves _:bng_2981. -(_:bng_1 _:bng_2982) log:proves _:bng_2983. -(_:bng_1 _:bng_2984) log:proves _:bng_2985. -(_:bng_1 _:bng_2986) log:proves _:bng_2987. -(_:bng_1 _:bng_2988) log:proves _:bng_2989. -(_:bng_1 _:bng_2990) log:proves _:bng_2991. -(_:bng_1 _:bng_2992) log:proves _:bng_2993. -(_:bng_1 _:bng_2994) log:proves _:bng_2995. -(_:bng_1 _:bng_2996) log:proves _:bng_2997. -(_:bng_1 _:bng_2998) log:proves _:bng_2999. -(_:bng_1 _:bng_3000) log:proves _:bng_3001. -(_:bng_1 _:bng_3002) log:proves _:bng_3003. -(_:bng_1 _:bng_3004) log:proves _:bng_3005. -(_:bng_1 _:bng_3006) log:proves _:bng_3007. -(_:bng_1 _:bng_3008) log:proves _:bng_3009. -(_:bng_1 _:bng_3010) log:proves _:bng_3011. -(_:bng_1 _:bng_3012) log:proves _:bng_3013. -(_:bng_1 _:bng_3014) log:proves _:bng_3015. -(_:bng_1 _:bng_3016) log:proves _:bng_3017. -(_:bng_1 _:bng_3018) log:proves _:bng_3019. -(_:bng_1 _:bng_3020) log:proves _:bng_3021. -(_:bng_1 _:bng_3022) log:proves _:bng_3023. -(_:bng_1 _:bng_3024) log:proves _:bng_3025. -(_:bng_1 _:bng_3026) log:proves _:bng_3027. -(_:bng_1 _:bng_3028) log:proves _:bng_3029. -(_:bng_1 _:bng_3030) log:proves _:bng_3031. -(_:bng_1 _:bng_3032) log:proves _:bng_3033. -(_:bng_1 _:bng_3034) log:proves _:bng_3035. -(_:bng_1 _:bng_3036) log:proves _:bng_3037. -(_:bng_1 _:bng_3038) log:proves _:bng_3039. -(_:bng_1 _:bng_3040) log:proves _:bng_3041. -(_:bng_1 _:bng_3042) log:proves _:bng_3043. -(_:bng_1 _:bng_3044) log:proves _:bng_3045. -(_:bng_1 _:bng_3046) log:proves _:bng_3047. -(_:bng_1 _:bng_3048) log:proves _:bng_3049. -(_:bng_1 _:bng_3050) log:proves _:bng_3051. -(_:bng_1 _:bng_3052) log:proves _:bng_3053. -(_:bng_1 _:bng_3054) log:proves _:bng_3055. -(_:bng_1 _:bng_3056) log:proves _:bng_3057. -(_:bng_1 _:bng_3058) log:proves _:bng_3059. -(_:bng_1 _:bng_3060) log:proves _:bng_3061. -(_:bng_1 _:bng_3062) log:proves _:bng_3063. -(_:bng_1 _:bng_3064) log:proves _:bng_3065. -(_:bng_1 _:bng_3066) log:proves _:bng_3067. -(_:bng_1 _:bng_3068) log:proves _:bng_3069. -(_:bng_1 _:bng_3070) log:proves _:bng_3071. -(_:bng_1 _:bng_3072) log:proves _:bng_3073. -(_:bng_1 _:bng_3074) log:proves _:bng_3075. -(_:bng_1 _:bng_3076) log:proves _:bng_3077. -(_:bng_1 _:bng_3078) log:proves _:bng_3079. -(_:bng_1 _:bng_3080) log:proves _:bng_3081. -(_:bng_1 _:bng_3082) log:proves _:bng_3083. -(_:bng_1 _:bng_3084) log:proves _:bng_3085. -(_:bng_1 _:bng_3086) log:proves _:bng_3087. -(_:bng_1 _:bng_3088) log:proves _:bng_3089. -(_:bng_1 _:bng_3090) log:proves _:bng_3091. -(_:bng_1 _:bng_3092) log:proves _:bng_3093. -(_:bng_1 _:bng_3094) log:proves _:bng_3095. -(_:bng_1 _:bng_3096) log:proves _:bng_3097. -(_:bng_1 _:bng_3098) log:proves _:bng_3099. -(_:bng_1 _:bng_3100) log:proves _:bng_3101. -(_:bng_1 _:bng_3102) log:proves _:bng_3103. -(_:bng_1 _:bng_3104) log:proves _:bng_3105. -(_:bng_1 _:bng_3106) log:proves _:bng_3107. -(_:bng_1 _:bng_3108) log:proves _:bng_3109. -(_:bng_1 _:bng_3110) log:proves _:bng_3111. -(_:bng_1 _:bng_3112) log:proves _:bng_3113. -(_:bng_1 _:bng_3114) log:proves _:bng_3115. -(_:bng_1 _:bng_3116) log:proves _:bng_3117. -(_:bng_1 _:bng_3118) log:proves _:bng_3119. -(_:bng_1 _:bng_3120) log:proves _:bng_3121. -(_:bng_1 _:bng_3122) log:proves _:bng_3123. -(_:bng_1 _:bng_3124) log:proves _:bng_3125. -(_:bng_1 _:bng_3126) log:proves _:bng_3127. -(_:bng_1 _:bng_3128) log:proves _:bng_3129. -(_:bng_1 _:bng_3130) log:proves _:bng_3131. -(_:bng_1 _:bng_3132) log:proves _:bng_3133. -(_:bng_1 _:bng_3134) log:proves _:bng_3135. -(_:bng_1 _:bng_3136) log:proves _:bng_3137. -(_:bng_1 _:bng_3138) log:proves _:bng_3139. -(_:bng_1 _:bng_3140) log:proves _:bng_3141. -(_:bng_1 _:bng_3142) log:proves _:bng_3143. -(_:bng_1 _:bng_3144) log:proves _:bng_3145. -(_:bng_1 _:bng_3146) log:proves _:bng_3147. -(_:bng_1 _:bng_3148) log:proves _:bng_3149. -(_:bng_1 _:bng_3150) log:proves _:bng_3151. -(_:bng_1 _:bng_3152) log:proves _:bng_3153. -(_:bng_1 _:bng_3154) log:proves _:bng_3155. -(_:bng_1 _:bng_3156) log:proves _:bng_3157. -(_:bng_1 _:bng_3158) log:proves _:bng_3159. -(_:bng_1 _:bng_3160) log:proves _:bng_3161. -(_:bng_1 _:bng_3162) log:proves _:bng_3163. -(_:bng_1 _:bng_3164) log:proves _:bng_3165. -(_:bng_1 _:bng_3166) log:proves _:bng_3167. -(_:bng_1 _:bng_3168) log:proves _:bng_3169. -(_:bng_1 _:bng_3170) log:proves _:bng_3171. -(_:bng_1 _:bng_3172) log:proves _:bng_3173. -(_:bng_1 _:bng_3174) log:proves _:bng_3175. -(_:bng_1 _:bng_3176) log:proves _:bng_3177. -(_:bng_1 _:bng_3178) log:proves _:bng_3179. -(_:bng_1 _:bng_3180) log:proves _:bng_3181. -(_:bng_1 _:bng_3182) log:proves _:bng_3183. -(_:bng_1 _:bng_3184) log:proves _:bng_3185. -(_:bng_1 _:bng_3186) log:proves _:bng_3187. -(_:bng_1 _:bng_3188) log:proves _:bng_3189. -(_:bng_1 _:bng_3190) log:proves _:bng_3191. -(_:bng_1 _:bng_3192) log:proves _:bng_3193. -(_:bng_1 _:bng_3194) log:proves _:bng_3195. -(_:bng_1 _:bng_3196) log:proves _:bng_3197. -(_:bng_1 _:bng_3198) log:proves _:bng_3199. -(_:bng_1 _:bng_3200) log:proves _:bng_3201. -(_:bng_1 _:bng_3202) log:proves _:bng_3203. -(_:bng_1 _:bng_3204) log:proves _:bng_3205. -(_:bng_1 _:bng_3206) log:proves _:bng_3207. -(_:bng_1 _:bng_3208) log:proves _:bng_3209. -(_:bng_1 _:bng_3210) log:proves _:bng_3211. -(_:bng_1 _:bng_3212) log:proves _:bng_3213. -(_:bng_1 _:bng_3214) log:proves _:bng_3215. -(_:bng_1 _:bng_3216) log:proves _:bng_3217. -(_:bng_1 _:bng_3218) log:proves _:bng_3219. -(_:bng_1 _:bng_3220) log:proves _:bng_3221. -(_:bng_1 _:bng_3222) log:proves _:bng_3223. -(_:bng_1 _:bng_3224) log:proves _:bng_3225. -(_:bng_1 _:bng_3226) log:proves _:bng_3227. -(_:bng_1 _:bng_3228) log:proves _:bng_3229. -(_:bng_1 _:bng_3230) log:proves _:bng_3231. -(_:bng_1 _:bng_3232) log:proves _:bng_3233. -(_:bng_1 _:bng_3234) log:proves _:bng_3235. -(_:bng_1 _:bng_3236) log:proves _:bng_3237. -(_:bng_1 _:bng_3238) log:proves _:bng_3239. -(_:bng_1 _:bng_3240) log:proves _:bng_3241. -(_:bng_1 _:bng_3242) log:proves _:bng_3243. -(_:bng_1 _:bng_3244) log:proves _:bng_3245. -(_:bng_1 _:bng_3246) log:proves _:bng_3247. -(_:bng_1 _:bng_3248) log:proves _:bng_3249. -(_:bng_1 _:bng_3250) log:proves _:bng_3251. -(_:bng_1 _:bng_3252) log:proves _:bng_3253. -(_:bng_1 _:bng_3254) log:proves _:bng_3255. -(_:bng_1 _:bng_3256) log:proves _:bng_3257. -(_:bng_1 _:bng_3258) log:proves _:bng_3259. -(_:bng_1 _:bng_3260) log:proves _:bng_3261. -(_:bng_1 _:bng_3262) log:proves _:bng_3263. -(_:bng_1 _:bng_3264) log:proves _:bng_3265. -(_:bng_1 _:bng_3266) log:proves _:bng_3267. -(_:bng_1 _:bng_3268) log:proves _:bng_3269. -(_:bng_1 _:bng_3270) log:proves _:bng_3271. -(_:bng_1 _:bng_3272) log:proves _:bng_3273. -(_:bng_1 _:bng_3274) log:proves _:bng_3275. -(_:bng_1 _:bng_3276) log:proves _:bng_3277. -(_:bng_1 _:bng_3278) log:proves _:bng_3279. -(_:bng_1 _:bng_3280) log:proves _:bng_3281. -(_:bng_1 _:bng_3282) log:proves _:bng_3283. -(_:bng_1 _:bng_3284) log:proves _:bng_3285. -(_:bng_1 _:bng_3286) log:proves _:bng_3287. -(_:bng_1 _:bng_3288) log:proves _:bng_3289. -(_:bng_1 _:bng_3290) log:proves _:bng_3291. -(_:bng_1 _:bng_3292) log:proves _:bng_3293. -(_:bng_1 _:bng_3294) log:proves _:bng_3295. -(_:bng_1 _:bng_3296) log:proves _:bng_3297. -(_:bng_1 _:bng_3298) log:proves _:bng_3299. -(_:bng_1 _:bng_3300) log:proves _:bng_3301. -(_:bng_1 _:bng_3302) log:proves _:bng_3303. -(_:bng_1 _:bng_3304) log:proves _:bng_3305. -(_:bng_1 _:bng_3306) log:proves _:bng_3307. -(_:bng_1 _:bng_3308) log:proves _:bng_3309. -(_:bng_1 _:bng_3310) log:proves _:bng_3311. -(_:bng_1 _:bng_3312) log:proves _:bng_3313. -(_:bng_1 _:bng_3314) log:proves _:bng_3315. -(_:bng_1 _:bng_3316) log:proves _:bng_3317. -(_:bng_1 _:bng_3318) log:proves _:bng_3319. -(_:bng_1 _:bng_3320) log:proves _:bng_3321. -(_:bng_1 _:bng_3322) log:proves _:bng_3323. -(_:bng_1 _:bng_3324) log:proves _:bng_3325. -(_:bng_1 _:bng_3326) log:proves _:bng_3327. -(_:bng_1 _:bng_3328) log:proves _:bng_3329. -(_:bng_1 _:bng_3330) log:proves _:bng_3331. -(_:bng_1 _:bng_3332) log:proves _:bng_3333. -(_:bng_1 _:bng_3334) log:proves _:bng_3335. -(_:bng_1 _:bng_3336) log:proves _:bng_3337. -(_:bng_1 _:bng_3338) log:proves _:bng_3339. -(_:bng_1 _:bng_3340) log:proves _:bng_3341. -(_:bng_1 _:bng_3342) log:proves _:bng_3343. -(_:bng_1 _:bng_3344) log:proves _:bng_3345. -(_:bng_1 _:bng_3346) log:proves _:bng_3347. -(_:bng_1 _:bng_3348) log:proves _:bng_3349. -(_:bng_1 _:bng_3350) log:proves _:bng_3351. -(_:bng_1 _:bng_3352) log:proves _:bng_3353. -(_:bng_1 _:bng_3354) log:proves _:bng_3355. -(_:bng_1 _:bng_3356) log:proves _:bng_3357. -(_:bng_1 _:bng_3358) log:proves _:bng_3359. -(_:bng_1 _:bng_3360) log:proves _:bng_3361. -(_:bng_1 _:bng_3362) log:proves _:bng_3363. -(_:bng_1 _:bng_3364) log:proves _:bng_3365. -(_:bng_1 _:bng_3366) log:proves _:bng_3367. -(_:bng_1 _:bng_3368) log:proves _:bng_3369. -(_:bng_1 _:bng_3370) log:proves _:bng_3371. -(_:bng_1 _:bng_3372) log:proves _:bng_3373. -(_:bng_1 _:bng_3374) log:proves _:bng_3375. -(_:bng_1 _:bng_3376) log:proves _:bng_3377. -(_:bng_1 _:bng_3378) log:proves _:bng_3379. -(_:bng_1 _:bng_3380) log:proves _:bng_3381. -(_:bng_1 _:bng_3382) log:proves _:bng_3383. -(_:bng_1 _:bng_3384) log:proves _:bng_3385. -(_:bng_1 _:bng_3386) log:proves _:bng_3387. -(_:bng_1 _:bng_3388) log:proves _:bng_3389. -(_:bng_1 _:bng_3390) log:proves _:bng_3391. -(_:bng_1 _:bng_3392) log:proves _:bng_3393. -(_:bng_1 _:bng_3394) log:proves _:bng_3395. -(_:bng_1 _:bng_3396) log:proves _:bng_3397. -(_:bng_1 _:bng_3398) log:proves _:bng_3399. -(_:bng_1 _:bng_3400) log:proves _:bng_3401. -(_:bng_1 _:bng_3402) log:proves _:bng_3403. -(_:bng_1 _:bng_3404) log:proves _:bng_3405. -(_:bng_1 _:bng_3406) log:proves _:bng_3407. -(_:bng_1 _:bng_3408) log:proves _:bng_3409. -(_:bng_1 _:bng_3410) log:proves _:bng_3411. -(_:bng_1 _:bng_3412) log:proves _:bng_3413. -(_:bng_1 _:bng_3414) log:proves _:bng_3415. -(_:bng_1 _:bng_3416) log:proves _:bng_3417. -(_:bng_1 _:bng_3418) log:proves _:bng_3419. -(_:bng_1 _:bng_3420) log:proves _:bng_3421. -(_:bng_1 _:bng_3422) log:proves _:bng_3423. -(_:bng_1 _:bng_3424) log:proves _:bng_3425. -(_:bng_1 _:bng_3426) log:proves _:bng_3427. -(_:bng_1 _:bng_3428) log:proves _:bng_3429. -(_:bng_1 _:bng_3430) log:proves _:bng_3431. -(_:bng_1 _:bng_3432) log:proves _:bng_3433. -(_:bng_1 _:bng_3434) log:proves _:bng_3435. -(_:bng_1 _:bng_3436) log:proves _:bng_3437. -(_:bng_1 _:bng_3438) log:proves _:bng_3439. -(_:bng_1 _:bng_3440) log:proves _:bng_3441. -(_:bng_1 _:bng_3442) log:proves _:bng_3443. -(_:bng_1 _:bng_3444) log:proves _:bng_3445. -(_:bng_1 _:bng_3446) log:proves _:bng_3447. -(_:bng_1 _:bng_3448) log:proves _:bng_3449. -(_:bng_1 _:bng_3450) log:proves _:bng_3451. -(_:bng_1 _:bng_3452) log:proves _:bng_3453. -(_:bng_1 _:bng_3454) log:proves _:bng_3455. -(_:bng_1 _:bng_3456) log:proves _:bng_3457. -(_:bng_1 _:bng_3458) log:proves _:bng_3459. -(_:bng_1 _:bng_3460) log:proves _:bng_3461. -(_:bng_1 _:bng_3462) log:proves _:bng_3463. -(_:bng_1 _:bng_3464) log:proves _:bng_3465. -(_:bng_1 _:bng_3466) log:proves _:bng_3467. -(_:bng_1 _:bng_3468) log:proves _:bng_3469. -(_:bng_1 _:bng_3470) log:proves _:bng_3471. -(_:bng_1 _:bng_3472) log:proves _:bng_3473. -(_:bng_1 _:bng_3474) log:proves _:bng_3475. -(_:bng_1 _:bng_3476) log:proves _:bng_3477. -(_:bng_1 _:bng_3478) log:proves _:bng_3479. -(_:bng_1 _:bng_3480) log:proves _:bng_3481. -(_:bng_1 _:bng_3482) log:proves _:bng_3483. -(_:bng_1 _:bng_3484) log:proves _:bng_3485. -(_:bng_1 _:bng_3486) log:proves _:bng_3487. -(_:bng_1 _:bng_3488) log:proves _:bng_3489. -(_:bng_1 _:bng_3490) log:proves _:bng_3491. -(_:bng_1 _:bng_3492) log:proves _:bng_3493. -(_:bng_1 _:bng_3494) log:proves _:bng_3495. -(_:bng_1 _:bng_3496) log:proves _:bng_3497. -(_:bng_1 _:bng_3498) log:proves _:bng_3499. -(_:bng_1 _:bng_3500) log:proves _:bng_3501. -(_:bng_1 _:bng_3502) log:proves _:bng_3503. -(_:bng_1 _:bng_3504) log:proves _:bng_3505. -(_:bng_1 _:bng_3506) log:proves _:bng_3507. -(_:bng_1 _:bng_3508) log:proves _:bng_3509. -(_:bng_1 _:bng_3510) log:proves _:bng_3511. -(_:bng_1 _:bng_3512) log:proves _:bng_3513. -(_:bng_1 _:bng_3514) log:proves _:bng_3515. -(_:bng_1 _:bng_3516) log:proves _:bng_3517. -(_:bng_1 _:bng_3518) log:proves _:bng_3519. -(_:bng_1 _:bng_3520) log:proves _:bng_3521. -(_:bng_1 _:bng_3522) log:proves _:bng_3523. -(_:bng_1 _:bng_3524) log:proves _:bng_3525. -(_:bng_1 _:bng_3526) log:proves _:bng_3527. -(_:bng_1 _:bng_3528) log:proves _:bng_3529. -(_:bng_1 _:bng_3530) log:proves _:bng_3531. -(_:bng_1 _:bng_3532) log:proves _:bng_3533. -(_:bng_1 _:bng_3534) log:proves _:bng_3535. -(_:bng_1 _:bng_3536) log:proves _:bng_3537. -(_:bng_1 _:bng_3538) log:proves _:bng_3539. -(_:bng_1 _:bng_3540) log:proves _:bng_3541. -(_:bng_1 _:bng_3542) log:proves _:bng_3543. -(_:bng_1 _:bng_3544) log:proves _:bng_3545. -(_:bng_1 _:bng_3546) log:proves _:bng_3547. -(_:bng_1 _:bng_3548) log:proves _:bng_3549. -(_:bng_1 _:bng_3550) log:proves _:bng_3551. -(_:bng_1 _:bng_3552) log:proves _:bng_3553. -(_:bng_1 _:bng_3554) log:proves _:bng_3555. -(_:bng_1 _:bng_3556) log:proves _:bng_3557. -(_:bng_1 _:bng_3558) log:proves _:bng_3559. -(_:bng_1 _:bng_3560) log:proves _:bng_3561. -(_:bng_1 _:bng_3562) log:proves _:bng_3563. -(_:bng_1 _:bng_3564) log:proves _:bng_3565. -(_:bng_1 _:bng_3566) log:proves _:bng_3567. -(_:bng_1 _:bng_3568) log:proves _:bng_3569. -(_:bng_1 _:bng_3570) log:proves _:bng_3571. -(_:bng_1 _:bng_3572) log:proves _:bng_3573. -(_:bng_1 _:bng_3574) log:proves _:bng_3575. -(_:bng_1 _:bng_3576) log:proves _:bng_3577. -(_:bng_1 _:bng_3578) log:proves _:bng_3579. -(_:bng_1 _:bng_3580) log:proves _:bng_3581. -(_:bng_1 _:bng_3582) log:proves _:bng_3583. -(_:bng_1 _:bng_3584) log:proves _:bng_3585. -(_:bng_1 _:bng_3586) log:proves _:bng_3587. -(_:bng_1 _:bng_3588) log:proves _:bng_3589. -(_:bng_1 _:bng_3590) log:proves _:bng_3591. -(_:bng_1 _:bng_3592) log:proves _:bng_3593. -(_:bng_1 _:bng_3594) log:proves _:bng_3595. -(_:bng_1 _:bng_3596) log:proves _:bng_3597. -(_:bng_1 _:bng_3598) log:proves _:bng_3599. -(_:bng_1 _:bng_3600) log:proves _:bng_3601. -(_:bng_1 _:bng_3602) log:proves _:bng_3603. -(_:bng_1 _:bng_3604) log:proves _:bng_3605. -(_:bng_1 _:bng_3606) log:proves _:bng_3607. -(_:bng_1 _:bng_3608) log:proves _:bng_3609. -(_:bng_1 _:bng_3610) log:proves _:bng_3611. -(_:bng_1 _:bng_3612) log:proves _:bng_3613. -(_:bng_1 _:bng_3614) log:proves _:bng_3615. -(_:bng_1 _:bng_3616) log:proves _:bng_3617. -(_:bng_1 _:bng_3618) log:proves _:bng_3619. -(_:bng_1 _:bng_3620) log:proves _:bng_3621. -(_:bng_1 _:bng_3622) log:proves _:bng_3623. -(_:bng_1 _:bng_3624) log:proves _:bng_3625. -(_:bng_1 _:bng_3626) log:proves _:bng_3627. -(_:bng_1 _:bng_3628) log:proves _:bng_3629. -(_:bng_1 _:bng_3630) log:proves _:bng_3631. -(_:bng_1 _:bng_3632) log:proves _:bng_3633. -(_:bng_1 _:bng_3634) log:proves _:bng_3635. -(_:bng_1 _:bng_3636) log:proves _:bng_3637. -(_:bng_1 _:bng_3638) log:proves _:bng_3639. -(_:bng_1 _:bng_3640) log:proves _:bng_3641. -(_:bng_1 _:bng_3642) log:proves _:bng_3643. -(_:bng_1 _:bng_3644) log:proves _:bng_3645. -(_:bng_1 _:bng_3646) log:proves _:bng_3647. -(_:bng_1 _:bng_3648) log:proves _:bng_3649. -(_:bng_1 _:bng_3650) log:proves _:bng_3651. -(_:bng_1 _:bng_3652) log:proves _:bng_3653. -(_:bng_1 _:bng_3654) log:proves _:bng_3655. -(_:bng_1 _:bng_3656) log:proves _:bng_3657. -(_:bng_1 _:bng_3658) log:proves _:bng_3659. -(_:bng_1 _:bng_3660) log:proves _:bng_3661. -(_:bng_1 _:bng_3662) log:proves _:bng_3663. -(_:bng_1 _:bng_3664) log:proves _:bng_3665. -(_:bng_1 _:bng_3666) log:proves _:bng_3667. -(_:bng_1 _:bng_3668) log:proves _:bng_3669. -(_:bng_1 _:bng_3670) log:proves _:bng_3671. -(_:bng_1 _:bng_3672) log:proves _:bng_3673. -(_:bng_1 _:bng_3674) log:proves _:bng_3675. -(_:bng_1 _:bng_3676) log:proves _:bng_3677. -(_:bng_1 _:bng_3678) log:proves _:bng_3679. -(_:bng_1 _:bng_3680) log:proves _:bng_3681. -(_:bng_1 _:bng_3682) log:proves _:bng_3683. -(_:bng_1 _:bng_3684) log:proves _:bng_3685. -(_:bng_1 _:bng_3686) log:proves _:bng_3687. -(_:bng_1 _:bng_3688) log:proves _:bng_3689. -(_:bng_1 _:bng_3690) log:proves _:bng_3691. -(_:bng_1 _:bng_3692) log:proves _:bng_3693. -(_:bng_1 _:bng_3694) log:proves _:bng_3695. -(_:bng_1 _:bng_3696) log:proves _:bng_3697. -(_:bng_1 _:bng_3698) log:proves _:bng_3699. -(_:bng_1 _:bng_3700) log:proves _:bng_3701. -(_:bng_1 _:bng_3702) log:proves _:bng_3703. -(_:bng_1 _:bng_3704) log:proves _:bng_3705. -(_:bng_1 _:bng_3706) log:proves _:bng_3707. -(_:bng_1 _:bng_3708) log:proves _:bng_3709. -(_:bng_1 _:bng_3710) log:proves _:bng_3711. -(_:bng_1 _:bng_3712) log:proves _:bng_3713. -(_:bng_1 _:bng_3714) log:proves _:bng_3715. -(_:bng_1 _:bng_3716) log:proves _:bng_3717. -(_:bng_1 _:bng_3718) log:proves _:bng_3719. -(_:bng_1 _:bng_3720) log:proves _:bng_3721. -(_:bng_1 _:bng_3722) log:proves _:bng_3723. -(_:bng_1 _:bng_3724) log:proves _:bng_3725. -(_:bng_1 _:bng_3726) log:proves _:bng_3727. -(_:bng_1 _:bng_3728) log:proves _:bng_3729. -(_:bng_1 _:bng_3730) log:proves _:bng_3731. -(_:bng_1 _:bng_3732) log:proves _:bng_3733. -(_:bng_1 _:bng_3734) log:proves _:bng_3735. -(_:bng_1 _:bng_3736) log:proves _:bng_3737. -(_:bng_1 _:bng_3738) log:proves _:bng_3739. -(_:bng_1 _:bng_3740) log:proves _:bng_3741. -(_:bng_1 _:bng_3742) log:proves _:bng_3743. -(_:bng_1 _:bng_3744) log:proves _:bng_3745. -(_:bng_1 _:bng_3746) log:proves _:bng_3747. -(_:bng_1 _:bng_3748) log:proves _:bng_3749. -(_:bng_1 _:bng_3750) log:proves _:bng_3751. -(_:bng_1 _:bng_3752) log:proves _:bng_3753. -(_:bng_1 _:bng_3754) log:proves _:bng_3755. -(_:bng_1 _:bng_3756) log:proves _:bng_3757. -(_:bng_1 _:bng_3758) log:proves _:bng_3759. -(_:bng_1 _:bng_3760) log:proves _:bng_3761. -(_:bng_1 _:bng_3762) log:proves _:bng_3763. -(_:bng_1 _:bng_3764) log:proves _:bng_3765. -(_:bng_1 _:bng_3766) log:proves _:bng_3767. -(_:bng_1 _:bng_3768) log:proves _:bng_3769. -(_:bng_1 _:bng_3770) log:proves _:bng_3771. -(_:bng_1 _:bng_3772) log:proves _:bng_3773. -(_:bng_1 _:bng_3774) log:proves _:bng_3775. -(_:bng_1 _:bng_3776) log:proves _:bng_3777. -(_:bng_1 _:bng_3778) log:proves _:bng_3779. -(_:bng_1 _:bng_3780) log:proves _:bng_3781. -(_:bng_1 _:bng_3782) log:proves _:bng_3783. -(_:bng_1 _:bng_3784) log:proves _:bng_3785. -(_:bng_1 _:bng_3786) log:proves _:bng_3787. -(_:bng_1 _:bng_3788) log:proves _:bng_3789. -(_:bng_1 _:bng_3790) log:proves _:bng_3791. -(_:bng_1 _:bng_3792) log:proves _:bng_3793. -(_:bng_1 _:bng_3794) log:proves _:bng_3795. -(_:bng_1 _:bng_3796) log:proves _:bng_3797. -(_:bng_1 _:bng_3798) log:proves _:bng_3799. -(_:bng_1 _:bng_3800) log:proves _:bng_3801. -(_:bng_1 _:bng_3802) log:proves _:bng_3803. -(_:bng_1 _:bng_3804) log:proves _:bng_3805. -(_:bng_1 _:bng_3806) log:proves _:bng_3807. -(_:bng_1 _:bng_3808) log:proves _:bng_3809. -(_:bng_1 _:bng_3810) log:proves _:bng_3811. -(_:bng_1 _:bng_3812) log:proves _:bng_3813. -(_:bng_1 _:bng_3814) log:proves _:bng_3815. -(_:bng_1 _:bng_3816) log:proves _:bng_3817. -(_:bng_1 _:bng_3818) log:proves _:bng_3819. -(_:bng_1 _:bng_3820) log:proves _:bng_3821. -(_:bng_1 _:bng_3822) log:proves _:bng_3823. -(_:bng_1 _:bng_3824) log:proves _:bng_3825. -(_:bng_1 _:bng_3826) log:proves _:bng_3827. -(_:bng_1 _:bng_3828) log:proves _:bng_3829. -(_:bng_1 _:bng_3830) log:proves _:bng_3831. -(_:bng_1 _:bng_3832) log:proves _:bng_3833. -(_:bng_1 _:bng_3834) log:proves _:bng_3835. -(_:bng_1 _:bng_3836) log:proves _:bng_3837. -(_:bng_1 _:bng_3838) log:proves _:bng_3839. -(_:bng_1 _:bng_3840) log:proves _:bng_3841. -(_:bng_1 _:bng_3842) log:proves _:bng_3843. -(_:bng_1 _:bng_3844) log:proves _:bng_3845. -(_:bng_1 _:bng_3846) log:proves _:bng_3847. -(_:bng_1 _:bng_3848) log:proves _:bng_3849. -(_:bng_1 _:bng_3850) log:proves _:bng_3851. -(_:bng_1 _:bng_3852) log:proves _:bng_3853. -(_:bng_1 _:bng_3854) log:proves _:bng_3855. -(_:bng_1 _:bng_3856) log:proves _:bng_3857. -(_:bng_1 _:bng_3858) log:proves _:bng_3859. -(_:bng_1 _:bng_3860) log:proves _:bng_3861. -(_:bng_1 _:bng_3862) log:proves _:bng_3863. -(_:bng_1 _:bng_3864) log:proves _:bng_3865. -(_:bng_1 _:bng_3866) log:proves _:bng_3867. -(_:bng_1 _:bng_3868) log:proves _:bng_3869. -(_:bng_1 _:bng_3870) log:proves _:bng_3871. -(_:bng_1 _:bng_3872) log:proves _:bng_3873. -(_:bng_1 _:bng_3874) log:proves _:bng_3875. -(_:bng_1 _:bng_3876) log:proves _:bng_3877. -(_:bng_1 _:bng_3878) log:proves _:bng_3879. -(_:bng_1 _:bng_3880) log:proves _:bng_3881. -(_:bng_1 _:bng_3882) log:proves _:bng_3883. -(_:bng_1 _:bng_3884) log:proves _:bng_3885. -(_:bng_1 _:bng_3886) log:proves _:bng_3887. -(_:bng_1 _:bng_3888) log:proves _:bng_3889. -(_:bng_1 _:bng_3890) log:proves _:bng_3891. -(_:bng_1 _:bng_3892) log:proves _:bng_3893. -(_:bng_1 _:bng_3894) log:proves _:bng_3895. -(_:bng_1 _:bng_3896) log:proves _:bng_3897. -(_:bng_1 _:bng_3898) log:proves _:bng_3899. -(_:bng_1 _:bng_3900) log:proves _:bng_3901. -(_:bng_1 _:bng_3902) log:proves _:bng_3903. -(_:bng_1 _:bng_3904) log:proves _:bng_3905. -(_:bng_1 _:bng_3906) log:proves _:bng_3907. -(_:bng_1 _:bng_3908) log:proves _:bng_3909. -(_:bng_1 _:bng_3910) log:proves _:bng_3911. -(_:bng_1 _:bng_3912) log:proves _:bng_3913. -(_:bng_1 _:bng_3914) log:proves _:bng_3915. -(_:bng_1 _:bng_3916) log:proves _:bng_3917. -(_:bng_1 _:bng_3918) log:proves _:bng_3919. -(_:bng_1 _:bng_3920) log:proves _:bng_3921. -(_:bng_1 _:bng_3922) log:proves _:bng_3923. -(_:bng_1 _:bng_3924) log:proves _:bng_3925. -(_:bng_1 _:bng_3926) log:proves _:bng_3927. -(_:bng_1 _:bng_3928) log:proves _:bng_3929. -(_:bng_1 _:bng_3930) log:proves _:bng_3931. -(_:bng_1 _:bng_3932) log:proves _:bng_3933. -(_:bng_1 _:bng_3934) log:proves _:bng_3935. -(_:bng_1 _:bng_3936) log:proves _:bng_3937. -(_:bng_1 _:bng_3938) log:proves _:bng_3939. -(_:bng_1 _:bng_3940) log:proves _:bng_3941. -(_:bng_1 _:bng_3942) log:proves _:bng_3943. -(_:bng_1 _:bng_3944) log:proves _:bng_3945. -(_:bng_1 _:bng_3946) log:proves _:bng_3947. -(_:bng_1 _:bng_3948) log:proves _:bng_3949. -(_:bng_1 _:bng_3950) log:proves _:bng_3951. -(_:bng_1 _:bng_3952) log:proves _:bng_3953. -(_:bng_1 _:bng_3954) log:proves _:bng_3955. -(_:bng_1 _:bng_3956) log:proves _:bng_3957. -(_:bng_1 _:bng_3958) log:proves _:bng_3959. -(_:bng_1 _:bng_3960) log:proves _:bng_3961. -(_:bng_1 _:bng_3962) log:proves _:bng_3963. -(_:bng_1 _:bng_3964) log:proves _:bng_3965. -(_:bng_1 _:bng_3966) log:proves _:bng_3967. -(_:bng_1 _:bng_3968) log:proves _:bng_3969. -(_:bng_1 _:bng_3970) log:proves _:bng_3971. -(_:bng_1 _:bng_3972) log:proves _:bng_3973. -(_:bng_1 _:bng_3974) log:proves _:bng_3975. -(_:bng_1 _:bng_3976) log:proves _:bng_3977. -(_:bng_1 _:bng_3978) log:proves _:bng_3979. -(_:bng_1 _:bng_3980) log:proves _:bng_3981. -(_:bng_1 _:bng_3982) log:proves _:bng_3983. -(_:bng_1 _:bng_3984) log:proves _:bng_3985. -(_:bng_1 _:bng_3986) log:proves _:bng_3987. -(_:bng_1 _:bng_3988) log:proves _:bng_3989. -(_:bng_1 _:bng_3990) log:proves _:bng_3991. -(_:bng_1 _:bng_3992) log:proves _:bng_3993. -(_:bng_1 _:bng_3994) log:proves _:bng_3995. -(_:bng_1 _:bng_3996) log:proves _:bng_3997. -(_:bng_1 _:bng_3998) log:proves _:bng_3999. -(_:bng_1 _:bng_4000) log:proves _:bng_4001. -(_:bng_1 _:bng_4002) log:proves _:bng_4003. -(_:bng_1 _:bng_4004) log:proves _:bng_4005. -(_:bng_1 _:bng_4006) log:proves _:bng_4007. -(_:bng_1 _:bng_4008) log:proves _:bng_4009. -(_:bng_1 _:bng_4010) log:proves _:bng_4011. -(_:bng_1 _:bng_4012) log:proves _:bng_4013. -(_:bng_1 _:bng_4014) log:proves _:bng_4015. -(_:bng_1 _:bng_4016) log:proves _:bng_4017. -(_:bng_1 _:bng_4018) log:proves _:bng_4019. -(_:bng_1 _:bng_4020) log:proves _:bng_4021. -(_:bng_1 _:bng_4022) log:proves _:bng_4023. -(_:bng_1 _:bng_4024) log:proves _:bng_4025. -(_:bng_1 _:bng_4026) log:proves _:bng_4027. -(_:bng_1 _:bng_4028) log:proves _:bng_4029. -(_:bng_1 _:bng_4030) log:proves _:bng_4031. -(_:bng_1 _:bng_4032) log:proves _:bng_4033. -(_:bng_1 _:bng_4034) log:proves _:bng_4035. -(_:bng_1 _:bng_4036) log:proves _:bng_4037. -(_:bng_1 _:bng_4038) log:proves _:bng_4039. -(_:bng_1 _:bng_4040) log:proves _:bng_4041. -(_:bng_1 _:bng_4042) log:proves _:bng_4043. -(_:bng_1 _:bng_4044) log:proves _:bng_4045. -(_:bng_1 _:bng_4046) log:proves _:bng_4047. -(_:bng_1 _:bng_4048) log:proves _:bng_4049. -(_:bng_1 _:bng_4050) log:proves _:bng_4051. -(_:bng_1 _:bng_4052) log:proves _:bng_4053. -(_:bng_1 _:bng_4054) log:proves _:bng_4055. -(_:bng_1 _:bng_4056) log:proves _:bng_4057. -(_:bng_1 _:bng_4058) log:proves _:bng_4059. -(_:bng_1 _:bng_4060) log:proves _:bng_4061. -(_:bng_1 _:bng_4062) log:proves _:bng_4063. -(_:bng_1 _:bng_4064) log:proves _:bng_4065. -(_:bng_1 _:bng_4066) log:proves _:bng_4067. -(_:bng_1 _:bng_4068) log:proves _:bng_4069. -(_:bng_1 _:bng_4070) log:proves _:bng_4071. -(_:bng_1 _:bng_4072) log:proves _:bng_4073. -(_:bng_1 _:bng_4074) log:proves _:bng_4075. -(_:bng_1 _:bng_4076) log:proves _:bng_4077. -(_:bng_1 _:bng_4078) log:proves _:bng_4079. -(_:bng_1 _:bng_4080) log:proves _:bng_4081. -(_:bng_1 _:bng_4082) log:proves _:bng_4083. -(_:bng_1 _:bng_4084) log:proves _:bng_4085. -(_:bng_1 _:bng_4086) log:proves _:bng_4087. -(_:bng_1 _:bng_4088) log:proves _:bng_4089. -(_:bng_1 _:bng_4090) log:proves _:bng_4091. -(_:bng_1 _:bng_4092) log:proves _:bng_4093. -(_:bng_1 _:bng_4094) log:proves _:bng_4095. -(_:bng_1 _:bng_4096) log:proves _:bng_4097. -(_:bng_1 _:bng_4098) log:proves _:bng_4099. -(_:bng_1 _:bng_4100) log:proves _:bng_4101. -(_:bng_1 _:bng_4102) log:proves _:bng_4103. -(_:bng_1 _:bng_4104) log:proves _:bng_4105. -(_:bng_1 _:bng_4106) log:proves _:bng_4107. -(_:bng_1 _:bng_4108) log:proves _:bng_4109. -(_:bng_1 _:bng_4110) log:proves _:bng_4111. -(_:bng_1 _:bng_4112) log:proves _:bng_4113. -(_:bng_1 _:bng_4114) log:proves _:bng_4115. -(_:bng_1 _:bng_4116) log:proves _:bng_4117. -(_:bng_1 _:bng_4118) log:proves _:bng_4119. -(_:bng_1 _:bng_4120) log:proves _:bng_4121. -(_:bng_1 _:bng_4122) log:proves _:bng_4123. -(_:bng_1 _:bng_4124) log:proves _:bng_4125. -(_:bng_1 _:bng_4126) log:proves _:bng_4127. -(_:bng_1 _:bng_4128) log:proves _:bng_4129. -(_:bng_1 _:bng_4130) log:proves _:bng_4131. -(_:bng_1 _:bng_4132) log:proves _:bng_4133. -(_:bng_1 _:bng_4134) log:proves _:bng_4135. -(_:bng_1 _:bng_4136) log:proves _:bng_4137. -(_:bng_1 _:bng_4138) log:proves _:bng_4139. -(_:bng_1 _:bng_4140) log:proves _:bng_4141. -(_:bng_1 _:bng_4142) log:proves _:bng_4143. -(_:bng_1 _:bng_4144) log:proves _:bng_4145. -(_:bng_1 _:bng_4146) log:proves _:bng_4147. -(_:bng_1 _:bng_4148) log:proves _:bng_4149. -(_:bng_1 _:bng_4150) log:proves _:bng_4151. -(_:bng_1 _:bng_4152) log:proves _:bng_4153. -(_:bng_1 _:bng_4154) log:proves _:bng_4155. -(_:bng_1 _:bng_4156) log:proves _:bng_4157. -(_:bng_1 _:bng_4158) log:proves _:bng_4159. -(_:bng_1 _:bng_4160) log:proves _:bng_4161. -(_:bng_1 _:bng_4162) log:proves _:bng_4163. -(_:bng_1 _:bng_4164) log:proves _:bng_4165. -(_:bng_1 _:bng_4166) log:proves _:bng_4167. -(_:bng_1 _:bng_4168) log:proves _:bng_4169. -(_:bng_1 _:bng_4170) log:proves _:bng_4171. -(_:bng_1 _:bng_4172) log:proves _:bng_4173. -(_:bng_1 _:bng_4174) log:proves _:bng_4175. -(_:bng_1 _:bng_4176) log:proves _:bng_4177. -(_:bng_1 _:bng_4178) log:proves _:bng_4179. -(_:bng_1 _:bng_4180) log:proves _:bng_4181. -(_:bng_1 _:bng_4182) log:proves _:bng_4183. -(_:bng_1 _:bng_4184) log:proves _:bng_4185. -(_:bng_1 _:bng_4186) log:proves _:bng_4187. -(_:bng_1 _:bng_4188) log:proves _:bng_4189. -(_:bng_1 _:bng_4190) log:proves _:bng_4191. -(_:bng_1 _:bng_4192) log:proves _:bng_4193. -(_:bng_1 _:bng_4194) log:proves _:bng_4195. -(_:bng_1 _:bng_4196) log:proves _:bng_4197. -(_:bng_1 _:bng_4198) log:proves _:bng_4199. -(_:bng_1 _:bng_4200) log:proves _:bng_4201. -(_:bng_1 _:bng_4202) log:proves _:bng_4203. -(_:bng_1 _:bng_4204) log:proves _:bng_4205. -(_:bng_1 _:bng_4206) log:proves _:bng_4207. -(_:bng_1 _:bng_4208) log:proves _:bng_4209. -(_:bng_1 _:bng_4210) log:proves _:bng_4211. -(_:bng_1 _:bng_4212) log:proves _:bng_4213. -(_:bng_1 _:bng_4214) log:proves _:bng_4215. -(_:bng_1 _:bng_4216) log:proves _:bng_4217. -(_:bng_1 _:bng_4218) log:proves _:bng_4219. -(_:bng_1 _:bng_4220) log:proves _:bng_4221. -(_:bng_1 _:bng_4222) log:proves _:bng_4223. -(_:bng_1 _:bng_4224) log:proves _:bng_4225. -(_:bng_1 _:bng_4226) log:proves _:bng_4227. -(_:bng_1 _:bng_4228) log:proves _:bng_4229. -(_:bng_1 _:bng_4230) log:proves _:bng_4231. -(_:bng_1 _:bng_4232) log:proves _:bng_4233. -(_:bng_1 _:bng_4234) log:proves _:bng_4235. -(_:bng_1 _:bng_4236) log:proves _:bng_4237. -(_:bng_1 _:bng_4238) log:proves _:bng_4239. -(_:bng_1 _:bng_4240) log:proves _:bng_4241. -(_:bng_1 _:bng_4242) log:proves _:bng_4243. -(_:bng_1 _:bng_4244) log:proves _:bng_4245. -(_:bng_1 _:bng_4246) log:proves _:bng_4247. -(_:bng_1 _:bng_4248) log:proves _:bng_4249. -(_:bng_1 _:bng_4250) log:proves _:bng_4251. -(_:bng_1 _:bng_4252) log:proves _:bng_4253. -(_:bng_1 _:bng_4254) log:proves _:bng_4255. -(_:bng_1 _:bng_4256) log:proves _:bng_4257. -(_:bng_1 _:bng_4258) log:proves _:bng_4259. -(_:bng_1 _:bng_4260) log:proves _:bng_4261. -(_:bng_1 _:bng_4262) log:proves _:bng_4263. -(_:bng_1 _:bng_4264) log:proves _:bng_4265. -(_:bng_1 _:bng_4266) log:proves _:bng_4267. -(_:bng_1 _:bng_4268) log:proves _:bng_4269. -(_:bng_1 _:bng_4270) log:proves _:bng_4271. -(_:bng_1 _:bng_4272) log:proves _:bng_4273. -(_:bng_1 _:bng_4274) log:proves _:bng_4275. -(_:bng_1 _:bng_4276) log:proves _:bng_4277. -(_:bng_1 _:bng_4278) log:proves _:bng_4279. -(_:bng_1 _:bng_4280) log:proves _:bng_4281. -(_:bng_1 _:bng_4282) log:proves _:bng_4283. -(_:bng_1 _:bng_4284) log:proves _:bng_4285. -(_:bng_1 _:bng_4286) log:proves _:bng_4287. -(_:bng_1 _:bng_4288) log:proves _:bng_4289. -(_:bng_1 _:bng_4290) log:proves _:bng_4291. -(_:bng_1 _:bng_4292) log:proves _:bng_4293. -(_:bng_1 _:bng_4294) log:proves _:bng_4295. -(_:bng_1 _:bng_4296) log:proves _:bng_4297. -(_:bng_1 _:bng_4298) log:proves _:bng_4299. -(_:bng_1 _:bng_4300) log:proves _:bng_4301. -(_:bng_1 _:bng_4302) log:proves _:bng_4303. -(_:bng_1 _:bng_4304) log:proves _:bng_4305. -(_:bng_1 _:bng_4306) log:proves _:bng_4307. -(_:bng_1 _:bng_4308) log:proves _:bng_4309. -(_:bng_1 _:bng_4310) log:proves _:bng_4311. -(_:bng_1 _:bng_4312) log:proves _:bng_4313. -(_:bng_1 _:bng_4314) log:proves _:bng_4315. -(_:bng_1 _:bng_4316) log:proves _:bng_4317. -(_:bng_1 _:bng_4318) log:proves _:bng_4319. -(_:bng_1 _:bng_4320) log:proves _:bng_4321. -(_:bng_1 _:bng_4322) log:proves _:bng_4323. -(_:bng_1 _:bng_4324) log:proves _:bng_4325. -(_:bng_1 _:bng_4326) log:proves _:bng_4327. -(_:bng_1 _:bng_4328) log:proves _:bng_4329. -(_:bng_1 _:bng_4330) log:proves _:bng_4331. -(_:bng_1 _:bng_4332) log:proves _:bng_4333. -(_:bng_1 _:bng_4334) log:proves _:bng_4335. -(_:bng_1 _:bng_4336) log:proves _:bng_4337. -(_:bng_1 _:bng_4338) log:proves _:bng_4339. -(_:bng_1 _:bng_4340) log:proves _:bng_4341. -(_:bng_1 _:bng_4342) log:proves _:bng_4343. -(_:bng_1 _:bng_4344) log:proves _:bng_4345. -(_:bng_1 _:bng_4346) log:proves _:bng_4347. -(_:bng_1 _:bng_4348) log:proves _:bng_4349. -(_:bng_1 _:bng_4350) log:proves _:bng_4351. -(_:bng_1 _:bng_4352) log:proves _:bng_4353. -(_:bng_1 _:bng_4354) log:proves _:bng_4355. -(_:bng_1 _:bng_4356) log:proves _:bng_4357. -(_:bng_1 _:bng_4358) log:proves _:bng_4359. -(_:bng_1 _:bng_4360) log:proves _:bng_4361. -(_:bng_1 _:bng_4362) log:proves _:bng_4363. -(_:bng_1 _:bng_4364) log:proves _:bng_4365. -(_:bng_1 _:bng_4366) log:proves _:bng_4367. -(_:bng_1 _:bng_4368) log:proves _:bng_4369. -(_:bng_1 _:bng_4370) log:proves _:bng_4371. -(_:bng_1 _:bng_4372) log:proves _:bng_4373. -(_:bng_1 _:bng_4374) log:proves _:bng_4375. -(_:bng_1 _:bng_4376) log:proves _:bng_4377. -(_:bng_1 _:bng_4378) log:proves _:bng_4379. -(_:bng_1 _:bng_4380) log:proves _:bng_4381. -(_:bng_1 _:bng_4382) log:proves _:bng_4383. -(_:bng_1 _:bng_4384) log:proves _:bng_4385. -(_:bng_1 _:bng_4386) log:proves _:bng_4387. -(_:bng_1 _:bng_4388) log:proves _:bng_4389. -(_:bng_1 _:bng_4390) log:proves _:bng_4391. -(_:bng_1 _:bng_4392) log:proves _:bng_4393. -(_:bng_1 _:bng_4394) log:proves _:bng_4395. -(_:bng_1 _:bng_4396) log:proves _:bng_4397. -(_:bng_1 _:bng_4398) log:proves _:bng_4399. -(_:bng_1 _:bng_4400) log:proves _:bng_4401. -(_:bng_1 _:bng_4402) log:proves _:bng_4403. -(_:bng_1 _:bng_4404) log:proves _:bng_4405. -(_:bng_1 _:bng_4406) log:proves _:bng_4407. -(_:bng_1 _:bng_4408) log:proves _:bng_4409. -(_:bng_1 _:bng_4410) log:proves _:bng_4411. -(_:bng_1 _:bng_4412) log:proves _:bng_4413. -(_:bng_1 _:bng_4414) log:proves _:bng_4415. -(_:bng_1 _:bng_4416) log:proves _:bng_4417. -(_:bng_1 _:bng_4418) log:proves _:bng_4419. -(_:bng_1 _:bng_4420) log:proves _:bng_4421. -(_:bng_1 _:bng_4422) log:proves _:bng_4423. -(_:bng_1 _:bng_4424) log:proves _:bng_4425. -(_:bng_1 _:bng_4426) log:proves _:bng_4427. -(_:bng_1 _:bng_4428) log:proves _:bng_4429. -(_:bng_1 _:bng_4430) log:proves _:bng_4431. -(_:bng_1 _:bng_4432) log:proves _:bng_4433. -(_:bng_1 _:bng_4434) log:proves _:bng_4435. -(_:bng_1 _:bng_4436) log:proves _:bng_4437. -(_:bng_1 _:bng_4438) log:proves _:bng_4439. -(_:bng_1 _:bng_4440) log:proves _:bng_4441. -(_:bng_1 _:bng_4442) log:proves _:bng_4443. -(_:bng_1 _:bng_4444) log:proves _:bng_4445. -(_:bng_1 _:bng_4446) log:proves _:bng_4447. -(_:bng_1 _:bng_4448) log:proves _:bng_4449. -(_:bng_1 _:bng_4450) log:proves _:bng_4451. -(_:bng_1 _:bng_4452) log:proves _:bng_4453. -(_:bng_1 _:bng_4454) log:proves _:bng_4455. -(_:bng_1 _:bng_4456) log:proves _:bng_4457. -(_:bng_1 _:bng_4458) log:proves _:bng_4459. -(_:bng_1 _:bng_4460) log:proves _:bng_4461. -(_:bng_1 _:bng_4462) log:proves _:bng_4463. -(_:bng_1 _:bng_4464) log:proves _:bng_4465. -(_:bng_1 _:bng_4466) log:proves _:bng_4467. -(_:bng_1 _:bng_4468) log:proves _:bng_4469. -(_:bng_1 _:bng_4470) log:proves _:bng_4471. -(_:bng_1 _:bng_4472) log:proves _:bng_4473. -(_:bng_1 _:bng_4474) log:proves _:bng_4475. -(_:bng_1 _:bng_4476) log:proves _:bng_4477. -(_:bng_1 _:bng_4478) log:proves _:bng_4479. -(_:bng_1 _:bng_4480) log:proves _:bng_4481. -(_:bng_1 _:bng_4482) log:proves _:bng_4483. -(_:bng_1 _:bng_4484) log:proves _:bng_4485. -(_:bng_1 _:bng_4486) log:proves _:bng_4487. -(_:bng_1 _:bng_4488) log:proves _:bng_4489. -(_:bng_1 _:bng_4490) log:proves _:bng_4491. -(_:bng_1 _:bng_4492) log:proves _:bng_4493. -(_:bng_1 _:bng_4494) log:proves _:bng_4495. -(_:bng_1 _:bng_4496) log:proves _:bng_4497. -(_:bng_1 _:bng_4498) log:proves _:bng_4499. -(_:bng_1 _:bng_4500) log:proves _:bng_4501. -(_:bng_1 _:bng_4502) log:proves _:bng_4503. -(_:bng_1 _:bng_4504) log:proves _:bng_4505. -(_:bng_1 _:bng_4506) log:proves _:bng_4507. -(_:bng_1 _:bng_4508) log:proves _:bng_4509. -(_:bng_1 _:bng_4510) log:proves _:bng_4511. -(_:bng_1 _:bng_4512) log:proves _:bng_4513. -(_:bng_1 _:bng_4514) log:proves _:bng_4515. -(_:bng_1 _:bng_4516) log:proves _:bng_4517. -(_:bng_1 _:bng_4518) log:proves _:bng_4519. -(_:bng_1 _:bng_4520) log:proves _:bng_4521. -(_:bng_1 _:bng_4522) log:proves _:bng_4523. -(_:bng_1 _:bng_4524) log:proves _:bng_4525. -(_:bng_1 _:bng_4526) log:proves _:bng_4527. -(_:bng_1 _:bng_4528) log:proves _:bng_4529. -(_:bng_1 _:bng_4530) log:proves _:bng_4531. -(_:bng_1 _:bng_4532) log:proves _:bng_4533. -(_:bng_1 _:bng_4534) log:proves _:bng_4535. -(_:bng_1 _:bng_4536) log:proves _:bng_4537. -(_:bng_1 _:bng_4538) log:proves _:bng_4539. -(_:bng_1 _:bng_4540) log:proves _:bng_4541. -(_:bng_1 _:bng_4542) log:proves _:bng_4543. -(_:bng_1 _:bng_4544) log:proves _:bng_4545. -(_:bng_1 _:bng_4546) log:proves _:bng_4547. -(_:bng_1 _:bng_4548) log:proves _:bng_4549. -(_:bng_1 _:bng_4550) log:proves _:bng_4551. -(_:bng_1 _:bng_4552) log:proves _:bng_4553. -(_:bng_1 _:bng_4554) log:proves _:bng_4555. -(_:bng_1 _:bng_4556) log:proves _:bng_4557. -(_:bng_1 _:bng_4558) log:proves _:bng_4559. -(_:bng_1 _:bng_4560) log:proves _:bng_4561. -(_:bng_1 _:bng_4562) log:proves _:bng_4563. -(_:bng_1 _:bng_4564) log:proves _:bng_4565. -(_:bng_1 _:bng_4566) log:proves _:bng_4567. -(_:bng_1 _:bng_4568) log:proves _:bng_4569. -(_:bng_1 _:bng_4570) log:proves _:bng_4571. -(_:bng_1 _:bng_4572) log:proves _:bng_4573. -(_:bng_1 _:bng_4574) log:proves _:bng_4575. -(_:bng_1 _:bng_4576) log:proves _:bng_4577. -(_:bng_1 _:bng_4578) log:proves _:bng_4579. -(_:bng_1 _:bng_4580) log:proves _:bng_4581. -(_:bng_1 _:bng_4582) log:proves _:bng_4583. -(_:bng_1 _:bng_4584) log:proves _:bng_4585. -(_:bng_1 _:bng_4586) log:proves _:bng_4587. -(_:bng_1 _:bng_4588) log:proves _:bng_4589. -(_:bng_1 _:bng_4590) log:proves _:bng_4591. -(_:bng_1 _:bng_4592) log:proves _:bng_4593. -(_:bng_1 _:bng_4594) log:proves _:bng_4595. -(_:bng_1 _:bng_4596) log:proves _:bng_4597. -(_:bng_1 _:bng_4598) log:proves _:bng_4599. -(_:bng_1 _:bng_4600) log:proves _:bng_4601. -(_:bng_1 _:bng_4602) log:proves _:bng_4603. -(_:bng_1 _:bng_4604) log:proves _:bng_4605. -(_:bng_1 _:bng_4606) log:proves _:bng_4607. -(_:bng_1 _:bng_4608) log:proves _:bng_4609. -(_:bng_1 _:bng_4610) log:proves _:bng_4611. -(_:bng_1 _:bng_4612) log:proves _:bng_4613. -(_:bng_1 _:bng_4614) log:proves _:bng_4615. -(_:bng_1 _:bng_4616) log:proves _:bng_4617. -(_:bng_1 _:bng_4618) log:proves _:bng_4619. -(_:bng_1 _:bng_4620) log:proves _:bng_4621. -(_:bng_1 _:bng_4622) log:proves _:bng_4623. -(_:bng_1 _:bng_4624) log:proves _:bng_4625. -(_:bng_1 _:bng_4626) log:proves _:bng_4627. -(_:bng_1 _:bng_4628) log:proves _:bng_4629. -(_:bng_1 _:bng_4630) log:proves _:bng_4631. -(_:bng_1 _:bng_4632) log:proves _:bng_4633. -(_:bng_1 _:bng_4634) log:proves _:bng_4635. -(_:bng_1 _:bng_4636) log:proves _:bng_4637. -(_:bng_1 _:bng_4638) log:proves _:bng_4639. -(_:bng_1 _:bng_4640) log:proves _:bng_4641. -(_:bng_1 _:bng_4642) log:proves _:bng_4643. -(_:bng_1 _:bng_4644) log:proves _:bng_4645. -(_:bng_1 _:bng_4646) log:proves _:bng_4647. -(_:bng_1 _:bng_4648) log:proves _:bng_4649. -(_:bng_1 _:bng_4650) log:proves _:bng_4651. -(_:bng_1 _:bng_4652) log:proves _:bng_4653. -(_:bng_1 _:bng_4654) log:proves _:bng_4655. -(_:bng_1 _:bng_4656) log:proves _:bng_4657. -(_:bng_1 _:bng_4658) log:proves _:bng_4659. -(_:bng_1 _:bng_4660) log:proves _:bng_4661. -(_:bng_1 _:bng_4662) log:proves _:bng_4663. -(_:bng_1 _:bng_4664) log:proves _:bng_4665. -(_:bng_1 _:bng_4666) log:proves _:bng_4667. -(_:bng_1 _:bng_4668) log:proves _:bng_4669. -(_:bng_1 _:bng_4670) log:proves _:bng_4671. -(_:bng_1 _:bng_4672) log:proves _:bng_4673. -(_:bng_1 _:bng_4674) log:proves _:bng_4675. -(_:bng_1 _:bng_4676) log:proves _:bng_4677. -(_:bng_1 _:bng_4678) log:proves _:bng_4679. -(_:bng_1 _:bng_4680) log:proves _:bng_4681. -(_:bng_1 _:bng_4682) log:proves _:bng_4683. -(_:bng_1 _:bng_4684) log:proves _:bng_4685. -(_:bng_1 _:bng_4686) log:proves _:bng_4687. -(_:bng_1 _:bng_4688) log:proves _:bng_4689. -(_:bng_1 _:bng_4690) log:proves _:bng_4691. -(_:bng_1 _:bng_4692) log:proves _:bng_4693. -(_:bng_1 _:bng_4694) log:proves _:bng_4695. -(_:bng_1 _:bng_4696) log:proves _:bng_4697. -(_:bng_1 _:bng_4698) log:proves _:bng_4699. -(_:bng_1 _:bng_4700) log:proves _:bng_4701. -(_:bng_1 _:bng_4702) log:proves _:bng_4703. -(_:bng_1 _:bng_4704) log:proves _:bng_4705. -(_:bng_1 _:bng_4706) log:proves _:bng_4707. -(_:bng_1 _:bng_4708) log:proves _:bng_4709. -(_:bng_1 _:bng_4710) log:proves _:bng_4711. -(_:bng_1 _:bng_4712) log:proves _:bng_4713. -(_:bng_1 _:bng_4714) log:proves _:bng_4715. -(_:bng_1 _:bng_4716) log:proves _:bng_4717. -(_:bng_1 _:bng_4718) log:proves _:bng_4719. -(_:bng_1 _:bng_4720) log:proves _:bng_4721. -(_:bng_1 _:bng_4722) log:proves _:bng_4723. -(_:bng_1 _:bng_4724) log:proves _:bng_4725. -(_:bng_1 _:bng_4726) log:proves _:bng_4727. -(_:bng_1 _:bng_4728) log:proves _:bng_4729. -(_:bng_1 _:bng_4730) log:proves _:bng_4731. -(_:bng_1 _:bng_4732) log:proves _:bng_4733. -(_:bng_1 _:bng_4734) log:proves _:bng_4735. -(_:bng_1 _:bng_4736) log:proves _:bng_4737. -(_:bng_1 _:bng_4738) log:proves _:bng_4739. -(_:bng_1 _:bng_4740) log:proves _:bng_4741. -(_:bng_1 _:bng_4742) log:proves _:bng_4743. -(_:bng_1 _:bng_4744) log:proves _:bng_4745. -(_:bng_1 _:bng_4746) log:proves _:bng_4747. -(_:bng_1 _:bng_4748) log:proves _:bng_4749. -(_:bng_1 _:bng_4750) log:proves _:bng_4751. -(_:bng_1 _:bng_4752) log:proves _:bng_4753. -(_:bng_1 _:bng_4754) log:proves _:bng_4755. -(_:bng_1 _:bng_4756) log:proves _:bng_4757. -(_:bng_1 _:bng_4758) log:proves _:bng_4759. -(_:bng_1 _:bng_4760) log:proves _:bng_4761. -(_:bng_1 _:bng_4762) log:proves _:bng_4763. -(_:bng_1 _:bng_4764) log:proves _:bng_4765. -(_:bng_1 _:bng_4766) log:proves _:bng_4767. -(_:bng_1 _:bng_4768) log:proves _:bng_4769. -(_:bng_1 _:bng_4770) log:proves _:bng_4771. -(_:bng_1 _:bng_4772) log:proves _:bng_4773. -(_:bng_1 _:bng_4774) log:proves _:bng_4775. -(_:bng_1 _:bng_4776) log:proves _:bng_4777. -(_:bng_1 _:bng_4778) log:proves _:bng_4779. -(_:bng_1 _:bng_4780) log:proves _:bng_4781. -(_:bng_1 _:bng_4782) log:proves _:bng_4783. -(_:bng_1 _:bng_4784) log:proves _:bng_4785. -(_:bng_1 _:bng_4786) log:proves _:bng_4787. -(_:bng_1 _:bng_4788) log:proves _:bng_4789. -(_:bng_1 _:bng_4790) log:proves _:bng_4791. -(_:bng_1 _:bng_4792) log:proves _:bng_4793. -(_:bng_1 _:bng_4794) log:proves _:bng_4795. -(_:bng_1 _:bng_4796) log:proves _:bng_4797. -(_:bng_1 _:bng_4798) log:proves _:bng_4799. -(_:bng_1 _:bng_4800) log:proves _:bng_4801. -(_:bng_1 _:bng_4802) log:proves _:bng_4803. -(_:bng_1 _:bng_4804) log:proves _:bng_4805. -(_:bng_1 _:bng_4806) log:proves _:bng_4807. -(_:bng_1 _:bng_4808) log:proves _:bng_4809. -(_:bng_1 _:bng_4810) log:proves _:bng_4811. -(_:bng_1 _:bng_4812) log:proves _:bng_4813. -(_:bng_1 _:bng_4814) log:proves _:bng_4815. -(_:bng_1 _:bng_4816) log:proves _:bng_4817. -(_:bng_1 _:bng_4818) log:proves _:bng_4819. -(_:bng_1 _:bng_4820) log:proves _:bng_4821. -(_:bng_1 _:bng_4822) log:proves _:bng_4823. -(_:bng_1 _:bng_4824) log:proves _:bng_4825. -(_:bng_1 _:bng_4826) log:proves _:bng_4827. -(_:bng_1 _:bng_4828) log:proves _:bng_4829. -(_:bng_1 _:bng_4830) log:proves _:bng_4831. -(_:bng_1 _:bng_4832) log:proves _:bng_4833. -(_:bng_1 _:bng_4834) log:proves _:bng_4835. -(_:bng_1 _:bng_4836) log:proves _:bng_4837. -(_:bng_1 _:bng_4838) log:proves _:bng_4839. -(_:bng_1 _:bng_4840) log:proves _:bng_4841. -(_:bng_1 _:bng_4842) log:proves _:bng_4843. -(_:bng_1 _:bng_4844) log:proves _:bng_4845. -(_:bng_1 _:bng_4846) log:proves _:bng_4847. -(_:bng_1 _:bng_4848) log:proves _:bng_4849. -(_:bng_1 _:bng_4850) log:proves _:bng_4851. -(_:bng_1 _:bng_4852) log:proves _:bng_4853. -(_:bng_1 _:bng_4854) log:proves _:bng_4855. -(_:bng_1 _:bng_4856) log:proves _:bng_4857. -(_:bng_1 _:bng_4858) log:proves _:bng_4859. -(_:bng_1 _:bng_4860) log:proves _:bng_4861. -(_:bng_1 _:bng_4862) log:proves _:bng_4863. -(_:bng_1 _:bng_4864) log:proves _:bng_4865. -(_:bng_1 _:bng_4866) log:proves _:bng_4867. -(_:bng_1 _:bng_4868) log:proves _:bng_4869. -(_:bng_1 _:bng_4870) log:proves _:bng_4871. -(_:bng_1 _:bng_4872) log:proves _:bng_4873. -(_:bng_1 _:bng_4874) log:proves _:bng_4875. -(_:bng_1 _:bng_4876) log:proves _:bng_4877. -(_:bng_1 _:bng_4878) log:proves _:bng_4879. -(_:bng_1 _:bng_4880) log:proves _:bng_4881. -(_:bng_1 _:bng_4882) log:proves _:bng_4883. -(_:bng_1 _:bng_4884) log:proves _:bng_4885. -(_:bng_1 _:bng_4886) log:proves _:bng_4887. -(_:bng_1 _:bng_4888) log:proves _:bng_4889. -(_:bng_1 _:bng_4890) log:proves _:bng_4891. -(_:bng_1 _:bng_4892) log:proves _:bng_4893. -(_:bng_1 _:bng_4894) log:proves _:bng_4895. -(_:bng_1 _:bng_4896) log:proves _:bng_4897. -(_:bng_1 _:bng_4898) log:proves _:bng_4899. -(_:bng_1 _:bng_4900) log:proves _:bng_4901. -(_:bng_1 _:bng_4902) log:proves _:bng_4903. -(_:bng_1 _:bng_4904) log:proves _:bng_4905. -(_:bng_1 _:bng_4906) log:proves _:bng_4907. -(_:bng_1 _:bng_4908) log:proves _:bng_4909. -(_:bng_1 _:bng_4910) log:proves _:bng_4911. -(_:bng_1 _:bng_4912) log:proves _:bng_4913. -(_:bng_1 _:bng_4914) log:proves _:bng_4915. -(_:bng_1 _:bng_4916) log:proves _:bng_4917. -(_:bng_1 _:bng_4918) log:proves _:bng_4919. -(_:bng_1 _:bng_4920) log:proves _:bng_4921. -(_:bng_1 _:bng_4922) log:proves _:bng_4923. -(_:bng_1 _:bng_4924) log:proves _:bng_4925. -(_:bng_1 _:bng_4926) log:proves _:bng_4927. -(_:bng_1 _:bng_4928) log:proves _:bng_4929. -(_:bng_1 _:bng_4930) log:proves _:bng_4931. -(_:bng_1 _:bng_4932) log:proves _:bng_4933. -(_:bng_1 _:bng_4934) log:proves _:bng_4935. -(_:bng_1 _:bng_4936) log:proves _:bng_4937. -(_:bng_1 _:bng_4938) log:proves _:bng_4939. -(_:bng_1 _:bng_4940) log:proves _:bng_4941. -(_:bng_1 _:bng_4942) log:proves _:bng_4943. -(_:bng_1 _:bng_4944) log:proves _:bng_4945. -(_:bng_1 _:bng_4946) log:proves _:bng_4947. -(_:bng_1 _:bng_4948) log:proves _:bng_4949. -(_:bng_1 _:bng_4950) log:proves _:bng_4951. -(_:bng_1 _:bng_4952) log:proves _:bng_4953. -(_:bng_1 _:bng_4954) log:proves _:bng_4955. -(_:bng_1 _:bng_4956) log:proves _:bng_4957. -(_:bng_1 _:bng_4958) log:proves _:bng_4959. -(_:bng_1 _:bng_4960) log:proves _:bng_4961. -(_:bng_1 _:bng_4962) log:proves _:bng_4963. -(_:bng_1 _:bng_4964) log:proves _:bng_4965. -(_:bng_1 _:bng_4966) log:proves _:bng_4967. -(_:bng_1 _:bng_4968) log:proves _:bng_4969. -(_:bng_1 _:bng_4970) log:proves _:bng_4971. -(_:bng_1 _:bng_4972) log:proves _:bng_4973. -(_:bng_1 _:bng_4974) log:proves _:bng_4975. -(_:bng_1 _:bng_4976) log:proves _:bng_4977. -(_:bng_1 _:bng_4978) log:proves _:bng_4979. -(_:bng_1 _:bng_4980) log:proves _:bng_4981. -(_:bng_1 _:bng_4982) log:proves _:bng_4983. -(_:bng_1 _:bng_4984) log:proves _:bng_4985. -(_:bng_1 _:bng_4986) log:proves _:bng_4987. -(_:bng_1 _:bng_4988) log:proves _:bng_4989. -(_:bng_1 _:bng_4990) log:proves _:bng_4991. -(_:bng_1 _:bng_4992) log:proves _:bng_4993. -(_:bng_1 _:bng_4994) log:proves _:bng_4995. -(_:bng_1 _:bng_4996) log:proves _:bng_4997. -(_:bng_1 _:bng_4998) log:proves _:bng_4999. -(_:bng_5000 _:bng_5001) log:proves _:bng_5002. -(_:bng_5003 _:bng_5002) log:proves _:bng_5002. +(_:bng_2000 _:bng_2001) log:proves _:bng_2002. +(_:bng_2003 _:bng_2002) log:proves _:bng_2002. _:bng_1 { _:bng_4_1 log:isImpliedBy _:bng_5_1. } _:bng_2 { - [] 2499; math:notEqualTo 2500 . - (2499 1) math:sum 2500 . - (2 2499) math:product 4998 . - (4998 1) math:sum 4999 . - (4998 2) math:sum 5000 . - (4998 4999 5000) math:product 124925010000 . - (1 124925010000) math:quotient 8.004802240960397e-12 . - (0.03539816339344348 8.004802240960397e-12) math:sum 0.03539816340144829 . - [] 1; math:negation -1 . - (2500 2500 0.03539816340144829 0.03539816340144829 -1) :pi true. -} - -_:bng_3 { - (2499 2500 0.03539816339344348 0.03539816340144829 1) :pi true. -} - -_:bng_4 { - [] 2498; math:notEqualTo 2500 . - (2498 1) math:sum 2499 . - (2 2498) math:product 4996 . - (4996 1) math:sum 4997 . - (4996 2) math:sum 4998 . - (4996 4997 4998) math:product 124775129976 . - (-1 124775129976) math:quotient -8.014417618257308e-12 . - (0.0353981634014579 -8.014417618257308e-12) math:sum 0.03539816339344348 . - [] -1; math:negation 1 . - (2499 2500 0.03539816339344348 0.03539816340144829 1) :pi true. -} - -_:bng_5 { - (2498 2500 0.0353981634014579 0.03539816340144829 -1) :pi true. -} - -_:bng_6 { - [] 2497; math:notEqualTo 2500 . - (2497 1) math:sum 2498 . - (2 2497) math:product 4994 . - (4994 1) math:sum 4995 . - (4994 2) math:sum 4996 . - (4994 4995 4996) math:product 124625369880 . - (1 124625369880) math:quotient 8.024048401724992e-12 . - (0.03539816339343385 8.024048401724992e-12) math:sum 0.0353981634014579 . - [] 1; math:negation -1 . - (2498 2500 0.0353981634014579 0.03539816340144829 -1) :pi true. -} - -_:bng_7 { - (2497 2500 0.03539816339343385 0.03539816340144829 1) :pi true. -} - -_:bng_8 { - [] 2496; math:notEqualTo 2500 . - (2496 1) math:sum 2497 . - (2 2496) math:product 4992 . - (4992 1) math:sum 4993 . - (4992 2) math:sum 4994 . - (4992 4993 4994) math:product 124475729664 . - (-1 124475729664) math:quotient -8.033694622231349e-12 . - (0.03539816340146754 -8.033694622231349e-12) math:sum 0.03539816339343385 . - [] -1; math:negation 1 . - (2497 2500 0.03539816339343385 0.03539816340144829 1) :pi true. -} - -_:bng_9 { - (2496 2500 0.03539816340146754 0.03539816340144829 -1) :pi true. -} - -_:bng_10 { - [] 2495; math:notEqualTo 2500 . - (2495 1) math:sum 2496 . - (2 2495) math:product 4990 . - (4990 1) math:sum 4991 . - (4990 2) math:sum 4992 . - (4990 4991 4992) math:product 124326209280 . - (1 124326209280) math:quotient 8.043356310718525e-12 . - (0.035398163393424185 8.043356310718525e-12) math:sum 0.03539816340146754 . - [] 1; math:negation -1 . - (2496 2500 0.03539816340146754 0.03539816340144829 -1) :pi true. -} - -_:bng_11 { - (2495 2500 0.035398163393424185 0.03539816340144829 1) :pi true. -} - -_:bng_12 { - [] 2494; math:notEqualTo 2500 . - (2494 1) math:sum 2495 . - (2 2494) math:product 4988 . - (4988 1) math:sum 4989 . - (4988 2) math:sum 4990 . - (4988 4989 4990) math:product 124176808680 . - (-1 124176808680) math:quotient -8.05303349820312e-12 . - (0.035398163401477216 -8.05303349820312e-12) math:sum 0.035398163393424185 . - [] -1; math:negation 1 . - (2495 2500 0.035398163393424185 0.03539816340144829 1) :pi true. -} - -_:bng_13 { - (2494 2500 0.035398163401477216 0.03539816340144829 -1) :pi true. -} - -_:bng_14 { - [] 2493; math:notEqualTo 2500 . - (2493 1) math:sum 2494 . - (2 2493) math:product 4986 . - (4986 1) math:sum 4987 . - (4986 2) math:sum 4988 . - (4986 4987 4988) math:product 124027527816 . - (1 124027527816) math:quotient 8.062726215776402e-12 . - (0.03539816339341449 8.062726215776402e-12) math:sum 0.035398163401477216 . - [] 1; math:negation -1 . - (2494 2500 0.035398163401477216 0.03539816340144829 -1) :pi true. -} - -_:bng_15 { - (2493 2500 0.03539816339341449 0.03539816340144829 1) :pi true. -} - -_:bng_16 { - [] 2492; math:notEqualTo 2500 . - (2492 1) math:sum 2493 . - (2 2492) math:product 4984 . - (4984 1) math:sum 4985 . - (4984 2) math:sum 4986 . - (4984 4985 4986) math:product 123878366640 . - (-1 123878366640) math:quotient -8.072434494604505e-12 . - (0.03539816340148692 -8.072434494604505e-12) math:sum 0.03539816339341449 . - [] -1; math:negation 1 . - (2493 2500 0.03539816339341449 0.03539816340144829 1) :pi true. -} - -_:bng_17 { - (2492 2500 0.03539816340148692 0.03539816340144829 -1) :pi true. -} - -_:bng_18 { - [] 2491; math:notEqualTo 2500 . - (2491 1) math:sum 2492 . - (2 2491) math:product 4982 . - (4982 1) math:sum 4983 . - (4982 2) math:sum 4984 . - (4982 4983 4984) math:product 123729325104 . - (1 123729325104) math:quotient 8.082158365928655e-12 . - (0.035398163393404763 8.082158365928655e-12) math:sum 0.03539816340148692 . - [] 1; math:negation -1 . - (2492 2500 0.03539816340148692 0.03539816340144829 -1) :pi true. -} - -_:bng_19 { - (2491 2500 0.035398163393404763 0.03539816340144829 1) :pi true. -} - -_:bng_20 { - [] 2490; math:notEqualTo 2500 . - (2490 1) math:sum 2491 . - (2 2490) math:product 4980 . - (4980 1) math:sum 4981 . - (4980 2) math:sum 4982 . - (4980 4981 4982) math:product 123580403160 . - (-1 123580403160) math:quotient -8.09189786106537e-12 . - (0.03539816340149666 -8.09189786106537e-12) math:sum 0.035398163393404763 . - [] -1; math:negation 1 . - (2491 2500 0.035398163393404763 0.03539816340144829 1) :pi true. -} - -_:bng_21 { - (2490 2500 0.03539816340149666 0.03539816340144829 -1) :pi true. -} - -_:bng_22 { - [] 2489; math:notEqualTo 2500 . - (2489 1) math:sum 2490 . - (2 2489) math:product 4978 . - (4978 1) math:sum 4979 . - (4978 2) math:sum 4980 . - (4978 4979 4980) math:product 123431600760 . - (1 123431600760) math:quotient 8.101653011406671e-12 . - (0.03539816339339501 8.101653011406671e-12) math:sum 0.03539816340149666 . - [] 1; math:negation -1 . - (2490 2500 0.03539816340149666 0.03539816340144829 -1) :pi true. -} - -_:bng_23 { - (2489 2500 0.03539816339339501 0.03539816340144829 1) :pi true. -} - -_:bng_24 { - [] 2488; math:notEqualTo 2500 . - (2488 1) math:sum 2489 . - (2 2488) math:product 4976 . - (4976 1) math:sum 4977 . - (4976 2) math:sum 4978 . - (4976 4977 4978) math:product 123282917856 . - (-1 123282917856) math:quotient -8.111423848420306e-12 . - (0.03539816340150643 -8.111423848420306e-12) math:sum 0.03539816339339501 . - [] -1; math:negation 1 . - (2489 2500 0.03539816339339501 0.03539816340144829 1) :pi true. -} - -_:bng_25 { - (2488 2500 0.03539816340150643 0.03539816340144829 -1) :pi true. -} - -_:bng_26 { - [] 2487; math:notEqualTo 2500 . - (2487 1) math:sum 2488 . - (2 2487) math:product 4974 . - (4974 1) math:sum 4975 . - (4974 2) math:sum 4976 . - (4974 4975 4976) math:product 123134354400 . - (1 123134354400) math:quotient 8.12121040364995e-12 . - (0.03539816339338522 8.12121040364995e-12) math:sum 0.03539816340150643 . - [] 1; math:negation -1 . - (2488 2500 0.03539816340150643 0.03539816340144829 -1) :pi true. -} - -_:bng_27 { - (2487 2500 0.03539816339338522 0.03539816340144829 1) :pi true. -} - -_:bng_28 { - [] 2486; math:notEqualTo 2500 . - (2486 1) math:sum 2487 . - (2 2486) math:product 4972 . - (4972 1) math:sum 4973 . - (4972 2) math:sum 4974 . - (4972 4973 4974) math:product 122985910344 . - (-1 122985910344) math:quotient -8.131012708715427e-12 . - (0.035398163401516226 -8.131012708715427e-12) math:sum 0.03539816339338522 . - [] -1; math:negation 1 . - (2487 2500 0.03539816339338522 0.03539816340144829 1) :pi true. -} - -_:bng_29 { - (2486 2500 0.035398163401516226 0.03539816340144829 -1) :pi true. -} - -_:bng_30 { - [] 2485; math:notEqualTo 2500 . - (2485 1) math:sum 2486 . - (2 2485) math:product 4970 . - (4970 1) math:sum 4971 . - (4970 2) math:sum 4972 . - (4970 4971 4972) math:product 122837585640 . - (1 122837585640) math:quotient 8.140830795312919e-12 . - (0.0353981633933754 8.140830795312919e-12) math:sum 0.035398163401516226 . - [] 1; math:negation -1 . - (2486 2500 0.035398163401516226 0.03539816340144829 -1) :pi true. -} - -_:bng_31 { - (2485 2500 0.0353981633933754 0.03539816340144829 1) :pi true. -} - -_:bng_32 { - [] 2484; math:notEqualTo 2500 . - (2484 1) math:sum 2485 . - (2 2484) math:product 4968 . - (4968 1) math:sum 4969 . - (4968 2) math:sum 4970 . - (4968 4969 4970) math:product 122689380240 . - (-1 122689380240) math:quotient -8.150664695215188e-12 . - (0.035398163401526066 -8.150664695215188e-12) math:sum 0.0353981633933754 . - [] -1; math:negation 1 . - (2485 2500 0.0353981633933754 0.03539816340144829 1) :pi true. -} - -_:bng_33 { - (2484 2500 0.035398163401526066 0.03539816340144829 -1) :pi true. -} - -_:bng_34 { - [] 2483; math:notEqualTo 2500 . - (2483 1) math:sum 2484 . - (2 2483) math:product 4966 . - (4966 1) math:sum 4967 . - (4966 2) math:sum 4968 . - (4966 4967 4968) math:product 122541294096 . - (1 122541294096) math:quotient 8.160514440271788e-12 . - (0.03539816339336555 8.160514440271788e-12) math:sum 0.035398163401526066 . - [] 1; math:negation -1 . - (2484 2500 0.035398163401526066 0.03539816340144829 -1) :pi true. -} - -_:bng_35 { - (2483 2500 0.03539816339336555 0.03539816340144829 1) :pi true. -} - -_:bng_36 { - [] 2482; math:notEqualTo 2500 . - (2482 1) math:sum 2483 . - (2 2482) math:product 4964 . - (4964 1) math:sum 4965 . - (4964 2) math:sum 4966 . - (4964 4965 4966) math:product 122393327160 . - (-1 122393327160) math:quotient -8.170380062409279e-12 . - (0.03539816340153593 -8.170380062409279e-12) math:sum 0.03539816339336555 . - [] -1; math:negation 1 . - (2483 2500 0.03539816339336555 0.03539816340144829 1) :pi true. -} - -_:bng_37 { - (2482 2500 0.03539816340153593 0.03539816340144829 -1) :pi true. -} - -_:bng_38 { - [] 2481; math:notEqualTo 2500 . - (2481 1) math:sum 2482 . - (2 2481) math:product 4962 . - (4962 1) math:sum 4963 . - (4962 2) math:sum 4964 . - (4962 4963 4964) math:product 122245479384 . - (1 122245479384) math:quotient 8.180261593631446e-12 . - (0.03539816339335567 8.180261593631446e-12) math:sum 0.03539816340153593 . - [] 1; math:negation -1 . - (2482 2500 0.03539816340153593 0.03539816340144829 -1) :pi true. -} - -_:bng_39 { - (2481 2500 0.03539816339335567 0.03539816340144829 1) :pi true. -} - -_:bng_40 { - [] 2480; math:notEqualTo 2500 . - (2480 1) math:sum 2481 . - (2 2480) math:product 4960 . - (4960 1) math:sum 4961 . - (4960 2) math:sum 4962 . - (4960 4961 4962) math:product 122097750720 . - (-1 122097750720) math:quotient -8.190159066019525e-12 . - (0.03539816340154583 -8.190159066019525e-12) math:sum 0.03539816339335567 . - [] -1; math:negation 1 . - (2481 2500 0.03539816339335567 0.03539816340144829 1) :pi true. -} - -_:bng_41 { - (2480 2500 0.03539816340154583 0.03539816340144829 -1) :pi true. -} - -_:bng_42 { - [] 2479; math:notEqualTo 2500 . - (2479 1) math:sum 2480 . - (2 2479) math:product 4958 . - (4958 1) math:sum 4959 . - (4958 2) math:sum 4960 . - (4958 4959 4960) math:product 121950141120 . - (1 121950141120) math:quotient 8.200072511732408e-12 . - (0.035398163393345755 8.200072511732408e-12) math:sum 0.03539816340154583 . - [] 1; math:negation -1 . - (2480 2500 0.03539816340154583 0.03539816340144829 -1) :pi true. -} - -_:bng_43 { - (2479 2500 0.035398163393345755 0.03539816340144829 1) :pi true. -} - -_:bng_44 { - [] 2478; math:notEqualTo 2500 . - (2478 1) math:sum 2479 . - (2 2478) math:product 4956 . - (4956 1) math:sum 4957 . - (4956 2) math:sum 4958 . - (4956 4957 4958) math:product 121802650536 . - (-1 121802650536) math:quotient -8.210001963006872e-12 . - (0.03539816340155576 -8.210001963006872e-12) math:sum 0.035398163393345755 . - [] -1; math:negation 1 . - (2479 2500 0.035398163393345755 0.03539816340144829 1) :pi true. -} - -_:bng_45 { - (2478 2500 0.03539816340155576 0.03539816340144829 -1) :pi true. -} - -_:bng_46 { - [] 2477; math:notEqualTo 2500 . - (2477 1) math:sum 2478 . - (2 2477) math:product 4954 . - (4954 1) math:sum 4955 . - (4954 2) math:sum 4956 . - (4954 4955 4956) math:product 121655278920 . - (1 121655278920) math:quotient 8.219947452157796e-12 . - (0.03539816339333581 8.219947452157796e-12) math:sum 0.03539816340155576 . - [] 1; math:negation -1 . - (2478 2500 0.03539816340155576 0.03539816340144829 -1) :pi true. -} - -_:bng_47 { - (2477 2500 0.03539816339333581 0.03539816340144829 1) :pi true. -} - -_:bng_48 { - [] 2476; math:notEqualTo 2500 . - (2476 1) math:sum 2477 . - (2 2476) math:product 4952 . - (4952 1) math:sum 4953 . - (4952 2) math:sum 4954 . - (4952 4953 4954) math:product 121508026224 . - (-1 121508026224) math:quotient -8.229909011578383e-12 . - (0.03539816340156572 -8.229909011578383e-12) math:sum 0.03539816339333581 . - [] -1; math:negation 1 . - (2477 2500 0.03539816339333581 0.03539816340144829 1) :pi true. -} - -_:bng_49 { - (2476 2500 0.03539816340156572 0.03539816340144829 -1) :pi true. -} - -_:bng_50 { - [] 2475; math:notEqualTo 2500 . - (2475 1) math:sum 2476 . - (2 2475) math:product 4950 . - (4950 1) math:sum 4951 . - (4950 2) math:sum 4952 . - (4950 4951 4952) math:product 121360892400 . - (1 121360892400) math:quotient 8.239886673740379e-12 . - (0.035398163393325834 8.239886673740379e-12) math:sum 0.03539816340156572 . - [] 1; math:negation -1 . - (2476 2500 0.03539816340156572 0.03539816340144829 -1) :pi true. -} - -_:bng_51 { - (2475 2500 0.035398163393325834 0.03539816340144829 1) :pi true. -} - -_:bng_52 { - [] 2474; math:notEqualTo 2500 . - (2474 1) math:sum 2475 . - (2 2474) math:product 4948 . - (4948 1) math:sum 4949 . - (4948 2) math:sum 4950 . - (4948 4949 4950) math:product 121213877400 . - (-1 121213877400) math:quotient -8.249880471194299e-12 . - (0.035398163401575714 -8.249880471194299e-12) math:sum 0.035398163393325834 . - [] -1; math:negation 1 . - (2475 2500 0.035398163393325834 0.03539816340144829 1) :pi true. -} - -_:bng_53 { - (2474 2500 0.035398163401575714 0.03539816340144829 -1) :pi true. -} - -_:bng_54 { - [] 2473; math:notEqualTo 2500 . - (2473 1) math:sum 2474 . - (2 2473) math:product 4946 . - (4946 1) math:sum 4947 . - (4946 2) math:sum 4948 . - (4946 4947 4948) math:product 121066981176 . - (1 121066981176) math:quotient 8.259890436569647e-12 . - (0.03539816339331582 8.259890436569647e-12) math:sum 0.035398163401575714 . - [] 1; math:negation -1 . - (2474 2500 0.035398163401575714 0.03539816340144829 -1) :pi true. -} - -_:bng_55 { - (2473 2500 0.03539816339331582 0.03539816340144829 1) :pi true. -} - -_:bng_56 { - [] 2472; math:notEqualTo 2500 . - (2472 1) math:sum 2473 . - (2 2472) math:product 4944 . - (4944 1) math:sum 4945 . - (4944 2) math:sum 4946 . - (4944 4945 4946) math:product 120920203680 . - (-1 120920203680) math:quotient -8.269916602575144e-12 . - (0.03539816340158574 -8.269916602575144e-12) math:sum 0.03539816339331582 . - [] -1; math:negation 1 . - (2473 2500 0.03539816339331582 0.03539816340144829 1) :pi true. -} - -_:bng_57 { - (2472 2500 0.03539816340158574 0.03539816340144829 -1) :pi true. -} - -_:bng_58 { - [] 2471; math:notEqualTo 2500 . - (2471 1) math:sum 2472 . - (2 2471) math:product 4942 . - (4942 1) math:sum 4943 . - (4942 2) math:sum 4944 . - (4942 4943 4944) math:product 120773544864 . - (1 120773544864) math:quotient 8.279959001998943e-12 . - (0.03539816339330578 8.279959001998943e-12) math:sum 0.03539816340158574 . - [] 1; math:negation -1 . - (2472 2500 0.03539816340158574 0.03539816340144829 -1) :pi true. -} - -_:bng_59 { - (2471 2500 0.03539816339330578 0.03539816340144829 1) :pi true. -} - -_:bng_60 { - [] 2470; math:notEqualTo 2500 . - (2470 1) math:sum 2471 . - (2 2470) math:product 4940 . - (4940 1) math:sum 4941 . - (4940 2) math:sum 4942 . - (4940 4941 4942) math:product 120627004680 . - (-1 120627004680) math:quotient -8.290017667708866e-12 . - (0.035398163401595795 -8.290017667708866e-12) math:sum 0.03539816339330578 . - [] -1; math:negation 1 . - (2471 2500 0.03539816339330578 0.03539816340144829 1) :pi true. -} - -_:bng_61 { - (2470 2500 0.035398163401595795 0.03539816340144829 -1) :pi true. -} - -_:bng_62 { - [] 2469; math:notEqualTo 2500 . - (2469 1) math:sum 2470 . - (2 2469) math:product 4938 . - (4938 1) math:sum 4939 . - (4938 2) math:sum 4940 . - (4938 4939 4940) math:product 120480583080 . - (1 120480583080) math:quotient 8.30009263265262e-12 . - (0.035398163393295705 8.30009263265262e-12) math:sum 0.035398163401595795 . - [] 1; math:negation -1 . - (2470 2500 0.035398163401595795 0.03539816340144829 -1) :pi true. -} - -_:bng_63 { - (2469 2500 0.035398163393295705 0.03539816340144829 1) :pi true. -} - -_:bng_64 { - [] 2468; math:notEqualTo 2500 . - (2468 1) math:sum 2469 . - (2 2468) math:product 4936 . - (4936 1) math:sum 4937 . - (4936 2) math:sum 4938 . - (4936 4937 4938) math:product 120334280016 . - (-1 120334280016) math:quotient -8.310183929858034e-12 . - (0.03539816340160589 -8.310183929858034e-12) math:sum 0.035398163393295705 . - [] -1; math:negation 1 . - (2469 2500 0.035398163393295705 0.03539816340144829 1) :pi true. -} - -_:bng_65 { - (2468 2500 0.03539816340160589 0.03539816340144829 -1) :pi true. -} - -_:bng_66 { - [] 2467; math:notEqualTo 2500 . - (2467 1) math:sum 2468 . - (2 2467) math:product 4934 . - (4934 1) math:sum 4935 . - (4934 2) math:sum 4936 . - (4934 4935 4936) math:product 120188095440 . - (1 120188095440) math:quotient 8.320291592433275e-12 . - (0.0353981633932856 8.320291592433275e-12) math:sum 0.03539816340160589 . - [] 1; math:negation -1 . - (2468 2500 0.03539816340160589 0.03539816340144829 -1) :pi true. -} - -_:bng_67 { - (2467 2500 0.0353981633932856 0.03539816340144829 1) :pi true. -} - -_:bng_68 { - [] 2466; math:notEqualTo 2500 . - (2466 1) math:sum 2467 . - (2 2466) math:product 4932 . - (4932 1) math:sum 4933 . - (4932 2) math:sum 4934 . - (4932 4933 4934) math:product 120042029304 . - (-1 120042029304) math:quotient -8.330415653567082e-12 . - (0.035398163401616015 -8.330415653567082e-12) math:sum 0.0353981633932856 . - [] -1; math:negation 1 . - (2467 2500 0.0353981633932856 0.03539816340144829 1) :pi true. -} - -_:bng_69 { - (2466 2500 0.035398163401616015 0.03539816340144829 -1) :pi true. -} - -_:bng_70 { - [] 2465; math:notEqualTo 2500 . - (2465 1) math:sum 2466 . - (2 2465) math:product 4930 . - (4930 1) math:sum 4931 . - (4930 2) math:sum 4932 . - (4930 4931 4932) math:product 119896081560 . - (1 119896081560) math:quotient 8.340556146528998e-12 . - (0.03539816339327546 8.340556146528998e-12) math:sum 0.035398163401616015 . - [] 1; math:negation -1 . - (2466 2500 0.035398163401616015 0.03539816340144829 -1) :pi true. -} - -_:bng_71 { - (2465 2500 0.03539816339327546 0.03539816340144829 1) :pi true. -} - -_:bng_72 { - [] 2464; math:notEqualTo 2500 . - (2464 1) math:sum 2465 . - (2 2464) math:product 4928 . - (4928 1) math:sum 4929 . - (4928 2) math:sum 4930 . - (4928 4929 4930) math:product 119750252160 . - (-1 119750252160) math:quotient -8.350713104669592e-12 . - (0.03539816340162617 -8.350713104669592e-12) math:sum 0.03539816339327546 . - [] -1; math:negation 1 . - (2465 2500 0.03539816339327546 0.03539816340144829 1) :pi true. -} - -_:bng_73 { - (2464 2500 0.03539816340162617 0.03539816340144829 -1) :pi true. -} - -_:bng_74 { - [] 2463; math:notEqualTo 2500 . - (2463 1) math:sum 2464 . - (2 2463) math:product 4926 . - (4926 1) math:sum 4927 . - (4926 2) math:sum 4928 . - (4926 4927 4928) math:product 119604541056 . - (1 119604541056) math:quotient 8.360886561420694e-12 . - (0.035398163393265285 8.360886561420694e-12) math:sum 0.03539816340162617 . - [] 1; math:negation -1 . - (2464 2500 0.03539816340162617 0.03539816340144829 -1) :pi true. -} - -_:bng_75 { - (2463 2500 0.035398163393265285 0.03539816340144829 1) :pi true. -} - -_:bng_76 { - [] 2462; math:notEqualTo 2500 . - (2462 1) math:sum 2463 . - (2 2462) math:product 4924 . - (4924 1) math:sum 4925 . - (4924 2) math:sum 4926 . - (4924 4925 4926) math:product 119458948200 . - (-1 119458948200) math:quotient -8.371076550295627e-12 . - (0.03539816340163636 -8.371076550295627e-12) math:sum 0.035398163393265285 . - [] -1; math:negation 1 . - (2463 2500 0.035398163393265285 0.03539816340144829 1) :pi true. -} - -_:bng_77 { - (2462 2500 0.03539816340163636 0.03539816340144829 -1) :pi true. -} - -_:bng_78 { - [] 2461; math:notEqualTo 2500 . - (2461 1) math:sum 2462 . - (2 2461) math:product 4922 . - (4922 1) math:sum 4923 . - (4922 2) math:sum 4924 . - (4922 4923 4924) math:product 119313473544 . - (1 119313473544) math:quotient 8.381283104889437e-12 . - (0.03539816339325508 8.381283104889437e-12) math:sum 0.03539816340163636 . - [] 1; math:negation -1 . - (2462 2500 0.03539816340163636 0.03539816340144829 -1) :pi true. -} - -_:bng_79 { - (2461 2500 0.03539816339325508 0.03539816340144829 1) :pi true. -} - -_:bng_80 { - [] 2460; math:notEqualTo 2500 . - (2460 1) math:sum 2461 . - (2 2460) math:product 4920 . - (4920 1) math:sum 4921 . - (4920 2) math:sum 4922 . - (4920 4921 4922) math:product 119168117040 . - (-1 119168117040) math:quotient -8.391506258879125e-12 . - (0.03539816340164659 -8.391506258879125e-12) math:sum 0.03539816339325508 . - [] -1; math:negation 1 . - (2461 2500 0.03539816339325508 0.03539816340144829 1) :pi true. -} - -_:bng_81 { - (2460 2500 0.03539816340164659 0.03539816340144829 -1) :pi true. -} - -_:bng_82 { - [] 2459; math:notEqualTo 2500 . - (2459 1) math:sum 2460 . - (2 2459) math:product 4918 . - (4918 1) math:sum 4919 . - (4918 2) math:sum 4920 . - (4918 4919 4920) math:product 119022878640 . - (1 119022878640) math:quotient 8.40174604602388e-12 . - (0.03539816339324484 8.40174604602388e-12) math:sum 0.03539816340164659 . - [] 1; math:negation -1 . - (2460 2500 0.03539816340164659 0.03539816340144829 -1) :pi true. -} - -_:bng_83 { - (2459 2500 0.03539816339324484 0.03539816340144829 1) :pi true. -} - -_:bng_84 { - [] 2458; math:notEqualTo 2500 . - (2458 1) math:sum 2459 . - (2 2458) math:product 4916 . - (4916 1) math:sum 4917 . - (4916 2) math:sum 4918 . - (4916 4917 4918) math:product 118877758296 . - (-1 118877758296) math:quotient -8.412002500165314e-12 . - (0.03539816340165684 -8.412002500165314e-12) math:sum 0.03539816339324484 . - [] -1; math:negation 1 . - (2459 2500 0.03539816339324484 0.03539816340144829 1) :pi true. -} - -_:bng_85 { - (2458 2500 0.03539816340165684 0.03539816340144829 -1) :pi true. -} - -_:bng_86 { - [] 2457; math:notEqualTo 2500 . - (2457 1) math:sum 2458 . - (2 2457) math:product 4914 . - (4914 1) math:sum 4915 . - (4914 2) math:sum 4916 . - (4914 4915 4916) math:product 118732755960 . - (1 118732755960) math:quotient 8.422275655227703e-12 . - (0.035398163393234566 8.422275655227703e-12) math:sum 0.03539816340165684 . - [] 1; math:negation -1 . - (2458 2500 0.03539816340165684 0.03539816340144829 -1) :pi true. -} - -_:bng_87 { - (2457 2500 0.035398163393234566 0.03539816340144829 1) :pi true. -} - -_:bng_88 { - [] 2456; math:notEqualTo 2500 . - (2456 1) math:sum 2457 . - (2 2456) math:product 4912 . - (4912 1) math:sum 4913 . - (4912 2) math:sum 4914 . - (4912 4913 4914) math:product 118587871584 . - (-1 118587871584) math:quotient -8.432565545218209e-12 . - (0.03539816340166713 -8.432565545218209e-12) math:sum 0.035398163393234566 . - [] -1; math:negation 1 . - (2457 2500 0.035398163393234566 0.03539816340144829 1) :pi true. -} - -_:bng_89 { - (2456 2500 0.03539816340166713 0.03539816340144829 -1) :pi true. -} - -_:bng_90 { - [] 2455; math:notEqualTo 2500 . - (2455 1) math:sum 2456 . - (2 2455) math:product 4910 . - (4910 1) math:sum 4911 . - (4910 2) math:sum 4912 . - (4910 4911 4912) math:product 118443105120 . - (1 118443105120) math:quotient 8.44287220422713e-12 . - (0.03539816339322426 8.44287220422713e-12) math:sum 0.03539816340166713 . - [] 1; math:negation -1 . - (2456 2500 0.03539816340166713 0.03539816340144829 -1) :pi true. -} - -_:bng_91 { - (2455 2500 0.03539816339322426 0.03539816340144829 1) :pi true. -} - -_:bng_92 { - [] 2454; math:notEqualTo 2500 . - (2454 1) math:sum 2455 . - (2 2454) math:product 4908 . - (4908 1) math:sum 4909 . - (4908 2) math:sum 4910 . - (4908 4909 4910) math:product 118298456520 . - (-1 118298456520) math:quotient -8.453195666428126e-12 . - (0.03539816340167746 -8.453195666428126e-12) math:sum 0.03539816339322426 . - [] -1; math:negation 1 . - (2455 2500 0.03539816339322426 0.03539816340144829 1) :pi true. -} - -_:bng_93 { - (2454 2500 0.03539816340167746 0.03539816340144829 -1) :pi true. -} - -_:bng_94 { - [] 2453; math:notEqualTo 2500 . - (2453 1) math:sum 2454 . - (2 2453) math:product 4906 . - (4906 1) math:sum 4907 . - (4906 2) math:sum 4908 . - (4906 4907 4908) math:product 118153925736 . - (1 118153925736) math:quotient 8.463535966078465e-12 . - (0.03539816339321392 8.463535966078465e-12) math:sum 0.03539816340167746 . - [] 1; math:negation -1 . - (2454 2500 0.03539816340167746 0.03539816340144829 -1) :pi true. -} - -_:bng_95 { - (2453 2500 0.03539816339321392 0.03539816340144829 1) :pi true. -} - -_:bng_96 { - [] 2452; math:notEqualTo 2500 . - (2452 1) math:sum 2453 . - (2 2452) math:product 4904 . - (4904 1) math:sum 4905 . - (4904 2) math:sum 4906 . - (4904 4905 4906) math:product 118009512720 . - (-1 118009512720) math:quotient -8.47389313751926e-12 . - (0.03539816340168782 -8.47389313751926e-12) math:sum 0.03539816339321392 . - [] -1; math:negation 1 . - (2453 2500 0.03539816339321392 0.03539816340144829 1) :pi true. -} - -_:bng_97 { - (2452 2500 0.03539816340168782 0.03539816340144829 -1) :pi true. -} - -_:bng_98 { - [] 2451; math:notEqualTo 2500 . - (2451 1) math:sum 2452 . - (2 2451) math:product 4902 . - (4902 1) math:sum 4903 . - (4902 2) math:sum 4904 . - (4902 4903 4904) math:product 117865217424 . - (1 117865217424) math:quotient 8.48426721517571e-12 . - (0.03539816339320355 8.48426721517571e-12) math:sum 0.03539816340168782 . - [] 1; math:negation -1 . - (2452 2500 0.03539816340168782 0.03539816340144829 -1) :pi true. -} - -_:bng_99 { - (2451 2500 0.03539816339320355 0.03539816340144829 1) :pi true. -} - -_:bng_100 { - [] 2450; math:notEqualTo 2500 . - (2450 1) math:sum 2451 . - (2 2450) math:product 4900 . - (4900 1) math:sum 4901 . - (4900 2) math:sum 4902 . - (4900 4901 4902) math:product 117721039800 . - (-1 117721039800) math:quotient -8.494658233557328e-12 . - (0.035398163401698206 -8.494658233557328e-12) math:sum 0.03539816339320355 . - [] -1; math:negation 1 . - (2451 2500 0.03539816339320355 0.03539816340144829 1) :pi true. -} - -_:bng_101 { - (2450 2500 0.035398163401698206 0.03539816340144829 -1) :pi true. -} - -_:bng_102 { - [] 2449; math:notEqualTo 2500 . - (2449 1) math:sum 2450 . - (2 2449) math:product 4898 . - (4898 1) math:sum 4899 . - (4898 2) math:sum 4900 . - (4898 4899 4900) math:product 117576979800 . - (1 117576979800) math:quotient 8.505066227258204e-12 . - (0.03539816339319314 8.505066227258204e-12) math:sum 0.035398163401698206 . - [] 1; math:negation -1 . - (2450 2500 0.035398163401698206 0.03539816340144829 -1) :pi true. -} - -_:bng_103 { - (2449 2500 0.03539816339319314 0.03539816340144829 1) :pi true. -} - -_:bng_104 { - [] 2448; math:notEqualTo 2500 . - (2448 1) math:sum 2449 . - (2 2448) math:product 4896 . - (4896 1) math:sum 4897 . - (4896 2) math:sum 4898 . - (4896 4897 4898) math:product 117433037376 . - (-1 117433037376) math:quotient -8.515491230957225e-12 . - (0.035398163401708635 -8.515491230957225e-12) math:sum 0.03539816339319314 . - [] -1; math:negation 1 . - (2449 2500 0.03539816339319314 0.03539816340144829 1) :pi true. -} - -_:bng_105 { - (2448 2500 0.035398163401708635 0.03539816340144829 -1) :pi true. -} - -_:bng_106 { - [] 2447; math:notEqualTo 2500 . - (2447 1) math:sum 2448 . - (2 2447) math:product 4894 . - (4894 1) math:sum 4895 . - (4894 2) math:sum 4896 . - (4894 4895 4896) math:product 117289212480 . - (1 117289212480) math:quotient 8.525933279418333e-12 . - (0.035398163393182705 8.525933279418333e-12) math:sum 0.035398163401708635 . - [] 1; math:negation -1 . - (2448 2500 0.035398163401708635 0.03539816340144829 -1) :pi true. -} - -_:bng_107 { - (2447 2500 0.035398163393182705 0.03539816340144829 1) :pi true. -} - -_:bng_108 { - [] 2446; math:notEqualTo 2500 . - (2446 1) math:sum 2447 . - (2 2446) math:product 4892 . - (4892 1) math:sum 4893 . - (4892 2) math:sum 4894 . - (4892 4893 4894) math:product 117145505064 . - (-1 117145505064) math:quotient -8.53639240749076e-12 . - (0.0353981634017191 -8.53639240749076e-12) math:sum 0.035398163393182705 . - [] -1; math:negation 1 . - (2447 2500 0.035398163393182705 0.03539816340144829 1) :pi true. -} - -_:bng_109 { - (2446 2500 0.0353981634017191 0.03539816340144829 -1) :pi true. -} - -_:bng_110 { - [] 2445; math:notEqualTo 2500 . - (2445 1) math:sum 2446 . - (2 2445) math:product 4890 . - (4890 1) math:sum 4891 . - (4890 2) math:sum 4892 . - (4890 4891 4892) math:product 117001915080 . - (1 117001915080) math:quotient 8.546868650109277e-12 . - (0.03539816339317223 8.546868650109277e-12) math:sum 0.0353981634017191 . - [] 1; math:negation -1 . - (2446 2500 0.0353981634017191 0.03539816340144829 -1) :pi true. -} - -_:bng_111 { - (2445 2500 0.03539816339317223 0.03539816340144829 1) :pi true. -} - -_:bng_112 { - [] 2444; math:notEqualTo 2500 . - (2444 1) math:sum 2445 . - (2 2444) math:product 4888 . - (4888 1) math:sum 4889 . - (4888 2) math:sum 4890 . - (4888 4889 4890) math:product 116858442480 . - (-1 116858442480) math:quotient -8.557362042294439e-12 . - (0.03539816340172959 -8.557362042294439e-12) math:sum 0.03539816339317223 . - [] -1; math:negation 1 . - (2445 2500 0.03539816339317223 0.03539816340144829 1) :pi true. -} - -_:bng_113 { - (2444 2500 0.03539816340172959 0.03539816340144829 -1) :pi true. -} - -_:bng_114 { - [] 2443; math:notEqualTo 2500 . - (2443 1) math:sum 2444 . - (2 2443) math:product 4886 . - (4886 1) math:sum 4887 . - (4886 2) math:sum 4888 . - (4886 4887 4888) math:product 116715087216 . - (1 116715087216) math:quotient 8.567872619152822e-12 . - (0.035398163393161715 8.567872619152822e-12) math:sum 0.03539816340172959 . - [] 1; math:negation -1 . - (2444 2500 0.03539816340172959 0.03539816340144829 -1) :pi true. -} - -_:bng_115 { - (2443 2500 0.035398163393161715 0.03539816340144829 1) :pi true. -} - -_:bng_116 { - [] 2442; math:notEqualTo 2500 . - (2442 1) math:sum 2443 . - (2 2442) math:product 4884 . - (4884 1) math:sum 4885 . - (4884 2) math:sum 4886 . - (4884 4885 4886) math:product 116571849240 . - (-1 116571849240) math:quotient -8.578400415877283e-12 . - (0.03539816340174012 -8.578400415877283e-12) math:sum 0.035398163393161715 . - [] -1; math:negation 1 . - (2443 2500 0.035398163393161715 0.03539816340144829 1) :pi true. -} - -_:bng_117 { - (2442 2500 0.03539816340174012 0.03539816340144829 -1) :pi true. -} - -_:bng_118 { - [] 2441; math:notEqualTo 2500 . - (2441 1) math:sum 2442 . - (2 2441) math:product 4882 . - (4882 1) math:sum 4883 . - (4882 2) math:sum 4884 . - (4882 4883 4884) math:product 116428728504 . - (1 116428728504) math:quotient 8.5889454677472e-12 . - (0.035398163393151175 8.5889454677472e-12) math:sum 0.03539816340174012 . - [] 1; math:negation -1 . - (2442 2500 0.03539816340174012 0.03539816340144829 -1) :pi true. -} - -_:bng_119 { - (2441 2500 0.035398163393151175 0.03539816340144829 1) :pi true. -} - -_:bng_120 { - [] 2440; math:notEqualTo 2500 . - (2440 1) math:sum 2441 . - (2 2440) math:product 4880 . - (4880 1) math:sum 4881 . - (4880 2) math:sum 4882 . - (4880 4881 4882) math:product 116285724960 . - (-1 116285724960) math:quotient -8.599507810128718e-12 . - (0.035398163401750685 -8.599507810128718e-12) math:sum 0.035398163393151175 . - [] -1; math:negation 1 . - (2441 2500 0.035398163393151175 0.03539816340144829 1) :pi true. -} - -_:bng_121 { - (2440 2500 0.035398163401750685 0.03539816340144829 -1) :pi true. -} - -_:bng_122 { - [] 2439; math:notEqualTo 2500 . - (2439 1) math:sum 2440 . - (2 2439) math:product 4878 . - (4878 1) math:sum 4879 . - (4878 2) math:sum 4880 . - (4878 4879 4880) math:product 116142838560 . - (1 116142838560) math:quotient 8.610087478475005e-12 . - (0.0353981633931406 8.610087478475005e-12) math:sum 0.035398163401750685 . - [] 1; math:negation -1 . - (2440 2500 0.035398163401750685 0.03539816340144829 -1) :pi true. -} - -_:bng_123 { - (2439 2500 0.0353981633931406 0.03539816340144829 1) :pi true. -} - -_:bng_124 { - [] 2438; math:notEqualTo 2500 . - (2438 1) math:sum 2439 . - (2 2438) math:product 4876 . - (4876 1) math:sum 4877 . - (4876 2) math:sum 4878 . - (4876 4877 4878) math:product 116000069256 . - (-1 116000069256) math:quotient -8.620684508326498e-12 . - (0.03539816340176129 -8.620684508326498e-12) math:sum 0.0353981633931406 . - [] -1; math:negation 1 . - (2439 2500 0.0353981633931406 0.03539816340144829 1) :pi true. -} - -_:bng_125 { - (2438 2500 0.03539816340176129 0.03539816340144829 -1) :pi true. -} - -_:bng_126 { - [] 2437; math:notEqualTo 2500 . - (2437 1) math:sum 2438 . - (2 2437) math:product 4874 . - (4874 1) math:sum 4875 . - (4874 2) math:sum 4876 . - (4874 4875 4876) math:product 115857417000 . - (1 115857417000) math:quotient 8.63129893531115e-12 . - (0.03539816339312999 8.63129893531115e-12) math:sum 0.03539816340176129 . - [] 1; math:negation -1 . - (2438 2500 0.03539816340176129 0.03539816340144829 -1) :pi true. -} - -_:bng_127 { - (2437 2500 0.03539816339312999 0.03539816340144829 1) :pi true. -} - -_:bng_128 { - [] 2436; math:notEqualTo 2500 . - (2436 1) math:sum 2437 . - (2 2436) math:product 4872 . - (4872 1) math:sum 4873 . - (4872 2) math:sum 4874 . - (4872 4873 4874) math:product 115714881744 . - (-1 115714881744) math:quotient -8.641930795144692e-12 . - (0.03539816340177192 -8.641930795144692e-12) math:sum 0.03539816339312999 . - [] -1; math:negation 1 . - (2437 2500 0.03539816339312999 0.03539816340144829 1) :pi true. -} - -_:bng_129 { - (2436 2500 0.03539816340177192 0.03539816340144829 -1) :pi true. -} - -_:bng_130 { - [] 2435; math:notEqualTo 2500 . - (2435 1) math:sum 2436 . - (2 2435) math:product 4870 . - (4870 1) math:sum 4871 . - (4870 2) math:sum 4872 . - (4870 4871 4872) math:product 115572463440 . - (1 115572463440) math:quotient 8.652580123630875e-12 . - (0.03539816339311934 8.652580123630875e-12) math:sum 0.03539816340177192 . - [] 1; math:negation -1 . - (2436 2500 0.03539816340177192 0.03539816340144829 -1) :pi true. -} - -_:bng_131 { - (2435 2500 0.03539816339311934 0.03539816340144829 1) :pi true. -} - -_:bng_132 { - [] 2434; math:notEqualTo 2500 . - (2434 1) math:sum 2435 . - (2 2434) math:product 4868 . - (4868 1) math:sum 4869 . - (4868 2) math:sum 4870 . - (4868 4869 4870) math:product 115430162040 . - (-1 115430162040) math:quotient -8.663246956661727e-12 . - (0.03539816340178258 -8.663246956661727e-12) math:sum 0.03539816339311934 . - [] -1; math:negation 1 . - (2435 2500 0.03539816339311934 0.03539816340144829 1) :pi true. -} - -_:bng_133 { - (2434 2500 0.03539816340178258 0.03539816340144829 -1) :pi true. -} - -_:bng_134 { - [] 2433; math:notEqualTo 2500 . - (2433 1) math:sum 2434 . - (2 2433) math:product 4866 . - (4866 1) math:sum 4867 . - (4866 2) math:sum 4868 . - (4866 4867 4868) math:product 115287977496 . - (1 115287977496) math:quotient 8.673931330217808e-12 . - (0.03539816339310865 8.673931330217808e-12) math:sum 0.03539816340178258 . - [] 1; math:negation -1 . - (2434 2500 0.03539816340178258 0.03539816340144829 -1) :pi true. -} - -_:bng_135 { - (2433 2500 0.03539816339310865 0.03539816340144829 1) :pi true. -} - -_:bng_136 { - [] 2432; math:notEqualTo 2500 . - (2432 1) math:sum 2433 . - (2 2432) math:product 4864 . - (4864 1) math:sum 4865 . - (4864 2) math:sum 4866 . - (4864 4865 4866) math:product 115145909760 . - (-1 115145909760) math:quotient -8.684633280368465e-12 . - (0.03539816340179329 -8.684633280368465e-12) math:sum 0.03539816339310865 . - [] -1; math:negation 1 . - (2433 2500 0.03539816339310865 0.03539816340144829 1) :pi true. -} - -_:bng_137 { - (2432 2500 0.03539816340179329 0.03539816340144829 -1) :pi true. -} - -_:bng_138 { - [] 2431; math:notEqualTo 2500 . - (2431 1) math:sum 2432 . - (2 2431) math:product 4862 . - (4862 1) math:sum 4863 . - (4862 2) math:sum 4864 . - (4862 4863 4864) math:product 115003958784 . - (1 115003958784) math:quotient 8.695352843272085e-12 . - (0.03539816339309794 8.695352843272085e-12) math:sum 0.03539816340179329 . - [] 1; math:negation -1 . - (2432 2500 0.03539816340179329 0.03539816340144829 -1) :pi true. -} - -_:bng_139 { - (2431 2500 0.03539816339309794 0.03539816340144829 1) :pi true. -} - -_:bng_140 { - [] 2430; math:notEqualTo 2500 . - (2430 1) math:sum 2431 . - (2 2430) math:product 4860 . - (4860 1) math:sum 4861 . - (4860 2) math:sum 4862 . - (4860 4861 4862) math:product 114862124520 . - (-1 114862124520) math:quotient -8.706090055176354e-12 . - (0.03539816340180403 -8.706090055176354e-12) math:sum 0.03539816339309794 . - [] -1; math:negation 1 . - (2431 2500 0.03539816339309794 0.03539816340144829 1) :pi true. -} - -_:bng_141 { - (2430 2500 0.03539816340180403 0.03539816340144829 -1) :pi true. -} - -_:bng_142 { - [] 2429; math:notEqualTo 2500 . - (2429 1) math:sum 2430 . - (2 2429) math:product 4858 . - (4858 1) math:sum 4859 . - (4858 2) math:sum 4860 . - (4858 4859 4860) math:product 114720406920 . - (1 114720406920) math:quotient 8.716844952418514e-12 . - (0.035398163393087184 8.716844952418514e-12) math:sum 0.03539816340180403 . - [] 1; math:negation -1 . - (2430 2500 0.03539816340180403 0.03539816340144829 -1) :pi true. -} - -_:bng_143 { - (2429 2500 0.035398163393087184 0.03539816340144829 1) :pi true. -} - -_:bng_144 { - [] 2428; math:notEqualTo 2500 . - (2428 1) math:sum 2429 . - (2 2428) math:product 4856 . - (4856 1) math:sum 4857 . - (4856 2) math:sum 4858 . - (4856 4857 4858) math:product 114578805936 . - (-1 114578805936) math:quotient -8.727617571425622e-12 . - (0.0353981634018148 -8.727617571425622e-12) math:sum 0.035398163393087184 . - [] -1; math:negation 1 . - (2429 2500 0.035398163393087184 0.03539816340144829 1) :pi true. -} - -_:bng_145 { - (2428 2500 0.0353981634018148 0.03539816340144829 -1) :pi true. -} - -_:bng_146 { - [] 2427; math:notEqualTo 2500 . - (2427 1) math:sum 2428 . - (2 2427) math:product 4854 . - (4854 1) math:sum 4855 . - (4854 2) math:sum 4856 . - (4854 4855 4856) math:product 114437321520 . - (1 114437321520) math:quotient 8.738407948714807e-12 . - (0.035398163393076394 8.738407948714807e-12) math:sum 0.0353981634018148 . - [] 1; math:negation -1 . - (2428 2500 0.0353981634018148 0.03539816340144829 -1) :pi true. -} - -_:bng_147 { - (2427 2500 0.035398163393076394 0.03539816340144829 1) :pi true. -} - -_:bng_148 { - [] 2426; math:notEqualTo 2500 . - (2426 1) math:sum 2427 . - (2 2426) math:product 4852 . - (4852 1) math:sum 4853 . - (4852 2) math:sum 4854 . - (4852 4853 4854) math:product 114295953624 . - (-1 114295953624) math:quotient -8.74921612089353e-12 . - (0.03539816340182561 -8.74921612089353e-12) math:sum 0.035398163393076394 . - [] -1; math:negation 1 . - (2427 2500 0.035398163393076394 0.03539816340144829 1) :pi true. -} - -_:bng_149 { - (2426 2500 0.03539816340182561 0.03539816340144829 -1) :pi true. -} - -_:bng_150 { - [] 2425; math:notEqualTo 2500 . - (2425 1) math:sum 2426 . - (2 2425) math:product 4850 . - (4850 1) math:sum 4851 . - (4850 2) math:sum 4852 . - (4850 4851 4852) math:product 114154702200 . - (1 114154702200) math:quotient 8.760042124659846e-12 . - (0.03539816339306557 8.760042124659846e-12) math:sum 0.03539816340182561 . - [] 1; math:negation -1 . - (2426 2500 0.03539816340182561 0.03539816340144829 -1) :pi true. -} - -_:bng_151 { - (2425 2500 0.03539816339306557 0.03539816340144829 1) :pi true. -} - -_:bng_152 { - [] 2424; math:notEqualTo 2500 . - (2424 1) math:sum 2425 . - (2 2424) math:product 4848 . - (4848 1) math:sum 4849 . - (4848 2) math:sum 4850 . - (4848 4849 4850) math:product 114013567200 . - (-1 114013567200) math:quotient -8.770885996802668e-12 . - (0.035398163401836456 -8.770885996802668e-12) math:sum 0.03539816339306557 . - [] -1; math:negation 1 . - (2425 2500 0.03539816339306557 0.03539816340144829 1) :pi true. -} - -_:bng_153 { - (2424 2500 0.035398163401836456 0.03539816340144829 -1) :pi true. -} - -_:bng_154 { - [] 2423; math:notEqualTo 2500 . - (2423 1) math:sum 2424 . - (2 2423) math:product 4846 . - (4846 1) math:sum 4847 . - (4846 2) math:sum 4848 . - (4846 4847 4848) math:product 113872548576 . - (1 113872548576) math:quotient 8.781747774202025e-12 . - (0.03539816339305471 8.781747774202025e-12) math:sum 0.035398163401836456 . - [] 1; math:negation -1 . - (2424 2500 0.035398163401836456 0.03539816340144829 -1) :pi true. -} - -_:bng_155 { - (2423 2500 0.03539816339305471 0.03539816340144829 1) :pi true. -} - -_:bng_156 { - [] 2422; math:notEqualTo 2500 . - (2422 1) math:sum 2423 . - (2 2422) math:product 4844 . - (4844 1) math:sum 4845 . - (4844 2) math:sum 4846 . - (4844 4845 4846) math:product 113731646280 . - (-1 113731646280) math:quotient -8.792627493829327e-12 . - (0.035398163401847337 -8.792627493829327e-12) math:sum 0.03539816339305471 . - [] -1; math:negation 1 . - (2423 2500 0.03539816339305471 0.03539816340144829 1) :pi true. -} - -_:bng_157 { - (2422 2500 0.035398163401847337 0.03539816340144829 -1) :pi true. -} - -_:bng_158 { - [] 2421; math:notEqualTo 2500 . - (2421 1) math:sum 2422 . - (2 2421) math:product 4842 . - (4842 1) math:sum 4843 . - (4842 2) math:sum 4844 . - (4842 4843 4844) math:product 113590860264 . - (1 113590860264) math:quotient 8.803525192747633e-12 . - (0.03539816339304381 8.803525192747633e-12) math:sum 0.035398163401847337 . - [] 1; math:negation -1 . - (2422 2500 0.035398163401847337 0.03539816340144829 -1) :pi true. -} - -_:bng_159 { - (2421 2500 0.03539816339304381 0.03539816340144829 1) :pi true. -} - -_:bng_160 { - [] 2420; math:notEqualTo 2500 . - (2420 1) math:sum 2421 . - (2 2420) math:product 4840 . - (4840 1) math:sum 4841 . - (4840 2) math:sum 4842 . - (4840 4841 4842) math:product 113450190480 . - (-1 113450190480) math:quotient -8.814440908111906e-12 . - (0.03539816340185825 -8.814440908111906e-12) math:sum 0.03539816339304381 . - [] -1; math:negation 1 . - (2421 2500 0.03539816339304381 0.03539816340144829 1) :pi true. -} - -_:bng_161 { - (2420 2500 0.03539816340185825 0.03539816340144829 -1) :pi true. -} - -_:bng_162 { - [] 2419; math:notEqualTo 2500 . - (2419 1) math:sum 2420 . - (2 2419) math:product 4838 . - (4838 1) math:sum 4839 . - (4838 2) math:sum 4840 . - (4838 4839 4840) math:product 113309636880 . - (1 113309636880) math:quotient 8.825374677169294e-12 . - (0.03539816339303287 8.825374677169294e-12) math:sum 0.03539816340185825 . - [] 1; math:negation -1 . - (2420 2500 0.03539816340185825 0.03539816340144829 -1) :pi true. -} - -_:bng_163 { - (2419 2500 0.03539816339303287 0.03539816340144829 1) :pi true. -} - -_:bng_164 { - [] 2418; math:notEqualTo 2500 . - (2418 1) math:sum 2419 . - (2 2418) math:product 4836 . - (4836 1) math:sum 4837 . - (4836 2) math:sum 4838 . - (4836 4837 4838) math:product 113169199416 . - (-1 113169199416) math:quotient -8.836326537259384e-12 . - (0.0353981634018692 -8.836326537259384e-12) math:sum 0.03539816339303287 . - [] -1; math:negation 1 . - (2419 2500 0.03539816339303287 0.03539816340144829 1) :pi true. -} - -_:bng_165 { - (2418 2500 0.0353981634018692 0.03539816340144829 -1) :pi true. -} - -_:bng_166 { - [] 2417; math:notEqualTo 2500 . - (2417 1) math:sum 2418 . - (2 2417) math:product 4834 . - (4834 1) math:sum 4835 . - (4834 2) math:sum 4836 . - (4834 4835 4836) math:product 113028878040 . - (1 113028878040) math:quotient 8.847296525814475e-12 . - (0.0353981633930219 8.847296525814475e-12) math:sum 0.0353981634018692 . - [] 1; math:negation -1 . - (2418 2500 0.0353981634018692 0.03539816340144829 -1) :pi true. -} - -_:bng_167 { - (2417 2500 0.0353981633930219 0.03539816340144829 1) :pi true. -} - -_:bng_168 { - [] 2416; math:notEqualTo 2500 . - (2416 1) math:sum 2417 . - (2 2416) math:product 4832 . - (4832 1) math:sum 4833 . - (4832 2) math:sum 4834 . - (4832 4833 4834) math:product 112888672704 . - (-1 112888672704) math:quotient -8.858284680359846e-12 . - (0.035398163401880185 -8.858284680359846e-12) math:sum 0.0353981633930219 . - [] -1; math:negation 1 . - (2417 2500 0.0353981633930219 0.03539816340144829 1) :pi true. -} - -_:bng_169 { - (2416 2500 0.035398163401880185 0.03539816340144829 -1) :pi true. -} - -_:bng_170 { - [] 2415; math:notEqualTo 2500 . - (2415 1) math:sum 2416 . - (2 2415) math:product 4830 . - (4830 1) math:sum 4831 . - (4830 2) math:sum 4832 . - (4830 4831 4832) math:product 112748583360 . - (1 112748583360) math:quotient 8.869291038514029e-12 . - (0.03539816339301089 8.869291038514029e-12) math:sum 0.035398163401880185 . - [] 1; math:negation -1 . - (2416 2500 0.035398163401880185 0.03539816340144829 -1) :pi true. -} - -_:bng_171 { - (2415 2500 0.03539816339301089 0.03539816340144829 1) :pi true. -} - -_:bng_172 { - [] 2414; math:notEqualTo 2500 . - (2414 1) math:sum 2415 . - (2 2414) math:product 4828 . - (4828 1) math:sum 4829 . - (4828 2) math:sum 4830 . - (4828 4829 4830) math:product 112608609960 . - (-1 112608609960) math:quotient -8.880315637989072e-12 . - (0.035398163401891204 -8.880315637989072e-12) math:sum 0.03539816339301089 . - [] -1; math:negation 1 . - (2415 2500 0.03539816339301089 0.03539816340144829 1) :pi true. -} - -_:bng_173 { - (2414 2500 0.035398163401891204 0.03539816340144829 -1) :pi true. -} - -_:bng_174 { - [] 2413; math:notEqualTo 2500 . - (2413 1) math:sum 2414 . - (2 2413) math:product 4826 . - (4826 1) math:sum 4827 . - (4826 2) math:sum 4828 . - (4826 4827 4828) math:product 112468752456 . - (1 112468752456) math:quotient 8.891358516590817e-12 . - (0.035398163392999844 8.891358516590817e-12) math:sum 0.035398163401891204 . - [] 1; math:negation -1 . - (2414 2500 0.035398163401891204 0.03539816340144829 -1) :pi true. -} - -_:bng_175 { - (2413 2500 0.035398163392999844 0.03539816340144829 1) :pi true. -} - -_:bng_176 { - [] 2412; math:notEqualTo 2500 . - (2412 1) math:sum 2413 . - (2 2412) math:product 4824 . - (4824 1) math:sum 4825 . - (4824 2) math:sum 4826 . - (4824 4825 4826) math:product 112329010800 . - (-1 112329010800) math:quotient -8.902419712219169e-12 . - (0.035398163401902265 -8.902419712219169e-12) math:sum 0.035398163392999844 . - [] -1; math:negation 1 . - (2413 2500 0.035398163392999844 0.03539816340144829 1) :pi true. -} - -_:bng_177 { - (2412 2500 0.035398163401902265 0.03539816340144829 -1) :pi true. -} - -_:bng_178 { - [] 2411; math:notEqualTo 2500 . - (2411 1) math:sum 2412 . - (2 2411) math:product 4822 . - (4822 1) math:sum 4823 . - (4822 2) math:sum 4824 . - (4822 4823 4824) math:product 112189384944 . - (1 112189384944) math:quotient 8.913499262868372e-12 . - (0.03539816339298876 8.913499262868372e-12) math:sum 0.035398163401902265 . - [] 1; math:negation -1 . - (2412 2500 0.035398163401902265 0.03539816340144829 -1) :pi true. -} - -_:bng_179 { - (2411 2500 0.03539816339298876 0.03539816340144829 1) :pi true. -} - -_:bng_180 { - [] 2410; math:notEqualTo 2500 . - (2410 1) math:sum 2411 . - (2 2410) math:product 4820 . - (4820 1) math:sum 4821 . - (4820 2) math:sum 4822 . - (4820 4821 4822) math:product 112049874840 . - (-1 112049874840) math:quotient -8.924597206627277e-12 . - (0.03539816340191336 -8.924597206627277e-12) math:sum 0.03539816339298876 . - [] -1; math:negation 1 . - (2411 2500 0.03539816339298876 0.03539816340144829 1) :pi true. -} - -_:bng_181 { - (2410 2500 0.03539816340191336 0.03539816340144829 -1) :pi true. -} - -_:bng_182 { - [] 2409; math:notEqualTo 2500 . - (2409 1) math:sum 2410 . - (2 2409) math:product 4818 . - (4818 1) math:sum 4819 . - (4818 2) math:sum 4820 . - (4818 4819 4820) math:product 111910480440 . - (1 111910480440) math:quotient 8.935713581679624e-12 . - (0.03539816339297765 8.935713581679624e-12) math:sum 0.03539816340191336 . - [] 1; math:negation -1 . - (2410 2500 0.03539816340191336 0.03539816340144829 -1) :pi true. -} - -_:bng_183 { - (2409 2500 0.03539816339297765 0.03539816340144829 1) :pi true. -} - -_:bng_184 { - [] 2408; math:notEqualTo 2500 . - (2408 1) math:sum 2409 . - (2 2408) math:product 4816 . - (4816 1) math:sum 4817 . - (4816 2) math:sum 4818 . - (4816 4817 4818) math:product 111771201696 . - (-1 111771201696) math:quotient -8.946848426304316e-12 . - (0.0353981634019245 -8.946848426304316e-12) math:sum 0.03539816339297765 . - [] -1; math:negation 1 . - (2409 2500 0.03539816339297765 0.03539816340144829 1) :pi true. -} - -_:bng_185 { - (2408 2500 0.0353981634019245 0.03539816340144829 -1) :pi true. -} - -_:bng_186 { - [] 2407; math:notEqualTo 2500 . - (2407 1) math:sum 2408 . - (2 2407) math:product 4814 . - (4814 1) math:sum 4815 . - (4814 2) math:sum 4816 . - (4814 4815 4816) math:product 111632038560 . - (1 111632038560) math:quotient 8.958001778875693e-12 . - (0.035398163392966496 8.958001778875693e-12) math:sum 0.0353981634019245 . - [] 1; math:negation -1 . - (2408 2500 0.0353981634019245 0.03539816340144829 -1) :pi true. -} - -_:bng_187 { - (2407 2500 0.035398163392966496 0.03539816340144829 1) :pi true. -} - -_:bng_188 { - [] 2406; math:notEqualTo 2500 . - (2406 1) math:sum 2407 . - (2 2406) math:product 4812 . - (4812 1) math:sum 4813 . - (4812 2) math:sum 4814 . - (4812 4813 4814) math:product 111492990984 . - (-1 111492990984) math:quotient -8.96917367786381e-12 . - (0.03539816340193567 -8.96917367786381e-12) math:sum 0.035398163392966496 . - [] -1; math:negation 1 . - (2407 2500 0.035398163392966496 0.03539816340144829 1) :pi true. -} - -_:bng_189 { - (2406 2500 0.03539816340193567 0.03539816340144829 -1) :pi true. -} - -_:bng_190 { - [] 2405; math:notEqualTo 2500 . - (2405 1) math:sum 2406 . - (2 2405) math:product 4810 . - (4810 1) math:sum 4811 . - (4810 2) math:sum 4812 . - (4810 4811 4812) math:product 111354058920 . - (1 111354058920) math:quotient 8.980364161834721e-12 . - (0.035398163392955304 8.980364161834721e-12) math:sum 0.03539816340193567 . - [] 1; math:negation -1 . - (2406 2500 0.03539816340193567 0.03539816340144829 -1) :pi true. -} - -_:bng_191 { - (2405 2500 0.035398163392955304 0.03539816340144829 1) :pi true. -} - -_:bng_192 { - [] 2404; math:notEqualTo 2500 . - (2404 1) math:sum 2405 . - (2 2404) math:product 4808 . - (4808 1) math:sum 4809 . - (4808 2) math:sum 4810 . - (4808 4809 4810) math:product 111215242320 . - (-1 111215242320) math:quotient -8.991573269450751e-12 . - (0.035398163401946875 -8.991573269450751e-12) math:sum 0.035398163392955304 . - [] -1; math:negation 1 . - (2405 2500 0.035398163392955304 0.03539816340144829 1) :pi true. -} - -_:bng_193 { - (2404 2500 0.035398163401946875 0.03539816340144829 -1) :pi true. -} - -_:bng_194 { - [] 2403; math:notEqualTo 2500 . - (2403 1) math:sum 2404 . - (2 2403) math:product 4806 . - (4806 1) math:sum 4807 . - (4806 2) math:sum 4808 . - (4806 4807 4808) math:product 111076541136 . - (1 111076541136) math:quotient 9.002801039470783e-12 . - (0.035398163392944076 9.002801039470783e-12) math:sum 0.035398163401946875 . - [] 1; math:negation -1 . - (2404 2500 0.035398163401946875 0.03539816340144829 -1) :pi true. -} - -_:bng_195 { - (2403 2500 0.035398163392944076 0.03539816340144829 1) :pi true. -} - -_:bng_196 { - [] 2402; math:notEqualTo 2500 . - (2402 1) math:sum 2403 . - (2 2402) math:product 4804 . - (4804 1) math:sum 4805 . - (4804 2) math:sum 4806 . - (4804 4805 4806) math:product 110937955320 . - (-1 110937955320) math:quotient -9.014047510750534e-12 . - (0.03539816340195812 -9.014047510750534e-12) math:sum 0.035398163392944076 . - [] -1; math:negation 1 . - (2403 2500 0.035398163392944076 0.03539816340144829 1) :pi true. -} - -_:bng_197 { - (2402 2500 0.03539816340195812 0.03539816340144829 -1) :pi true. -} - -_:bng_198 { - [] 2401; math:notEqualTo 2500 . - (2401 1) math:sum 2402 . - (2 2401) math:product 4802 . - (4802 1) math:sum 4803 . - (4802 2) math:sum 4804 . - (4802 4803 4804) math:product 110799484824 . - (1 110799484824) math:quotient 9.025312722242843e-12 . - (0.03539816339293281 9.025312722242843e-12) math:sum 0.03539816340195812 . - [] 1; math:negation -1 . - (2402 2500 0.03539816340195812 0.03539816340144829 -1) :pi true. -} - -_:bng_199 { - (2401 2500 0.03539816339293281 0.03539816340144829 1) :pi true. -} - -_:bng_200 { - [] 2400; math:notEqualTo 2500 . - (2400 1) math:sum 2401 . - (2 2400) math:product 4800 . - (4800 1) math:sum 4801 . - (4800 2) math:sum 4802 . - (4800 4801 4802) math:product 110661129600 . - (-1 110661129600) math:quotient -9.036596712997948e-12 . - (0.035398163401969406 -9.036596712997948e-12) math:sum 0.03539816339293281 . - [] -1; math:negation 1 . - (2401 2500 0.03539816339293281 0.03539816340144829 1) :pi true. -} - -_:bng_201 { - (2400 2500 0.035398163401969406 0.03539816340144829 -1) :pi true. -} - -_:bng_202 { - [] 2399; math:notEqualTo 2500 . - (2399 1) math:sum 2400 . - (2 2399) math:product 4798 . - (4798 1) math:sum 4799 . - (4798 2) math:sum 4800 . - (4798 4799 4800) math:product 110522889600 . - (1 110522889600) math:quotient 9.047899522163777e-12 . - (0.035398163392921504 9.047899522163777e-12) math:sum 0.035398163401969406 . - [] 1; math:negation -1 . - (2400 2500 0.035398163401969406 0.03539816340144829 -1) :pi true. -} - -_:bng_203 { - (2399 2500 0.035398163392921504 0.03539816340144829 1) :pi true. -} - -_:bng_204 { - [] 2398; math:notEqualTo 2500 . - (2398 1) math:sum 2399 . - (2 2398) math:product 4796 . - (4796 1) math:sum 4797 . - (4796 2) math:sum 4798 . - (4796 4797 4798) math:product 110384764776 . - (-1 110384764776) math:quotient -9.05922118898623e-12 . - (0.03539816340198072 -9.05922118898623e-12) math:sum 0.035398163392921504 . - [] -1; math:negation 1 . - (2399 2500 0.035398163392921504 0.03539816340144829 1) :pi true. -} - -_:bng_205 { - (2398 2500 0.03539816340198072 0.03539816340144829 -1) :pi true. -} - -_:bng_206 { - [] 2397; math:notEqualTo 2500 . - (2397 1) math:sum 2398 . - (2 2397) math:product 4794 . - (4794 1) math:sum 4795 . - (4794 2) math:sum 4796 . - (4794 4795 4796) math:product 110246755080 . - (1 110246755080) math:quotient 9.07056175280946e-12 . - (0.03539816339291016 9.07056175280946e-12) math:sum 0.03539816340198072 . - [] 1; math:negation -1 . - (2398 2500 0.03539816340198072 0.03539816340144829 -1) :pi true. -} - -_:bng_207 { - (2397 2500 0.03539816339291016 0.03539816340144829 1) :pi true. -} - -_:bng_208 { - [] 2396; math:notEqualTo 2500 . - (2396 1) math:sum 2397 . - (2 2396) math:product 4792 . - (4792 1) math:sum 4793 . - (4792 2) math:sum 4794 . - (4792 4793 4794) math:product 110108860464 . - (-1 110108860464) math:quotient -9.08192125307617e-12 . - (0.03539816340199208 -9.08192125307617e-12) math:sum 0.03539816339291016 . - [] -1; math:negation 1 . - (2397 2500 0.03539816339291016 0.03539816340144829 1) :pi true. -} - -_:bng_209 { - (2396 2500 0.03539816340199208 0.03539816340144829 -1) :pi true. -} - -_:bng_210 { - [] 2395; math:notEqualTo 2500 . - (2395 1) math:sum 2396 . - (2 2395) math:product 4790 . - (4790 1) math:sum 4791 . - (4790 2) math:sum 4792 . - (4790 4791 4792) math:product 109971080880 . - (1 109971080880) math:quotient 9.093299729327895e-12 . - (0.03539816339289878 9.093299729327895e-12) math:sum 0.03539816340199208 . - [] 1; math:negation -1 . - (2396 2500 0.03539816340199208 0.03539816340144829 -1) :pi true. -} - -_:bng_211 { - (2395 2500 0.03539816339289878 0.03539816340144829 1) :pi true. -} - -_:bng_212 { - [] 2394; math:notEqualTo 2500 . - (2394 1) math:sum 2395 . - (2 2394) math:product 4788 . - (4788 1) math:sum 4789 . - (4788 2) math:sum 4790 . - (4788 4789 4790) math:product 109833416280 . - (-1 109833416280) math:quotient -9.10469722120529e-12 . - (0.035398163402003475 -9.10469722120529e-12) math:sum 0.03539816339289878 . - [] -1; math:negation 1 . - (2395 2500 0.03539816339289878 0.03539816340144829 1) :pi true. -} - -_:bng_213 { - (2394 2500 0.035398163402003475 0.03539816340144829 -1) :pi true. -} - -_:bng_214 { - [] 2393; math:notEqualTo 2500 . - (2393 1) math:sum 2394 . - (2 2393) math:product 4786 . - (4786 1) math:sum 4787 . - (4786 2) math:sum 4788 . - (4786 4787 4788) math:product 109695866616 . - (1 109695866616) math:quotient 9.116113768448429e-12 . - (0.035398163392887365 9.116113768448429e-12) math:sum 0.035398163402003475 . - [] 1; math:negation -1 . - (2394 2500 0.035398163402003475 0.03539816340144829 -1) :pi true. -} - -_:bng_215 { - (2393 2500 0.035398163392887365 0.03539816340144829 1) :pi true. -} - -_:bng_216 { - [] 2392; math:notEqualTo 2500 . - (2392 1) math:sum 2393 . - (2 2392) math:product 4784 . - (4784 1) math:sum 4785 . - (4784 2) math:sum 4786 . - (4784 4785 4786) math:product 109558431840 . - (-1 109558431840) math:quotient -9.127549410897081e-12 . - (0.03539816340201492 -9.127549410897081e-12) math:sum 0.035398163392887365 . - [] -1; math:negation 1 . - (2393 2500 0.035398163392887365 0.03539816340144829 1) :pi true. -} - -_:bng_217 { - (2392 2500 0.03539816340201492 0.03539816340144829 -1) :pi true. -} - -_:bng_218 { - [] 2391; math:notEqualTo 2500 . - (2391 1) math:sum 2392 . - (2 2391) math:product 4782 . - (4782 1) math:sum 4783 . - (4782 2) math:sum 4784 . - (4782 4783 4784) math:product 109421111904 . - (1 109421111904) math:quotient 9.139004188491015e-12 . - (0.035398163392875916 9.139004188491015e-12) math:sum 0.03539816340201492 . - [] 1; math:negation -1 . - (2392 2500 0.03539816340201492 0.03539816340144829 -1) :pi true. -} - -_:bng_219 { - (2391 2500 0.035398163392875916 0.03539816340144829 1) :pi true. -} - -_:bng_220 { - [] 2390; math:notEqualTo 2500 . - (2390 1) math:sum 2391 . - (2 2390) math:product 4780 . - (4780 1) math:sum 4781 . - (4780 2) math:sum 4782 . - (4780 4781 4782) math:product 109283906760 . - (-1 109283906760) math:quotient -9.150478141270285e-12 . - (0.035398163402026395 -9.150478141270285e-12) math:sum 0.035398163392875916 . - [] -1; math:negation 1 . - (2391 2500 0.035398163392875916 0.03539816340144829 1) :pi true. -} - -_:bng_221 { - (2390 2500 0.035398163402026395 0.03539816340144829 -1) :pi true. -} - -_:bng_222 { - [] 2389; math:notEqualTo 2500 . - (2389 1) math:sum 2390 . - (2 2389) math:product 4778 . - (4778 1) math:sum 4779 . - (4778 2) math:sum 4780 . - (4778 4779 4780) math:product 109146816360 . - (1 109146816360) math:quotient 9.161971309375533e-12 . - (0.035398163392864425 9.161971309375533e-12) math:sum 0.035398163402026395 . - [] 1; math:negation -1 . - (2390 2500 0.035398163402026395 0.03539816340144829 -1) :pi true. -} - -_:bng_223 { - (2389 2500 0.035398163392864425 0.03539816340144829 1) :pi true. -} - -_:bng_224 { - [] 2388; math:notEqualTo 2500 . - (2388 1) math:sum 2389 . - (2 2388) math:product 4776 . - (4776 1) math:sum 4777 . - (4776 2) math:sum 4778 . - (4776 4777 4778) math:product 109009840656 . - (-1 109009840656) math:quotient -9.17348373304827e-12 . - (0.035398163402037906 -9.17348373304827e-12) math:sum 0.035398163392864425 . - [] -1; math:negation 1 . - (2389 2500 0.035398163392864425 0.03539816340144829 1) :pi true. -} - -_:bng_225 { - (2388 2500 0.035398163402037906 0.03539816340144829 -1) :pi true. -} - -_:bng_226 { - [] 2387; math:notEqualTo 2500 . - (2387 1) math:sum 2388 . - (2 2387) math:product 4774 . - (4774 1) math:sum 4775 . - (4774 2) math:sum 4776 . - (4774 4775 4776) math:product 108872979600 . - (1 108872979600) math:quotient 9.185015452631187e-12 . - (0.03539816339285289 9.185015452631187e-12) math:sum 0.035398163402037906 . - [] 1; math:negation -1 . - (2388 2500 0.035398163402037906 0.03539816340144829 -1) :pi true. -} - -_:bng_227 { - (2387 2500 0.03539816339285289 0.03539816340144829 1) :pi true. -} - -_:bng_228 { - [] 2386; math:notEqualTo 2500 . - (2386 1) math:sum 2387 . - (2 2386) math:product 4772 . - (4772 1) math:sum 4773 . - (4772 2) math:sum 4774 . - (4772 4773 4774) math:product 108736233144 . - (-1 108736233144) math:quotient -9.19656650856844e-12 . - (0.03539816340204946 -9.19656650856844e-12) math:sum 0.03539816339285289 . - [] -1; math:negation 1 . - (2387 2500 0.03539816339285289 0.03539816340144829 1) :pi true. -} - -_:bng_229 { - (2386 2500 0.03539816340204946 0.03539816340144829 -1) :pi true. -} - -_:bng_230 { - [] 2385; math:notEqualTo 2500 . - (2385 1) math:sum 2386 . - (2 2385) math:product 4770 . - (4770 1) math:sum 4771 . - (4770 2) math:sum 4772 . - (4770 4771 4772) math:product 108599601240 . - (1 108599601240) math:quotient 9.208136941405956e-12 . - (0.035398163392841325 9.208136941405956e-12) math:sum 0.03539816340204946 . - [] 1; math:negation -1 . - (2386 2500 0.03539816340204946 0.03539816340144829 -1) :pi true. -} - -_:bng_231 { - (2385 2500 0.035398163392841325 0.03539816340144829 1) :pi true. -} - -_:bng_232 { - [] 2384; math:notEqualTo 2500 . - (2384 1) math:sum 2385 . - (2 2384) math:product 4768 . - (4768 1) math:sum 4769 . - (4768 2) math:sum 4770 . - (4768 4769 4770) math:product 108463083840 . - (-1 108463083840) math:quotient -9.219726791791724e-12 . - (0.035398163402061054 -9.219726791791724e-12) math:sum 0.035398163392841325 . - [] -1; math:negation 1 . - (2385 2500 0.035398163392841325 0.03539816340144829 1) :pi true. -} - -_:bng_233 { - (2384 2500 0.035398163402061054 0.03539816340144829 -1) :pi true. -} - -_:bng_234 { - [] 2383; math:notEqualTo 2500 . - (2383 1) math:sum 2384 . - (2 2383) math:product 4766 . - (4766 1) math:sum 4767 . - (4766 2) math:sum 4768 . - (4766 4767 4768) math:product 108326680896 . - (1 108326680896) math:quotient 9.231336100476105e-12 . - (0.035398163392829717 9.231336100476105e-12) math:sum 0.035398163402061054 . - [] 1; math:negation -1 . - (2384 2500 0.035398163402061054 0.03539816340144829 -1) :pi true. -} - -_:bng_235 { - (2383 2500 0.035398163392829717 0.03539816340144829 1) :pi true. -} - -_:bng_236 { - [] 2382; math:notEqualTo 2500 . - (2382 1) math:sum 2383 . - (2 2382) math:product 4764 . - (4764 1) math:sum 4765 . - (4764 2) math:sum 4766 . - (4764 4765 4766) math:product 108190392360 . - (-1 108190392360) math:quotient -9.242964908312122e-12 . - (0.035398163402072684 -9.242964908312122e-12) math:sum 0.035398163392829717 . - [] -1; math:negation 1 . - (2383 2500 0.035398163392829717 0.03539816340144829 1) :pi true. -} - -_:bng_237 { - (2382 2500 0.035398163402072684 0.03539816340144829 -1) :pi true. -} - -_:bng_238 { - [] 2381; math:notEqualTo 2500 . - (2381 1) math:sum 2382 . - (2 2381) math:product 4762 . - (4762 1) math:sum 4763 . - (4762 2) math:sum 4764 . - (4762 4763 4764) math:product 108054218184 . - (1 108054218184) math:quotient 9.254613256255772e-12 . - (0.03539816339281807 9.254613256255772e-12) math:sum 0.035398163402072684 . - [] 1; math:negation -1 . - (2382 2500 0.035398163402072684 0.03539816340144829 -1) :pi true. -} - -_:bng_239 { - (2381 2500 0.03539816339281807 0.03539816340144829 1) :pi true. -} - -_:bng_240 { - [] 2380; math:notEqualTo 2500 . - (2380 1) math:sum 2381 . - (2 2380) math:product 4760 . - (4760 1) math:sum 4761 . - (4760 2) math:sum 4762 . - (4760 4761 4762) math:product 107918158320 . - (-1 107918158320) math:quotient -9.266281185366321e-12 . - (0.035398163402084355 -9.266281185366321e-12) math:sum 0.03539816339281807 . - [] -1; math:negation 1 . - (2381 2500 0.03539816339281807 0.03539816340144829 1) :pi true. -} - -_:bng_241 { - (2380 2500 0.035398163402084355 0.03539816340144829 -1) :pi true. -} - -_:bng_242 { - [] 2379; math:notEqualTo 2500 . - (2379 1) math:sum 2380 . - (2 2379) math:product 4758 . - (4758 1) math:sum 4759 . - (4758 2) math:sum 4760 . - (4758 4759 4760) math:product 107782212720 . - (1 107782212720) math:quotient 9.277968736806613e-12 . - (0.03539816339280639 9.277968736806613e-12) math:sum 0.035398163402084355 . - [] 1; math:negation -1 . - (2380 2500 0.035398163402084355 0.03539816340144829 -1) :pi true. -} - -_:bng_243 { - (2379 2500 0.03539816339280639 0.03539816340144829 1) :pi true. -} - -_:bng_244 { - [] 2378; math:notEqualTo 2500 . - (2378 1) math:sum 2379 . - (2 2378) math:product 4756 . - (4756 1) math:sum 4757 . - (4756 2) math:sum 4758 . - (4756 4757 4758) math:product 107646381336 . - (-1 107646381336) math:quotient -9.289675951843369e-12 . - (0.03539816340209606 -9.289675951843369e-12) math:sum 0.03539816339280639 . - [] -1; math:negation 1 . - (2379 2500 0.03539816339280639 0.03539816340144829 1) :pi true. -} - -_:bng_245 { - (2378 2500 0.03539816340209606 0.03539816340144829 -1) :pi true. -} - -_:bng_246 { - [] 2377; math:notEqualTo 2500 . - (2377 1) math:sum 2378 . - (2 2377) math:product 4754 . - (4754 1) math:sum 4755 . - (4754 2) math:sum 4756 . - (4754 4755 4756) math:product 107510664120 . - (1 107510664120) math:quotient 9.3014028718475e-12 . - (0.03539816339279466 9.3014028718475e-12) math:sum 0.03539816340209606 . - [] 1; math:negation -1 . - (2378 2500 0.03539816340209606 0.03539816340144829 -1) :pi true. -} - -_:bng_247 { - (2377 2500 0.03539816339279466 0.03539816340144829 1) :pi true. -} - -_:bng_248 { - [] 2376; math:notEqualTo 2500 . - (2376 1) math:sum 2377 . - (2 2376) math:product 4752 . - (4752 1) math:sum 4753 . - (4752 2) math:sum 4754 . - (4752 4753 4754) math:product 107375061024 . - (-1 107375061024) math:quotient -9.313149538294412e-12 . - (0.03539816340210781 -9.313149538294412e-12) math:sum 0.03539816339279466 . - [] -1; math:negation 1 . - (2377 2500 0.03539816339279466 0.03539816340144829 1) :pi true. -} - -_:bng_249 { - (2376 2500 0.03539816340210781 0.03539816340144829 -1) :pi true. -} - -_:bng_250 { - [] 2375; math:notEqualTo 2500 . - (2375 1) math:sum 2376 . - (2 2375) math:product 4750 . - (4750 1) math:sum 4751 . - (4750 2) math:sum 4752 . - (4750 4751 4752) math:product 107239572000 . - (1 107239572000) math:quotient 9.324915992764313e-12 . - (0.03539816339278289 9.324915992764313e-12) math:sum 0.03539816340210781 . - [] 1; math:negation -1 . - (2376 2500 0.03539816340210781 0.03539816340144829 -1) :pi true. -} - -_:bng_251 { - (2375 2500 0.03539816339278289 0.03539816340144829 1) :pi true. -} - -_:bng_252 { - [] 2374; math:notEqualTo 2500 . - (2374 1) math:sum 2375 . - (2 2374) math:product 4748 . - (4748 1) math:sum 4749 . - (4748 2) math:sum 4750 . - (4748 4749 4750) math:product 107104197000 . - (-1 107104197000) math:quotient -9.336702276942518e-12 . - (0.0353981634021196 -9.336702276942518e-12) math:sum 0.03539816339278289 . - [] -1; math:negation 1 . - (2375 2500 0.03539816339278289 0.03539816340144829 1) :pi true. -} - -_:bng_253 { - (2374 2500 0.0353981634021196 0.03539816340144829 -1) :pi true. -} - -_:bng_254 { - [] 2373; math:notEqualTo 2500 . - (2373 1) math:sum 2374 . - (2 2373) math:product 4746 . - (4746 1) math:sum 4747 . - (4746 2) math:sum 4748 . - (4746 4747 4748) math:product 106968935976 . - (1 106968935976) math:quotient 9.348508432619768e-12 . - (0.03539816339277109 9.348508432619768e-12) math:sum 0.0353981634021196 . - [] 1; math:negation -1 . - (2374 2500 0.0353981634021196 0.03539816340144829 -1) :pi true. -} - -_:bng_255 { - (2373 2500 0.03539816339277109 0.03539816340144829 1) :pi true. -} - -_:bng_256 { - [] 2372; math:notEqualTo 2500 . - (2372 1) math:sum 2373 . - (2 2372) math:product 4744 . - (4744 1) math:sum 4745 . - (4744 2) math:sum 4746 . - (4744 4745 4746) math:product 106833788880 . - (-1 106833788880) math:quotient -9.360334501692532e-12 . - (0.03539816340213142 -9.360334501692532e-12) math:sum 0.03539816339277109 . - [] -1; math:negation 1 . - (2373 2500 0.03539816339277109 0.03539816340144829 1) :pi true. -} - -_:bng_257 { - (2372 2500 0.03539816340213142 0.03539816340144829 -1) :pi true. -} - -_:bng_258 { - [] 2371; math:notEqualTo 2500 . - (2371 1) math:sum 2372 . - (2 2371) math:product 4742 . - (4742 1) math:sum 4743 . - (4742 2) math:sum 4744 . - (4742 4743 4744) math:product 106698755664 . - (1 106698755664) math:quotient 9.37218052616333e-12 . - (0.03539816339275924 9.37218052616333e-12) math:sum 0.03539816340213142 . - [] 1; math:negation -1 . - (2372 2500 0.03539816340213142 0.03539816340144829 -1) :pi true. -} - -_:bng_259 { - (2371 2500 0.03539816339275924 0.03539816340144829 1) :pi true. -} - -_:bng_260 { - [] 2370; math:notEqualTo 2500 . - (2370 1) math:sum 2371 . - (2 2370) math:product 4740 . - (4740 1) math:sum 4741 . - (4740 2) math:sum 4742 . - (4740 4741 4742) math:product 106563836280 . - (-1 106563836280) math:quotient -9.384046548141032e-12 . - (0.03539816340214329 -9.384046548141032e-12) math:sum 0.03539816339275924 . - [] -1; math:negation 1 . - (2371 2500 0.03539816339275924 0.03539816340144829 1) :pi true. -} - -_:bng_261 { - (2370 2500 0.03539816340214329 0.03539816340144829 -1) :pi true. -} - -_:bng_262 { - [] 2369; math:notEqualTo 2500 . - (2369 1) math:sum 2370 . - (2 2369) math:product 4738 . - (4738 1) math:sum 4739 . - (4738 2) math:sum 4740 . - (4738 4739 4740) math:product 106429030680 . - (1 106429030680) math:quotient 9.395932609841185e-12 . - (0.03539816339274735 9.395932609841185e-12) math:sum 0.03539816340214329 . - [] 1; math:negation -1 . - (2370 2500 0.03539816340214329 0.03539816340144829 -1) :pi true. -} - -_:bng_263 { - (2369 2500 0.03539816339274735 0.03539816340144829 1) :pi true. -} - -_:bng_264 { - [] 2368; math:notEqualTo 2500 . - (2368 1) math:sum 2369 . - (2 2368) math:product 4736 . - (4736 1) math:sum 4737 . - (4736 2) math:sum 4738 . - (4736 4737 4738) math:product 106294338816 . - (-1 106294338816) math:quotient -9.407838753586325e-12 . - (0.03539816340215519 -9.407838753586325e-12) math:sum 0.03539816339274735 . - [] -1; math:negation 1 . - (2369 2500 0.03539816339274735 0.03539816340144829 1) :pi true. -} - -_:bng_265 { - (2368 2500 0.03539816340215519 0.03539816340144829 -1) :pi true. -} - -_:bng_266 { - [] 2367; math:notEqualTo 2500 . - (2367 1) math:sum 2368 . - (2 2367) math:product 4734 . - (4734 1) math:sum 4735 . - (4734 2) math:sum 4736 . - (4734 4735 4736) math:product 106159760640 . - (1 106159760640) math:quotient 9.419765021806289e-12 . - (0.035398163392735424 9.419765021806289e-12) math:sum 0.03539816340215519 . - [] 1; math:negation -1 . - (2368 2500 0.03539816340215519 0.03539816340144829 -1) :pi true. -} - -_:bng_267 { - (2367 2500 0.035398163392735424 0.03539816340144829 1) :pi true. -} - -_:bng_268 { - [] 2366; math:notEqualTo 2500 . - (2366 1) math:sum 2367 . - (2 2366) math:product 4732 . - (4732 1) math:sum 4733 . - (4732 2) math:sum 4734 . - (4732 4733 4734) math:product 106025296104 . - (-1 106025296104) math:quotient -9.431711457038536e-12 . - (0.035398163402167136 -9.431711457038536e-12) math:sum 0.035398163392735424 . - [] -1; math:negation 1 . - (2367 2500 0.035398163392735424 0.03539816340144829 1) :pi true. -} - -_:bng_269 { - (2366 2500 0.035398163402167136 0.03539816340144829 -1) :pi true. -} - -_:bng_270 { - [] 2365; math:notEqualTo 2500 . - (2365 1) math:sum 2366 . - (2 2365) math:product 4730 . - (4730 1) math:sum 4731 . - (4730 2) math:sum 4732 . - (4730 4731 4732) math:product 105890945160 . - (1 105890945160) math:quotient 9.443678101928465e-12 . - (0.03539816339272346 9.443678101928465e-12) math:sum 0.035398163402167136 . - [] 1; math:negation -1 . - (2366 2500 0.035398163402167136 0.03539816340144829 -1) :pi true. -} - -_:bng_271 { - (2365 2500 0.03539816339272346 0.03539816340144829 1) :pi true. -} - -_:bng_272 { - [] 2364; math:notEqualTo 2500 . - (2364 1) math:sum 2365 . - (2 2364) math:product 4728 . - (4728 1) math:sum 4729 . - (4728 2) math:sum 4730 . - (4728 4729 4730) math:product 105756707760 . - (-1 105756707760) math:quotient -9.455664999229737e-12 . - (0.03539816340217913 -9.455664999229737e-12) math:sum 0.03539816339272346 . - [] -1; math:negation 1 . - (2365 2500 0.03539816339272346 0.03539816340144829 1) :pi true. -} - -_:bng_273 { - (2364 2500 0.03539816340217913 0.03539816340144829 -1) :pi true. -} - -_:bng_274 { - [] 2363; math:notEqualTo 2500 . - (2363 1) math:sum 2364 . - (2 2363) math:product 4726 . - (4726 1) math:sum 4727 . - (4726 2) math:sum 4728 . - (4726 4727 4728) math:product 105622583856 . - (1 105622583856) math:quotient 9.467672191804593e-12 . - (0.03539816339271146 9.467672191804593e-12) math:sum 0.03539816340217913 . - [] 1; math:negation -1 . - (2364 2500 0.03539816340217913 0.03539816340144829 -1) :pi true. -} - -_:bng_275 { - (2363 2500 0.03539816339271146 0.03539816340144829 1) :pi true. -} - -_:bng_276 { - [] 2362; math:notEqualTo 2500 . - (2362 1) math:sum 2363 . - (2 2362) math:product 4724 . - (4724 1) math:sum 4725 . - (4724 2) math:sum 4726 . - (4724 4725 4726) math:product 105488573400 . - (-1 105488573400) math:quotient -9.479699722624175e-12 . - (0.03539816340219116 -9.479699722624175e-12) math:sum 0.03539816339271146 . - [] -1; math:negation 1 . - (2363 2500 0.03539816339271146 0.03539816340144829 1) :pi true. -} - -_:bng_277 { - (2362 2500 0.03539816340219116 0.03539816340144829 -1) :pi true. -} - -_:bng_278 { - [] 2361; math:notEqualTo 2500 . - (2361 1) math:sum 2362 . - (2 2361) math:product 4722 . - (4722 1) math:sum 4723 . - (4722 2) math:sum 4724 . - (4722 4723 4724) math:product 105354676344 . - (1 105354676344) math:quotient 9.491747634768852e-12 . - (0.03539816339269941 9.491747634768852e-12) math:sum 0.03539816340219116 . - [] 1; math:negation -1 . - (2362 2500 0.03539816340219116 0.03539816340144829 -1) :pi true. -} - -_:bng_279 { - (2361 2500 0.03539816339269941 0.03539816340144829 1) :pi true. -} - -_:bng_280 { - [] 2360; math:notEqualTo 2500 . - (2360 1) math:sum 2361 . - (2 2360) math:product 4720 . - (4720 1) math:sum 4721 . - (4720 2) math:sum 4722 . - (4720 4721 4722) math:product 105220892640 . - (-1 105220892640) math:quotient -9.503815971428542e-12 . - (0.035398163402203225 -9.503815971428542e-12) math:sum 0.03539816339269941 . - [] -1; math:negation 1 . - (2361 2500 0.03539816339269941 0.03539816340144829 1) :pi true. -} - -_:bng_281 { - (2360 2500 0.035398163402203225 0.03539816340144829 -1) :pi true. -} - -_:bng_282 { - [] 2359; math:notEqualTo 2500 . - (2359 1) math:sum 2360 . - (2 2359) math:product 4718 . - (4718 1) math:sum 4719 . - (4718 2) math:sum 4720 . - (4718 4719 4720) math:product 105087222240 . - (1 105087222240) math:quotient 9.515904775903039e-12 . - (0.035398163392687323 9.515904775903039e-12) math:sum 0.035398163402203225 . - [] 1; math:negation -1 . - (2360 2500 0.035398163402203225 0.03539816340144829 -1) :pi true. -} - -_:bng_283 { - (2359 2500 0.035398163392687323 0.03539816340144829 1) :pi true. -} - -_:bng_284 { - [] 2358; math:notEqualTo 2500 . - (2358 1) math:sum 2359 . - (2 2358) math:product 4716 . - (4716 1) math:sum 4717 . - (4716 2) math:sum 4718 . - (4716 4717 4718) math:product 104953665096 . - (-1 104953665096) math:quotient -9.528014091602334e-12 . - (0.03539816340221534 -9.528014091602334e-12) math:sum 0.035398163392687323 . - [] -1; math:negation 1 . - (2359 2500 0.035398163392687323 0.03539816340144829 1) :pi true. -} - -_:bng_285 { - (2358 2500 0.03539816340221534 0.03539816340144829 -1) :pi true. -} - -_:bng_286 { - [] 2357; math:notEqualTo 2500 . - (2357 1) math:sum 2358 . - (2 2357) math:product 4714 . - (4714 1) math:sum 4715 . - (4714 2) math:sum 4716 . - (4714 4715 4716) math:product 104820221160 . - (1 104820221160) math:quotient 9.540143962046951e-12 . - (0.035398163392675194 9.540143962046951e-12) math:sum 0.03539816340221534 . - [] 1; math:negation -1 . - (2358 2500 0.03539816340221534 0.03539816340144829 -1) :pi true. -} - -_:bng_287 { - (2357 2500 0.035398163392675194 0.03539816340144829 1) :pi true. -} - -_:bng_288 { - [] 2356; math:notEqualTo 2500 . - (2356 1) math:sum 2357 . - (2 2356) math:product 4712 . - (4712 1) math:sum 4713 . - (4712 2) math:sum 4714 . - (4712 4713 4714) math:product 104686890384 . - (-1 104686890384) math:quotient -9.552294430868267e-12 . - (0.03539816340222749 -9.552294430868267e-12) math:sum 0.035398163392675194 . - [] -1; math:negation 1 . - (2357 2500 0.035398163392675194 0.03539816340144829 1) :pi true. -} - -_:bng_289 { - (2356 2500 0.03539816340222749 0.03539816340144829 -1) :pi true. -} - -_:bng_290 { - [] 2355; math:notEqualTo 2500 . - (2355 1) math:sum 2356 . - (2 2355) math:product 4710 . - (4710 1) math:sum 4711 . - (4710 2) math:sum 4712 . - (4710 4711 4712) math:product 104553672720 . - (1 104553672720) math:quotient 9.56446554180885e-12 . - (0.035398163392663023 9.56446554180885e-12) math:sum 0.03539816340222749 . - [] 1; math:negation -1 . - (2356 2500 0.03539816340222749 0.03539816340144829 -1) :pi true. -} - -_:bng_291 { - (2355 2500 0.035398163392663023 0.03539816340144829 1) :pi true. -} - -_:bng_292 { - [] 2354; math:notEqualTo 2500 . - (2354 1) math:sum 2355 . - (2 2354) math:product 4708 . - (4708 1) math:sum 4709 . - (4708 2) math:sum 4710 . - (4708 4709 4710) math:product 104420568120 . - (-1 104420568120) math:quotient -9.57665733872278e-12 . - (0.03539816340223968 -9.57665733872278e-12) math:sum 0.035398163392663023 . - [] -1; math:negation 1 . - (2355 2500 0.035398163392663023 0.03539816340144829 1) :pi true. -} - -_:bng_293 { - (2354 2500 0.03539816340223968 0.03539816340144829 -1) :pi true. -} - -_:bng_294 { - [] 2353; math:notEqualTo 2500 . - (2353 1) math:sum 2354 . - (2 2353) math:product 4706 . - (4706 1) math:sum 4707 . - (4706 2) math:sum 4708 . - (4706 4707 4708) math:product 104287576536 . - (1 104287576536) math:quotient 9.58886986557599e-12 . - (0.03539816339265081 9.58886986557599e-12) math:sum 0.03539816340223968 . - [] 1; math:negation -1 . - (2354 2500 0.03539816340223968 0.03539816340144829 -1) :pi true. -} - -_:bng_295 { - (2353 2500 0.03539816339265081 0.03539816340144829 1) :pi true. -} - -_:bng_296 { - [] 2352; math:notEqualTo 2500 . - (2352 1) math:sum 2353 . - (2 2352) math:product 4704 . - (4704 1) math:sum 4705 . - (4704 2) math:sum 4706 . - (4704 4705 4706) math:product 104154697920 . - (-1 104154697920) math:quotient -9.60110316644659e-12 . - (0.035398163402251916 -9.60110316644659e-12) math:sum 0.03539816339265081 . - [] -1; math:negation 1 . - (2353 2500 0.03539816339265081 0.03539816340144829 1) :pi true. -} - -_:bng_297 { - (2352 2500 0.035398163402251916 0.03539816340144829 -1) :pi true. -} - -_:bng_298 { - [] 2351; math:notEqualTo 2500 . - (2351 1) math:sum 2352 . - (2 2351) math:product 4702 . - (4702 1) math:sum 4703 . - (4702 2) math:sum 4704 . - (4702 4703 4704) math:product 104021932224 . - (1 104021932224) math:quotient 9.61335728552521e-12 . - (0.03539816339263856 9.61335728552521e-12) math:sum 0.035398163402251916 . - [] 1; math:negation -1 . - (2352 2500 0.035398163402251916 0.03539816340144829 -1) :pi true. -} - -_:bng_299 { - (2351 2500 0.03539816339263856 0.03539816340144829 1) :pi true. -} - -_:bng_300 { - [] 2350; math:notEqualTo 2500 . - (2350 1) math:sum 2351 . - (2 2350) math:product 4700 . - (4700 1) math:sum 4701 . - (4700 2) math:sum 4702 . - (4700 4701 4702) math:product 103889279400 . - (-1 103889279400) math:quotient -9.62563226711533e-12 . - (0.03539816340226419 -9.62563226711533e-12) math:sum 0.03539816339263856 . - [] -1; math:negation 1 . - (2351 2500 0.03539816339263856 0.03539816340144829 1) :pi true. -} - -_:bng_301 { - (2350 2500 0.03539816340226419 0.03539816340144829 -1) :pi true. -} - -_:bng_302 { - [] 2349; math:notEqualTo 2500 . - (2349 1) math:sum 2350 . - (2 2349) math:product 4698 . - (4698 1) math:sum 4699 . - (4698 2) math:sum 4700 . - (4698 4699 4700) math:product 103756739400 . - (1 103756739400) math:quotient 9.637928155633618e-12 . - (0.03539816339262626 9.637928155633618e-12) math:sum 0.03539816340226419 . - [] 1; math:negation -1 . - (2350 2500 0.03539816340226419 0.03539816340144829 -1) :pi true. -} - -_:bng_303 { - (2349 2500 0.03539816339262626 0.03539816340144829 1) :pi true. -} - -_:bng_304 { - [] 2348; math:notEqualTo 2500 . - (2348 1) math:sum 2349 . - (2 2348) math:product 4696 . - (4696 1) math:sum 4697 . - (4696 2) math:sum 4698 . - (4696 4697 4698) math:product 103624312176 . - (-1 103624312176) math:quotient -9.650244995610267e-12 . - (0.03539816340227651 -9.650244995610267e-12) math:sum 0.03539816339262626 . - [] -1; math:negation 1 . - (2349 2500 0.03539816339262626 0.03539816340144829 1) :pi true. -} - -_:bng_305 { - (2348 2500 0.03539816340227651 0.03539816340144829 -1) :pi true. -} - -_:bng_306 { - [] 2347; math:notEqualTo 2500 . - (2347 1) math:sum 2348 . - (2 2347) math:product 4694 . - (4694 1) math:sum 4695 . - (4694 2) math:sum 4696 . - (4694 4695 4696) math:product 103491997680 . - (1 103491997680) math:quotient 9.66258283168933e-12 . - (0.035398163392613924 9.66258283168933e-12) math:sum 0.03539816340227651 . - [] 1; math:negation -1 . - (2348 2500 0.03539816340227651 0.03539816340144829 -1) :pi true. -} - -_:bng_307 { - (2347 2500 0.035398163392613924 0.03539816340144829 1) :pi true. -} - -_:bng_308 { - [] 2346; math:notEqualTo 2500 . - (2346 1) math:sum 2347 . - (2 2346) math:product 4692 . - (4692 1) math:sum 4693 . - (4692 2) math:sum 4694 . - (4692 4693 4694) math:product 103359795864 . - (-1 103359795864) math:quotient -9.674941708629069e-12 . - (0.035398163402288865 -9.674941708629069e-12) math:sum 0.035398163392613924 . - [] -1; math:negation 1 . - (2347 2500 0.035398163392613924 0.03539816340144829 1) :pi true. -} - -_:bng_309 { - (2346 2500 0.035398163402288865 0.03539816340144829 -1) :pi true. -} - -_:bng_310 { - [] 2345; math:notEqualTo 2500 . - (2345 1) math:sum 2346 . - (2 2345) math:product 4690 . - (4690 1) math:sum 4691 . - (4690 2) math:sum 4692 . - (4690 4691 4692) math:product 103227706680 . - (1 103227706680) math:quotient 9.687321671302288e-12 . - (0.035398163392601545 9.687321671302288e-12) math:sum 0.035398163402288865 . - [] 1; math:negation -1 . - (2346 2500 0.035398163402288865 0.03539816340144829 -1) :pi true. -} - -_:bng_311 { - (2345 2500 0.035398163392601545 0.03539816340144829 1) :pi true. -} - -_:bng_312 { - [] 2344; math:notEqualTo 2500 . - (2344 1) math:sum 2345 . - (2 2344) math:product 4688 . - (4688 1) math:sum 4689 . - (4688 2) math:sum 4690 . - (4688 4689 4690) math:product 103095730080 . - (-1 103095730080) math:quotient -9.699722764696677e-12 . - (0.035398163402301265 -9.699722764696677e-12) math:sum 0.035398163392601545 . - [] -1; math:negation 1 . - (2345 2500 0.035398163392601545 0.03539816340144829 1) :pi true. -} - -_:bng_313 { - (2344 2500 0.035398163402301265 0.03539816340144829 -1) :pi true. -} - -_:bng_314 { - [] 2343; math:notEqualTo 2500 . - (2343 1) math:sum 2344 . - (2 2343) math:product 4686 . - (4686 1) math:sum 4687 . - (4686 2) math:sum 4688 . - (4686 4687 4688) math:product 102963866016 . - (1 102963866016) math:quotient 9.712145033915157e-12 . - (0.03539816339258912 9.712145033915157e-12) math:sum 0.035398163402301265 . - [] 1; math:negation -1 . - (2344 2500 0.035398163402301265 0.03539816340144829 -1) :pi true. -} - -_:bng_315 { - (2343 2500 0.03539816339258912 0.03539816340144829 1) :pi true. -} - -_:bng_316 { - [] 2342; math:notEqualTo 2500 . - (2342 1) math:sum 2343 . - (2 2342) math:product 4684 . - (4684 1) math:sum 4685 . - (4684 2) math:sum 4686 . - (4684 4685 4686) math:product 102832114440 . - (-1 102832114440) math:quotient -9.724588524176222e-12 . - (0.035398163402313707 -9.724588524176222e-12) math:sum 0.03539816339258912 . - [] -1; math:negation 1 . - (2343 2500 0.03539816339258912 0.03539816340144829 1) :pi true. -} - -_:bng_317 { - (2342 2500 0.035398163402313707 0.03539816340144829 -1) :pi true. -} - -_:bng_318 { - [] 2341; math:notEqualTo 2500 . - (2341 1) math:sum 2342 . - (2 2341) math:product 4682 . - (4682 1) math:sum 4683 . - (4682 2) math:sum 4684 . - (4682 4683 4684) math:product 102700475304 . - (1 102700475304) math:quotient 9.737053280814289e-12 . - (0.035398163392576655 9.737053280814289e-12) math:sum 0.035398163402313707 . - [] 1; math:negation -1 . - (2342 2500 0.035398163402313707 0.03539816340144829 -1) :pi true. -} - -_:bng_319 { - (2341 2500 0.035398163392576655 0.03539816340144829 1) :pi true. -} - -_:bng_320 { - [] 2340; math:notEqualTo 2500 . - (2340 1) math:sum 2341 . - (2 2340) math:product 4680 . - (4680 1) math:sum 4681 . - (4680 2) math:sum 4682 . - (4680 4681 4682) math:product 102568948560 . - (-1 102568948560) math:quotient -9.749539349280037e-12 . - (0.035398163402326197 -9.749539349280037e-12) math:sum 0.035398163392576655 . - [] -1; math:negation 1 . - (2341 2500 0.035398163392576655 0.03539816340144829 1) :pi true. -} - -_:bng_321 { - (2340 2500 0.035398163402326197 0.03539816340144829 -1) :pi true. -} - -_:bng_322 { - [] 2339; math:notEqualTo 2500 . - (2339 1) math:sum 2340 . - (2 2339) math:product 4678 . - (4678 1) math:sum 4679 . - (4678 2) math:sum 4680 . - (4678 4679 4680) math:product 102437534160 . - (1 102437534160) math:quotient 9.762046775140766e-12 . - (0.03539816339256415 9.762046775140766e-12) math:sum 0.035398163402326197 . - [] 1; math:negation -1 . - (2340 2500 0.035398163402326197 0.03539816340144829 -1) :pi true. -} - -_:bng_323 { - (2339 2500 0.03539816339256415 0.03539816340144829 1) :pi true. -} - -_:bng_324 { - [] 2338; math:notEqualTo 2500 . - (2338 1) math:sum 2339 . - (2 2338) math:product 4676 . - (4676 1) math:sum 4677 . - (4676 2) math:sum 4678 . - (4676 4677 4678) math:product 102306232056 . - (-1 102306232056) math:quotient -9.774575604080734e-12 . - (0.03539816340233873 -9.774575604080734e-12) math:sum 0.03539816339256415 . - [] -1; math:negation 1 . - (2339 2500 0.03539816339256415 0.03539816340144829 1) :pi true. -} - -_:bng_325 { - (2338 2500 0.03539816340233873 0.03539816340144829 -1) :pi true. -} - -_:bng_326 { - [] 2337; math:notEqualTo 2500 . - (2337 1) math:sum 2338 . - (2 2337) math:product 4674 . - (4674 1) math:sum 4675 . - (4674 2) math:sum 4676 . - (4674 4675 4676) math:product 102175042200 . - (1 102175042200) math:quotient 9.78712588190152e-12 . - (0.035398163392551606 9.78712588190152e-12) math:sum 0.03539816340233873 . - [] 1; math:negation -1 . - (2338 2500 0.03539816340233873 0.03539816340144829 -1) :pi true. -} - -_:bng_327 { - (2337 2500 0.035398163392551606 0.03539816340144829 1) :pi true. -} - -_:bng_328 { - [] 2336; math:notEqualTo 2500 . - (2336 1) math:sum 2337 . - (2 2336) math:product 4672 . - (4672 1) math:sum 4673 . - (4672 2) math:sum 4674 . - (4672 4673 4674) math:product 102043964544 . - (-1 102043964544) math:quotient -9.799697654522364e-12 . - (0.0353981634023513 -9.799697654522364e-12) math:sum 0.035398163392551606 . - [] -1; math:negation 1 . - (2337 2500 0.035398163392551606 0.03539816340144829 1) :pi true. -} - -_:bng_329 { - (2336 2500 0.0353981634023513 0.03539816340144829 -1) :pi true. -} - -_:bng_330 { - [] 2335; math:notEqualTo 2500 . - (2335 1) math:sum 2336 . - (2 2335) math:product 4670 . - (4670 1) math:sum 4671 . - (4670 2) math:sum 4672 . - (4670 4671 4672) math:product 101912999040 . - (1 101912999040) math:quotient 9.812290967980526e-12 . - (0.03539816339253901 9.812290967980526e-12) math:sum 0.0353981634023513 . - [] 1; math:negation -1 . - (2336 2500 0.0353981634023513 0.03539816340144829 -1) :pi true. -} - -_:bng_331 { - (2335 2500 0.03539816339253901 0.03539816340144829 1) :pi true. -} - -_:bng_332 { - [] 2334; math:notEqualTo 2500 . - (2334 1) math:sum 2335 . - (2 2334) math:product 4668 . - (4668 1) math:sum 4669 . - (4668 2) math:sum 4670 . - (4668 4669 4670) math:product 101782145640 . - (-1 101782145640) math:quotient -9.824905868431642e-12 . - (0.035398163402363916 -9.824905868431642e-12) math:sum 0.03539816339253901 . - [] -1; math:negation 1 . - (2335 2500 0.03539816339253901 0.03539816340144829 1) :pi true. -} - -_:bng_333 { - (2334 2500 0.035398163402363916 0.03539816340144829 -1) :pi true. -} - -_:bng_334 { - [] 2333; math:notEqualTo 2500 . - (2333 1) math:sum 2334 . - (2 2333) math:product 4666 . - (4666 1) math:sum 4667 . - (4666 2) math:sum 4668 . - (4666 4667 4668) math:product 101651404296 . - (1 101651404296) math:quotient 9.837542402150072e-12 . - (0.035398163392526376 9.837542402150072e-12) math:sum 0.035398163402363916 . - [] 1; math:negation -1 . - (2334 2500 0.035398163402363916 0.03539816340144829 -1) :pi true. -} - -_:bng_335 { - (2333 2500 0.035398163392526376 0.03539816340144829 1) :pi true. -} - -_:bng_336 { - [] 2332; math:notEqualTo 2500 . - (2332 1) math:sum 2333 . - (2 2332) math:product 4664 . - (4664 1) math:sum 4665 . - (4664 2) math:sum 4666 . - (4664 4665 4666) math:product 101520774960 . - (-1 101520774960) math:quotient -9.850200615529266e-12 . - (0.03539816340237658 -9.850200615529266e-12) math:sum 0.035398163392526376 . - [] -1; math:negation 1 . - (2333 2500 0.035398163392526376 0.03539816340144829 1) :pi true. -} - -_:bng_337 { - (2332 2500 0.03539816340237658 0.03539816340144829 -1) :pi true. -} - -_:bng_338 { - [] 2331; math:notEqualTo 2500 . - (2331 1) math:sum 2332 . - (2 2331) math:product 4662 . - (4662 1) math:sum 4663 . - (4662 2) math:sum 4664 . - (4662 4663 4664) math:product 101390257584 . - (1 101390257584) math:quotient 9.86288055508211e-12 . - (0.0353981633925137 9.86288055508211e-12) math:sum 0.03539816340237658 . - [] 1; math:negation -1 . - (2332 2500 0.03539816340237658 0.03539816340144829 -1) :pi true. -} - -_:bng_339 { - (2331 2500 0.0353981633925137 0.03539816340144829 1) :pi true. -} - -_:bng_340 { - [] 2330; math:notEqualTo 2500 . - (2330 1) math:sum 2331 . - (2 2330) math:product 4660 . - (4660 1) math:sum 4661 . - (4660 2) math:sum 4662 . - (4660 4661 4662) math:product 101259852120 . - (-1 101259852120) math:quotient -9.875582267441297e-12 . - (0.03539816340238928 -9.875582267441297e-12) math:sum 0.0353981633925137 . - [] -1; math:negation 1 . - (2331 2500 0.0353981633925137 0.03539816340144829 1) :pi true. -} - -_:bng_341 { - (2330 2500 0.03539816340238928 0.03539816340144829 -1) :pi true. -} - -_:bng_342 { - [] 2329; math:notEqualTo 2500 . - (2329 1) math:sum 2330 . - (2 2329) math:product 4658 . - (4658 1) math:sum 4659 . - (4658 2) math:sum 4660 . - (4658 4659 4660) math:product 101129558520 . - (1 101129558520) math:quotient 9.888305799359678e-12 . - (0.03539816339250097 9.888305799359678e-12) math:sum 0.03539816340238928 . - [] 1; math:negation -1 . - (2330 2500 0.03539816340238928 0.03539816340144829 -1) :pi true. -} - -_:bng_343 { - (2329 2500 0.03539816339250097 0.03539816340144829 1) :pi true. -} - -_:bng_344 { - [] 2328; math:notEqualTo 2500 . - (2328 1) math:sum 2329 . - (2 2328) math:product 4656 . - (4656 1) math:sum 4657 . - (4656 2) math:sum 4658 . - (4656 4657 4658) math:product 100999376736 . - (-1 100999376736) math:quotient -9.901051197710631e-12 . - (0.035398163402402025 -9.901051197710631e-12) math:sum 0.03539816339250097 . - [] -1; math:negation 1 . - (2329 2500 0.03539816339250097 0.03539816340144829 1) :pi true. -} - -_:bng_345 { - (2328 2500 0.035398163402402025 0.03539816340144829 -1) :pi true. -} - -_:bng_346 { - [] 2327; math:notEqualTo 2500 . - (2327 1) math:sum 2328 . - (2 2327) math:product 4654 . - (4654 1) math:sum 4655 . - (4654 2) math:sum 4656 . - (4654 4655 4656) math:product 100869306720 . - (1 100869306720) math:quotient 9.913818509488413e-12 . - (0.035398163392488205 9.913818509488413e-12) math:sum 0.035398163402402025 . - [] 1; math:negation -1 . - (2328 2500 0.035398163402402025 0.03539816340144829 -1) :pi true. -} - -_:bng_347 { - (2327 2500 0.035398163392488205 0.03539816340144829 1) :pi true. -} - -_:bng_348 { - [] 2326; math:notEqualTo 2500 . - (2326 1) math:sum 2327 . - (2 2326) math:product 4652 . - (4652 1) math:sum 4653 . - (4652 2) math:sum 4654 . - (4652 4653 4654) math:product 100739348424 . - (-1 100739348424) math:quotient -9.926607781808537e-12 . - (0.03539816340241481 -9.926607781808537e-12) math:sum 0.035398163392488205 . - [] -1; math:negation 1 . - (2327 2500 0.035398163392488205 0.03539816340144829 1) :pi true. -} - -_:bng_349 { - (2326 2500 0.03539816340241481 0.03539816340144829 -1) :pi true. -} - -_:bng_350 { - [] 2325; math:notEqualTo 2500 . - (2325 1) math:sum 2326 . - (2 2325) math:product 4650 . - (4650 1) math:sum 4651 . - (4650 2) math:sum 4652 . - (4650 4651 4652) math:product 100609501800 . - (1 100609501800) math:quotient 9.939419061908127e-12 . - (0.035398163392475396 9.939419061908127e-12) math:sum 0.03539816340241481 . - [] 1; math:negation -1 . - (2326 2500 0.03539816340241481 0.03539816340144829 -1) :pi true. -} - -_:bng_351 { - (2325 2500 0.035398163392475396 0.03539816340144829 1) :pi true. -} - -_:bng_352 { - [] 2324; math:notEqualTo 2500 . - (2324 1) math:sum 2325 . - (2 2324) math:product 4648 . - (4648 1) math:sum 4649 . - (4648 2) math:sum 4650 . - (4648 4649 4650) math:product 100479766800 . - (-1 100479766800) math:quotient -9.952252397146288e-12 . - (0.03539816340242765 -9.952252397146288e-12) math:sum 0.035398163392475396 . - [] -1; math:negation 1 . - (2325 2500 0.035398163392475396 0.03539816340144829 1) :pi true. -} - -_:bng_353 { - (2324 2500 0.03539816340242765 0.03539816340144829 -1) :pi true. -} - -_:bng_354 { - [] 2323; math:notEqualTo 2500 . - (2323 1) math:sum 2324 . - (2 2323) math:product 4646 . - (4646 1) math:sum 4647 . - (4646 2) math:sum 4648 . - (4646 4647 4648) math:product 100350143376 . - (1 100350143376) math:quotient 9.965107835004475e-12 . - (0.035398163392462545 9.965107835004475e-12) math:sum 0.03539816340242765 . - [] 1; math:negation -1 . - (2324 2500 0.03539816340242765 0.03539816340144829 -1) :pi true. -} - -_:bng_355 { - (2323 2500 0.035398163392462545 0.03539816340144829 1) :pi true. -} - -_:bng_356 { - [] 2322; math:notEqualTo 2500 . - (2322 1) math:sum 2323 . - (2 2322) math:product 4644 . - (4644 1) math:sum 4645 . - (4644 2) math:sum 4646 . - (4644 4645 4646) math:product 100220631480 . - (-1 100220631480) math:quotient -9.977985423086859e-12 . - (0.03539816340244053 -9.977985423086859e-12) math:sum 0.035398163392462545 . - [] -1; math:negation 1 . - (2323 2500 0.035398163392462545 0.03539816340144829 1) :pi true. -} - -_:bng_357 { - (2322 2500 0.03539816340244053 0.03539816340144829 -1) :pi true. -} - -_:bng_358 { - [] 2321; math:notEqualTo 2500 . - (2321 1) math:sum 2322 . - (2 2321) math:product 4642 . - (4642 1) math:sum 4643 . - (4642 2) math:sum 4644 . - (4642 4643 4644) math:product 100091231064 . - (1 100091231064) math:quotient 9.9908852091207e-12 . - (0.035398163392449646 9.9908852091207e-12) math:sum 0.03539816340244053 . - [] 1; math:negation -1 . - (2322 2500 0.03539816340244053 0.03539816340144829 -1) :pi true. -} - -_:bng_359 { - (2321 2500 0.035398163392449646 0.03539816340144829 1) :pi true. -} - -_:bng_360 { - [] 2320; math:notEqualTo 2500 . - (2320 1) math:sum 2321 . - (2 2320) math:product 4640 . - (4640 1) math:sum 4641 . - (4640 2) math:sum 4642 . - (4640 4641 4642) math:product 99961942080 . - (-1 99961942080) math:quotient -1.0003807240956717e-11 . - (0.035398163402453456 -1.0003807240956717e-11) math:sum 0.035398163392449646 . - [] -1; math:negation 1 . - (2321 2500 0.035398163392449646 0.03539816340144829 1) :pi true. -} - -_:bng_361 { - (2320 2500 0.035398163402453456 0.03539816340144829 -1) :pi true. -} - -_:bng_362 { - [] 2319; math:notEqualTo 2500 . - (2319 1) math:sum 2320 . - (2 2319) math:product 4638 . - (4638 1) math:sum 4639 . - (4638 2) math:sum 4640 . - (4638 4639 4640) math:product 99832764480 . - (1 99832764480) math:quotient 1.001675156656946e-11 . - (0.035398163392436705 1.001675156656946e-11) math:sum 0.035398163402453456 . - [] 1; math:negation -1 . - (2320 2500 0.035398163402453456 0.03539816340144829 -1) :pi true. -} - -_:bng_363 { - (2319 2500 0.035398163392436705 0.03539816340144829 1) :pi true. -} - -_:bng_364 { - [] 2318; math:notEqualTo 2500 . - (2318 1) math:sum 2319 . - (2 2318) math:product 4636 . - (4636 1) math:sum 4637 . - (4636 2) math:sum 4638 . - (4636 4637 4638) math:product 99703698216 . - (-1 99703698216) math:quotient -1.0029718234057685e-11 . - (0.035398163402466425 -1.0029718234057685e-11) math:sum 0.035398163392436705 . - [] -1; math:negation 1 . - (2319 2500 0.035398163392436705 0.03539816340144829 1) :pi true. -} - -_:bng_365 { - (2318 2500 0.035398163402466425 0.03539816340144829 -1) :pi true. -} - -_:bng_366 { - [] 2317; math:notEqualTo 2500 . - (2317 1) math:sum 2318 . - (2 2317) math:product 4634 . - (4634 1) math:sum 4635 . - (4634 2) math:sum 4636 . - (4634 4635 4636) math:product 99574743240 . - (1 99574743240) math:quotient 1.0042707291644732e-11 . - (0.035398163392423715 1.0042707291644732e-11) math:sum 0.035398163402466425 . - [] 1; math:negation -1 . - (2318 2500 0.035398163402466425 0.03539816340144829 -1) :pi true. -} - -_:bng_367 { - (2317 2500 0.035398163392423715 0.03539816340144829 1) :pi true. -} - -_:bng_368 { - [] 2316; math:notEqualTo 2500 . - (2316 1) math:sum 2317 . - (2 2316) math:product 4632 . - (4632 1) math:sum 4633 . - (4632 2) math:sum 4634 . - (4632 4633 4634) math:product 99445899504 . - (-1 99445899504) math:quotient -1.0055718787678894e-11 . - (0.035398163402479435 -1.0055718787678894e-11) math:sum 0.035398163392423715 . - [] -1; math:negation 1 . - (2317 2500 0.035398163392423715 0.03539816340144829 1) :pi true. -} - -_:bng_369 { - (2316 2500 0.035398163402479435 0.03539816340144829 -1) :pi true. -} - -_:bng_370 { - [] 2315; math:notEqualTo 2500 . - (2315 1) math:sum 2316 . - (2 2315) math:product 4630 . - (4630 1) math:sum 4631 . - (4630 2) math:sum 4632 . - (4630 4631 4632) math:product 99317166960 . - (1 99317166960) math:quotient 1.0068752770633803e-11 . - (0.035398163392410684 1.0068752770633803e-11) math:sum 0.035398163402479435 . - [] 1; math:negation -1 . - (2316 2500 0.035398163402479435 0.03539816340144829 -1) :pi true. -} - -_:bng_371 { - (2315 2500 0.035398163392410684 0.03539816340144829 1) :pi true. -} - -_:bng_372 { - [] 2314; math:notEqualTo 2500 . - (2314 1) math:sum 2315 . - (2 2314) math:product 4628 . - (4628 1) math:sum 4629 . - (4628 2) math:sum 4630 . - (4628 4629 4630) math:product 99188545560 . - (-1 99188545560) math:quotient -1.0081809289108805e-11 . - (0.035398163402492494 -1.0081809289108805e-11) math:sum 0.035398163392410684 . - [] -1; math:negation 1 . - (2315 2500 0.035398163392410684 0.03539816340144829 1) :pi true. -} - -_:bng_373 { - (2314 2500 0.035398163402492494 0.03539816340144829 -1) :pi true. -} - -_:bng_374 { - [] 2313; math:notEqualTo 2500 . - (2313 1) math:sum 2314 . - (2 2313) math:product 4626 . - (4626 1) math:sum 4627 . - (4626 2) math:sum 4628 . - (4626 4627 4628) math:product 99060035256 . - (1 99060035256) math:quotient 1.0094888391829344e-11 . - (0.035398163392397604 1.0094888391829344e-11) math:sum 0.035398163402492494 . - [] 1; math:negation -1 . - (2314 2500 0.035398163402492494 0.03539816340144829 -1) :pi true. -} - -_:bng_375 { - (2313 2500 0.035398163392397604 0.03539816340144829 1) :pi true. -} - -_:bng_376 { - [] 2312; math:notEqualTo 2500 . - (2312 1) math:sum 2313 . - (2 2312) math:product 4624 . - (4624 1) math:sum 4625 . - (4624 2) math:sum 4626 . - (4624 4625 4626) math:product 98931636000 . - (-1 98931636000) math:quotient -1.0107990127647338e-11 . - (0.035398163402505595 -1.0107990127647338e-11) math:sum 0.035398163392397604 . - [] -1; math:negation 1 . - (2313 2500 0.035398163392397604 0.03539816340144829 1) :pi true. -} - -_:bng_377 { - (2312 2500 0.035398163402505595 0.03539816340144829 -1) :pi true. -} - -_:bng_378 { - [] 2311; math:notEqualTo 2500 . - (2311 1) math:sum 2312 . - (2 2311) math:product 4622 . - (4622 1) math:sum 4623 . - (4622 2) math:sum 4624 . - (4622 4623 4624) math:product 98803347744 . - (1 98803347744) math:quotient 1.0121114545541568e-11 . - (0.03539816339238448 1.0121114545541568e-11) math:sum 0.035398163402505595 . - [] 1; math:negation -1 . - (2312 2500 0.035398163402505595 0.03539816340144829 -1) :pi true. -} - -_:bng_379 { - (2311 2500 0.03539816339238448 0.03539816340144829 1) :pi true. -} - -_:bng_380 { - [] 2310; math:notEqualTo 2500 . - (2310 1) math:sum 2311 . - (2 2310) math:product 4620 . - (4620 1) math:sum 4621 . - (4620 2) math:sum 4622 . - (4620 4621 4622) math:product 98675170440 . - (-1 98675170440) math:quotient -1.0134261694618057e-11 . - (0.035398163402518744 -1.0134261694618057e-11) math:sum 0.03539816339238448 . - [] -1; math:negation 1 . - (2311 2500 0.03539816339238448 0.03539816340144829 1) :pi true. -} - -_:bng_381 { - (2310 2500 0.035398163402518744 0.03539816340144829 -1) :pi true. -} - -_:bng_382 { - [] 2309; math:notEqualTo 2500 . - (2309 1) math:sum 2310 . - (2 2309) math:product 4618 . - (4618 1) math:sum 4619 . - (4618 2) math:sum 4620 . - (4618 4619 4620) math:product 98547104040 . - (1 98547104040) math:quotient 1.0147431624110464e-11 . - (0.03539816339237131 1.0147431624110464e-11) math:sum 0.035398163402518744 . - [] 1; math:negation -1 . - (2310 2500 0.035398163402518744 0.03539816340144829 -1) :pi true. -} - -_:bng_383 { - (2309 2500 0.03539816339237131 0.03539816340144829 1) :pi true. -} - -_:bng_384 { - [] 2308; math:notEqualTo 2500 . - (2308 1) math:sum 2309 . - (2 2308) math:product 4616 . - (4616 1) math:sum 4617 . - (4616 2) math:sum 4618 . - (4616 4617 4618) math:product 98419148496 . - (-1 98419148496) math:quotient -1.016062438338046e-11 . - (0.035398163402531935 -1.016062438338046e-11) math:sum 0.03539816339237131 . - [] -1; math:negation 1 . - (2309 2500 0.03539816339237131 0.03539816340144829 1) :pi true. -} - -_:bng_385 { - (2308 2500 0.035398163402531935 0.03539816340144829 -1) :pi true. -} - -_:bng_386 { - [] 2307; math:notEqualTo 2500 . - (2307 1) math:sum 2308 . - (2 2307) math:product 4614 . - (4614 1) math:sum 4615 . - (4614 2) math:sum 4616 . - (4614 4615 4616) math:product 98291303760 . - (1 98291303760) math:quotient 1.017384002191813e-11 . - (0.035398163392358094 1.017384002191813e-11) math:sum 0.035398163402531935 . - [] 1; math:negation -1 . - (2308 2500 0.035398163402531935 0.03539816340144829 -1) :pi true. -} - -_:bng_387 { - (2307 2500 0.035398163392358094 0.03539816340144829 1) :pi true. -} - -_:bng_388 { - [] 2306; math:notEqualTo 2500 . - (2306 1) math:sum 2307 . - (2 2306) math:product 4612 . - (4612 1) math:sum 4613 . - (4612 2) math:sum 4614 . - (4612 4613 4614) math:product 98163569784 . - (-1 98163569784) math:quotient -1.0187078589342349e-11 . - (0.035398163402545174 -1.0187078589342349e-11) math:sum 0.035398163392358094 . - [] -1; math:negation 1 . - (2307 2500 0.035398163392358094 0.03539816340144829 1) :pi true. -} - -_:bng_389 { - (2306 2500 0.035398163402545174 0.03539816340144829 -1) :pi true. -} - -_:bng_390 { - [] 2305; math:notEqualTo 2500 . - (2305 1) math:sum 2306 . - (2 2305) math:product 4610 . - (4610 1) math:sum 4611 . - (4610 2) math:sum 4612 . - (4610 4611 4612) math:product 98035946520 . - (1 98035946520) math:quotient 1.0200340135401183e-11 . - (0.035398163392344834 1.0200340135401183e-11) math:sum 0.035398163402545174 . - [] 1; math:negation -1 . - (2306 2500 0.035398163402545174 0.03539816340144829 -1) :pi true. -} - -_:bng_391 { - (2305 2500 0.035398163392344834 0.03539816340144829 1) :pi true. -} - -_:bng_392 { - [] 2304; math:notEqualTo 2500 . - (2304 1) math:sum 2305 . - (2 2304) math:product 4608 . - (4608 1) math:sum 4609 . - (4608 2) math:sum 4610 . - (4608 4609 4610) math:product 97908433920 . - (-1 97908433920) math:quotient -1.0213624709972279e-11 . - (0.035398163402558455 -1.0213624709972279e-11) math:sum 0.035398163392344834 . - [] -1; math:negation 1 . - (2305 2500 0.035398163392344834 0.03539816340144829 1) :pi true. -} - -_:bng_393 { - (2304 2500 0.035398163402558455 0.03539816340144829 -1) :pi true. -} - -_:bng_394 { - [] 2303; math:notEqualTo 2500 . - (2303 1) math:sum 2304 . - (2 2303) math:product 4606 . - (4606 1) math:sum 4607 . - (4606 2) math:sum 4608 . - (4606 4607 4608) math:product 97781031936 . - (1 97781031936) math:quotient 1.0226932363063254e-11 . - (0.035398163392331525 1.0226932363063254e-11) math:sum 0.035398163402558455 . - [] 1; math:negation -1 . - (2304 2500 0.035398163402558455 0.03539816340144829 -1) :pi true. -} - -_:bng_395 { - (2303 2500 0.035398163392331525 0.03539816340144829 1) :pi true. -} - -_:bng_396 { - [] 2302; math:notEqualTo 2500 . - (2302 1) math:sum 2303 . - (2 2302) math:product 4604 . - (4604 1) math:sum 4605 . - (4604 2) math:sum 4606 . - (4604 4605 4606) math:product 97653740520 . - (-1 97653740520) math:quotient -1.02402631448121e-11 . - (0.035398163402571785 -1.02402631448121e-11) math:sum 0.035398163392331525 . - [] -1; math:negation 1 . - (2303 2500 0.035398163392331525 0.03539816340144829 1) :pi true. -} - -_:bng_397 { - (2302 2500 0.035398163402571785 0.03539816340144829 -1) :pi true. -} - -_:bng_398 { - [] 2301; math:notEqualTo 2500 . - (2301 1) math:sum 2302 . - (2 2301) math:product 4602 . - (4602 1) math:sum 4603 . - (4602 2) math:sum 4604 . - (4602 4603 4604) math:product 97526559624 . - (1 97526559624) math:quotient 1.0253617105487572e-11 . - (0.03539816339231817 1.0253617105487572e-11) math:sum 0.035398163402571785 . - [] 1; math:negation -1 . - (2302 2500 0.035398163402571785 0.03539816340144829 -1) :pi true. -} - -_:bng_399 { - (2301 2500 0.03539816339231817 0.03539816340144829 1) :pi true. -} - -_:bng_400 { - [] 2300; math:notEqualTo 2500 . - (2300 1) math:sum 2301 . - (2 2300) math:product 4600 . - (4600 1) math:sum 4601 . - (4600 2) math:sum 4602 . - (4600 4601 4602) math:product 97399489200 . - (-1 97399489200) math:quotient -1.0266994295489591e-11 . - (0.03539816340258516 -1.0266994295489591e-11) math:sum 0.03539816339231817 . - [] -1; math:negation 1 . - (2301 2500 0.03539816339231817 0.03539816340144829 1) :pi true. -} - -_:bng_401 { - (2300 2500 0.03539816340258516 0.03539816340144829 -1) :pi true. -} - -_:bng_402 { - [] 2299; math:notEqualTo 2500 . - (2299 1) math:sum 2300 . - (2 2299) math:product 4598 . - (4598 1) math:sum 4599 . - (4598 2) math:sum 4600 . - (4598 4599 4600) math:product 97272529200 . - (1 97272529200) math:quotient 1.028039476534964e-11 . - (0.03539816339230477 1.028039476534964e-11) math:sum 0.03539816340258516 . - [] 1; math:negation -1 . - (2300 2500 0.03539816340258516 0.03539816340144829 -1) :pi true. -} - -_:bng_403 { - (2299 2500 0.03539816339230477 0.03539816340144829 1) :pi true. -} - -_:bng_404 { - [] 2298; math:notEqualTo 2500 . - (2298 1) math:sum 2299 . - (2 2298) math:product 4596 . - (4596 1) math:sum 4597 . - (4596 2) math:sum 4598 . - (4596 4597 4598) math:product 97145679576 . - (-1 97145679576) math:quotient -1.0293818565731169e-11 . - (0.03539816340259859 -1.0293818565731169e-11) math:sum 0.03539816339230477 . - [] -1; math:negation 1 . - (2299 2500 0.03539816339230477 0.03539816340144829 1) :pi true. -} - -_:bng_405 { - (2298 2500 0.03539816340259859 0.03539816340144829 -1) :pi true. -} - -_:bng_406 { - [] 2297; math:notEqualTo 2500 . - (2297 1) math:sum 2298 . - (2 2297) math:product 4594 . - (4594 1) math:sum 4595 . - (4594 2) math:sum 4596 . - (4594 4595 4596) math:product 97018940280 . - (1 97018940280) math:quotient 1.0307265747429993e-11 . - (0.03539816339229132 1.0307265747429993e-11) math:sum 0.03539816340259859 . - [] 1; math:negation -1 . - (2298 2500 0.03539816340259859 0.03539816340144829 -1) :pi true. -} - -_:bng_407 { - (2297 2500 0.03539816339229132 0.03539816340144829 1) :pi true. -} - -_:bng_408 { - [] 2296; math:notEqualTo 2500 . - (2296 1) math:sum 2297 . - (2 2296) math:product 4592 . - (4592 1) math:sum 4593 . - (4592 2) math:sum 4594 . - (4592 4593 4594) math:product 96892311264 . - (-1 96892311264) math:quotient -1.0320736361374698e-11 . - (0.03539816340261206 -1.0320736361374698e-11) math:sum 0.03539816339229132 . - [] -1; math:negation 1 . - (2297 2500 0.03539816339229132 0.03539816340144829 1) :pi true. -} - -_:bng_409 { - (2296 2500 0.03539816340261206 0.03539816340144829 -1) :pi true. -} - -_:bng_410 { - [] 2295; math:notEqualTo 2500 . - (2295 1) math:sum 2296 . - (2 2295) math:product 4590 . - (4590 1) math:sum 4591 . - (4590 2) math:sum 4592 . - (4590 4591 4592) math:product 96765792480 . - (1 96765792480) math:quotient 1.0334230458627047e-11 . - (0.035398163392277825 1.0334230458627047e-11) math:sum 0.03539816340261206 . - [] 1; math:negation -1 . - (2296 2500 0.03539816340261206 0.03539816340144829 -1) :pi true. -} - -_:bng_411 { - (2295 2500 0.035398163392277825 0.03539816340144829 1) :pi true. -} - -_:bng_412 { - [] 2294; math:notEqualTo 2500 . - (2294 1) math:sum 2295 . - (2 2294) math:product 4588 . - (4588 1) math:sum 4589 . - (4588 2) math:sum 4590 . - (4588 4589 4590) math:product 96639383880 . - (-1 96639383880) math:quotient -1.0347748090382383e-11 . - (0.035398163402625575 -1.0347748090382383e-11) math:sum 0.035398163392277825 . - [] -1; math:negation 1 . - (2295 2500 0.035398163392277825 0.03539816340144829 1) :pi true. -} - -_:bng_413 { - (2294 2500 0.035398163402625575 0.03539816340144829 -1) :pi true. -} - -_:bng_414 { - [] 2293; math:notEqualTo 2500 . - (2293 1) math:sum 2294 . - (2 2293) math:product 4586 . - (4586 1) math:sum 4587 . - (4586 2) math:sum 4588 . - (4586 4587 4588) math:product 96513085416 . - (1 96513085416) math:quotient 1.036128930797004e-11 . - (0.03539816339226429 1.036128930797004e-11) math:sum 0.035398163402625575 . - [] 1; math:negation -1 . - (2294 2500 0.035398163402625575 0.03539816340144829 -1) :pi true. -} - -_:bng_415 { - (2293 2500 0.03539816339226429 0.03539816340144829 1) :pi true. -} - -_:bng_416 { - [] 2292; math:notEqualTo 2500 . - (2292 1) math:sum 2293 . - (2 2292) math:product 4584 . - (4584 1) math:sum 4585 . - (4584 2) math:sum 4586 . - (4584 4585 4586) math:product 96386897040 . - (-1 96386897040) math:quotient -1.0374854162853753e-11 . - (0.03539816340263914 -1.0374854162853753e-11) math:sum 0.03539816339226429 . - [] -1; math:negation 1 . - (2293 2500 0.03539816339226429 0.03539816340144829 1) :pi true. -} - -_:bng_417 { - (2292 2500 0.03539816340263914 0.03539816340144829 -1) :pi true. -} - -_:bng_418 { - [] 2291; math:notEqualTo 2500 . - (2291 1) math:sum 2292 . - (2 2291) math:product 4582 . - (4582 1) math:sum 4583 . - (4582 2) math:sum 4584 . - (4582 4583 4584) math:product 96260818704 . - (1 96260818704) math:quotient 1.0388442706632063e-11 . - (0.0353981633922507 1.0388442706632063e-11) math:sum 0.03539816340263914 . - [] 1; math:negation -1 . - (2292 2500 0.03539816340263914 0.03539816340144829 -1) :pi true. -} - -_:bng_419 { - (2291 2500 0.0353981633922507 0.03539816340144829 1) :pi true. -} - -_:bng_420 { - [] 2290; math:notEqualTo 2500 . - (2290 1) math:sum 2291 . - (2 2290) math:product 4580 . - (4580 1) math:sum 4581 . - (4580 2) math:sum 4582 . - (4580 4581 4582) math:product 96134850360 . - (-1 96134850360) math:quotient -1.0402054991038735e-11 . - (0.035398163402652755 -1.0402054991038735e-11) math:sum 0.0353981633922507 . - [] -1; math:negation 1 . - (2291 2500 0.0353981633922507 0.03539816340144829 1) :pi true. -} - -_:bng_421 { - (2290 2500 0.035398163402652755 0.03539816340144829 -1) :pi true. -} - -_:bng_422 { - [] 2289; math:notEqualTo 2500 . - (2289 1) math:sum 2290 . - (2 2289) math:product 4578 . - (4578 1) math:sum 4579 . - (4578 2) math:sum 4580 . - (4578 4579 4580) math:product 96008991960 . - (1 96008991960) math:quotient 1.0415691067943175e-11 . - (0.035398163392237066 1.0415691067943175e-11) math:sum 0.035398163402652755 . - [] 1; math:negation -1 . - (2290 2500 0.035398163402652755 0.03539816340144829 -1) :pi true. -} - -_:bng_423 { - (2289 2500 0.035398163392237066 0.03539816340144829 1) :pi true. -} - -_:bng_424 { - [] 2288; math:notEqualTo 2500 . - (2288 1) math:sum 2289 . - (2 2288) math:product 4576 . - (4576 1) math:sum 4577 . - (4576 2) math:sum 4578 . - (4576 4577 4578) math:product 95883243456 . - (-1 95883243456) math:quotient -1.0429350989350828e-11 . - (0.03539816340266642 -1.0429350989350828e-11) math:sum 0.035398163392237066 . - [] -1; math:negation 1 . - (2289 2500 0.035398163392237066 0.03539816340144829 1) :pi true. -} - -_:bng_425 { - (2288 2500 0.03539816340266642 0.03539816340144829 -1) :pi true. -} - -_:bng_426 { - [] 2287; math:notEqualTo 2500 . - (2287 1) math:sum 2288 . - (2 2287) math:product 4574 . - (4574 1) math:sum 4575 . - (4574 2) math:sum 4576 . - (4574 4575 4576) math:product 95757604800 . - (1 95757604800) math:quotient 1.0443034807403621e-11 . - (0.03539816339222338 1.0443034807403621e-11) math:sum 0.03539816340266642 . - [] 1; math:negation -1 . - (2288 2500 0.03539816340266642 0.03539816340144829 -1) :pi true. -} - -_:bng_427 { - (2287 2500 0.03539816339222338 0.03539816340144829 1) :pi true. -} - -_:bng_428 { - [] 2286; math:notEqualTo 2500 . - (2286 1) math:sum 2287 . - (2 2286) math:product 4572 . - (4572 1) math:sum 4573 . - (4572 2) math:sum 4574 . - (4572 4573 4574) math:product 95632075944 . - (-1 95632075944) math:quotient -1.0456742574380352e-11 . - (0.03539816340268012 -1.0456742574380352e-11) math:sum 0.03539816339222338 . - [] -1; math:negation 1 . - (2287 2500 0.03539816339222338 0.03539816340144829 1) :pi true. -} - -_:bng_429 { - (2286 2500 0.03539816340268012 0.03539816340144829 -1) :pi true. -} - -_:bng_430 { - [] 2285; math:notEqualTo 2500 . - (2285 1) math:sum 2286 . - (2 2285) math:product 4570 . - (4570 1) math:sum 4571 . - (4570 2) math:sum 4572 . - (4570 4571 4572) math:product 95506656840 . - (1 95506656840) math:quotient 1.0470474342697137e-11 . - (0.03539816339220965 1.0470474342697137e-11) math:sum 0.03539816340268012 . - [] 1; math:negation -1 . - (2286 2500 0.03539816340268012 0.03539816340144829 -1) :pi true. -} - -_:bng_431 { - (2285 2500 0.03539816339220965 0.03539816340144829 1) :pi true. -} - -_:bng_432 { - [] 2284; math:notEqualTo 2500 . - (2284 1) math:sum 2285 . - (2 2284) math:product 4568 . - (4568 1) math:sum 4569 . - (4568 2) math:sum 4570 . - (4568 4569 4570) math:product 95381347440 . - (-1 95381347440) math:quotient -1.0484230164907807e-11 . - (0.03539816340269388 -1.0484230164907807e-11) math:sum 0.03539816339220965 . - [] -1; math:negation 1 . - (2285 2500 0.03539816339220965 0.03539816340144829 1) :pi true. -} - -_:bng_433 { - (2284 2500 0.03539816340269388 0.03539816340144829 -1) :pi true. -} - -_:bng_434 { - [] 2283; math:notEqualTo 2500 . - (2283 1) math:sum 2284 . - (2 2283) math:product 4566 . - (4566 1) math:sum 4567 . - (4566 2) math:sum 4568 . - (4566 4567 4568) math:product 95256147696 . - (1 95256147696) math:quotient 1.0498010093704345e-11 . - (0.03539816339219587 1.0498010093704345e-11) math:sum 0.03539816340269388 . - [] 1; math:negation -1 . - (2284 2500 0.03539816340269388 0.03539816340144829 -1) :pi true. -} - -_:bng_435 { - (2283 2500 0.03539816339219587 0.03539816340144829 1) :pi true. -} - -_:bng_436 { - [] 2282; math:notEqualTo 2500 . - (2282 1) math:sum 2283 . - (2 2282) math:product 4564 . - (4564 1) math:sum 4565 . - (4564 2) math:sum 4566 . - (4564 4565 4566) math:product 95131057560 . - (-1 95131057560) math:quotient -1.0511814181917311e-11 . - (0.03539816340270768 -1.0511814181917311e-11) math:sum 0.03539816339219587 . - [] -1; math:negation 1 . - (2283 2500 0.03539816339219587 0.03539816340144829 1) :pi true. -} - -_:bng_437 { - (2282 2500 0.03539816340270768 0.03539816340144829 -1) :pi true. -} - -_:bng_438 { - [] 2281; math:notEqualTo 2500 . - (2281 1) math:sum 2282 . - (2 2281) math:product 4562 . - (4562 1) math:sum 4563 . - (4562 2) math:sum 4564 . - (4562 4563 4564) math:product 95006076984 . - (1 95006076984) math:quotient 1.0525642482516253e-11 . - (0.03539816339218204 1.0525642482516253e-11) math:sum 0.03539816340270768 . - [] 1; math:negation -1 . - (2282 2500 0.03539816340270768 0.03539816340144829 -1) :pi true. -} - -_:bng_439 { - (2281 2500 0.03539816339218204 0.03539816340144829 1) :pi true. -} - -_:bng_440 { - [] 2280; math:notEqualTo 2500 . - (2280 1) math:sum 2281 . - (2 2280) math:product 4560 . - (4560 1) math:sum 4561 . - (4560 2) math:sum 4562 . - (4560 4561 4562) math:product 94881205920 . - (-1 94881205920) math:quotient -1.053949504861015e-11 . - (0.03539816340272153 -1.053949504861015e-11) math:sum 0.03539816339218204 . - [] -1; math:negation 1 . - (2281 2500 0.03539816339218204 0.03539816340144829 1) :pi true. -} - -_:bng_441 { - (2280 2500 0.03539816340272153 0.03539816340144829 -1) :pi true. -} - -_:bng_442 { - [] 2279; math:notEqualTo 2500 . - (2279 1) math:sum 2280 . - (2 2279) math:product 4558 . - (4558 1) math:sum 4559 . - (4558 2) math:sum 4560 . - (4558 4559 4560) math:product 94756444320 . - (1 94756444320) math:quotient 1.055337193344783e-11 . - (0.03539816339216816 1.055337193344783e-11) math:sum 0.03539816340272153 . - [] 1; math:negation -1 . - (2280 2500 0.03539816340272153 0.03539816340144829 -1) :pi true. -} - -_:bng_443 { - (2279 2500 0.03539816339216816 0.03539816340144829 1) :pi true. -} - -_:bng_444 { - [] 2278; math:notEqualTo 2500 . - (2278 1) math:sum 2279 . - (2 2278) math:product 4556 . - (4556 1) math:sum 4557 . - (4556 2) math:sum 4558 . - (4556 4557 4558) math:product 94631792136 . - (-1 94631792136) math:quotient -1.0567273190418405e-11 . - (0.03539816340273544 -1.0567273190418405e-11) math:sum 0.03539816339216816 . - [] -1; math:negation 1 . - (2279 2500 0.03539816339216816 0.03539816340144829 1) :pi true. -} - -_:bng_445 { - (2278 2500 0.03539816340273544 0.03539816340144829 -1) :pi true. -} - -_:bng_446 { - [] 2277; math:notEqualTo 2500 . - (2277 1) math:sum 2278 . - (2 2277) math:product 4554 . - (4554 1) math:sum 4555 . - (4554 2) math:sum 4556 . - (4554 4555 4556) math:product 94507249320 . - (1 94507249320) math:quotient 1.05811988730517e-11 . - (0.03539816339215424 1.05811988730517e-11) math:sum 0.03539816340273544 . - [] 1; math:negation -1 . - (2278 2500 0.03539816340273544 0.03539816340144829 -1) :pi true. -} - -_:bng_447 { - (2277 2500 0.03539816339215424 0.03539816340144829 1) :pi true. -} - -_:bng_448 { - [] 2276; math:notEqualTo 2500 . - (2276 1) math:sum 2277 . - (2 2276) math:product 4552 . - (4552 1) math:sum 4553 . - (4552 2) math:sum 4554 . - (4552 4553 4554) math:product 94382815824 . - (-1 94382815824) math:quotient -1.0595149035018687e-11 . - (0.03539816340274939 -1.0595149035018687e-11) math:sum 0.03539816339215424 . - [] -1; math:negation 1 . - (2277 2500 0.03539816339215424 0.03539816340144829 1) :pi true. -} - -_:bng_449 { - (2276 2500 0.03539816340274939 0.03539816340144829 -1) :pi true. -} - -_:bng_450 { - [] 2275; math:notEqualTo 2500 . - (2275 1) math:sum 2276 . - (2 2275) math:product 4550 . - (4550 1) math:sum 4551 . - (4550 2) math:sum 4552 . - (4550 4551 4552) math:product 94258491600 . - (1 94258491600) math:quotient 1.0609123730131917e-11 . - (0.03539816339214027 1.0609123730131917e-11) math:sum 0.03539816340274939 . - [] 1; math:negation -1 . - (2276 2500 0.03539816340274939 0.03539816340144829 -1) :pi true. -} - -_:bng_451 { - (2275 2500 0.03539816339214027 0.03539816340144829 1) :pi true. -} - -_:bng_452 { - [] 2274; math:notEqualTo 2500 . - (2274 1) math:sum 2275 . - (2 2274) math:product 4548 . - (4548 1) math:sum 4549 . - (4548 2) math:sum 4550 . - (4548 4549 4550) math:product 94134276600 . - (-1 94134276600) math:quotient -1.0623123012345962e-11 . - (0.03539816340276339 -1.0623123012345962e-11) math:sum 0.03539816339214027 . - [] -1; math:negation 1 . - (2275 2500 0.03539816339214027 0.03539816340144829 1) :pi true. -} - -_:bng_453 { - (2274 2500 0.03539816340276339 0.03539816340144829 -1) :pi true. -} - -_:bng_454 { - [] 2273; math:notEqualTo 2500 . - (2273 1) math:sum 2274 . - (2 2273) math:product 4546 . - (4546 1) math:sum 4547 . - (4546 2) math:sum 4548 . - (4546 4547 4548) math:product 94010170776 . - (1 94010170776) math:quotient 1.0637146935757844e-11 . - (0.035398163392126245 1.0637146935757844e-11) math:sum 0.03539816340276339 . - [] 1; math:negation -1 . - (2274 2500 0.03539816340276339 0.03539816340144829 -1) :pi true. -} - -_:bng_455 { - (2273 2500 0.035398163392126245 0.03539816340144829 1) :pi true. -} - -_:bng_456 { - [] 2272; math:notEqualTo 2500 . - (2272 1) math:sum 2273 . - (2 2272) math:product 4544 . - (4544 1) math:sum 4545 . - (4544 2) math:sum 4546 . - (4544 4545 4546) math:product 93886174080 . - (-1 93886174080) math:quotient -1.065119555460748e-11 . - (0.03539816340277744 -1.065119555460748e-11) math:sum 0.035398163392126245 . - [] -1; math:negation 1 . - (2273 2500 0.035398163392126245 0.03539816340144829 1) :pi true. -} - -_:bng_457 { - (2272 2500 0.03539816340277744 0.03539816340144829 -1) :pi true. -} - -_:bng_458 { - [] 2271; math:notEqualTo 2500 . - (2271 1) math:sum 2272 . - (2 2271) math:product 4542 . - (4542 1) math:sum 4543 . - (4542 2) math:sum 4544 . - (4542 4543 4544) math:product 93762286464 . - (1 93762286464) math:quotient 1.066526892327812e-11 . - (0.03539816339211217 1.066526892327812e-11) math:sum 0.03539816340277744 . - [] 1; math:negation -1 . - (2272 2500 0.03539816340277744 0.03539816340144829 -1) :pi true. -} - -_:bng_459 { - (2271 2500 0.03539816339211217 0.03539816340144829 1) :pi true. -} - -_:bng_460 { - [] 2270; math:notEqualTo 2500 . - (2270 1) math:sum 2271 . - (2 2270) math:product 4540 . - (4540 1) math:sum 4541 . - (4540 2) math:sum 4542 . - (4540 4541 4542) math:product 93638507880 . - (-1 93638507880) math:quotient -1.0679367096296793e-11 . - (0.03539816340279154 -1.0679367096296793e-11) math:sum 0.03539816339211217 . - [] -1; math:negation 1 . - (2271 2500 0.03539816339211217 0.03539816340144829 1) :pi true. -} - -_:bng_461 { - (2270 2500 0.03539816340279154 0.03539816340144829 -1) :pi true. -} - -_:bng_462 { - [] 2269; math:notEqualTo 2500 . - (2269 1) math:sum 2270 . - (2 2269) math:product 4538 . - (4538 1) math:sum 4539 . - (4538 2) math:sum 4540 . - (4538 4539 4540) math:product 93514838280 . - (1 93514838280) math:quotient 1.0693490128334743e-11 . - (0.03539816339209805 1.0693490128334743e-11) math:sum 0.03539816340279154 . - [] 1; math:negation -1 . - (2270 2500 0.03539816340279154 0.03539816340144829 -1) :pi true. -} - -_:bng_463 { - (2269 2500 0.03539816339209805 0.03539816340144829 1) :pi true. -} - -_:bng_464 { - [] 2268; math:notEqualTo 2500 . - (2268 1) math:sum 2269 . - (2 2268) math:product 4536 . - (4536 1) math:sum 4537 . - (4536 2) math:sum 4538 . - (4536 4537 4538) math:product 93391277616 . - (-1 93391277616) math:quotient -1.0707638074207883e-11 . - (0.03539816340280569 -1.0707638074207883e-11) math:sum 0.03539816339209805 . - [] -1; math:negation 1 . - (2269 2500 0.03539816339209805 0.03539816340144829 1) :pi true. -} - -_:bng_465 { - (2268 2500 0.03539816340280569 0.03539816340144829 -1) :pi true. -} - -_:bng_466 { - [] 2267; math:notEqualTo 2500 . - (2267 1) math:sum 2268 . - (2 2267) math:product 4534 . - (4534 1) math:sum 4535 . - (4534 2) math:sum 4536 . - (4534 4535 4536) math:product 93267825840 . - (1 93267825840) math:quotient 1.0721810988877233e-11 . - (0.035398163392083876 1.0721810988877233e-11) math:sum 0.03539816340280569 . - [] 1; math:negation -1 . - (2268 2500 0.03539816340280569 0.03539816340144829 -1) :pi true. -} - -_:bng_467 { - (2267 2500 0.035398163392083876 0.03539816340144829 1) :pi true. -} - -_:bng_468 { - [] 2266; math:notEqualTo 2500 . - (2266 1) math:sum 2267 . - (2 2266) math:product 4532 . - (4532 1) math:sum 4533 . - (4532 2) math:sum 4534 . - (4532 4533 4534) math:product 93144482904 . - (-1 93144482904) math:quotient -1.0736008927449378e-11 . - (0.035398163402819885 -1.0736008927449378e-11) math:sum 0.035398163392083876 . - [] -1; math:negation 1 . - (2267 2500 0.035398163392083876 0.03539816340144829 1) :pi true. -} - -_:bng_469 { - (2266 2500 0.035398163402819885 0.03539816340144829 -1) :pi true. -} - -_:bng_470 { - [] 2265; math:notEqualTo 2500 . - (2265 1) math:sum 2266 . - (2 2265) math:product 4530 . - (4530 1) math:sum 4531 . - (4530 2) math:sum 4532 . - (4530 4531 4532) math:product 93021248760 . - (1 93021248760) math:quotient 1.075023194517691e-11 . - (0.03539816339206965 1.075023194517691e-11) math:sum 0.035398163402819885 . - [] 1; math:negation -1 . - (2266 2500 0.035398163402819885 0.03539816340144829 -1) :pi true. -} - -_:bng_471 { - (2265 2500 0.03539816339206965 0.03539816340144829 1) :pi true. -} - -_:bng_472 { - [] 2264; math:notEqualTo 2500 . - (2264 1) math:sum 2265 . - (2 2264) math:product 4528 . - (4528 1) math:sum 4529 . - (4528 2) math:sum 4530 . - (4528 4529 4530) math:product 92898123360 . - (-1 92898123360) math:quotient -1.0764480097458882e-11 . - (0.03539816340283413 -1.0764480097458882e-11) math:sum 0.03539816339206965 . - [] -1; math:negation 1 . - (2265 2500 0.03539816339206965 0.03539816340144829 1) :pi true. -} - -_:bng_473 { - (2264 2500 0.03539816340283413 0.03539816340144829 -1) :pi true. -} - -_:bng_474 { - [] 2263; math:notEqualTo 2500 . - (2263 1) math:sum 2264 . - (2 2263) math:product 4526 . - (4526 1) math:sum 4527 . - (4526 2) math:sum 4528 . - (4526 4527 4528) math:product 92775106656 . - (1 92775106656) math:quotient 1.0778753439841262e-11 . - (0.03539816339205538 1.0778753439841262e-11) math:sum 0.03539816340283413 . - [] 1; math:negation -1 . - (2264 2500 0.03539816340283413 0.03539816340144829 -1) :pi true. -} - -_:bng_475 { - (2263 2500 0.03539816339205538 0.03539816340144829 1) :pi true. -} - -_:bng_476 { - [] 2262; math:notEqualTo 2500 . - (2262 1) math:sum 2263 . - (2 2262) math:product 4524 . - (4524 1) math:sum 4525 . - (4524 2) math:sum 4526 . - (4524 4525 4526) math:product 92652198600 . - (-1 92652198600) math:quotient -1.079305202801739e-11 . - (0.03539816340284843 -1.079305202801739e-11) math:sum 0.03539816339205538 . - [] -1; math:negation 1 . - (2263 2500 0.03539816339205538 0.03539816340144829 1) :pi true. -} - -_:bng_477 { - (2262 2500 0.03539816340284843 0.03539816340144829 -1) :pi true. -} - -_:bng_478 { - [] 2261; math:notEqualTo 2500 . - (2261 1) math:sum 2262 . - (2 2261) math:product 4522 . - (4522 1) math:sum 4523 . - (4522 2) math:sum 4524 . - (4522 4523 4524) math:product 92529399144 . - (1 92529399144) math:quotient 1.0807375917828429e-11 . - (0.035398163392041056 1.0807375917828429e-11) math:sum 0.03539816340284843 . - [] 1; math:negation -1 . - (2262 2500 0.03539816340284843 0.03539816340144829 -1) :pi true. -} - -_:bng_479 { - (2261 2500 0.035398163392041056 0.03539816340144829 1) :pi true. -} - -_:bng_480 { - [] 2260; math:notEqualTo 2500 . - (2260 1) math:sum 2261 . - (2 2260) math:product 4520 . - (4520 1) math:sum 4521 . - (4520 2) math:sum 4522 . - (4520 4521 4522) math:product 92406708240 . - (-1 92406708240) math:quotient -1.0821725165263825e-11 . - (0.03539816340286278 -1.0821725165263825e-11) math:sum 0.035398163392041056 . - [] -1; math:negation 1 . - (2261 2500 0.035398163392041056 0.03539816340144829 1) :pi true. -} - -_:bng_481 { - (2260 2500 0.03539816340286278 0.03539816340144829 -1) :pi true. -} - -_:bng_482 { - [] 2259; math:notEqualTo 2500 . - (2259 1) math:sum 2260 . - (2 2259) math:product 4518 . - (4518 1) math:sum 4519 . - (4518 2) math:sum 4520 . - (4518 4519 4520) math:product 92284125840 . - (1 92284125840) math:quotient 1.0836099826461768e-11 . - (0.03539816339202668 1.0836099826461768e-11) math:sum 0.03539816340286278 . - [] 1; math:negation -1 . - (2260 2500 0.03539816340286278 0.03539816340144829 -1) :pi true. -} - -_:bng_483 { - (2259 2500 0.03539816339202668 0.03539816340144829 1) :pi true. -} - -_:bng_484 { - [] 2258; math:notEqualTo 2500 . - (2258 1) math:sum 2259 . - (2 2258) math:product 4516 . - (4516 1) math:sum 4517 . - (4516 2) math:sum 4518 . - (4516 4517 4518) math:product 92161651896 . - (-1 92161651896) math:quotient -1.0850499957709656e-11 . - (0.03539816340287718 -1.0850499957709656e-11) math:sum 0.03539816339202668 . - [] -1; math:negation 1 . - (2259 2500 0.03539816339202668 0.03539816340144829 1) :pi true. -} - -_:bng_485 { - (2258 2500 0.03539816340287718 0.03539816340144829 -1) :pi true. -} - -_:bng_486 { - [] 2257; math:notEqualTo 2500 . - (2257 1) math:sum 2258 . - (2 2257) math:product 4514 . - (4514 1) math:sum 4515 . - (4514 2) math:sum 4516 . - (4514 4515 4516) math:product 92039286360 . - (1 92039286360) math:quotient 1.0864925615444548e-11 . - (0.03539816339201225 1.0864925615444548e-11) math:sum 0.03539816340287718 . - [] 1; math:negation -1 . - (2258 2500 0.03539816340287718 0.03539816340144829 -1) :pi true. -} - -_:bng_487 { - (2257 2500 0.03539816339201225 0.03539816340144829 1) :pi true. -} - -_:bng_488 { - [] 2256; math:notEqualTo 2500 . - (2256 1) math:sum 2257 . - (2 2256) math:product 4512 . - (4512 1) math:sum 4513 . - (4512 2) math:sum 4514 . - (4512 4513 4514) math:product 91917029184 . - (-1 91917029184) math:quotient -1.087937685625364e-11 . - (0.035398163402891626 -1.087937685625364e-11) math:sum 0.03539816339201225 . - [] -1; math:negation 1 . - (2257 2500 0.03539816339201225 0.03539816340144829 1) :pi true. -} - -_:bng_489 { - (2256 2500 0.035398163402891626 0.03539816340144829 -1) :pi true. -} - -_:bng_490 { - [] 2255; math:notEqualTo 2500 . - (2255 1) math:sum 2256 . - (2 2255) math:product 4510 . - (4510 1) math:sum 4511 . - (4510 2) math:sum 4512 . - (4510 4511 4512) math:product 91794880320 . - (1 91794880320) math:quotient 1.0893853736874724e-11 . - (0.03539816339199777 1.0893853736874724e-11) math:sum 0.035398163402891626 . - [] 1; math:negation -1 . - (2256 2500 0.035398163402891626 0.03539816340144829 -1) :pi true. -} - -_:bng_491 { - (2255 2500 0.03539816339199777 0.03539816340144829 1) :pi true. -} - -_:bng_492 { - [] 2254; math:notEqualTo 2500 . - (2254 1) math:sum 2255 . - (2 2254) math:product 4508 . - (4508 1) math:sum 4509 . - (4508 2) math:sum 4510 . - (4508 4509 4510) math:product 91672839720 . - (-1 91672839720) math:quotient -1.0908356314196656e-11 . - (0.03539816340290613 -1.0908356314196656e-11) math:sum 0.03539816339199777 . - [] -1; math:negation 1 . - (2255 2500 0.03539816339199777 0.03539816340144829 1) :pi true. -} - -_:bng_493 { - (2254 2500 0.03539816340290613 0.03539816340144829 -1) :pi true. -} - -_:bng_494 { - [] 2253; math:notEqualTo 2500 . - (2253 1) math:sum 2254 . - (2 2253) math:product 4506 . - (4506 1) math:sum 4507 . - (4506 2) math:sum 4508 . - (4506 4507 4508) math:product 91550907336 . - (1 91550907336) math:quotient 1.0922884645259831e-11 . - (0.03539816339198324 1.0922884645259831e-11) math:sum 0.03539816340290613 . - [] 1; math:negation -1 . - (2254 2500 0.03539816340290613 0.03539816340144829 -1) :pi true. -} - -_:bng_495 { - (2253 2500 0.03539816339198324 0.03539816340144829 1) :pi true. -} - -_:bng_496 { - [] 2252; math:notEqualTo 2500 . - (2252 1) math:sum 2253 . - (2 2252) math:product 4504 . - (4504 1) math:sum 4505 . - (4504 2) math:sum 4506 . - (4504 4505 4506) math:product 91429083120 . - (-1 91429083120) math:quotient -1.0937438787256647e-11 . - (0.03539816340292068 -1.0937438787256647e-11) math:sum 0.03539816339198324 . - [] -1; math:negation 1 . - (2253 2500 0.03539816339198324 0.03539816340144829 1) :pi true. -} - -_:bng_497 { - (2252 2500 0.03539816340292068 0.03539816340144829 -1) :pi true. -} - -_:bng_498 { - [] 2251; math:notEqualTo 2500 . - (2251 1) math:sum 2252 . - (2 2251) math:product 4502 . - (4502 1) math:sum 4503 . - (4502 2) math:sum 4504 . - (4502 4503 4504) math:product 91307367024 . - (1 91307367024) math:quotient 1.0952018797531984e-11 . - (0.03539816339196866 1.0952018797531984e-11) math:sum 0.03539816340292068 . - [] 1; math:negation -1 . - (2252 2500 0.03539816340292068 0.03539816340144829 -1) :pi true. -} - -_:bng_499 { - (2251 2500 0.03539816339196866 0.03539816340144829 1) :pi true. -} - -_:bng_500 { - [] 2250; math:notEqualTo 2500 . - (2250 1) math:sum 2251 . - (2 2250) math:product 4500 . - (4500 1) math:sum 4501 . - (4500 2) math:sum 4502 . - (4500 4501 4502) math:product 91185759000 . - (-1 91185759000) math:quotient -1.0966624733583672e-11 . - (0.035398163402935286 -1.0966624733583672e-11) math:sum 0.03539816339196866 . - [] -1; math:negation 1 . - (2251 2500 0.03539816339196866 0.03539816340144829 1) :pi true. -} - -_:bng_501 { - (2250 2500 0.035398163402935286 0.03539816340144829 -1) :pi true. -} - -_:bng_502 { - [] 2249; math:notEqualTo 2500 . - (2249 1) math:sum 2250 . - (2 2249) math:product 4498 . - (4498 1) math:sum 4499 . - (4498 2) math:sum 4500 . - (4498 4499 4500) math:product 91064259000 . - (1 91064259000) math:quotient 1.0981256653062976e-11 . - (0.03539816339195403 1.0981256653062976e-11) math:sum 0.035398163402935286 . - [] 1; math:negation -1 . - (2250 2500 0.035398163402935286 0.03539816340144829 -1) :pi true. -} - -_:bng_503 { - (2249 2500 0.03539816339195403 0.03539816340144829 1) :pi true. -} - -_:bng_504 { - [] 2248; math:notEqualTo 2500 . - (2248 1) math:sum 2249 . - (2 2248) math:product 4496 . - (4496 1) math:sum 4497 . - (4496 2) math:sum 4498 . - (4496 4497 4498) math:product 90942866976 . - (-1 90942866976) math:quotient -1.0995914613775063e-11 . - (0.03539816340294994 -1.0995914613775063e-11) math:sum 0.03539816339195403 . - [] -1; math:negation 1 . - (2249 2500 0.03539816339195403 0.03539816340144829 1) :pi true. -} - -_:bng_505 { - (2248 2500 0.03539816340294994 0.03539816340144829 -1) :pi true. -} - -_:bng_506 { - [] 2247; math:notEqualTo 2500 . - (2247 1) math:sum 2248 . - (2 2247) math:product 4494 . - (4494 1) math:sum 4495 . - (4494 2) math:sum 4496 . - (4494 4495 4496) math:product 90821582880 . - (1 90821582880) math:quotient 1.1010598673679492e-11 . - (0.035398163391939345 1.1010598673679492e-11) math:sum 0.03539816340294994 . - [] 1; math:negation -1 . - (2248 2500 0.03539816340294994 0.03539816340144829 -1) :pi true. -} - -_:bng_507 { - (2247 2500 0.035398163391939345 0.03539816340144829 1) :pi true. -} - -_:bng_508 { - [] 2246; math:notEqualTo 2500 . - (2246 1) math:sum 2247 . - (2 2246) math:product 4492 . - (4492 1) math:sum 4493 . - (4492 2) math:sum 4494 . - (4492 4493 4494) math:product 90700406664 . - (-1 90700406664) math:quotient -1.1025308890890686e-11 . - (0.03539816340296465 -1.1025308890890686e-11) math:sum 0.035398163391939345 . - [] -1; math:negation 1 . - (2247 2500 0.035398163391939345 0.03539816340144829 1) :pi true. -} - -_:bng_509 { - (2246 2500 0.03539816340296465 0.03539816340144829 -1) :pi true. -} - -_:bng_510 { - [] 2245; math:notEqualTo 2500 . - (2245 1) math:sum 2246 . - (2 2245) math:product 4490 . - (4490 1) math:sum 4491 . - (4490 2) math:sum 4492 . - (4490 4491 4492) math:product 90579338280 . - (1 90579338280) math:quotient 1.1040045323678423e-11 . - (0.03539816339192461 1.1040045323678423e-11) math:sum 0.03539816340296465 . - [] 1; math:negation -1 . - (2246 2500 0.03539816340296465 0.03539816340144829 -1) :pi true. -} - -_:bng_511 { - (2245 2500 0.03539816339192461 0.03539816340144829 1) :pi true. -} - -_:bng_512 { - [] 2244; math:notEqualTo 2500 . - (2244 1) math:sum 2245 . - (2 2244) math:product 4488 . - (4488 1) math:sum 4489 . - (4488 2) math:sum 4490 . - (4488 4489 4490) math:product 90458377680 . - (-1 90458377680) math:quotient -1.1054808030468317e-11 . - (0.03539816340297942 -1.1054808030468317e-11) math:sum 0.03539816339192461 . - [] -1; math:negation 1 . - (2245 2500 0.03539816339192461 0.03539816340144829 1) :pi true. -} - -_:bng_513 { - (2244 2500 0.03539816340297942 0.03539816340144829 -1) :pi true. -} - -_:bng_514 { - [] 2243; math:notEqualTo 2500 . - (2243 1) math:sum 2244 . - (2 2243) math:product 4486 . - (4486 1) math:sum 4487 . - (4486 2) math:sum 4488 . - (4486 4487 4488) math:product 90337524816 . - (1 90337524816) math:quotient 1.1069597069842304e-11 . - (0.03539816339190982 1.1069597069842304e-11) math:sum 0.03539816340297942 . - [] 1; math:negation -1 . - (2244 2500 0.03539816340297942 0.03539816340144829 -1) :pi true. -} - -_:bng_515 { - (2243 2500 0.03539816339190982 0.03539816340144829 1) :pi true. -} - -_:bng_516 { - [] 2242; math:notEqualTo 2500 . - (2242 1) math:sum 2243 . - (2 2242) math:product 4484 . - (4484 1) math:sum 4485 . - (4484 2) math:sum 4486 . - (4484 4485 4486) math:product 90216779640 . - (-1 90216779640) math:quotient -1.108441250053913e-11 . - (0.03539816340299423 -1.108441250053913e-11) math:sum 0.03539816339190982 . - [] -1; math:negation 1 . - (2243 2500 0.03539816339190982 0.03539816340144829 1) :pi true. -} - -_:bng_517 { - (2242 2500 0.03539816340299423 0.03539816340144829 -1) :pi true. -} - -_:bng_518 { - [] 2241; math:notEqualTo 2500 . - (2241 1) math:sum 2242 . - (2 2241) math:product 4482 . - (4482 1) math:sum 4483 . - (4482 2) math:sum 4484 . - (4482 4483 4484) math:product 90096142104 . - (1 90096142104) math:quotient 1.1099254381454842e-11 . - (0.03539816339189498 1.1099254381454842e-11) math:sum 0.03539816340299423 . - [] 1; math:negation -1 . - (2242 2500 0.03539816340299423 0.03539816340144829 -1) :pi true. -} - -_:bng_519 { - (2241 2500 0.03539816339189498 0.03539816340144829 1) :pi true. -} - -_:bng_520 { - [] 2240; math:notEqualTo 2500 . - (2240 1) math:sum 2241 . - (2 2240) math:product 4480 . - (4480 1) math:sum 4481 . - (4480 2) math:sum 4482 . - (4480 4481 4482) math:product 89975612160 . - (-1 89975612160) math:quotient -1.111412277164328e-11 . - (0.0353981634030091 -1.111412277164328e-11) math:sum 0.03539816339189498 . - [] -1; math:negation 1 . - (2241 2500 0.03539816339189498 0.03539816340144829 1) :pi true. -} - -_:bng_521 { - (2240 2500 0.0353981634030091 0.03539816340144829 -1) :pi true. -} - -_:bng_522 { - [] 2239; math:notEqualTo 2500 . - (2239 1) math:sum 2240 . - (2 2239) math:product 4478 . - (4478 1) math:sum 4479 . - (4478 2) math:sum 4480 . - (4478 4479 4480) math:product 89855189760 . - (1 89855189760) math:quotient 1.1129017730316571e-11 . - (0.03539816339188009 1.1129017730316571e-11) math:sum 0.0353981634030091 . - [] 1; math:negation -1 . - (2240 2500 0.0353981634030091 0.03539816340144829 -1) :pi true. -} - -_:bng_523 { - (2239 2500 0.03539816339188009 0.03539816340144829 1) :pi true. -} - -_:bng_524 { - [] 2238; math:notEqualTo 2500 . - (2238 1) math:sum 2239 . - (2 2238) math:product 4476 . - (4476 1) math:sum 4477 . - (4476 2) math:sum 4478 . - (4476 4477 4478) math:product 89734874856 . - (-1 89734874856) math:quotient -1.1143939316845621e-11 . - (0.03539816340302403 -1.1143939316845621e-11) math:sum 0.03539816339188009 . - [] -1; math:negation 1 . - (2239 2500 0.03539816339188009 0.03539816340144829 1) :pi true. -} - -_:bng_525 { - (2238 2500 0.03539816340302403 0.03539816340144829 -1) :pi true. -} - -_:bng_526 { - [] 2237; math:notEqualTo 2500 . - (2237 1) math:sum 2238 . - (2 2237) math:product 4474 . - (4474 1) math:sum 4475 . - (4474 2) math:sum 4476 . - (4474 4475 4476) math:product 89614667400 . - (1 89614667400) math:quotient 1.1158887590760616e-11 . - (0.03539816339186514 1.1158887590760616e-11) math:sum 0.03539816340302403 . - [] 1; math:negation -1 . - (2238 2500 0.03539816340302403 0.03539816340144829 -1) :pi true. -} - -_:bng_527 { - (2237 2500 0.03539816339186514 0.03539816340144829 1) :pi true. -} - -_:bng_528 { - [] 2236; math:notEqualTo 2500 . - (2236 1) math:sum 2237 . - (2 2236) math:product 4472 . - (4472 1) math:sum 4473 . - (4472 2) math:sum 4474 . - (4472 4473 4474) math:product 89494567344 . - (-1 89494567344) math:quotient -1.1173862611751518e-11 . - (0.035398163403039 -1.1173862611751518e-11) math:sum 0.03539816339186514 . - [] -1; math:negation 1 . - (2237 2500 0.03539816339186514 0.03539816340144829 1) :pi true. -} - -_:bng_529 { - (2236 2500 0.035398163403039 0.03539816340144829 -1) :pi true. -} - -_:bng_530 { - [] 2235; math:notEqualTo 2500 . - (2235 1) math:sum 2236 . - (2 2235) math:product 4470 . - (4470 1) math:sum 4471 . - (4470 2) math:sum 4472 . - (4470 4471 4472) math:product 89374574640 . - (1 89374574640) math:quotient 1.1188864439668565e-11 . - (0.03539816339185014 1.1188864439668565e-11) math:sum 0.035398163403039 . - [] 1; math:negation -1 . - (2236 2500 0.035398163403039 0.03539816340144829 -1) :pi true. -} - -_:bng_531 { - (2235 2500 0.03539816339185014 0.03539816340144829 1) :pi true. -} - -_:bng_532 { - [] 2234; math:notEqualTo 2500 . - (2234 1) math:sum 2235 . - (2 2234) math:product 4468 . - (4468 1) math:sum 4469 . - (4468 2) math:sum 4470 . - (4468 4469 4470) math:product 89254689240 . - (-1 89254689240) math:quotient -1.1203893134522778e-11 . - (0.03539816340305403 -1.1203893134522778e-11) math:sum 0.03539816339185014 . - [] -1; math:negation 1 . - (2235 2500 0.03539816339185014 0.03539816340144829 1) :pi true. -} - -_:bng_533 { - (2234 2500 0.03539816340305403 0.03539816340144829 -1) :pi true. -} - -_:bng_534 { - [] 2233; math:notEqualTo 2500 . - (2233 1) math:sum 2234 . - (2 2233) math:product 4466 . - (4466 1) math:sum 4467 . - (4466 2) math:sum 4468 . - (4466 4467 4468) math:product 89134911096 . - (1 89134911096) math:quotient 1.1218948756486456e-11 . - (0.03539816339183508 1.1218948756486456e-11) math:sum 0.03539816340305403 . - [] 1; math:negation -1 . - (2234 2500 0.03539816340305403 0.03539816340144829 -1) :pi true. -} - -_:bng_535 { - (2233 2500 0.03539816339183508 0.03539816340144829 1) :pi true. -} - -_:bng_536 { - [] 2232; math:notEqualTo 2500 . - (2232 1) math:sum 2233 . - (2 2232) math:product 4464 . - (4464 1) math:sum 4465 . - (4464 2) math:sum 4466 . - (4464 4465 4466) math:product 89015240160 . - (-1 89015240160) math:quotient -1.1234031365893694e-11 . - (0.035398163403069116 -1.1234031365893694e-11) math:sum 0.03539816339183508 . - [] -1; math:negation 1 . - (2233 2500 0.03539816339183508 0.03539816340144829 1) :pi true. -} - -_:bng_537 { - (2232 2500 0.035398163403069116 0.03539816340144829 -1) :pi true. -} - -_:bng_538 { - [] 2231; math:notEqualTo 2500 . - (2231 1) math:sum 2232 . - (2 2231) math:product 4462 . - (4462 1) math:sum 4463 . - (4462 2) math:sum 4464 . - (4462 4463 4464) math:product 88895676384 . - (1 88895676384) math:quotient 1.1249141023240882e-11 . - (0.035398163391819976 1.1249141023240882e-11) math:sum 0.035398163403069116 . - [] 1; math:negation -1 . - (2232 2500 0.035398163403069116 0.03539816340144829 -1) :pi true. -} - -_:bng_539 { - (2231 2500 0.035398163391819976 0.03539816340144829 1) :pi true. -} - -_:bng_540 { - [] 2230; math:notEqualTo 2500 . - (2230 1) math:sum 2231 . - (2 2230) math:product 4460 . - (4460 1) math:sum 4461 . - (4460 2) math:sum 4462 . - (4460 4461 4462) math:product 88776219720 . - (-1 88776219720) math:quotient -1.1264277789187214e-11 . - (0.03539816340308426 -1.1264277789187214e-11) math:sum 0.035398163391819976 . - [] -1; math:negation 1 . - (2231 2500 0.035398163391819976 0.03539816340144829 1) :pi true. -} - -_:bng_541 { - (2230 2500 0.03539816340308426 0.03539816340144829 -1) :pi true. -} - -_:bng_542 { - [] 2229; math:notEqualTo 2500 . - (2229 1) math:sum 2230 . - (2 2229) math:product 4458 . - (4458 1) math:sum 4459 . - (4458 2) math:sum 4460 . - (4458 4459 4460) math:product 88656870120 . - (1 88656870120) math:quotient 1.127944172455521e-11 . - (0.035398163391804814 1.127944172455521e-11) math:sum 0.03539816340308426 . - [] 1; math:negation -1 . - (2230 2500 0.03539816340308426 0.03539816340144829 -1) :pi true. -} - -_:bng_543 { - (2229 2500 0.035398163391804814 0.03539816340144829 1) :pi true. -} - -_:bng_544 { - [] 2228; math:notEqualTo 2500 . - (2228 1) math:sum 2229 . - (2 2228) math:product 4456 . - (4456 1) math:sum 4457 . - (4456 2) math:sum 4458 . - (4456 4457 4458) math:product 88537627536 . - (-1 88537627536) math:quotient -1.1294632890331211e-11 . - (0.035398163403099446 -1.1294632890331211e-11) math:sum 0.035398163391804814 . - [] -1; math:negation 1 . - (2229 2500 0.035398163391804814 0.03539816340144829 1) :pi true. -} - -_:bng_545 { - (2228 2500 0.035398163403099446 0.03539816340144829 -1) :pi true. -} - -_:bng_546 { - [] 2227; math:notEqualTo 2500 . - (2227 1) math:sum 2228 . - (2 2227) math:product 4454 . - (4454 1) math:sum 4455 . - (4454 2) math:sum 4456 . - (4454 4455 4456) math:product 88418491920 . - (1 88418491920) math:quotient 1.1309851347665917e-11 . - (0.0353981633917896 1.1309851347665917e-11) math:sum 0.035398163403099446 . - [] 1; math:negation -1 . - (2228 2500 0.035398163403099446 0.03539816340144829 -1) :pi true. -} - -_:bng_547 { - (2227 2500 0.0353981633917896 0.03539816340144829 1) :pi true. -} - -_:bng_548 { - [] 2226; math:notEqualTo 2500 . - (2226 1) math:sum 2227 . - (2 2226) math:product 4452 . - (4452 1) math:sum 4453 . - (4452 2) math:sum 4454 . - (4452 4453 4454) math:product 88299463224 . - (-1 88299463224) math:quotient -1.1325097157874882e-11 . - (0.0353981634031147 -1.1325097157874882e-11) math:sum 0.0353981633917896 . - [] -1; math:negation 1 . - (2227 2500 0.0353981633917896 0.03539816340144829 1) :pi true. -} - -_:bng_549 { - (2226 2500 0.0353981634031147 0.03539816340144829 -1) :pi true. -} - -_:bng_550 { - [] 2225; math:notEqualTo 2500 . - (2225 1) math:sum 2226 . - (2 2225) math:product 4450 . - (4450 1) math:sum 4451 . - (4450 2) math:sum 4452 . - (4450 4451 4452) math:product 88180541400 . - (1 88180541400) math:quotient 1.1340370382439045e-11 . - (0.035398163391774325 1.1340370382439045e-11) math:sum 0.0353981634031147 . - [] 1; math:negation -1 . - (2226 2500 0.0353981634031147 0.03539816340144829 -1) :pi true. -} - -_:bng_551 { - (2225 2500 0.035398163391774325 0.03539816340144829 1) :pi true. -} - -_:bng_552 { - [] 2224; math:notEqualTo 2500 . - (2224 1) math:sum 2225 . - (2 2224) math:product 4448 . - (4448 1) math:sum 4449 . - (4448 2) math:sum 4450 . - (4448 4449 4450) math:product 88061726400 . - (-1 88061726400) math:quotient -1.135567108300525e-11 . - (0.03539816340313 -1.135567108300525e-11) math:sum 0.035398163391774325 . - [] -1; math:negation 1 . - (2225 2500 0.035398163391774325 0.03539816340144829 1) :pi true. -} - -_:bng_553 { - (2224 2500 0.03539816340313 0.03539816340144829 -1) :pi true. -} - -_:bng_554 { - [] 2223; math:notEqualTo 2500 . - (2223 1) math:sum 2224 . - (2 2223) math:product 4446 . - (4446 1) math:sum 4447 . - (4446 2) math:sum 4448 . - (4446 4447 4448) math:product 87943018176 . - (1 87943018176) math:quotient 1.1370999321386766e-11 . - (0.035398163391759 1.1370999321386766e-11) math:sum 0.03539816340313 . - [] 1; math:negation -1 . - (2224 2500 0.03539816340313 0.03539816340144829 -1) :pi true. -} - -_:bng_555 { - (2223 2500 0.035398163391759 0.03539816340144829 1) :pi true. -} - -_:bng_556 { - [] 2222; math:notEqualTo 2500 . - (2222 1) math:sum 2223 . - (2 2222) math:product 4444 . - (4444 1) math:sum 4445 . - (4444 2) math:sum 4446 . - (4444 4445 4446) math:product 87824416680 . - (-1 87824416680) math:quotient -1.138635515956381e-11 . - (0.035398163403145354 -1.138635515956381e-11) math:sum 0.035398163391759 . - [] -1; math:negation 1 . - (2223 2500 0.035398163391759 0.03539816340144829 1) :pi true. -} - -_:bng_557 { - (2222 2500 0.035398163403145354 0.03539816340144829 -1) :pi true. -} - -_:bng_558 { - [] 2221; math:notEqualTo 2500 . - (2221 1) math:sum 2222 . - (2 2221) math:product 4442 . - (4442 1) math:sum 4443 . - (4442 2) math:sum 4444 . - (4442 4443 4444) math:product 87705921864 . - (1 87705921864) math:quotient 1.1401738659684079e-11 . - (0.03539816339174361 1.1401738659684079e-11) math:sum 0.035398163403145354 . - [] 1; math:negation -1 . - (2222 2500 0.035398163403145354 0.03539816340144829 -1) :pi true. -} - -_:bng_559 { - (2221 2500 0.03539816339174361 0.03539816340144829 1) :pi true. -} - -_:bng_560 { - [] 2220; math:notEqualTo 2500 . - (2220 1) math:sum 2221 . - (2 2220) math:product 4440 . - (4440 1) math:sum 4441 . - (4440 2) math:sum 4442 . - (4440 4441 4442) math:product 87587533680 . - (-1 87587533680) math:quotient -1.1417149884063272e-11 . - (0.035398163403160765 -1.1417149884063272e-11) math:sum 0.03539816339174361 . - [] -1; math:negation 1 . - (2221 2500 0.03539816339174361 0.03539816340144829 1) :pi true. -} - -_:bng_561 { - (2220 2500 0.035398163403160765 0.03539816340144829 -1) :pi true. -} - -_:bng_562 { - [] 2219; math:notEqualTo 2500 . - (2219 1) math:sum 2220 . - (2 2219) math:product 4438 . - (4438 1) math:sum 4439 . - (4438 2) math:sum 4440 . - (4438 4439 4440) math:product 87469252080 . - (1 87469252080) math:quotient 1.1432588895185624e-11 . - (0.035398163391728174 1.1432588895185624e-11) math:sum 0.035398163403160765 . - [] 1; math:negation -1 . - (2220 2500 0.035398163403160765 0.03539816340144829 -1) :pi true. -} - -_:bng_563 { - (2219 2500 0.035398163391728174 0.03539816340144829 1) :pi true. -} - -_:bng_564 { - [] 2218; math:notEqualTo 2500 . - (2218 1) math:sum 2219 . - (2 2218) math:product 4436 . - (4436 1) math:sum 4437 . - (4436 2) math:sum 4438 . - (4436 4437 4438) math:product 87351077016 . - (-1 87351077016) math:quotient -1.1448055755704433e-11 . - (0.03539816340317623 -1.1448055755704433e-11) math:sum 0.035398163391728174 . - [] -1; math:negation 1 . - (2219 2500 0.035398163391728174 0.03539816340144829 1) :pi true. -} - -_:bng_565 { - (2218 2500 0.03539816340317623 0.03539816340144829 -1) :pi true. -} - -_:bng_566 { - [] 2217; math:notEqualTo 2500 . - (2217 1) math:sum 2218 . - (2 2217) math:product 4434 . - (4434 1) math:sum 4435 . - (4434 2) math:sum 4436 . - (4434 4435 4436) math:product 87233008440 . - (1 87233008440) math:quotient 1.1463550528442603e-11 . - (0.03539816339171268 1.1463550528442603e-11) math:sum 0.03539816340317623 . - [] 1; math:negation -1 . - (2218 2500 0.03539816340317623 0.03539816340144829 -1) :pi true. -} - -_:bng_567 { - (2217 2500 0.03539816339171268 0.03539816340144829 1) :pi true. -} - -_:bng_568 { - [] 2216; math:notEqualTo 2500 . - (2216 1) math:sum 2217 . - (2 2216) math:product 4432 . - (4432 1) math:sum 4433 . - (4432 2) math:sum 4434 . - (4432 4433 4434) math:product 87115046304 . - (-1 87115046304) math:quotient -1.147907327639317e-11 . - (0.035398163403191754 -1.147907327639317e-11) math:sum 0.03539816339171268 . - [] -1; math:negation 1 . - (2217 2500 0.03539816339171268 0.03539816340144829 1) :pi true. -} - -_:bng_569 { - (2216 2500 0.035398163403191754 0.03539816340144829 -1) :pi true. -} - -_:bng_570 { - [] 2215; math:notEqualTo 2500 . - (2215 1) math:sum 2216 . - (2 2215) math:product 4430 . - (4430 1) math:sum 4431 . - (4430 2) math:sum 4432 . - (4430 4431 4432) math:product 86997190560 . - (1 86997190560) math:quotient 1.1494624062719848e-11 . - (0.03539816339169713 1.1494624062719848e-11) math:sum 0.035398163403191754 . - [] 1; math:negation -1 . - (2216 2500 0.035398163403191754 0.03539816340144829 -1) :pi true. -} - -_:bng_571 { - (2215 2500 0.03539816339169713 0.03539816340144829 1) :pi true. -} - -_:bng_572 { - [] 2214; math:notEqualTo 2500 . - (2214 1) math:sum 2215 . - (2 2214) math:product 4428 . - (4428 1) math:sum 4429 . - (4428 2) math:sum 4430 . - (4428 4429 4430) math:product 86879441160 . - (-1 86879441160) math:quotient -1.1510202950757562e-11 . - (0.03539816340320733 -1.1510202950757562e-11) math:sum 0.03539816339169713 . - [] -1; math:negation 1 . - (2215 2500 0.03539816339169713 0.03539816340144829 1) :pi true. -} - -_:bng_573 { - (2214 2500 0.03539816340320733 0.03539816340144829 -1) :pi true. -} - -_:bng_574 { - [] 2213; math:notEqualTo 2500 . - (2213 1) math:sum 2214 . - (2 2213) math:product 4426 . - (4426 1) math:sum 4427 . - (4426 2) math:sum 4428 . - (4426 4427 4428) math:product 86761798056 . - (1 86761798056) math:quotient 1.1525810004012995e-11 . - (0.035398163391681524 1.1525810004012995e-11) math:sum 0.03539816340320733 . - [] 1; math:negation -1 . - (2214 2500 0.03539816340320733 0.03539816340144829 -1) :pi true. -} - -_:bng_575 { - (2213 2500 0.035398163391681524 0.03539816340144829 1) :pi true. -} - -_:bng_576 { - [] 2212; math:notEqualTo 2500 . - (2212 1) math:sum 2213 . - (2 2212) math:product 4424 . - (4424 1) math:sum 4425 . - (4424 2) math:sum 4426 . - (4424 4425 4426) math:product 86644261200 . - (-1 86644261200) math:quotient -1.1541445286165127e-11 . - (0.03539816340322297 -1.1541445286165127e-11) math:sum 0.035398163391681524 . - [] -1; math:negation 1 . - (2213 2500 0.035398163391681524 0.03539816340144829 1) :pi true. -} - -_:bng_577 { - (2212 2500 0.03539816340322297 0.03539816340144829 -1) :pi true. -} - -_:bng_578 { - [] 2211; math:notEqualTo 2500 . - (2211 1) math:sum 2212 . - (2 2211) math:product 4422 . - (4422 1) math:sum 4423 . - (4422 2) math:sum 4424 . - (4422 4423 4424) math:product 86526830544 . - (1 86526830544) math:quotient 1.1557108861065785e-11 . - (0.03539816339166586 1.1557108861065785e-11) math:sum 0.03539816340322297 . - [] 1; math:negation -1 . - (2212 2500 0.03539816340322297 0.03539816340144829 -1) :pi true. -} - -_:bng_579 { - (2211 2500 0.03539816339166586 0.03539816340144829 1) :pi true. -} - -_:bng_580 { - [] 2210; math:notEqualTo 2500 . - (2210 1) math:sum 2211 . - (2 2210) math:product 4420 . - (4420 1) math:sum 4421 . - (4420 2) math:sum 4422 . - (4420 4421 4422) math:product 86409506040 . - (-1 86409506040) math:quotient -1.1572800792740188e-11 . - (0.03539816340323866 -1.1572800792740188e-11) math:sum 0.03539816339166586 . - [] -1; math:negation 1 . - (2211 2500 0.03539816339166586 0.03539816340144829 1) :pi true. -} - -_:bng_581 { - (2210 2500 0.03539816340323866 0.03539816340144829 -1) :pi true. -} - -_:bng_582 { - [] 2209; math:notEqualTo 2500 . - (2209 1) math:sum 2210 . - (2 2209) math:product 4418 . - (4418 1) math:sum 4419 . - (4418 2) math:sum 4420 . - (4418 4419 4420) math:product 86292287640 . - (1 86292287640) math:quotient 1.1588521145387495e-11 . - (0.03539816339165014 1.1588521145387495e-11) math:sum 0.03539816340323866 . - [] 1; math:negation -1 . - (2210 2500 0.03539816340323866 0.03539816340144829 -1) :pi true. -} - -_:bng_583 { - (2209 2500 0.03539816339165014 0.03539816340144829 1) :pi true. -} - -_:bng_584 { - [] 2208; math:notEqualTo 2500 . - (2208 1) math:sum 2209 . - (2 2208) math:product 4416 . - (4416 1) math:sum 4417 . - (4416 2) math:sum 4418 . - (4416 4417 4418) math:product 86175175296 . - (-1 86175175296) math:quotient -1.1604269983381363e-11 . - (0.03539816340325441 -1.1604269983381363e-11) math:sum 0.03539816339165014 . - [] -1; math:negation 1 . - (2209 2500 0.03539816339165014 0.03539816340144829 1) :pi true. -} - -_:bng_585 { - (2208 2500 0.03539816340325441 0.03539816340144829 -1) :pi true. -} - -_:bng_586 { - [] 2207; math:notEqualTo 2500 . - (2207 1) math:sum 2208 . - (2 2207) math:product 4414 . - (4414 1) math:sum 4415 . - (4414 2) math:sum 4416 . - (4414 4415 4416) math:product 86058168960 . - (1 86058168960) math:quotient 1.1620047371270493e-11 . - (0.03539816339163437 1.1620047371270493e-11) math:sum 0.03539816340325441 . - [] 1; math:negation -1 . - (2208 2500 0.03539816340325441 0.03539816340144829 -1) :pi true. -} - -_:bng_587 { - (2207 2500 0.03539816339163437 0.03539816340144829 1) :pi true. -} - -_:bng_588 { - [] 2206; math:notEqualTo 2500 . - (2206 1) math:sum 2207 . - (2 2206) math:product 4412 . - (4412 1) math:sum 4413 . - (4412 2) math:sum 4414 . - (4412 4413 4414) math:product 85941268584 . - (-1 85941268584) math:quotient -1.163585337377919e-11 . - (0.03539816340327022 -1.163585337377919e-11) math:sum 0.03539816339163437 . - [] -1; math:negation 1 . - (2207 2500 0.03539816339163437 0.03539816340144829 1) :pi true. -} - -_:bng_589 { - (2206 2500 0.03539816340327022 0.03539816340144829 -1) :pi true. -} - -_:bng_590 { - [] 2205; math:notEqualTo 2500 . - (2205 1) math:sum 2206 . - (2 2205) math:product 4410 . - (4410 1) math:sum 4411 . - (4410 2) math:sum 4412 . - (4410 4411 4412) math:product 85824474120 . - (1 85824474120) math:quotient 1.1651688055807921e-11 . - (0.03539816339161853 1.1651688055807921e-11) math:sum 0.03539816340327022 . - [] 1; math:negation -1 . - (2206 2500 0.03539816340327022 0.03539816340144829 -1) :pi true. -} - -_:bng_591 { - (2205 2500 0.03539816339161853 0.03539816340144829 1) :pi true. -} - -_:bng_592 { - [] 2204; math:notEqualTo 2500 . - (2204 1) math:sum 2205 . - (2 2204) math:product 4408 . - (4408 1) math:sum 4409 . - (4408 2) math:sum 4410 . - (4408 4409 4410) math:product 85707785520 . - (-1 85707785520) math:quotient -1.1667551482433868e-11 . - (0.03539816340328608 -1.1667551482433868e-11) math:sum 0.03539816339161853 . - [] -1; math:negation 1 . - (2205 2500 0.03539816339161853 0.03539816340144829 1) :pi true. -} - -_:bng_593 { - (2204 2500 0.03539816340328608 0.03539816340144829 -1) :pi true. -} - -_:bng_594 { - [] 2203; math:notEqualTo 2500 . - (2203 1) math:sum 2204 . - (2 2203) math:product 4406 . - (4406 1) math:sum 4407 . - (4406 2) math:sum 4408 . - (4406 4407 4408) math:product 85591202736 . - (1 85591202736) math:quotient 1.16834437189115e-11 . - (0.035398163391602636 1.16834437189115e-11) math:sum 0.03539816340328608 . - [] 1; math:negation -1 . - (2204 2500 0.03539816340328608 0.03539816340144829 -1) :pi true. -} - -_:bng_595 { - (2203 2500 0.035398163391602636 0.03539816340144829 1) :pi true. -} - -_:bng_596 { - [] 2202; math:notEqualTo 2500 . - (2202 1) math:sum 2203 . - (2 2202) math:product 4404 . - (4404 1) math:sum 4405 . - (4404 2) math:sum 4406 . - (4404 4405 4406) math:product 85474725720 . - (-1 85474725720) math:quotient -1.169936483067313e-11 . - (0.035398163403302 -1.169936483067313e-11) math:sum 0.035398163391602636 . - [] -1; math:negation 1 . - (2203 2500 0.035398163391602636 0.03539816340144829 1) :pi true. -} - -_:bng_597 { - (2202 2500 0.035398163403302 0.03539816340144829 -1) :pi true. -} - -_:bng_598 { - [] 2201; math:notEqualTo 2500 . - (2201 1) math:sum 2202 . - (2 2201) math:product 4402 . - (4402 1) math:sum 4403 . - (4402 2) math:sum 4404 . - (4402 4403 4404) math:product 85358354424 . - (1 85358354424) math:quotient 1.1715314883329481e-11 . - (0.03539816339158668 1.1715314883329481e-11) math:sum 0.035398163403302 . - [] 1; math:negation -1 . - (2202 2500 0.035398163403302 0.03539816340144829 -1) :pi true. -} - -_:bng_599 { - (2201 2500 0.03539816339158668 0.03539816340144829 1) :pi true. -} - -_:bng_600 { - [] 2200; math:notEqualTo 2500 . - (2200 1) math:sum 2201 . - (2 2200) math:product 4400 . - (4400 1) math:sum 4401 . - (4400 2) math:sum 4402 . - (4400 4401 4402) math:product 85242088800 . - (-1 85242088800) math:quotient -1.1731293942670256e-11 . - (0.03539816340331798 -1.1731293942670256e-11) math:sum 0.03539816339158668 . - [] -1; math:negation 1 . - (2201 2500 0.03539816339158668 0.03539816340144829 1) :pi true. -} - -_:bng_601 { - (2200 2500 0.03539816340331798 0.03539816340144829 -1) :pi true. -} - -_:bng_602 { - [] 2199; math:notEqualTo 2500 . - (2199 1) math:sum 2200 . - (2 2199) math:product 4398 . - (4398 1) math:sum 4399 . - (4398 2) math:sum 4400 . - (4398 4399 4400) math:product 85125928800 . - (1 85125928800) math:quotient 1.1747302074664705e-11 . - (0.035398163391570675 1.1747302074664705e-11) math:sum 0.03539816340331798 . - [] 1; math:negation -1 . - (2200 2500 0.03539816340331798 0.03539816340144829 -1) :pi true. -} - -_:bng_603 { - (2199 2500 0.035398163391570675 0.03539816340144829 1) :pi true. -} - -_:bng_604 { - [] 2198; math:notEqualTo 2500 . - (2198 1) math:sum 2199 . - (2 2198) math:product 4396 . - (4396 1) math:sum 4397 . - (4396 2) math:sum 4398 . - (4396 4397 4398) math:product 85009874376 . - (-1 85009874376) math:quotient -1.1763339345462204e-11 . - (0.035398163403334015 -1.1763339345462204e-11) math:sum 0.035398163391570675 . - [] -1; math:negation 1 . - (2199 2500 0.035398163391570675 0.03539816340144829 1) :pi true. -} - -_:bng_605 { - (2198 2500 0.035398163403334015 0.03539816340144829 -1) :pi true. -} - -_:bng_606 { - [] 2197; math:notEqualTo 2500 . - (2197 1) math:sum 2198 . - (2 2197) math:product 4394 . - (4394 1) math:sum 4395 . - (4394 2) math:sum 4396 . - (4394 4395 4396) math:product 84893925480 . - (1 84893925480) math:quotient 1.1779405821392818e-11 . - (0.03539816339155461 1.1779405821392818e-11) math:sum 0.035398163403334015 . - [] 1; math:negation -1 . - (2198 2500 0.035398163403334015 0.03539816340144829 -1) :pi true. -} - -_:bng_607 { - (2197 2500 0.03539816339155461 0.03539816340144829 1) :pi true. -} - -_:bng_608 { - [] 2196; math:notEqualTo 2500 . - (2196 1) math:sum 2197 . - (2 2196) math:product 4392 . - (4392 1) math:sum 4393 . - (4392 2) math:sum 4394 . - (4392 4393 4394) math:product 84778082064 . - (-1 84778082064) math:quotient -1.1795501568967883e-11 . - (0.035398163403350114 -1.1795501568967883e-11) math:sum 0.03539816339155461 . - [] -1; math:negation 1 . - (2197 2500 0.03539816339155461 0.03539816340144829 1) :pi true. -} - -_:bng_609 { - (2196 2500 0.035398163403350114 0.03539816340144829 -1) :pi true. -} - -_:bng_610 { - [] 2195; math:notEqualTo 2500 . - (2195 1) math:sum 2196 . - (2 2195) math:product 4390 . - (4390 1) math:sum 4391 . - (4390 2) math:sum 4392 . - (4390 4391 4392) math:product 84662344080 . - (1 84662344080) math:quotient 1.1811626654880591e-11 . - (0.035398163391538486 1.1811626654880591e-11) math:sum 0.035398163403350114 . - [] 1; math:negation -1 . - (2196 2500 0.035398163403350114 0.03539816340144829 -1) :pi true. -} - -_:bng_611 { - (2195 2500 0.035398163391538486 0.03539816340144829 1) :pi true. -} - -_:bng_612 { - [] 2194; math:notEqualTo 2500 . - (2194 1) math:sum 2195 . - (2 2194) math:product 4388 . - (4388 1) math:sum 4389 . - (4388 2) math:sum 4390 . - (4388 4389 4390) math:product 84546711480 . - (-1 84546711480) math:quotient -1.1827781146006556e-11 . - (0.03539816340336627 -1.1827781146006556e-11) math:sum 0.035398163391538486 . - [] -1; math:negation 1 . - (2195 2500 0.035398163391538486 0.03539816340144829 1) :pi true. -} - -_:bng_613 { - (2194 2500 0.03539816340336627 0.03539816340144829 -1) :pi true. -} - -_:bng_614 { - [] 2193; math:notEqualTo 2500 . - (2193 1) math:sum 2194 . - (2 2193) math:product 4386 . - (4386 1) math:sum 4387 . - (4386 2) math:sum 4388 . - (4386 4387 4388) math:product 84431184216 . - (1 84431184216) math:quotient 1.1843965109404406e-11 . - (0.035398163391522304 1.1843965109404406e-11) math:sum 0.03539816340336627 . - [] 1; math:negation -1 . - (2194 2500 0.03539816340336627 0.03539816340144829 -1) :pi true. -} - -_:bng_615 { - (2193 2500 0.035398163391522304 0.03539816340144829 1) :pi true. -} - -_:bng_616 { - [] 2192; math:notEqualTo 2500 . - (2192 1) math:sum 2193 . - (2 2192) math:product 4384 . - (4384 1) math:sum 4385 . - (4384 2) math:sum 4386 . - (4384 4385 4386) math:product 84315762240 . - (-1 84315762240) math:quotient -1.1860178612316368e-11 . - (0.035398163403382484 -1.1860178612316368e-11) math:sum 0.035398163391522304 . - [] -1; math:negation 1 . - (2193 2500 0.035398163391522304 0.03539816340144829 1) :pi true. -} - -_:bng_617 { - (2192 2500 0.035398163403382484 0.03539816340144829 -1) :pi true. -} - -_:bng_618 { - [] 2191; math:notEqualTo 2500 . - (2191 1) math:sum 2192 . - (2 2191) math:product 4382 . - (4382 1) math:sum 4383 . - (4382 2) math:sum 4384 . - (4382 4383 4384) math:product 84200445504 . - (1 84200445504) math:quotient 1.1876421722168849e-11 . - (0.03539816339150606 1.1876421722168849e-11) math:sum 0.035398163403382484 . - [] 1; math:negation -1 . - (2192 2500 0.035398163403382484 0.03539816340144829 -1) :pi true. -} - -_:bng_619 { - (2191 2500 0.03539816339150606 0.03539816340144829 1) :pi true. -} - -_:bng_620 { - [] 2190; math:notEqualTo 2500 . - (2190 1) math:sum 2191 . - (2 2190) math:product 4380 . - (4380 1) math:sum 4381 . - (4380 2) math:sum 4382 . - (4380 4381 4382) math:product 84085233960 . - (-1 84085233960) math:quotient -1.1892694506573031e-11 . - (0.035398163403398755 -1.1892694506573031e-11) math:sum 0.03539816339150606 . - [] -1; math:negation 1 . - (2191 2500 0.03539816339150606 0.03539816340144829 1) :pi true. -} - -_:bng_621 { - (2190 2500 0.035398163403398755 0.03539816340144829 -1) :pi true. -} - -_:bng_622 { - [] 2189; math:notEqualTo 2500 . - (2189 1) math:sum 2190 . - (2 2189) math:product 4378 . - (4378 1) math:sum 4379 . - (4378 2) math:sum 4380 . - (4378 4379 4380) math:product 83970127560 . - (1 83970127560) math:quotient 1.1908997033325454e-11 . - (0.03539816339148976 1.1908997033325454e-11) math:sum 0.035398163403398755 . - [] 1; math:negation -1 . - (2190 2500 0.035398163403398755 0.03539816340144829 -1) :pi true. -} - -_:bng_623 { - (2189 2500 0.03539816339148976 0.03539816340144829 1) :pi true. -} - -_:bng_624 { - [] 2188; math:notEqualTo 2500 . - (2188 1) math:sum 2189 . - (2 2188) math:product 4376 . - (4376 1) math:sum 4377 . - (4376 2) math:sum 4378 . - (4376 4377 4378) math:product 83855126256 . - (-1 83855126256) math:quotient -1.1925329370408621e-11 . - (0.03539816340341509 -1.1925329370408621e-11) math:sum 0.03539816339148976 . - [] -1; math:negation 1 . - (2189 2500 0.03539816339148976 0.03539816340144829 1) :pi true. -} - -_:bng_625 { - (2188 2500 0.03539816340341509 0.03539816340144829 -1) :pi true. -} - -_:bng_626 { - [] 2187; math:notEqualTo 2500 . - (2187 1) math:sum 2188 . - (2 2187) math:product 4374 . - (4374 1) math:sum 4375 . - (4374 2) math:sum 4376 . - (4374 4375 4376) math:product 83740230000 . - (1 83740230000) math:quotient 1.1941691585991584e-11 . - (0.0353981633914734 1.1941691585991584e-11) math:sum 0.03539816340341509 . - [] 1; math:negation -1 . - (2188 2500 0.03539816340341509 0.03539816340144829 -1) :pi true. -} - -_:bng_627 { - (2187 2500 0.0353981633914734 0.03539816340144829 1) :pi true. -} - -_:bng_628 { - [] 2186; math:notEqualTo 2500 . - (2186 1) math:sum 2187 . - (2 2186) math:product 4372 . - (4372 1) math:sum 4373 . - (4372 2) math:sum 4374 . - (4372 4373 4374) math:product 83625438744 . - (-1 83625438744) math:quotient -1.195808374843054e-11 . - (0.03539816340343148 -1.195808374843054e-11) math:sum 0.0353981633914734 . - [] -1; math:negation 1 . - (2187 2500 0.0353981633914734 0.03539816340144829 1) :pi true. -} - -_:bng_629 { - (2186 2500 0.03539816340343148 0.03539816340144829 -1) :pi true. -} - -_:bng_630 { - [] 2185; math:notEqualTo 2500 . - (2185 1) math:sum 2186 . - (2 2185) math:product 4370 . - (4370 1) math:sum 4371 . - (4370 2) math:sum 4372 . - (4370 4371 4372) math:product 83510752440 . - (1 83510752440) math:quotient 1.1974505926269439e-11 . - (0.035398163391456974 1.1974505926269439e-11) math:sum 0.03539816340343148 . - [] 1; math:negation -1 . - (2186 2500 0.03539816340343148 0.03539816340144829 -1) :pi true. -} - -_:bng_631 { - (2185 2500 0.035398163391456974 0.03539816340144829 1) :pi true. -} - -_:bng_632 { - [] 2184; math:notEqualTo 2500 . - (2184 1) math:sum 2185 . - (2 2184) math:product 4368 . - (4368 1) math:sum 4369 . - (4368 2) math:sum 4370 . - (4368 4369 4370) math:product 83396171040 . - (-1 83396171040) math:quotient -1.199095818824058e-11 . - (0.03539816340344793 -1.199095818824058e-11) math:sum 0.035398163391456974 . - [] -1; math:negation 1 . - (2185 2500 0.035398163391456974 0.03539816340144829 1) :pi true. -} - -_:bng_633 { - (2184 2500 0.03539816340344793 0.03539816340144829 -1) :pi true. -} - -_:bng_634 { - [] 2183; math:notEqualTo 2500 . - (2183 1) math:sum 2184 . - (2 2183) math:product 4366 . - (4366 1) math:sum 4367 . - (4366 2) math:sum 4368 . - (4366 4367 4368) math:product 83281694496 . - (1 83281694496) math:quotient 1.200744060326522e-11 . - (0.03539816339144049 1.200744060326522e-11) math:sum 0.03539816340344793 . - [] 1; math:negation -1 . - (2184 2500 0.03539816340344793 0.03539816340144829 -1) :pi true. -} - -_:bng_635 { - (2183 2500 0.03539816339144049 0.03539816340144829 1) :pi true. -} - -_:bng_636 { - [] 2182; math:notEqualTo 2500 . - (2182 1) math:sum 2183 . - (2 2182) math:product 4364 . - (4364 1) math:sum 4365 . - (4364 2) math:sum 4366 . - (4364 4365 4366) math:product 83167322760 . - (-1 83167322760) math:quotient -1.2023953240454171e-11 . - (0.03539816340346444 -1.2023953240454171e-11) math:sum 0.03539816339144049 . - [] -1; math:negation 1 . - (2183 2500 0.03539816339144049 0.03539816340144829 1) :pi true. -} - -_:bng_637 { - (2182 2500 0.03539816340346444 0.03539816340144829 -1) :pi true. -} - -_:bng_638 { - [] 2181; math:notEqualTo 2500 . - (2181 1) math:sum 2182 . - (2 2181) math:product 4362 . - (4362 1) math:sum 4363 . - (4362 2) math:sum 4364 . - (4362 4363 4364) math:product 83053055784 . - (1 83053055784) math:quotient 1.2040496169108421e-11 . - (0.035398163391423945 1.2040496169108421e-11) math:sum 0.03539816340346444 . - [] 1; math:negation -1 . - (2182 2500 0.03539816340346444 0.03539816340144829 -1) :pi true. -} - -_:bng_639 { - (2181 2500 0.035398163391423945 0.03539816340144829 1) :pi true. -} - -_:bng_640 { - [] 2180; math:notEqualTo 2500 . - (2180 1) math:sum 2181 . - (2 2180) math:product 4360 . - (4360 1) math:sum 4361 . - (4360 2) math:sum 4362 . - (4360 4361 4362) math:product 82938893520 . - (-1 82938893520) math:quotient -1.2057069458719734e-11 . - (0.035398163403481016 -1.2057069458719734e-11) math:sum 0.035398163391423945 . - [] -1; math:negation 1 . - (2181 2500 0.035398163391423945 0.03539816340144829 1) :pi true. -} - -_:bng_641 { - (2180 2500 0.035398163403481016 0.03539816340144829 -1) :pi true. -} - -_:bng_642 { - [] 2179; math:notEqualTo 2500 . - (2179 1) math:sum 2180 . - (2 2179) math:product 4358 . - (4358 1) math:sum 4359 . - (4358 2) math:sum 4360 . - (4358 4359 4360) math:product 82824835920 . - (1 82824835920) math:quotient 1.2073673178971267e-11 . - (0.03539816339140734 1.2073673178971267e-11) math:sum 0.035398163403481016 . - [] 1; math:negation -1 . - (2180 2500 0.035398163403481016 0.03539816340144829 -1) :pi true. -} - -_:bng_643 { - (2179 2500 0.03539816339140734 0.03539816340144829 1) :pi true. -} - -_:bng_644 { - [] 2178; math:notEqualTo 2500 . - (2178 1) math:sum 2179 . - (2 2178) math:product 4356 . - (4356 1) math:sum 4357 . - (4356 2) math:sum 4358 . - (4356 4357 4358) math:product 82710882936 . - (-1 82710882936) math:quotient -1.209030739973819e-11 . - (0.03539816340349765 -1.209030739973819e-11) math:sum 0.03539816339140734 . - [] -1; math:negation 1 . - (2179 2500 0.03539816339140734 0.03539816340144829 1) :pi true. -} - -_:bng_645 { - (2178 2500 0.03539816340349765 0.03539816340144829 -1) :pi true. -} - -_:bng_646 { - [] 2177; math:notEqualTo 2500 . - (2177 1) math:sum 2178 . - (2 2177) math:product 4354 . - (4354 1) math:sum 4355 . - (4354 2) math:sum 4356 . - (4354 4355 4356) math:product 82597034520 . - (1 82597034520) math:quotient 1.2106972191088296e-11 . - (0.03539816339139067 1.2106972191088296e-11) math:sum 0.03539816340349765 . - [] 1; math:negation -1 . - (2178 2500 0.03539816340349765 0.03539816340144829 -1) :pi true. -} - -_:bng_647 { - (2177 2500 0.03539816339139067 0.03539816340144829 1) :pi true. -} - -_:bng_648 { - [] 2176; math:notEqualTo 2500 . - (2176 1) math:sum 2177 . - (2 2176) math:product 4352 . - (4352 1) math:sum 4353 . - (4352 2) math:sum 4354 . - (4352 4353 4354) math:product 82483290624 . - (-1 82483290624) math:quotient -1.2123667623282624e-11 . - (0.03539816340351434 -1.2123667623282624e-11) math:sum 0.03539816339139067 . - [] -1; math:negation 1 . - (2177 2500 0.03539816339139067 0.03539816340144829 1) :pi true. -} - -_:bng_649 { - (2176 2500 0.03539816340351434 0.03539816340144829 -1) :pi true. -} - -_:bng_650 { - [] 2175; math:notEqualTo 2500 . - (2175 1) math:sum 2176 . - (2 2175) math:product 4350 . - (4350 1) math:sum 4351 . - (4350 2) math:sum 4352 . - (4350 4351 4352) math:product 82369651200 . - (1 82369651200) math:quotient 1.2140393766776081e-11 . - (0.03539816339137395 1.2140393766776081e-11) math:sum 0.03539816340351434 . - [] 1; math:negation -1 . - (2176 2500 0.03539816340351434 0.03539816340144829 -1) :pi true. -} - -_:bng_651 { - (2175 2500 0.03539816339137395 0.03539816340144829 1) :pi true. -} - -_:bng_652 { - [] 2174; math:notEqualTo 2500 . - (2174 1) math:sum 2175 . - (2 2174) math:product 4348 . - (4348 1) math:sum 4349 . - (4348 2) math:sum 4350 . - (4348 4349 4350) math:product 82256116200 . - (-1 82256116200) math:quotient -1.215715069221807e-11 . - (0.0353981634035311 -1.215715069221807e-11) math:sum 0.03539816339137395 . - [] -1; math:negation 1 . - (2175 2500 0.03539816339137395 0.03539816340144829 1) :pi true. -} - -_:bng_653 { - (2174 2500 0.0353981634035311 0.03539816340144829 -1) :pi true. -} - -_:bng_654 { - [] 2173; math:notEqualTo 2500 . - (2173 1) math:sum 2174 . - (2 2173) math:product 4346 . - (4346 1) math:sum 4347 . - (4346 2) math:sum 4348 . - (4346 4347 4348) math:product 82142685576 . - (1 82142685576) math:quotient 1.2173938470453107e-11 . - (0.035398163391357165 1.2173938470453107e-11) math:sum 0.0353981634035311 . - [] 1; math:negation -1 . - (2174 2500 0.0353981634035311 0.03539816340144829 -1) :pi true. -} - -_:bng_655 { - (2173 2500 0.035398163391357165 0.03539816340144829 1) :pi true. -} - -_:bng_656 { - [] 2172; math:notEqualTo 2500 . - (2172 1) math:sum 2173 . - (2 2172) math:product 4344 . - (4344 1) math:sum 4345 . - (4344 2) math:sum 4346 . - (4344 4345 4346) math:product 82029359280 . - (-1 82029359280) math:quotient -1.2190757172521462e-11 . - (0.03539816340354792 -1.2190757172521462e-11) math:sum 0.035398163391357165 . - [] -1; math:negation 1 . - (2173 2500 0.035398163391357165 0.03539816340144829 1) :pi true. -} - -_:bng_657 { - (2172 2500 0.03539816340354792 0.03539816340144829 -1) :pi true. -} - -_:bng_658 { - [] 2171; math:notEqualTo 2500 . - (2171 1) math:sum 2172 . - (2 2171) math:product 4342 . - (4342 1) math:sum 4343 . - (4342 2) math:sum 4344 . - (4342 4343 4344) math:product 81916137264 . - (1 81916137264) math:quotient 1.2207606869659781e-11 . - (0.03539816339134031 1.2207606869659781e-11) math:sum 0.03539816340354792 . - [] 1; math:negation -1 . - (2172 2500 0.03539816340354792 0.03539816340144829 -1) :pi true. -} - -_:bng_659 { - (2171 2500 0.03539816339134031 0.03539816340144829 1) :pi true. -} - -_:bng_660 { - [] 2170; math:notEqualTo 2500 . - (2170 1) math:sum 2171 . - (2 2170) math:product 4340 . - (4340 1) math:sum 4341 . - (4340 2) math:sum 4342 . - (4340 4341 4342) math:product 81803019480 . - (-1 81803019480) math:quotient -1.2224487633301724e-11 . - (0.035398163403564796 -1.2224487633301724e-11) math:sum 0.03539816339134031 . - [] -1; math:negation 1 . - (2171 2500 0.03539816339134031 0.03539816340144829 1) :pi true. -} - -_:bng_661 { - (2170 2500 0.035398163403564796 0.03539816340144829 -1) :pi true. -} - -_:bng_662 { - [] 2169; math:notEqualTo 2500 . - (2169 1) math:sum 2170 . - (2 2169) math:product 4338 . - (4338 1) math:sum 4339 . - (4338 2) math:sum 4340 . - (4338 4339 4340) math:product 81690005880 . - (1 81690005880) math:quotient 1.2241399535078598e-11 . - (0.035398163391323394 1.2241399535078598e-11) math:sum 0.035398163403564796 . - [] 1; math:negation -1 . - (2170 2500 0.035398163403564796 0.03539816340144829 -1) :pi true. -} - -_:bng_663 { - (2169 2500 0.035398163391323394 0.03539816340144829 1) :pi true. -} - -_:bng_664 { - [] 2168; math:notEqualTo 2500 . - (2168 1) math:sum 2169 . - (2 2168) math:product 4336 . - (4336 1) math:sum 4337 . - (4336 2) math:sum 4338 . - (4336 4337 4338) math:product 81577096416 . - (-1 81577096416) math:quotient -1.2258342646820002e-11 . - (0.035398163403581734 -1.2258342646820002e-11) math:sum 0.035398163391323394 . - [] -1; math:negation 1 . - (2169 2500 0.035398163391323394 0.03539816340144829 1) :pi true. -} - -_:bng_665 { - (2168 2500 0.035398163403581734 0.03539816340144829 -1) :pi true. -} - -_:bng_666 { - [] 2167; math:notEqualTo 2500 . - (2167 1) math:sum 2168 . - (2 2167) math:product 4334 . - (4334 1) math:sum 4335 . - (4334 2) math:sum 4336 . - (4334 4335 4336) math:product 81464291040 . - (1 81464291040) math:quotient 1.227531704055446e-11 . - (0.035398163391306414 1.227531704055446e-11) math:sum 0.035398163403581734 . - [] 1; math:negation -1 . - (2168 2500 0.035398163403581734 0.03539816340144829 -1) :pi true. -} - -_:bng_667 { - (2167 2500 0.035398163391306414 0.03539816340144829 1) :pi true. -} - -_:bng_668 { - [] 2166; math:notEqualTo 2500 . - (2166 1) math:sum 2167 . - (2 2166) math:product 4332 . - (4332 1) math:sum 4333 . - (4332 2) math:sum 4334 . - (4332 4333 4334) math:product 81351589704 . - (-1 81351589704) math:quotient -1.2292322788510066e-11 . - (0.035398163403598734 -1.2292322788510066e-11) math:sum 0.035398163391306414 . - [] -1; math:negation 1 . - (2167 2500 0.035398163391306414 0.03539816340144829 1) :pi true. -} - -_:bng_669 { - (2166 2500 0.035398163403598734 0.03539816340144829 -1) :pi true. -} - -_:bng_670 { - [] 2165; math:notEqualTo 2500 . - (2165 1) math:sum 2166 . - (2 2165) math:product 4330 . - (4330 1) math:sum 4331 . - (4330 2) math:sum 4332 . - (4330 4331 4332) math:product 81238992360 . - (1 81238992360) math:quotient 1.230935996311513e-11 . - (0.03539816339128937 1.230935996311513e-11) math:sum 0.035398163403598734 . - [] 1; math:negation -1 . - (2166 2500 0.035398163403598734 0.03539816340144829 -1) :pi true. -} - -_:bng_671 { - (2165 2500 0.03539816339128937 0.03539816340144829 1) :pi true. -} - -_:bng_672 { - [] 2164; math:notEqualTo 2500 . - (2164 1) math:sum 2165 . - (2 2164) math:product 4328 . - (4328 1) math:sum 4329 . - (4328 2) math:sum 4330 . - (4328 4329 4330) math:product 81126498960 . - (-1 81126498960) math:quotient -1.2326428636998833e-11 . - (0.035398163403615804 -1.2326428636998833e-11) math:sum 0.03539816339128937 . - [] -1; math:negation 1 . - (2165 2500 0.03539816339128937 0.03539816340144829 1) :pi true. -} - -_:bng_673 { - (2164 2500 0.035398163403615804 0.03539816340144829 -1) :pi true. -} - -_:bng_674 { - [] 2163; math:notEqualTo 2500 . - (2163 1) math:sum 2164 . - (2 2163) math:product 4326 . - (4326 1) math:sum 4327 . - (4326 2) math:sum 4328 . - (4326 4327 4328) math:product 81014109456 . - (1 81014109456) math:quotient 1.234352888299186e-11 . - (0.035398163391272275 1.234352888299186e-11) math:sum 0.035398163403615804 . - [] 1; math:negation -1 . - (2164 2500 0.035398163403615804 0.03539816340144829 -1) :pi true. -} - -_:bng_675 { - (2163 2500 0.035398163391272275 0.03539816340144829 1) :pi true. -} - -_:bng_676 { - [] 2162; math:notEqualTo 2500 . - (2162 1) math:sum 2163 . - (2 2162) math:product 4324 . - (4324 1) math:sum 4325 . - (4324 2) math:sum 4326 . - (4324 4325 4326) math:product 80901823800 . - (-1 80901823800) math:quotient -1.2360660774127072e-11 . - (0.035398163403632936 -1.2360660774127072e-11) math:sum 0.035398163391272275 . - [] -1; math:negation 1 . - (2163 2500 0.035398163391272275 0.03539816340144829 1) :pi true. -} - -_:bng_677 { - (2162 2500 0.035398163403632936 0.03539816340144829 -1) :pi true. -} - -_:bng_678 { - [] 2161; math:notEqualTo 2500 . - (2161 1) math:sum 2162 . - (2 2161) math:product 4322 . - (4322 1) math:sum 4323 . - (4322 2) math:sum 4324 . - (4322 4323 4324) math:product 80789641944 . - (1 80789641944) math:quotient 1.2377824383640147e-11 . - (0.035398163391255115 1.2377824383640147e-11) math:sum 0.035398163403632936 . - [] 1; math:negation -1 . - (2162 2500 0.035398163403632936 0.03539816340144829 -1) :pi true. -} - -_:bng_679 { - (2161 2500 0.035398163391255115 0.03539816340144829 1) :pi true. -} - -_:bng_680 { - [] 2160; math:notEqualTo 2500 . - (2160 1) math:sum 2161 . - (2 2160) math:product 4320 . - (4320 1) math:sum 4321 . - (4320 2) math:sum 4322 . - (4320 4321 4322) math:product 80677563840 . - (-1 80677563840) math:quotient -1.2395019784970244e-11 . - (0.03539816340365014 -1.2395019784970244e-11) math:sum 0.035398163391255115 . - [] -1; math:negation 1 . - (2161 2500 0.035398163391255115 0.03539816340144829 1) :pi true. -} - -_:bng_681 { - (2160 2500 0.03539816340365014 0.03539816340144829 -1) :pi true. -} - -_:bng_682 { - [] 2159; math:notEqualTo 2500 . - (2159 1) math:sum 2160 . - (2 2159) math:product 4318 . - (4318 1) math:sum 4319 . - (4318 2) math:sum 4320 . - (4318 4319 4320) math:product 80565589440 . - (1 80565589440) math:quotient 1.2412247051760662e-11 . - (0.03539816339123789 1.2412247051760662e-11) math:sum 0.03539816340365014 . - [] 1; math:negation -1 . - (2160 2500 0.03539816340365014 0.03539816340144829 -1) :pi true. -} - -_:bng_683 { - (2159 2500 0.03539816339123789 0.03539816340144829 1) :pi true. -} - -_:bng_684 { - [] 2158; math:notEqualTo 2500 . - (2158 1) math:sum 2159 . - (2 2158) math:product 4316 . - (4316 1) math:sum 4317 . - (4316 2) math:sum 4318 . - (4316 4317 4318) math:product 80453718696 . - (-1 80453718696) math:quotient -1.2429506257859502e-11 . - (0.0353981634036674 -1.2429506257859502e-11) math:sum 0.03539816339123789 . - [] -1; math:negation 1 . - (2159 2500 0.03539816339123789 0.03539816340144829 1) :pi true. -} - -_:bng_685 { - (2158 2500 0.0353981634036674 0.03539816340144829 -1) :pi true. -} - -_:bng_686 { - [] 2157; math:notEqualTo 2500 . - (2157 1) math:sum 2158 . - (2 2157) math:product 4314 . - (4314 1) math:sum 4315 . - (4314 2) math:sum 4316 . - (4314 4315 4316) math:product 80341951560 . - (1 80341951560) math:quotient 1.2446797477320329e-11 . - (0.0353981633912206 1.2446797477320329e-11) math:sum 0.0353981634036674 . - [] 1; math:negation -1 . - (2158 2500 0.0353981634036674 0.03539816340144829 -1) :pi true. -} - -_:bng_687 { - (2157 2500 0.0353981633912206 0.03539816340144829 1) :pi true. -} - -_:bng_688 { - [] 2156; math:notEqualTo 2500 . - (2156 1) math:sum 2157 . - (2 2156) math:product 4312 . - (4312 1) math:sum 4313 . - (4312 2) math:sum 4314 . - (4312 4313 4314) math:product 80230287984 . - (-1 80230287984) math:quotient -1.2464120784402843e-11 . - (0.03539816340368472 -1.2464120784402843e-11) math:sum 0.0353981633912206 . - [] -1; math:negation 1 . - (2157 2500 0.0353981633912206 0.03539816340144829 1) :pi true. -} - -_:bng_689 { - (2156 2500 0.03539816340368472 0.03539816340144829 -1) :pi true. -} - -_:bng_690 { - [] 2155; math:notEqualTo 2500 . - (2155 1) math:sum 2156 . - (2 2155) math:product 4310 . - (4310 1) math:sum 4311 . - (4310 2) math:sum 4312 . - (4310 4311 4312) math:product 80118727920 . - (1 80118727920) math:quotient 1.2481476253573547e-11 . - (0.03539816339120325 1.2481476253573547e-11) math:sum 0.03539816340368472 . - [] 1; math:negation -1 . - (2156 2500 0.03539816340368472 0.03539816340144829 -1) :pi true. -} - -_:bng_691 { - (2155 2500 0.03539816339120325 0.03539816340144829 1) :pi true. -} - -_:bng_692 { - [] 2154; math:notEqualTo 2500 . - (2154 1) math:sum 2155 . - (2 2154) math:product 4308 . - (4308 1) math:sum 4309 . - (4308 2) math:sum 4310 . - (4308 4309 4310) math:product 80007271320 . - (-1 80007271320) math:quotient -1.2498863959506424e-11 . - (0.03539816340370211 -1.2498863959506424e-11) math:sum 0.03539816339120325 . - [] -1; math:negation 1 . - (2155 2500 0.03539816339120325 0.03539816340144829 1) :pi true. -} - -_:bng_693 { - (2154 2500 0.03539816340370211 0.03539816340144829 -1) :pi true. -} - -_:bng_694 { - [] 2153; math:notEqualTo 2500 . - (2153 1) math:sum 2154 . - (2 2153) math:product 4306 . - (4306 1) math:sum 4307 . - (4306 2) math:sum 4308 . - (4306 4307 4308) math:product 79895918136 . - (1 79895918136) math:quotient 1.2516283977083602e-11 . - (0.03539816339118582 1.2516283977083602e-11) math:sum 0.03539816340370211 . - [] 1; math:negation -1 . - (2154 2500 0.03539816340370211 0.03539816340144829 -1) :pi true. -} - -_:bng_695 { - (2153 2500 0.03539816339118582 0.03539816340144829 1) :pi true. -} - -_:bng_696 { - [] 2152; math:notEqualTo 2500 . - (2152 1) math:sum 2153 . - (2 2152) math:product 4304 . - (4304 1) math:sum 4305 . - (4304 2) math:sum 4306 . - (4304 4305 4306) math:product 79784668320 . - (-1 79784668320) math:quotient -1.2533736381396039e-11 . - (0.03539816340371956 -1.2533736381396039e-11) math:sum 0.03539816339118582 . - [] -1; math:negation 1 . - (2153 2500 0.03539816339118582 0.03539816340144829 1) :pi true. -} - -_:bng_697 { - (2152 2500 0.03539816340371956 0.03539816340144829 -1) :pi true. -} - -_:bng_698 { - [] 2151; math:notEqualTo 2500 . - (2151 1) math:sum 2152 . - (2 2151) math:product 4302 . - (4302 1) math:sum 4303 . - (4302 2) math:sum 4304 . - (4302 4303 4304) math:product 79673521824 . - (1 79673521824) math:quotient 1.25512212477442e-11 . - (0.03539816339116834 1.25512212477442e-11) math:sum 0.03539816340371956 . - [] 1; math:negation -1 . - (2152 2500 0.03539816340371956 0.03539816340144829 -1) :pi true. -} - -_:bng_699 { - (2151 2500 0.03539816339116834 0.03539816340144829 1) :pi true. -} - -_:bng_700 { - [] 2150; math:notEqualTo 2500 . - (2150 1) math:sum 2151 . - (2 2150) math:product 4300 . - (4300 1) math:sum 4301 . - (4300 2) math:sum 4302 . - (4300 4301 4302) math:product 79562478600 . - (-1 79562478600) math:quotient -1.2568738651638739e-11 . - (0.035398163403737075 -1.2568738651638739e-11) math:sum 0.03539816339116834 . - [] -1; math:negation 1 . - (2151 2500 0.03539816339116834 0.03539816340144829 1) :pi true. -} - -_:bng_701 { - (2150 2500 0.035398163403737075 0.03539816340144829 -1) :pi true. -} - -_:bng_702 { - [] 2149; math:notEqualTo 2500 . - (2149 1) math:sum 2150 . - (2 2149) math:product 4298 . - (4298 1) math:sum 4299 . - (4298 2) math:sum 4300 . - (4298 4299 4300) math:product 79451538600 . - (1 79451538600) math:quotient 1.2586288668801185e-11 . - (0.03539816339115079 1.2586288668801185e-11) math:sum 0.035398163403737075 . - [] 1; math:negation -1 . - (2150 2500 0.035398163403737075 0.03539816340144829 -1) :pi true. -} - -_:bng_703 { - (2149 2500 0.03539816339115079 0.03539816340144829 1) :pi true. -} - -_:bng_704 { - [] 2148; math:notEqualTo 2500 . - (2148 1) math:sum 2149 . - (2 2148) math:product 4296 . - (4296 1) math:sum 4297 . - (4296 2) math:sum 4298 . - (4296 4297 4298) math:product 79340701776 . - (-1 79340701776) math:quotient -1.2603871375164632e-11 . - (0.03539816340375466 -1.2603871375164632e-11) math:sum 0.03539816339115079 . - [] -1; math:negation 1 . - (2149 2500 0.03539816339115079 0.03539816340144829 1) :pi true. -} - -_:bng_705 { - (2148 2500 0.03539816340375466 0.03539816340144829 -1) :pi true. -} - -_:bng_706 { - [] 2147; math:notEqualTo 2500 . - (2147 1) math:sum 2148 . - (2 2147) math:product 4294 . - (4294 1) math:sum 4295 . - (4294 2) math:sum 4296 . - (4294 4295 4296) math:product 79229968080 . - (1 79229968080) math:quotient 1.2621486846874418e-11 . - (0.03539816339113317 1.2621486846874418e-11) math:sum 0.03539816340375466 . - [] 1; math:negation -1 . - (2148 2500 0.03539816340375466 0.03539816340144829 -1) :pi true. -} - -_:bng_707 { - (2147 2500 0.03539816339113317 0.03539816340144829 1) :pi true. -} - -_:bng_708 { - [] 2146; math:notEqualTo 2500 . - (2146 1) math:sum 2147 . - (2 2146) math:product 4292 . - (4292 1) math:sum 4293 . - (4292 2) math:sum 4294 . - (4292 4293 4294) math:product 79119337464 . - (-1 79119337464) math:quotient -1.2639135160288834e-11 . - (0.035398163403772304 -1.2639135160288834e-11) math:sum 0.03539816339113317 . - [] -1; math:negation 1 . - (2147 2500 0.03539816339113317 0.03539816340144829 1) :pi true. -} - -_:bng_709 { - (2146 2500 0.035398163403772304 0.03539816340144829 -1) :pi true. -} - -_:bng_710 { - [] 2145; math:notEqualTo 2500 . - (2145 1) math:sum 2146 . - (2 2145) math:product 4290 . - (4290 1) math:sum 4291 . - (4290 2) math:sum 4292 . - (4290 4291 4292) math:product 79008809880 . - (1 79008809880) math:quotient 1.2656816391979806e-11 . - (0.03539816339111549 1.2656816391979806e-11) math:sum 0.035398163403772304 . - [] 1; math:negation -1 . - (2146 2500 0.035398163403772304 0.03539816340144829 -1) :pi true. -} - -_:bng_711 { - (2145 2500 0.03539816339111549 0.03539816340144829 1) :pi true. -} - -_:bng_712 { - [] 2144; math:notEqualTo 2500 . - (2144 1) math:sum 2145 . - (2 2144) math:product 4288 . - (4288 1) math:sum 4289 . - (4288 2) math:sum 4290 . - (4288 4289 4290) math:product 78898385280 . - (-1 78898385280) math:quotient -1.2674530618733595e-11 . - (0.03539816340379002 -1.2674530618733595e-11) math:sum 0.03539816339111549 . - [] -1; math:negation 1 . - (2145 2500 0.03539816339111549 0.03539816340144829 1) :pi true. -} - -_:bng_713 { - (2144 2500 0.03539816340379002 0.03539816340144829 -1) :pi true. -} - -_:bng_714 { - [] 2143; math:notEqualTo 2500 . - (2143 1) math:sum 2144 . - (2 2143) math:product 4286 . - (4286 1) math:sum 4287 . - (4286 2) math:sum 4288 . - (4286 4287 4288) math:product 78788063616 . - (1 78788063616) math:quotient 1.2692277917551504e-11 . - (0.03539816339109774 1.2692277917551504e-11) math:sum 0.03539816340379002 . - [] 1; math:negation -1 . - (2144 2500 0.03539816340379002 0.03539816340144829 -1) :pi true. -} - -_:bng_715 { - (2143 2500 0.03539816339109774 0.03539816340144829 1) :pi true. -} - -_:bng_716 { - [] 2142; math:notEqualTo 2500 . - (2142 1) math:sum 2143 . - (2 2142) math:product 4284 . - (4284 1) math:sum 4285 . - (4284 2) math:sum 4286 . - (4284 4285 4286) math:product 78677844840 . - (-1 78677844840) math:quotient -1.2710058365650576e-11 . - (0.035398163403807796 -1.2710058365650576e-11) math:sum 0.03539816339109774 . - [] -1; math:negation 1 . - (2143 2500 0.03539816339109774 0.03539816340144829 1) :pi true. -} - -_:bng_717 { - (2142 2500 0.035398163403807796 0.03539816340144829 -1) :pi true. -} - -_:bng_718 { - [] 2141; math:notEqualTo 2500 . - (2141 1) math:sum 2142 . - (2 2141) math:product 4282 . - (4282 1) math:sum 4283 . - (4282 2) math:sum 4284 . - (4282 4283 4284) math:product 78567728904 . - (1 78567728904) math:quotient 1.2727872040464295e-11 . - (0.03539816339107992 1.2727872040464295e-11) math:sum 0.035398163403807796 . - [] 1; math:negation -1 . - (2142 2500 0.035398163403807796 0.03539816340144829 -1) :pi true. -} - -_:bng_719 { - (2141 2500 0.03539816339107992 0.03539816340144829 1) :pi true. -} - -_:bng_720 { - [] 2140; math:notEqualTo 2500 . - (2140 1) math:sum 2141 . - (2 2140) math:product 4280 . - (4280 1) math:sum 4281 . - (4280 2) math:sum 4282 . - (4280 4281 4282) math:product 78457715760 . - (-1 78457715760) math:quotient -1.2745719019643302e-11 . - (0.03539816340382564 -1.2745719019643302e-11) math:sum 0.03539816339107992 . - [] -1; math:negation 1 . - (2141 2500 0.03539816339107992 0.03539816340144829 1) :pi true. -} - -_:bng_721 { - (2140 2500 0.03539816340382564 0.03539816340144829 -1) :pi true. -} - -_:bng_722 { - [] 2139; math:notEqualTo 2500 . - (2139 1) math:sum 2140 . - (2 2139) math:product 4278 . - (4278 1) math:sum 4279 . - (4278 2) math:sum 4280 . - (4278 4279 4280) math:product 78347805360 . - (1 78347805360) math:quotient 1.2763599381056103e-11 . - (0.03539816339106204 1.2763599381056103e-11) math:sum 0.03539816340382564 . - [] 1; math:negation -1 . - (2140 2500 0.03539816340382564 0.03539816340144829 -1) :pi true. -} - -_:bng_723 { - (2139 2500 0.03539816339106204 0.03539816340144829 1) :pi true. -} - -_:bng_724 { - [] 2138; math:notEqualTo 2500 . - (2138 1) math:sum 2139 . - (2 2138) math:product 4276 . - (4276 1) math:sum 4277 . - (4276 2) math:sum 4278 . - (4276 4277 4278) math:product 78237997656 . - (-1 78237997656) math:quotient -1.2781513202789782e-11 . - (0.03539816340384355 -1.2781513202789782e-11) math:sum 0.03539816339106204 . - [] -1; math:negation 1 . - (2139 2500 0.03539816339106204 0.03539816340144829 1) :pi true. -} - -_:bng_725 { - (2138 2500 0.03539816340384355 0.03539816340144829 -1) :pi true. -} - -_:bng_726 { - [] 2137; math:notEqualTo 2500 . - (2137 1) math:sum 2138 . - (2 2137) math:product 4274 . - (4274 1) math:sum 4275 . - (4274 2) math:sum 4276 . - (4274 4275 4276) math:product 78128292600 . - (1 78128292600) math:quotient 1.2799460563150717e-11 . - (0.03539816339104409 1.2799460563150717e-11) math:sum 0.03539816340384355 . - [] 1; math:negation -1 . - (2138 2500 0.03539816340384355 0.03539816340144829 -1) :pi true. -} - -_:bng_727 { - (2137 2500 0.03539816339104409 0.03539816340144829 1) :pi true. -} - -_:bng_728 { - [] 2136; math:notEqualTo 2500 . - (2136 1) math:sum 2137 . - (2 2136) math:product 4272 . - (4272 1) math:sum 4273 . - (4272 2) math:sum 4274 . - (4272 4273 4274) math:product 78018690144 . - (-1 78018690144) math:quotient -1.28174415406653e-11 . - (0.03539816340386153 -1.28174415406653e-11) math:sum 0.03539816339104409 . - [] -1; math:negation 1 . - (2137 2500 0.03539816339104409 0.03539816340144829 1) :pi true. -} - -_:bng_729 { - (2136 2500 0.03539816340386153 0.03539816340144829 -1) :pi true. -} - -_:bng_730 { - [] 2135; math:notEqualTo 2500 . - (2135 1) math:sum 2136 . - (2 2135) math:product 4270 . - (4270 1) math:sum 4271 . - (4270 2) math:sum 4272 . - (4270 4271 4272) math:product 77909190240 . - (1 77909190240) math:quotient 1.2835456214080656e-11 . - (0.035398163391026076 1.2835456214080656e-11) math:sum 0.03539816340386153 . - [] 1; math:negation -1 . - (2136 2500 0.03539816340386153 0.03539816340144829 -1) :pi true. -} - -_:bng_731 { - (2135 2500 0.035398163391026076 0.03539816340144829 1) :pi true. -} - -_:bng_732 { - [] 2134; math:notEqualTo 2500 . - (2134 1) math:sum 2135 . - (2 2134) math:product 4268 . - (4268 1) math:sum 4269 . - (4268 2) math:sum 4270 . - (4268 4269 4270) math:product 77799792840 . - (-1 77799792840) math:quotient -1.2853504662365371e-11 . - (0.03539816340387958 -1.2853504662365371e-11) math:sum 0.035398163391026076 . - [] -1; math:negation 1 . - (2135 2500 0.035398163391026076 0.03539816340144829 1) :pi true. -} - -_:bng_733 { - (2134 2500 0.03539816340387958 0.03539816340144829 -1) :pi true. -} - -_:bng_734 { - [] 2133; math:notEqualTo 2500 . - (2133 1) math:sum 2134 . - (2 2133) math:product 4266 . - (4266 1) math:sum 4267 . - (4266 2) math:sum 4268 . - (4266 4267 4268) math:product 77690497896 . - (1 77690497896) math:quotient 1.2871586964710215e-11 . - (0.03539816339100799 1.2871586964710215e-11) math:sum 0.03539816340387958 . - [] 1; math:negation -1 . - (2134 2500 0.03539816340387958 0.03539816340144829 -1) :pi true. -} - -_:bng_735 { - (2133 2500 0.03539816339100799 0.03539816340144829 1) :pi true. -} - -_:bng_736 { - [] 2132; math:notEqualTo 2500 . - (2132 1) math:sum 2133 . - (2 2132) math:product 4264 . - (4264 1) math:sum 4265 . - (4264 2) math:sum 4266 . - (4264 4265 4266) math:product 77581305360 . - (-1 77581305360) math:quotient -1.2889703200528876e-11 . - (0.035398163403897696 -1.2889703200528876e-11) math:sum 0.03539816339100799 . - [] -1; math:negation 1 . - (2133 2500 0.03539816339100799 0.03539816340144829 1) :pi true. -} - -_:bng_737 { - (2132 2500 0.035398163403897696 0.03539816340144829 -1) :pi true. -} - -_:bng_738 { - [] 2131; math:notEqualTo 2500 . - (2131 1) math:sum 2132 . - (2 2131) math:product 4262 . - (4262 1) math:sum 4263 . - (4262 2) math:sum 4264 . - (4262 4263 4264) math:product 77472215184 . - (1 77472215184) math:quotient 1.2907853449458687e-11 . - (0.03539816339098984 1.2907853449458687e-11) math:sum 0.035398163403897696 . - [] 1; math:negation -1 . - (2132 2500 0.035398163403897696 0.03539816340144829 -1) :pi true. -} - -_:bng_739 { - (2131 2500 0.03539816339098984 0.03539816340144829 1) :pi true. -} - -_:bng_740 { - [] 2130; math:notEqualTo 2500 . - (2130 1) math:sum 2131 . - (2 2130) math:product 4260 . - (4260 1) math:sum 4261 . - (4260 2) math:sum 4262 . - (4260 4261 4262) math:product 77363227320 . - (-1 77363227320) math:quotient -1.2926037791361365e-11 . - (0.035398163403915876 -1.2926037791361365e-11) math:sum 0.03539816339098984 . - [] -1; math:negation 1 . - (2131 2500 0.03539816339098984 0.03539816340144829 1) :pi true. -} - -_:bng_741 { - (2130 2500 0.035398163403915876 0.03539816340144829 -1) :pi true. -} - -_:bng_742 { - [] 2129; math:notEqualTo 2500 . - (2129 1) math:sum 2130 . - (2 2129) math:product 4258 . - (4258 1) math:sum 4259 . - (4258 2) math:sum 4260 . - (4258 4259 4260) math:product 77254341720 . - (1 77254341720) math:quotient 1.294425630632375e-11 . - (0.03539816339097162 1.294425630632375e-11) math:sum 0.035398163403915876 . - [] 1; math:negation -1 . - (2130 2500 0.035398163403915876 0.03539816340144829 -1) :pi true. -} - -_:bng_743 { - (2129 2500 0.03539816339097162 0.03539816340144829 1) :pi true. -} - -_:bng_744 { - [] 2128; math:notEqualTo 2500 . - (2128 1) math:sum 2129 . - (2 2128) math:product 4256 . - (4256 1) math:sum 4257 . - (4256 2) math:sum 4258 . - (4256 4257 4258) math:product 77145558336 . - (-1 77145558336) math:quotient -1.2962509074658542e-11 . - (0.035398163403934126 -1.2962509074658542e-11) math:sum 0.03539816339097162 . - [] -1; math:negation 1 . - (2129 2500 0.03539816339097162 0.03539816340144829 1) :pi true. -} - -_:bng_745 { - (2128 2500 0.035398163403934126 0.03539816340144829 -1) :pi true. -} - -_:bng_746 { - [] 2127; math:notEqualTo 2500 . - (2127 1) math:sum 2128 . - (2 2127) math:product 4254 . - (4254 1) math:sum 4255 . - (4254 2) math:sum 4256 . - (4254 4255 4256) math:product 77036877120 . - (1 77036877120) math:quotient 1.2980796176905049e-11 . - (0.03539816339095333 1.2980796176905049e-11) math:sum 0.035398163403934126 . - [] 1; math:negation -1 . - (2128 2500 0.035398163403934126 0.03539816340144829 -1) :pi true. -} - -_:bng_747 { - (2127 2500 0.03539816339095333 0.03539816340144829 1) :pi true. -} - -_:bng_748 { - [] 2126; math:notEqualTo 2500 . - (2126 1) math:sum 2127 . - (2 2126) math:product 4252 . - (4252 1) math:sum 4253 . - (4252 2) math:sum 4254 . - (4252 4253 4254) math:product 76928298024 . - (-1 76928298024) math:quotient -1.2999117693829924e-11 . - (0.035398163403952444 -1.2999117693829924e-11) math:sum 0.03539816339095333 . - [] -1; math:negation 1 . - (2127 2500 0.03539816339095333 0.03539816340144829 1) :pi true. -} - -_:bng_749 { - (2126 2500 0.035398163403952444 0.03539816340144829 -1) :pi true. -} - -_:bng_750 { - [] 2125; math:notEqualTo 2500 . - (2125 1) math:sum 2126 . - (2 2125) math:product 4250 . - (4250 1) math:sum 4251 . - (4250 2) math:sum 4252 . - (4250 4251 4252) math:product 76819821000 . - (1 76819821000) math:quotient 1.3017473706427928e-11 . - (0.03539816339093497 1.3017473706427928e-11) math:sum 0.035398163403952444 . - [] 1; math:negation -1 . - (2126 2500 0.035398163403952444 0.03539816340144829 -1) :pi true. -} - -_:bng_751 { - (2125 2500 0.03539816339093497 0.03539816340144829 1) :pi true. -} - -_:bng_752 { - [] 2124; math:notEqualTo 2500 . - (2124 1) math:sum 2125 . - (2 2124) math:product 4248 . - (4248 1) math:sum 4249 . - (4248 2) math:sum 4250 . - (4248 4249 4250) math:product 76711446000 . - (-1 76711446000) math:quotient -1.3035864295922671e-11 . - (0.03539816340397083 -1.3035864295922671e-11) math:sum 0.03539816339093497 . - [] -1; math:negation 1 . - (2125 2500 0.03539816339093497 0.03539816340144829 1) :pi true. -} - -_:bng_753 { - (2124 2500 0.03539816340397083 0.03539816340144829 -1) :pi true. -} - -_:bng_754 { - [] 2123; math:notEqualTo 2500 . - (2123 1) math:sum 2124 . - (2 2123) math:product 4246 . - (4246 1) math:sum 4247 . - (4246 2) math:sum 4248 . - (4246 4247 4248) math:product 76603172976 . - (1 76603172976) math:quotient 1.3054289543767371e-11 . - (0.035398163390916546 1.3054289543767371e-11) math:sum 0.03539816340397083 . - [] 1; math:negation -1 . - (2124 2500 0.03539816340397083 0.03539816340144829 -1) :pi true. -} - -_:bng_755 { - (2123 2500 0.035398163390916546 0.03539816340144829 1) :pi true. -} - -_:bng_756 { - [] 2122; math:notEqualTo 2500 . - (2122 1) math:sum 2123 . - (2 2122) math:product 4244 . - (4244 1) math:sum 4245 . - (4244 2) math:sum 4246 . - (4244 4245 4246) math:product 76495001880 . - (-1 76495001880) math:quotient -1.3072749531645609e-11 . - (0.0353981634039893 -1.3072749531645609e-11) math:sum 0.035398163390916546 . - [] -1; math:negation 1 . - (2123 2500 0.035398163390916546 0.03539816340144829 1) :pi true. -} - -_:bng_757 { - (2122 2500 0.0353981634039893 0.03539816340144829 -1) :pi true. -} - -_:bng_758 { - [] 2121; math:notEqualTo 2500 . - (2121 1) math:sum 2122 . - (2 2121) math:product 4242 . - (4242 1) math:sum 4243 . - (4242 2) math:sum 4244 . - (4242 4243 4244) math:product 76386932664 . - (1 76386932664) math:quotient 1.3091244341472095e-11 . - (0.03539816339089805 1.3091244341472095e-11) math:sum 0.0353981634039893 . - [] 1; math:negation -1 . - (2122 2500 0.0353981634039893 0.03539816340144829 -1) :pi true. -} - -_:bng_759 { - (2121 2500 0.03539816339089805 0.03539816340144829 1) :pi true. -} - -_:bng_760 { - [] 2120; math:notEqualTo 2500 . - (2120 1) math:sum 2121 . - (2 2120) math:product 4240 . - (4240 1) math:sum 4241 . - (4240 2) math:sum 4242 . - (4240 4241 4242) math:product 76278965280 . - (-1 76278965280) math:quotient -1.3109774055393427e-11 . - (0.03539816340400783 -1.3109774055393427e-11) math:sum 0.03539816339089805 . - [] -1; math:negation 1 . - (2121 2500 0.03539816339089805 0.03539816340144829 1) :pi true. -} - -_:bng_761 { - (2120 2500 0.03539816340400783 0.03539816340144829 -1) :pi true. -} - -_:bng_762 { - [] 2119; math:notEqualTo 2500 . - (2119 1) math:sum 2120 . - (2 2119) math:product 4238 . - (4238 1) math:sum 4239 . - (4238 2) math:sum 4240 . - (4238 4239 4240) math:product 76171099680 . - (1 76171099680) math:quotient 1.3128338755788854e-11 . - (0.03539816339087949 1.3128338755788854e-11) math:sum 0.03539816340400783 . - [] 1; math:negation -1 . - (2120 2500 0.03539816340400783 0.03539816340144829 -1) :pi true. -} - -_:bng_763 { - (2119 2500 0.03539816339087949 0.03539816340144829 1) :pi true. -} - -_:bng_764 { - [] 2118; math:notEqualTo 2500 . - (2118 1) math:sum 2119 . - (2 2118) math:product 4236 . - (4236 1) math:sum 4237 . - (4236 2) math:sum 4238 . - (4236 4237 4238) math:product 76063335816 . - (-1 76063335816) math:quotient -1.3146938525271054e-11 . - (0.035398163404026434 -1.3146938525271054e-11) math:sum 0.03539816339087949 . - [] -1; math:negation 1 . - (2119 2500 0.03539816339087949 0.03539816340144829 1) :pi true. -} - -_:bng_765 { - (2118 2500 0.035398163404026434 0.03539816340144829 -1) :pi true. -} - -_:bng_766 { - [] 2117; math:notEqualTo 2500 . - (2117 1) math:sum 2118 . - (2 2117) math:product 4234 . - (4234 1) math:sum 4235 . - (4234 2) math:sum 4236 . - (4234 4235 4236) math:product 75955673640 . - (1 75955673640) math:quotient 1.3165573446686898e-11 . - (0.03539816339086086 1.3165573446686898e-11) math:sum 0.035398163404026434 . - [] 1; math:negation -1 . - (2118 2500 0.035398163404026434 0.03539816340144829 -1) :pi true. -} - -_:bng_767 { - (2117 2500 0.03539816339086086 0.03539816340144829 1) :pi true. -} - -_:bng_768 { - [] 2116; math:notEqualTo 2500 . - (2116 1) math:sum 2117 . - (2 2116) math:product 4232 . - (4232 1) math:sum 4233 . - (4232 2) math:sum 4234 . - (4232 4233 4234) math:product 75848113104 . - (-1 75848113104) math:quotient -1.318424360311823e-11 . - (0.035398163404045106 -1.318424360311823e-11) math:sum 0.03539816339086086 . - [] -1; math:negation 1 . - (2117 2500 0.03539816339086086 0.03539816340144829 1) :pi true. -} - -_:bng_769 { - (2116 2500 0.035398163404045106 0.03539816340144829 -1) :pi true. -} - -_:bng_770 { - [] 2115; math:notEqualTo 2500 . - (2115 1) math:sum 2116 . - (2 2115) math:product 4230 . - (4230 1) math:sum 4231 . - (4230 2) math:sum 4232 . - (4230 4231 4232) math:product 75740654160 . - (1 75740654160) math:quotient 1.3202949077882641e-11 . - (0.03539816339084216 1.3202949077882641e-11) math:sum 0.035398163404045106 . - [] 1; math:negation -1 . - (2116 2500 0.035398163404045106 0.03539816340144829 -1) :pi true. -} - -_:bng_771 { - (2115 2500 0.03539816339084216 0.03539816340144829 1) :pi true. -} - -_:bng_772 { - [] 2114; math:notEqualTo 2500 . - (2114 1) math:sum 2115 . - (2 2114) math:product 4228 . - (4228 1) math:sum 4229 . - (4228 2) math:sum 4230 . - (4228 4229 4230) math:product 75633296760 . - (-1 75633296760) math:quotient -1.3221689954534252e-11 . - (0.03539816340406385 -1.3221689954534252e-11) math:sum 0.03539816339084216 . - [] -1; math:negation 1 . - (2115 2500 0.03539816339084216 0.03539816340144829 1) :pi true. -} - -_:bng_773 { - (2114 2500 0.03539816340406385 0.03539816340144829 -1) :pi true. -} - -_:bng_774 { - [] 2113; math:notEqualTo 2500 . - (2113 1) math:sum 2114 . - (2 2113) math:product 4226 . - (4226 1) math:sum 4227 . - (4226 2) math:sum 4228 . - (4226 4227 4228) math:product 75526040856 . - (1 75526040856) math:quotient 1.3240466316864499e-11 . - (0.035398163390823384 1.3240466316864499e-11) math:sum 0.03539816340406385 . - [] 1; math:negation -1 . - (2114 2500 0.03539816340406385 0.03539816340144829 -1) :pi true. -} - -_:bng_775 { - (2113 2500 0.035398163390823384 0.03539816340144829 1) :pi true. -} - -_:bng_776 { - [] 2112; math:notEqualTo 2500 . - (2112 1) math:sum 2113 . - (2 2112) math:product 4224 . - (4224 1) math:sum 4225 . - (4224 2) math:sum 4226 . - (4224 4225 4226) math:product 75418886400 . - (-1 75418886400) math:quotient -1.3259278248902916e-11 . - (0.03539816340408266 -1.3259278248902916e-11) math:sum 0.035398163390823384 . - [] -1; math:negation 1 . - (2113 2500 0.035398163390823384 0.03539816340144829 1) :pi true. -} - -_:bng_777 { - (2112 2500 0.03539816340408266 0.03539816340144829 -1) :pi true. -} - -_:bng_778 { - [] 2111; math:notEqualTo 2500 . - (2111 1) math:sum 2112 . - (2 2111) math:product 4222 . - (4222 1) math:sum 4223 . - (4222 2) math:sum 4224 . - (4222 4223 4224) math:product 75311833344 . - (1 75311833344) math:quotient 1.327812583491793e-11 . - (0.03539816339080453 1.327812583491793e-11) math:sum 0.03539816340408266 . - [] 1; math:negation -1 . - (2112 2500 0.03539816340408266 0.03539816340144829 -1) :pi true. -} - -_:bng_779 { - (2111 2500 0.03539816339080453 0.03539816340144829 1) :pi true. -} - -_:bng_780 { - [] 2110; math:notEqualTo 2500 . - (2110 1) math:sum 2111 . - (2 2110) math:product 4220 . - (4220 1) math:sum 4221 . - (4220 2) math:sum 4222 . - (4220 4221 4222) math:product 75204881640 . - (-1 75204881640) math:quotient -1.3297009159417646e-11 . - (0.03539816340410154 -1.3297009159417646e-11) math:sum 0.03539816339080453 . - [] -1; math:negation 1 . - (2111 2500 0.03539816339080453 0.03539816340144829 1) :pi true. -} - -_:bng_781 { - (2110 2500 0.03539816340410154 0.03539816340144829 -1) :pi true. -} - -_:bng_782 { - [] 2109; math:notEqualTo 2500 . - (2109 1) math:sum 2110 . - (2 2109) math:product 4218 . - (4218 1) math:sum 4219 . - (4218 2) math:sum 4220 . - (4218 4219 4220) math:product 75098031240 . - (1 75098031240) math:quotient 1.3315928307150652e-11 . - (0.03539816339078561 1.3315928307150652e-11) math:sum 0.03539816340410154 . - [] 1; math:negation -1 . - (2110 2500 0.03539816340410154 0.03539816340144829 -1) :pi true. -} - -_:bng_783 { - (2109 2500 0.03539816339078561 0.03539816340144829 1) :pi true. -} - -_:bng_784 { - [] 2108; math:notEqualTo 2500 . - (2108 1) math:sum 2109 . - (2 2108) math:product 4216 . - (4216 1) math:sum 4217 . - (4216 2) math:sum 4218 . - (4216 4217 4218) math:product 74991282096 . - (-1 74991282096) math:quotient -1.333488336310681e-11 . - (0.03539816340412049 -1.333488336310681e-11) math:sum 0.03539816339078561 . - [] -1; math:negation 1 . - (2109 2500 0.03539816339078561 0.03539816340144829 1) :pi true. -} - -_:bng_785 { - (2108 2500 0.03539816340412049 0.03539816340144829 -1) :pi true. -} - -_:bng_786 { - [] 2107; math:notEqualTo 2500 . - (2107 1) math:sum 2108 . - (2 2107) math:product 4214 . - (4214 1) math:sum 4215 . - (4214 2) math:sum 4216 . - (4214 4215 4216) math:product 74884634160 . - (1 74884634160) math:quotient 1.3353874412518062e-11 . - (0.03539816339076662 1.3353874412518062e-11) math:sum 0.03539816340412049 . - [] 1; math:negation -1 . - (2108 2500 0.03539816340412049 0.03539816340144829 -1) :pi true. -} - -_:bng_787 { - (2107 2500 0.03539816339076662 0.03539816340144829 1) :pi true. -} - -_:bng_788 { - [] 2106; math:notEqualTo 2500 . - (2106 1) math:sum 2107 . - (2 2106) math:product 4212 . - (4212 1) math:sum 4213 . - (4212 2) math:sum 4214 . - (4212 4213 4214) math:product 74778087384 . - (-1 74778087384) math:quotient -1.3372901540859234e-11 . - (0.03539816340413952 -1.3372901540859234e-11) math:sum 0.03539816339076662 . - [] -1; math:negation 1 . - (2107 2500 0.03539816339076662 0.03539816340144829 1) :pi true. -} - -_:bng_789 { - (2106 2500 0.03539816340413952 0.03539816340144829 -1) :pi true. -} - -_:bng_790 { - [] 2105; math:notEqualTo 2500 . - (2105 1) math:sum 2106 . - (2 2105) math:product 4210 . - (4210 1) math:sum 4211 . - (4210 2) math:sum 4212 . - (4210 4211 4212) math:product 74671641720 . - (1 74671641720) math:quotient 1.3391964833848842e-11 . - (0.03539816339074755 1.3391964833848842e-11) math:sum 0.03539816340413952 . - [] 1; math:negation -1 . - (2106 2500 0.03539816340413952 0.03539816340144829 -1) :pi true. -} - -_:bng_791 { - (2105 2500 0.03539816339074755 0.03539816340144829 1) :pi true. -} - -_:bng_792 { - [] 2104; math:notEqualTo 2500 . - (2104 1) math:sum 2105 . - (2 2104) math:product 4208 . - (4208 1) math:sum 4209 . - (4208 2) math:sum 4210 . - (4208 4209 4210) math:product 74565297120 . - (-1 74565297120) math:quotient -1.3411064377449906e-11 . - (0.03539816340415861 -1.3411064377449906e-11) math:sum 0.03539816339074755 . - [] -1; math:negation 1 . - (2105 2500 0.03539816339074755 0.03539816340144829 1) :pi true. -} - -_:bng_793 { - (2104 2500 0.03539816340415861 0.03539816340144829 -1) :pi true. -} - -_:bng_794 { - [] 2103; math:notEqualTo 2500 . - (2103 1) math:sum 2104 . - (2 2103) math:product 4206 . - (4206 1) math:sum 4207 . - (4206 2) math:sum 4208 . - (4206 4207 4208) math:product 74459053536 . - (1 74459053536) math:quotient 1.3430200257870761e-11 . - (0.03539816339072841 1.3430200257870761e-11) math:sum 0.03539816340415861 . - [] 1; math:negation -1 . - (2104 2500 0.03539816340415861 0.03539816340144829 -1) :pi true. -} - -_:bng_795 { - (2103 2500 0.03539816339072841 0.03539816340144829 1) :pi true. -} - -_:bng_796 { - [] 2102; math:notEqualTo 2500 . - (2102 1) math:sum 2103 . - (2 2102) math:product 4204 . - (4204 1) math:sum 4205 . - (4204 2) math:sum 4206 . - (4204 4205 4206) math:product 74352910920 . - (-1 74352910920) math:quotient -1.3449372561565879e-11 . - (0.035398163404177785 -1.3449372561565879e-11) math:sum 0.03539816339072841 . - [] -1; math:negation 1 . - (2103 2500 0.03539816339072841 0.03539816340144829 1) :pi true. -} - -_:bng_797 { - (2102 2500 0.035398163404177785 0.03539816340144829 -1) :pi true. -} - -_:bng_798 { - [] 2101; math:notEqualTo 2500 . - (2101 1) math:sum 2102 . - (2 2101) math:product 4202 . - (4202 1) math:sum 4203 . - (4202 2) math:sum 4204 . - (4202 4203 4204) math:product 74246869224 . - (1 74246869224) math:quotient 1.3468581375236683e-11 . - (0.035398163390709204 1.3468581375236683e-11) math:sum 0.035398163404177785 . - [] 1; math:negation -1 . - (2102 2500 0.035398163404177785 0.03539816340144829 -1) :pi true. -} - -_:bng_799 { - (2101 2500 0.035398163390709204 0.03539816340144829 1) :pi true. -} - -_:bng_800 { - [] 2100; math:notEqualTo 2500 . - (2100 1) math:sum 2101 . - (2 2100) math:product 4200 . - (4200 1) math:sum 4201 . - (4200 2) math:sum 4202 . - (4200 4201 4202) math:product 74140928400 . - (-1 74140928400) math:quotient -1.3487826785832371e-11 . - (0.03539816340419703 -1.3487826785832371e-11) math:sum 0.035398163390709204 . - [] -1; math:negation 1 . - (2101 2500 0.035398163390709204 0.03539816340144829 1) :pi true. -} - -_:bng_801 { - (2100 2500 0.03539816340419703 0.03539816340144829 -1) :pi true. -} - -_:bng_802 { - [] 2099; math:notEqualTo 2500 . - (2099 1) math:sum 2100 . - (2 2099) math:product 4198 . - (4198 1) math:sum 4199 . - (4198 2) math:sum 4200 . - (4198 4199 4200) math:product 74035088400 . - (1 74035088400) math:quotient 1.3507108880550753e-11 . - (0.03539816339068992 1.3507108880550753e-11) math:sum 0.03539816340419703 . - [] 1; math:negation -1 . - (2100 2500 0.03539816340419703 0.03539816340144829 -1) :pi true. -} - -_:bng_803 { - (2099 2500 0.03539816339068992 0.03539816340144829 1) :pi true. -} - -_:bng_804 { - [] 2098; math:notEqualTo 2500 . - (2098 1) math:sum 2099 . - (2 2098) math:product 4196 . - (4196 1) math:sum 4197 . - (4196 2) math:sum 4198 . - (4196 4197 4198) math:product 73929349176 . - (-1 73929349176) math:quotient -1.3526427746839063e-11 . - (0.03539816340421635 -1.3526427746839063e-11) math:sum 0.03539816339068992 . - [] -1; math:negation 1 . - (2099 2500 0.03539816339068992 0.03539816340144829 1) :pi true. -} - -_:bng_805 { - (2098 2500 0.03539816340421635 0.03539816340144829 -1) :pi true. -} - -_:bng_806 { - [] 2097; math:notEqualTo 2500 . - (2097 1) math:sum 2098 . - (2 2097) math:product 4194 . - (4194 1) math:sum 4195 . - (4194 2) math:sum 4196 . - (4194 4195 4196) math:product 73823710680 . - (1 73823710680) math:quotient 1.3545783472394807e-11 . - (0.03539816339067057 1.3545783472394807e-11) math:sum 0.03539816340421635 . - [] 1; math:negation -1 . - (2098 2500 0.03539816340421635 0.03539816340144829 -1) :pi true. -} - -_:bng_807 { - (2097 2500 0.03539816339067057 0.03539816340144829 1) :pi true. -} - -_:bng_808 { - [] 2096; math:notEqualTo 2500 . - (2096 1) math:sum 2097 . - (2 2096) math:product 4192 . - (4192 1) math:sum 4193 . - (4192 2) math:sum 4194 . - (4192 4193 4194) math:product 73718172864 . - (-1 73718172864) math:quotient -1.3565176145166592e-11 . - (0.035398163404235745 -1.3565176145166592e-11) math:sum 0.03539816339067057 . - [] -1; math:negation 1 . - (2097 2500 0.03539816339067057 0.03539816340144829 1) :pi true. -} - -_:bng_809 { - (2096 2500 0.035398163404235745 0.03539816340144829 -1) :pi true. -} - -_:bng_810 { - [] 2095; math:notEqualTo 2500 . - (2095 1) math:sum 2096 . - (2 2095) math:product 4190 . - (4190 1) math:sum 4191 . - (4190 2) math:sum 4192 . - (4190 4191 4192) math:product 73612735680 . - (1 73612735680) math:quotient 1.3584605853354966e-11 . - (0.03539816339065114 1.3584605853354966e-11) math:sum 0.035398163404235745 . - [] 1; math:negation -1 . - (2096 2500 0.035398163404235745 0.03539816340144829 -1) :pi true. -} - -_:bng_811 { - (2095 2500 0.03539816339065114 0.03539816340144829 1) :pi true. -} - -_:bng_812 { - [] 2094; math:notEqualTo 2500 . - (2094 1) math:sum 2095 . - (2 2094) math:product 4188 . - (4188 1) math:sum 4189 . - (4188 2) math:sum 4190 . - (4188 4189 4190) math:product 73507399080 . - (-1 73507399080) math:quotient -1.3604072685413263e-11 . - (0.03539816340425521 -1.3604072685413263e-11) math:sum 0.03539816339065114 . - [] -1; math:negation 1 . - (2095 2500 0.03539816339065114 0.03539816340144829 1) :pi true. -} - -_:bng_813 { - (2094 2500 0.03539816340425521 0.03539816340144829 -1) :pi true. -} - -_:bng_814 { - [] 2093; math:notEqualTo 2500 . - (2093 1) math:sum 2094 . - (2 2093) math:product 4186 . - (4186 1) math:sum 4187 . - (4186 2) math:sum 4188 . - (4186 4187 4188) math:product 73402163016 . - (1 73402163016) math:quotient 1.3623576730048443e-11 . - (0.035398163390631635 1.3623576730048443e-11) math:sum 0.03539816340425521 . - [] 1; math:negation -1 . - (2094 2500 0.03539816340425521 0.03539816340144829 -1) :pi true. -} - -_:bng_815 { - (2093 2500 0.035398163390631635 0.03539816340144829 1) :pi true. -} - -_:bng_816 { - [] 2092; math:notEqualTo 2500 . - (2092 1) math:sum 2093 . - (2 2092) math:product 4184 . - (4184 1) math:sum 4185 . - (4184 2) math:sum 4186 . - (4184 4185 4186) math:product 73297027440 . - (-1 73297027440) math:quotient -1.3643118076221946e-11 . - (0.035398163404274756 -1.3643118076221946e-11) math:sum 0.035398163390631635 . - [] -1; math:negation 1 . - (2093 2500 0.035398163390631635 0.03539816340144829 1) :pi true. -} - -_:bng_817 { - (2092 2500 0.035398163404274756 0.03539816340144829 -1) :pi true. -} - -_:bng_818 { - [] 2091; math:notEqualTo 2500 . - (2091 1) math:sum 2092 . - (2 2091) math:product 4182 . - (4182 1) math:sum 4183 . - (4182 2) math:sum 4184 . - (4182 4183 4184) math:product 73191992304 . - (1 73191992304) math:quotient 1.3662696813150545e-11 . - (0.03539816339061206 1.3662696813150545e-11) math:sum 0.035398163404274756 . - [] 1; math:negation -1 . - (2092 2500 0.035398163404274756 0.03539816340144829 -1) :pi true. -} - -_:bng_819 { - (2091 2500 0.03539816339061206 0.03539816340144829 1) :pi true. -} - -_:bng_820 { - [] 2090; math:notEqualTo 2500 . - (2090 1) math:sum 2091 . - (2 2090) math:product 4180 . - (4180 1) math:sum 4181 . - (4180 2) math:sum 4182 . - (4180 4181 4182) math:product 73087057560 . - (-1 73087057560) math:quotient -1.3682313030307195e-11 . - (0.03539816340429437 -1.3682313030307195e-11) math:sum 0.03539816339061206 . - [] -1; math:negation 1 . - (2091 2500 0.03539816339061206 0.03539816340144829 1) :pi true. -} - -_:bng_821 { - (2090 2500 0.03539816340429437 0.03539816340144829 -1) :pi true. -} - -_:bng_822 { - [] 2089; math:notEqualTo 2500 . - (2089 1) math:sum 2090 . - (2 2089) math:product 4178 . - (4178 1) math:sum 4179 . - (4178 2) math:sum 4180 . - (4178 4179 4180) math:product 72982223160 . - (1 72982223160) math:quotient 1.3701966817421899e-11 . - (0.0353981633905924 1.3701966817421899e-11) math:sum 0.03539816340429437 . - [] 1; math:negation -1 . - (2090 2500 0.03539816340429437 0.03539816340144829 -1) :pi true. -} - -_:bng_823 { - (2089 2500 0.0353981633905924 0.03539816340144829 1) :pi true. -} - -_:bng_824 { - [] 2088; math:notEqualTo 2500 . - (2088 1) math:sum 2089 . - (2 2088) math:product 4176 . - (4176 1) math:sum 4177 . - (4176 2) math:sum 4178 . - (4176 4177 4178) math:product 72877489056 . - (-1 72877489056) math:quotient -1.3721658264482564e-11 . - (0.03539816340431406 -1.3721658264482564e-11) math:sum 0.0353981633905924 . - [] -1; math:negation 1 . - (2089 2500 0.0353981633905924 0.03539816340144829 1) :pi true. -} - -_:bng_825 { - (2088 2500 0.03539816340431406 0.03539816340144829 -1) :pi true. -} - -_:bng_826 { - [] 2087; math:notEqualTo 2500 . - (2087 1) math:sum 2088 . - (2 2087) math:product 4174 . - (4174 1) math:sum 4175 . - (4174 2) math:sum 4176 . - (4174 4175 4176) math:product 72772855200 . - (1 72772855200) math:quotient 1.374138746173587e-11 . - (0.03539816339057267 1.374138746173587e-11) math:sum 0.03539816340431406 . - [] 1; math:negation -1 . - (2088 2500 0.03539816340431406 0.03539816340144829 -1) :pi true. -} - -_:bng_827 { - (2087 2500 0.03539816339057267 0.03539816340144829 1) :pi true. -} - -_:bng_828 { - [] 2086; math:notEqualTo 2500 . - (2086 1) math:sum 2087 . - (2 2086) math:product 4172 . - (4172 1) math:sum 4173 . - (4172 2) math:sum 4174 . - (4172 4173 4174) math:product 72668321544 . - (-1 72668321544) math:quotient -1.3761154499688137e-11 . - (0.03539816340433382 -1.3761154499688137e-11) math:sum 0.03539816339057267 . - [] -1; math:negation 1 . - (2087 2500 0.03539816339057267 0.03539816340144829 1) :pi true. -} - -_:bng_829 { - (2086 2500 0.03539816340433382 0.03539816340144829 -1) :pi true. -} - -_:bng_830 { - [] 2085; math:notEqualTo 2500 . - (2085 1) math:sum 2086 . - (2 2085) math:product 4170 . - (4170 1) math:sum 4171 . - (4170 2) math:sum 4172 . - (4170 4171 4172) math:product 72563888040 . - (1 72563888040) math:quotient 1.3780959469106198e-11 . - (0.03539816339055286 1.3780959469106198e-11) math:sum 0.03539816340433382 . - [] 1; math:negation -1 . - (2086 2500 0.03539816340433382 0.03539816340144829 -1) :pi true. -} - -_:bng_831 { - (2085 2500 0.03539816339055286 0.03539816340144829 1) :pi true. -} - -_:bng_832 { - [] 2084; math:notEqualTo 2500 . - (2084 1) math:sum 2085 . - (2 2084) math:product 4168 . - (4168 1) math:sum 4169 . - (4168 2) math:sum 4170 . - (4168 4169 4170) math:product 72459554640 . - (-1 72459554640) math:quotient -1.3800802461018273e-11 . - (0.03539816340435366 -1.3800802461018273e-11) math:sum 0.03539816339055286 . - [] -1; math:negation 1 . - (2085 2500 0.03539816339055286 0.03539816340144829 1) :pi true. -} - -_:bng_833 { - (2084 2500 0.03539816340435366 0.03539816340144829 -1) :pi true. -} - -_:bng_834 { - [] 2083; math:notEqualTo 2500 . - (2083 1) math:sum 2084 . - (2 2083) math:product 4166 . - (4166 1) math:sum 4167 . - (4166 2) math:sum 4168 . - (4166 4167 4168) math:product 72355321296 . - (1 72355321296) math:quotient 1.3820683566714848e-11 . - (0.03539816339053298 1.3820683566714848e-11) math:sum 0.03539816340435366 . - [] 1; math:negation -1 . - (2084 2500 0.03539816340435366 0.03539816340144829 -1) :pi true. -} - -_:bng_835 { - (2083 2500 0.03539816339053298 0.03539816340144829 1) :pi true. -} - -_:bng_836 { - [] 2082; math:notEqualTo 2500 . - (2082 1) math:sum 2083 . - (2 2082) math:product 4164 . - (4164 1) math:sum 4165 . - (4164 2) math:sum 4166 . - (4164 4165 4166) math:product 72251187960 . - (-1 72251187960) math:quotient -1.3840602877749555e-11 . - (0.03539816340437358 -1.3840602877749555e-11) math:sum 0.03539816339053298 . - [] -1; math:negation 1 . - (2083 2500 0.03539816339053298 0.03539816340144829 1) :pi true. -} - -_:bng_837 { - (2082 2500 0.03539816340437358 0.03539816340144829 -1) :pi true. -} - -_:bng_838 { - [] 2081; math:notEqualTo 2500 . - (2081 1) math:sum 2082 . - (2 2081) math:product 4162 . - (4162 1) math:sum 4163 . - (4162 2) math:sum 4164 . - (4162 4163 4164) math:product 72147154584 . - (1 72147154584) math:quotient 1.3860560485940065e-11 . - (0.03539816339051302 1.3860560485940065e-11) math:sum 0.03539816340437358 . - [] 1; math:negation -1 . - (2082 2500 0.03539816340437358 0.03539816340144829 -1) :pi true. -} - -_:bng_839 { - (2081 2500 0.03539816339051302 0.03539816340144829 1) :pi true. -} - -_:bng_840 { - [] 2080; math:notEqualTo 2500 . - (2080 1) math:sum 2081 . - (2 2080) math:product 4160 . - (4160 1) math:sum 4161 . - (4160 2) math:sum 4162 . - (4160 4161 4162) math:product 72043221120 . - (-1 72043221120) math:quotient -1.3880556483368966e-11 . - (0.03539816340439358 -1.3880556483368966e-11) math:sum 0.03539816339051302 . - [] -1; math:negation 1 . - (2081 2500 0.03539816339051302 0.03539816340144829 1) :pi true. -} - -_:bng_841 { - (2080 2500 0.03539816340439358 0.03539816340144829 -1) :pi true. -} - -_:bng_842 { - [] 2079; math:notEqualTo 2500 . - (2079 1) math:sum 2080 . - (2 2079) math:product 4158 . - (4158 1) math:sum 4159 . - (4158 2) math:sum 4160 . - (4158 4159 4160) math:product 71939387520 . - (1 71939387520) math:quotient 1.3900590962384663e-11 . - (0.03539816339049299 1.3900590962384663e-11) math:sum 0.03539816340439358 . - [] 1; math:negation -1 . - (2080 2500 0.03539816340439358 0.03539816340144829 -1) :pi true. -} - -_:bng_843 { - (2079 2500 0.03539816339049299 0.03539816340144829 1) :pi true. -} - -_:bng_844 { - [] 2078; math:notEqualTo 2500 . - (2078 1) math:sum 2079 . - (2 2078) math:product 4156 . - (4156 1) math:sum 4157 . - (4156 2) math:sum 4158 . - (4156 4157 4158) math:product 71835653736 . - (-1 71835653736) math:quotient -1.392066401560227e-11 . - (0.03539816340441365 -1.392066401560227e-11) math:sum 0.03539816339049299 . - [] -1; math:negation 1 . - (2079 2500 0.03539816339049299 0.03539816340144829 1) :pi true. -} - -_:bng_845 { - (2078 2500 0.03539816340441365 0.03539816340144829 -1) :pi true. -} - -_:bng_846 { - [] 2077; math:notEqualTo 2500 . - (2077 1) math:sum 2078 . - (2 2077) math:product 4154 . - (4154 1) math:sum 4155 . - (4154 2) math:sum 4156 . - (4154 4155 4156) math:product 71732019720 . - (1 71732019720) math:quotient 1.3940775735904512e-11 . - (0.03539816339047287 1.3940775735904512e-11) math:sum 0.03539816340441365 . - [] 1; math:negation -1 . - (2078 2500 0.03539816340441365 0.03539816340144829 -1) :pi true. -} - -_:bng_847 { - (2077 2500 0.03539816339047287 0.03539816340144829 1) :pi true. -} - -_:bng_848 { - [] 2076; math:notEqualTo 2500 . - (2076 1) math:sum 2077 . - (2 2076) math:product 4152 . - (4152 1) math:sum 4153 . - (4152 2) math:sum 4154 . - (4152 4153 4154) math:product 71628485424 . - (-1 71628485424) math:quotient -1.3960926216442625e-11 . - (0.0353981634044338 -1.3960926216442625e-11) math:sum 0.03539816339047287 . - [] -1; math:negation 1 . - (2077 2500 0.03539816339047287 0.03539816340144829 1) :pi true. -} - -_:bng_849 { - (2076 2500 0.0353981634044338 0.03539816340144829 -1) :pi true. -} - -_:bng_850 { - [] 2075; math:notEqualTo 2500 . - (2075 1) math:sum 2076 . - (2 2075) math:product 4150 . - (4150 1) math:sum 4151 . - (4150 2) math:sum 4152 . - (4150 4151 4152) math:product 71525050800 . - (1 71525050800) math:quotient 1.398111555063726e-11 . - (0.03539816339045269 1.398111555063726e-11) math:sum 0.0353981634044338 . - [] 1; math:negation -1 . - (2076 2500 0.0353981634044338 0.03539816340144829 -1) :pi true. -} - -_:bng_851 { - (2075 2500 0.03539816339045269 0.03539816340144829 1) :pi true. -} - -_:bng_852 { - [] 2074; math:notEqualTo 2500 . - (2074 1) math:sum 2075 . - (2 2074) math:product 4148 . - (4148 1) math:sum 4149 . - (4148 2) math:sum 4150 . - (4148 4149 4150) math:product 71421715800 . - (-1 71421715800) math:quotient -1.40013438321794e-11 . - (0.03539816340445403 -1.40013438321794e-11) math:sum 0.03539816339045269 . - [] -1; math:negation 1 . - (2075 2500 0.03539816339045269 0.03539816340144829 1) :pi true. -} - -_:bng_853 { - (2074 2500 0.03539816340445403 0.03539816340144829 -1) :pi true. -} - -_:bng_854 { - [] 2073; math:notEqualTo 2500 . - (2073 1) math:sum 2074 . - (2 2073) math:product 4146 . - (4146 1) math:sum 4147 . - (4146 2) math:sum 4148 . - (4146 4147 4148) math:product 71318480376 . - (1 71318480376) math:quotient 1.4021611155031266e-11 . - (0.03539816339043242 1.4021611155031266e-11) math:sum 0.03539816340445403 . - [] 1; math:negation -1 . - (2074 2500 0.03539816340445403 0.03539816340144829 -1) :pi true. -} - -_:bng_855 { - (2073 2500 0.03539816339043242 0.03539816340144829 1) :pi true. -} - -_:bng_856 { - [] 2072; math:notEqualTo 2500 . - (2072 1) math:sum 2073 . - (2 2072) math:product 4144 . - (4144 1) math:sum 4145 . - (4144 2) math:sum 4146 . - (4144 4145 4146) math:product 71215344480 . - (-1 71215344480) math:quotient -1.4041917613427235e-11 . - (0.03539816340447434 -1.4041917613427235e-11) math:sum 0.03539816339043242 . - [] -1; math:negation 1 . - (2073 2500 0.03539816339043242 0.03539816340144829 1) :pi true. -} - -_:bng_857 { - (2072 2500 0.03539816340447434 0.03539816340144829 -1) :pi true. -} - -_:bng_858 { - [] 2071; math:notEqualTo 2500 . - (2071 1) math:sum 2072 . - (2 2071) math:product 4142 . - (4142 1) math:sum 4143 . - (4142 2) math:sum 4144 . - (4142 4143 4144) math:product 71112308064 . - (1 71112308064) math:quotient 1.4062263301874763e-11 . - (0.035398163390412074 1.4062263301874763e-11) math:sum 0.03539816340447434 . - [] 1; math:negation -1 . - (2072 2500 0.03539816340447434 0.03539816340144829 -1) :pi true. -} - -_:bng_859 { - (2071 2500 0.035398163390412074 0.03539816340144829 1) :pi true. -} - -_:bng_860 { - [] 2070; math:notEqualTo 2500 . - (2070 1) math:sum 2071 . - (2 2070) math:product 4140 . - (4140 1) math:sum 4141 . - (4140 2) math:sum 4142 . - (4140 4141 4142) math:product 71009371080 . - (-1 71009371080) math:quotient -1.4082648315155308e-11 . - (0.035398163404494726 -1.4082648315155308e-11) math:sum 0.035398163390412074 . - [] -1; math:negation 1 . - (2071 2500 0.035398163390412074 0.03539816340144829 1) :pi true. -} - -_:bng_861 { - (2070 2500 0.035398163404494726 0.03539816340144829 -1) :pi true. -} - -_:bng_862 { - [] 2069; math:notEqualTo 2500 . - (2069 1) math:sum 2070 . - (2 2069) math:product 4138 . - (4138 1) math:sum 4139 . - (4138 2) math:sum 4140 . - (4138 4139 4140) math:product 70906533480 . - (1 70906533480) math:quotient 1.410307274832525e-11 . - (0.03539816339039165 1.410307274832525e-11) math:sum 0.035398163404494726 . - [] 1; math:negation -1 . - (2070 2500 0.035398163404494726 0.03539816340144829 -1) :pi true. -} - -_:bng_863 { - (2069 2500 0.03539816339039165 0.03539816340144829 1) :pi true. -} - -_:bng_864 { - [] 2068; math:notEqualTo 2500 . - (2068 1) math:sum 2069 . - (2 2068) math:product 4136 . - (4136 1) math:sum 4137 . - (4136 2) math:sum 4138 . - (4136 4137 4138) math:product 70803795216 . - (-1 70803795216) math:quotient -1.4123536696716836e-11 . - (0.03539816340451519 -1.4123536696716836e-11) math:sum 0.03539816339039165 . - [] -1; math:negation 1 . - (2069 2500 0.03539816339039165 0.03539816340144829 1) :pi true. -} - -_:bng_865 { - (2068 2500 0.03539816340451519 0.03539816340144829 -1) :pi true. -} - -_:bng_866 { - [] 2067; math:notEqualTo 2500 . - (2067 1) math:sum 2068 . - (2 2067) math:product 4134 . - (4134 1) math:sum 4135 . - (4134 2) math:sum 4136 . - (4134 4135 4136) math:product 70701156240 . - (1 70701156240) math:quotient 1.4144040255939102e-11 . - (0.03539816339037115 1.4144040255939102e-11) math:sum 0.03539816340451519 . - [] 1; math:negation -1 . - (2068 2500 0.03539816340451519 0.03539816340144829 -1) :pi true. -} - -_:bng_867 { - (2067 2500 0.03539816339037115 0.03539816340144829 1) :pi true. -} - -_:bng_868 { - [] 2066; math:notEqualTo 2500 . - (2066 1) math:sum 2067 . - (2 2066) math:product 4132 . - (4132 1) math:sum 4133 . - (4132 2) math:sum 4134 . - (4132 4133 4134) math:product 70598616504 . - (-1 70598616504) math:quotient -1.4164583521878813e-11 . - (0.035398163404535735 -1.4164583521878813e-11) math:sum 0.03539816339037115 . - [] -1; math:negation 1 . - (2067 2500 0.03539816339037115 0.03539816340144829 1) :pi true. -} - -_:bng_869 { - (2066 2500 0.035398163404535735 0.03539816340144829 -1) :pi true. -} - -_:bng_870 { - [] 2065; math:notEqualTo 2500 . - (2065 1) math:sum 2066 . - (2 2065) math:product 4130 . - (4130 1) math:sum 4131 . - (4130 2) math:sum 4132 . - (4130 4131 4132) math:product 70496175960 . - (1 70496175960) math:quotient 1.4185166590701412e-11 . - (0.03539816339035057 1.4185166590701412e-11) math:sum 0.035398163404535735 . - [] 1; math:negation -1 . - (2066 2500 0.035398163404535735 0.03539816340144829 -1) :pi true. -} - -_:bng_871 { - (2065 2500 0.03539816339035057 0.03539816340144829 1) :pi true. -} - -_:bng_872 { - [] 2064; math:notEqualTo 2500 . - (2064 1) math:sum 2065 . - (2 2064) math:product 4128 . - (4128 1) math:sum 4129 . - (4128 2) math:sum 4130 . - (4128 4129 4130) math:product 70393834560 . - (-1 70393834560) math:quotient -1.4205789558851957e-11 . - (0.03539816340455636 -1.4205789558851957e-11) math:sum 0.03539816339035057 . - [] -1; math:negation 1 . - (2065 2500 0.03539816339035057 0.03539816340144829 1) :pi true. -} - -_:bng_873 { - (2064 2500 0.03539816340455636 0.03539816340144829 -1) :pi true. -} - -_:bng_874 { - [] 2063; math:notEqualTo 2500 . - (2063 1) math:sum 2064 . - (2 2063) math:product 4126 . - (4126 1) math:sum 4127 . - (4126 2) math:sum 4128 . - (4126 4127 4128) math:product 70291592256 . - (1 70291592256) math:quotient 1.4226452523056074e-11 . - (0.035398163390329904 1.4226452523056074e-11) math:sum 0.03539816340455636 . - [] 1; math:negation -1 . - (2064 2500 0.03539816340455636 0.03539816340144829 -1) :pi true. -} - -_:bng_875 { - (2063 2500 0.035398163390329904 0.03539816340144829 1) :pi true. -} - -_:bng_876 { - [] 2062; math:notEqualTo 2500 . - (2062 1) math:sum 2063 . - (2 2062) math:product 4124 . - (4124 1) math:sum 4125 . - (4124 2) math:sum 4126 . - (4124 4125 4126) math:product 70189449000 . - (-1 70189449000) math:quotient -1.4247155580320912e-11 . - (0.03539816340457706 -1.4247155580320912e-11) math:sum 0.035398163390329904 . - [] -1; math:negation 1 . - (2063 2500 0.035398163390329904 0.03539816340144829 1) :pi true. -} - -_:bng_877 { - (2062 2500 0.03539816340457706 0.03539816340144829 -1) :pi true. -} - -_:bng_878 { - [] 2061; math:notEqualTo 2500 . - (2061 1) math:sum 2062 . - (2 2061) math:product 4122 . - (4122 1) math:sum 4123 . - (4122 2) math:sum 4124 . - (4122 4123 4124) math:product 70087404744 . - (1 70087404744) math:quotient 1.4267898827936091e-11 . - (0.03539816339030916 1.4267898827936091e-11) math:sum 0.03539816340457706 . - [] 1; math:negation -1 . - (2062 2500 0.03539816340457706 0.03539816340144829 -1) :pi true. -} - -_:bng_879 { - (2061 2500 0.03539816339030916 0.03539816340144829 1) :pi true. -} - -_:bng_880 { - [] 2060; math:notEqualTo 2500 . - (2060 1) math:sum 2061 . - (2 2060) math:product 4120 . - (4120 1) math:sum 4121 . - (4120 2) math:sum 4122 . - (4120 4121 4122) math:product 69985459440 . - (-1 69985459440) math:quotient -1.4288682363474672e-11 . - (0.035398163404597845 -1.4288682363474672e-11) math:sum 0.03539816339030916 . - [] -1; math:negation 1 . - (2061 2500 0.03539816339030916 0.03539816340144829 1) :pi true. -} - -_:bng_881 { - (2060 2500 0.035398163404597845 0.03539816340144829 -1) :pi true. -} - -_:bng_882 { - [] 2059; math:notEqualTo 2500 . - (2059 1) math:sum 2060 . - (2 2059) math:product 4118 . - (4118 1) math:sum 4119 . - (4118 2) math:sum 4120 . - (4118 4119 4120) math:product 69883613040 . - (1 69883613040) math:quotient 1.4309506284794116e-11 . - (0.03539816339028834 1.4309506284794116e-11) math:sum 0.035398163404597845 . - [] 1; math:negation -1 . - (2060 2500 0.035398163404597845 0.03539816340144829 -1) :pi true. -} - -_:bng_883 { - (2059 2500 0.03539816339028834 0.03539816340144829 1) :pi true. -} - -_:bng_884 { - [] 2058; math:notEqualTo 2500 . - (2058 1) math:sum 2059 . - (2 2058) math:product 4116 . - (4116 1) math:sum 4117 . - (4116 2) math:sum 4118 . - (4116 4117 4118) math:product 69781865496 . - (-1 69781865496) math:quotient -1.4330370690037249e-11 . - (0.03539816340461871 -1.4330370690037249e-11) math:sum 0.03539816339028834 . - [] -1; math:negation 1 . - (2059 2500 0.03539816339028834 0.03539816340144829 1) :pi true. -} - -_:bng_885 { - (2058 2500 0.03539816340461871 0.03539816340144829 -1) :pi true. -} - -_:bng_886 { - [] 2057; math:notEqualTo 2500 . - (2057 1) math:sum 2058 . - (2 2057) math:product 4114 . - (4114 1) math:sum 4115 . - (4114 2) math:sum 4116 . - (4114 4115 4116) math:product 69680216760 . - (1 69680216760) math:quotient 1.4351275677633239e-11 . - (0.03539816339026743 1.4351275677633239e-11) math:sum 0.03539816340461871 . - [] 1; math:negation -1 . - (2058 2500 0.03539816340461871 0.03539816340144829 -1) :pi true. -} - -_:bng_887 { - (2057 2500 0.03539816339026743 0.03539816340144829 1) :pi true. -} - -_:bng_888 { - [] 2056; math:notEqualTo 2500 . - (2056 1) math:sum 2057 . - (2 2056) math:product 4112 . - (4112 1) math:sum 4113 . - (4112 2) math:sum 4114 . - (4112 4113 4114) math:product 69578666784 . - (-1 69578666784) math:quotient -1.437222134629857e-11 . - (0.03539816340463965 -1.437222134629857e-11) math:sum 0.03539816339026743 . - [] -1; math:negation 1 . - (2057 2500 0.03539816339026743 0.03539816340144829 1) :pi true. -} - -_:bng_889 { - (2056 2500 0.03539816340463965 0.03539816340144829 -1) :pi true. -} - -_:bng_890 { - [] 2055; math:notEqualTo 2500 . - (2055 1) math:sum 2056 . - (2 2055) math:product 4110 . - (4110 1) math:sum 4111 . - (4110 2) math:sum 4112 . - (4110 4111 4112) math:product 69477215520 . - (1 69477215520) math:quotient 1.4393207795038013e-11 . - (0.03539816339024644 1.4393207795038013e-11) math:sum 0.03539816340463965 . - [] 1; math:negation -1 . - (2056 2500 0.03539816340463965 0.03539816340144829 -1) :pi true. -} - -_:bng_891 { - (2055 2500 0.03539816339024644 0.03539816340144829 1) :pi true. -} - -_:bng_892 { - [] 2054; math:notEqualTo 2500 . - (2054 1) math:sum 2055 . - (2 2054) math:product 4108 . - (4108 1) math:sum 4109 . - (4108 2) math:sum 4110 . - (4108 4109 4110) math:product 69375862920 . - (-1 69375862920) math:quotient -1.4414235123145622e-11 . - (0.035398163404660676 -1.4414235123145622e-11) math:sum 0.03539816339024644 . - [] -1; math:negation 1 . - (2055 2500 0.03539816339024644 0.03539816340144829 1) :pi true. -} - -_:bng_893 { - (2054 2500 0.035398163404660676 0.03539816340144829 -1) :pi true. -} - -_:bng_894 { - [] 2053; math:notEqualTo 2500 . - (2053 1) math:sum 2054 . - (2 2053) math:product 4106 . - (4106 1) math:sum 4107 . - (4106 2) math:sum 4108 . - (4106 4107 4108) math:product 69274608936 . - (1 69274608936) math:quotient 1.443530343020571e-11 . - (0.035398163390225376 1.443530343020571e-11) math:sum 0.035398163404660676 . - [] 1; math:negation -1 . - (2054 2500 0.035398163404660676 0.03539816340144829 -1) :pi true. -} - -_:bng_895 { - (2053 2500 0.035398163390225376 0.03539816340144829 1) :pi true. -} - -_:bng_896 { - [] 2052; math:notEqualTo 2500 . - (2052 1) math:sum 2053 . - (2 2052) math:product 4104 . - (4104 1) math:sum 4105 . - (4104 2) math:sum 4106 . - (4104 4105 4106) math:product 69173453520 . - (-1 69173453520) math:quotient -1.4456412816093847e-11 . - (0.03539816340468179 -1.4456412816093847e-11) math:sum 0.035398163390225376 . - [] -1; math:negation 1 . - (2053 2500 0.035398163390225376 0.03539816340144829 1) :pi true. -} - -_:bng_897 { - (2052 2500 0.03539816340468179 0.03539816340144829 -1) :pi true. -} - -_:bng_898 { - [] 2051; math:notEqualTo 2500 . - (2051 1) math:sum 2052 . - (2 2051) math:product 4102 . - (4102 1) math:sum 4103 . - (4102 2) math:sum 4104 . - (4102 4103 4104) math:product 69072396624 . - (1 69072396624) math:quotient 1.4477563380977843e-11 . - (0.035398163390204226 1.4477563380977843e-11) math:sum 0.03539816340468179 . - [] 1; math:negation -1 . - (2052 2500 0.03539816340468179 0.03539816340144829 -1) :pi true. -} - -_:bng_899 { - (2051 2500 0.035398163390204226 0.03539816340144829 1) :pi true. -} - -_:bng_900 { - [] 2050; math:notEqualTo 2500 . - (2050 1) math:sum 2051 . - (2 2050) math:product 4100 . - (4100 1) math:sum 4101 . - (4100 2) math:sum 4102 . - (4100 4101 4102) math:product 68971438200 . - (-1 68971438200) math:quotient -1.4498755225318761e-11 . - (0.03539816340470298 -1.4498755225318761e-11) math:sum 0.035398163390204226 . - [] -1; math:negation 1 . - (2051 2500 0.035398163390204226 0.03539816340144829 1) :pi true. -} - -_:bng_901 { - (2050 2500 0.03539816340470298 0.03539816340144829 -1) :pi true. -} - -_:bng_902 { - [] 2049; math:notEqualTo 2500 . - (2049 1) math:sum 2050 . - (2 2049) math:product 4098 . - (4098 1) math:sum 4099 . - (4098 2) math:sum 4100 . - (4098 4099 4100) math:product 68870578200 . - (1 68870578200) math:quotient 1.4519988449871908e-11 . - (0.03539816339018299 1.4519988449871908e-11) math:sum 0.03539816340470298 . - [] 1; math:negation -1 . - (2050 2500 0.03539816340470298 0.03539816340144829 -1) :pi true. -} - -_:bng_903 { - (2049 2500 0.03539816339018299 0.03539816340144829 1) :pi true. -} - -_:bng_904 { - [] 2048; math:notEqualTo 2500 . - (2048 1) math:sum 2049 . - (2 2048) math:product 4096 . - (4096 1) math:sum 4097 . - (4096 2) math:sum 4098 . - (4096 4097 4098) math:product 68769816576 . - (-1 68769816576) math:quotient -1.4541263155687845e-11 . - (0.03539816340472426 -1.4541263155687845e-11) math:sum 0.03539816339018299 . - [] -1; math:negation 1 . - (2049 2500 0.03539816339018299 0.03539816340144829 1) :pi true. -} - -_:bng_905 { - (2048 2500 0.03539816340472426 0.03539816340144829 -1) :pi true. -} - -_:bng_906 { - [] 2047; math:notEqualTo 2500 . - (2047 1) math:sum 2048 . - (2 2047) math:product 4094 . - (4094 1) math:sum 4095 . - (4094 2) math:sum 4096 . - (4094 4095 4096) math:product 68669153280 . - (1 68669153280) math:quotient 1.4562579444113395e-11 . - (0.03539816339016168 1.4562579444113395e-11) math:sum 0.03539816340472426 . - [] 1; math:negation -1 . - (2048 2500 0.03539816340472426 0.03539816340144829 -1) :pi true. -} - -_:bng_907 { - (2047 2500 0.03539816339016168 0.03539816340144829 1) :pi true. -} - -_:bng_908 { - [] 2046; math:notEqualTo 2500 . - (2046 1) math:sum 2047 . - (2 2046) math:product 4092 . - (4092 1) math:sum 4093 . - (4092 2) math:sum 4094 . - (4092 4093 4094) math:product 68568588264 . - (-1 68568588264) math:quotient -1.4583937416792666e-11 . - (0.035398163404745615 -1.4583937416792666e-11) math:sum 0.03539816339016168 . - [] -1; math:negation 1 . - (2047 2500 0.03539816339016168 0.03539816340144829 1) :pi true. -} - -_:bng_909 { - (2046 2500 0.035398163404745615 0.03539816340144829 -1) :pi true. -} - -_:bng_910 { - [] 2045; math:notEqualTo 2500 . - (2045 1) math:sum 2046 . - (2 2045) math:product 4090 . - (4090 1) math:sum 4091 . - (4090 2) math:sum 4092 . - (4090 4091 4092) math:product 68468121480 . - (1 68468121480) math:quotient 1.4605337175668048e-11 . - (0.03539816339014028 1.4605337175668048e-11) math:sum 0.035398163404745615 . - [] 1; math:negation -1 . - (2046 2500 0.035398163404745615 0.03539816340144829 -1) :pi true. -} - -_:bng_911 { - (2045 2500 0.03539816339014028 0.03539816340144829 1) :pi true. -} - -_:bng_912 { - [] 2044; math:notEqualTo 2500 . - (2044 1) math:sum 2045 . - (2 2044) math:product 4088 . - (4088 1) math:sum 4089 . - (4088 2) math:sum 4090 . - (4088 4089 4090) math:product 68367752880 . - (-1 68367752880) math:quotient -1.462677882298126e-11 . - (0.035398163404767057 -1.462677882298126e-11) math:sum 0.03539816339014028 . - [] -1; math:negation 1 . - (2045 2500 0.03539816339014028 0.03539816340144829 1) :pi true. -} - -_:bng_913 { - (2044 2500 0.035398163404767057 0.03539816340144829 -1) :pi true. -} - -_:bng_914 { - [] 2043; math:notEqualTo 2500 . - (2043 1) math:sum 2044 . - (2 2043) math:product 4086 . - (4086 1) math:sum 4087 . - (4086 2) math:sum 4088 . - (4086 4087 4088) math:product 68267482416 . - (1 68267482416) math:quotient 1.4648262461274355e-11 . - (0.035398163390118795 1.4648262461274355e-11) math:sum 0.035398163404767057 . - [] 1; math:negation -1 . - (2044 2500 0.035398163404767057 0.03539816340144829 -1) :pi true. -} - -_:bng_915 { - (2043 2500 0.035398163390118795 0.03539816340144829 1) :pi true. -} - -_:bng_916 { - [] 2042; math:notEqualTo 2500 . - (2042 1) math:sum 2043 . - (2 2042) math:product 4084 . - (4084 1) math:sum 4085 . - (4084 2) math:sum 4086 . - (4084 4085 4086) math:product 68167310040 . - (-1 68167310040) math:quotient -1.466978819339077e-11 . - (0.03539816340478858 -1.466978819339077e-11) math:sum 0.035398163390118795 . - [] -1; math:negation 1 . - (2043 2500 0.035398163390118795 0.03539816340144829 1) :pi true. -} - -_:bng_917 { - (2042 2500 0.03539816340478858 0.03539816340144829 -1) :pi true. -} - -_:bng_918 { - [] 2041; math:notEqualTo 2500 . - (2041 1) math:sum 2042 . - (2 2041) math:product 4082 . - (4082 1) math:sum 4083 . - (4082 2) math:sum 4084 . - (4082 4083 4084) math:product 68067235704 . - (1 68067235704) math:quotient 1.4691356122476333e-11 . - (0.03539816339009722 1.4691356122476333e-11) math:sum 0.03539816340478858 . - [] 1; math:negation -1 . - (2042 2500 0.03539816340478858 0.03539816340144829 -1) :pi true. -} - -_:bng_919 { - (2041 2500 0.03539816339009722 0.03539816340144829 1) :pi true. -} - -_:bng_920 { - [] 2040; math:notEqualTo 2500 . - (2040 1) math:sum 2041 . - (2 2040) math:product 4080 . - (4080 1) math:sum 4081 . - (4080 2) math:sum 4082 . - (4080 4081 4082) math:product 67967259360 . - (-1 67967259360) math:quotient -1.4712966351980327e-11 . - (0.03539816340481019 -1.4712966351980327e-11) math:sum 0.03539816339009722 . - [] -1; math:negation 1 . - (2041 2500 0.03539816339009722 0.03539816340144829 1) :pi true. -} - -_:bng_921 { - (2040 2500 0.03539816340481019 0.03539816340144829 -1) :pi true. -} - -_:bng_922 { - [] 2039; math:notEqualTo 2500 . - (2039 1) math:sum 2040 . - (2 2039) math:product 4078 . - (4078 1) math:sum 4079 . - (4078 2) math:sum 4080 . - (4078 4079 4080) math:product 67867380960 . - (1 67867380960) math:quotient 1.473461898565652e-11 . - (0.03539816339007557 1.473461898565652e-11) math:sum 0.03539816340481019 . - [] 1; math:negation -1 . - (2040 2500 0.03539816340481019 0.03539816340144829 -1) :pi true. -} - -_:bng_923 { - (2039 2500 0.03539816339007557 0.03539816340144829 1) :pi true. -} - -_:bng_924 { - [] 2038; math:notEqualTo 2500 . - (2038 1) math:sum 2039 . - (2 2038) math:product 4076 . - (4076 1) math:sum 4077 . - (4076 2) math:sum 4078 . - (4076 4077 4078) math:product 67767600456 . - (-1 67767600456) math:quotient -1.4756314127564215e-11 . - (0.03539816340483189 -1.4756314127564215e-11) math:sum 0.03539816339007557 . - [] -1; math:negation 1 . - (2039 2500 0.03539816339007557 0.03539816340144829 1) :pi true. -} - -_:bng_925 { - (2038 2500 0.03539816340483189 0.03539816340144829 -1) :pi true. -} - -_:bng_926 { - [] 2037; math:notEqualTo 2500 . - (2037 1) math:sum 2038 . - (2 2037) math:product 4074 . - (4074 1) math:sum 4075 . - (4074 2) math:sum 4076 . - (4074 4075 4076) math:product 67667917800 . - (1 67667917800) math:quotient 1.477805188206929e-11 . - (0.03539816339005383 1.477805188206929e-11) math:sum 0.03539816340483189 . - [] 1; math:negation -1 . - (2038 2500 0.03539816340483189 0.03539816340144829 -1) :pi true. -} - -_:bng_927 { - (2037 2500 0.03539816339005383 0.03539816340144829 1) :pi true. -} - -_:bng_928 { - [] 2036; math:notEqualTo 2500 . - (2036 1) math:sum 2037 . - (2 2036) math:product 4072 . - (4072 1) math:sum 4073 . - (4072 2) math:sum 4074 . - (4072 4073 4074) math:product 67568332944 . - (-1 67568332944) math:quotient -1.4799832353845264e-11 . - (0.03539816340485367 -1.4799832353845264e-11) math:sum 0.03539816339005383 . - [] -1; math:negation 1 . - (2037 2500 0.03539816339005383 0.03539816340144829 1) :pi true. -} - -_:bng_929 { - (2036 2500 0.03539816340485367 0.03539816340144829 -1) :pi true. -} - -_:bng_930 { - [] 2035; math:notEqualTo 2500 . - (2035 1) math:sum 2036 . - (2 2035) math:product 4070 . - (4070 1) math:sum 4071 . - (4070 2) math:sum 4072 . - (4070 4071 4072) math:product 67468845840 . - (1 67468845840) math:quotient 1.4821655647874354e-11 . - (0.03539816339003201 1.4821655647874354e-11) math:sum 0.03539816340485367 . - [] 1; math:negation -1 . - (2036 2500 0.03539816340485367 0.03539816340144829 -1) :pi true. -} - -_:bng_931 { - (2035 2500 0.03539816339003201 0.03539816340144829 1) :pi true. -} - -_:bng_932 { - [] 2034; math:notEqualTo 2500 . - (2034 1) math:sum 2035 . - (2 2034) math:product 4068 . - (4068 1) math:sum 4069 . - (4068 2) math:sum 4070 . - (4068 4069 4070) math:product 67369456440 . - (-1 67369456440) math:quotient -1.4843521869448528e-11 . - (0.03539816340487553 -1.4843521869448528e-11) math:sum 0.03539816339003201 . - [] -1; math:negation 1 . - (2035 2500 0.03539816339003201 0.03539816340144829 1) :pi true. -} - -_:bng_933 { - (2034 2500 0.03539816340487553 0.03539816340144829 -1) :pi true. -} - -_:bng_934 { - [] 2033; math:notEqualTo 2500 . - (2033 1) math:sum 2034 . - (2 2033) math:product 4066 . - (4066 1) math:sum 4067 . - (4066 2) math:sum 4068 . - (4066 4067 4068) math:product 67270164696 . - (1 67270164696) math:quotient 1.486543112417059e-11 . - (0.035398163390010104 1.486543112417059e-11) math:sum 0.03539816340487553 . - [] 1; math:negation -1 . - (2034 2500 0.03539816340487553 0.03539816340144829 -1) :pi true. -} - -_:bng_935 { - (2033 2500 0.035398163390010104 0.03539816340144829 1) :pi true. -} - -_:bng_936 { - [] 2032; math:notEqualTo 2500 . - (2032 1) math:sum 2033 . - (2 2032) math:product 4064 . - (4064 1) math:sum 4065 . - (4064 2) math:sum 4066 . - (4064 4065 4066) math:product 67170970560 . - (-1 67170970560) math:quotient -1.488738351795523e-11 . - (0.03539816340489749 -1.488738351795523e-11) math:sum 0.035398163390010104 . - [] -1; math:negation 1 . - (2033 2500 0.035398163390010104 0.03539816340144829 1) :pi true. -} - -_:bng_937 { - (2032 2500 0.03539816340489749 0.03539816340144829 -1) :pi true. -} - -_:bng_938 { - [] 2031; math:notEqualTo 2500 . - (2031 1) math:sum 2032 . - (2 2031) math:product 4062 . - (4062 1) math:sum 4063 . - (4062 2) math:sum 4064 . - (4062 4063 4064) math:product 67071873984 . - (1 67071873984) math:quotient 1.4909379157030116e-11 . - (0.03539816338998811 1.4909379157030116e-11) math:sum 0.03539816340489749 . - [] 1; math:negation -1 . - (2032 2500 0.03539816340489749 0.03539816340144829 -1) :pi true. -} - -_:bng_939 { - (2031 2500 0.03539816338998811 0.03539816340144829 1) :pi true. -} - -_:bng_940 { - [] 2030; math:notEqualTo 2500 . - (2030 1) math:sum 2031 . - (2 2030) math:product 4060 . - (4060 1) math:sum 4061 . - (4060 2) math:sum 4062 . - (4060 4061 4062) math:product 66972874920 . - (-1 66972874920) math:quotient -1.493141814793696e-11 . - (0.035398163404919525 -1.493141814793696e-11) math:sum 0.03539816338998811 . - [] -1; math:negation 1 . - (2031 2500 0.03539816338998811 0.03539816340144829 1) :pi true. -} - -_:bng_941 { - (2030 2500 0.035398163404919525 0.03539816340144829 -1) :pi true. -} - -_:bng_942 { - [] 2029; math:notEqualTo 2500 . - (2029 1) math:sum 2030 . - (2 2029) math:product 4058 . - (4058 1) math:sum 4059 . - (4058 2) math:sum 4060 . - (4058 4059 4060) math:product 66873973320 . - (1 66873973320) math:quotient 1.4953500597532613e-11 . - (0.03539816338996602 1.4953500597532613e-11) math:sum 0.035398163404919525 . - [] 1; math:negation -1 . - (2030 2500 0.035398163404919525 0.03539816340144829 -1) :pi true. -} - -_:bng_943 { - (2029 2500 0.03539816338996602 0.03539816340144829 1) :pi true. -} - -_:bng_944 { - [] 2028; math:notEqualTo 2500 . - (2028 1) math:sum 2029 . - (2 2028) math:product 4056 . - (4056 1) math:sum 4057 . - (4056 2) math:sum 4058 . - (4056 4057 4058) math:product 66775169136 . - (-1 66775169136) math:quotient -1.497562661299015e-11 . - (0.035398163404941646 -1.497562661299015e-11) math:sum 0.03539816338996602 . - [] -1; math:negation 1 . - (2029 2500 0.03539816338996602 0.03539816340144829 1) :pi true. -} - -_:bng_945 { - (2028 2500 0.035398163404941646 0.03539816340144829 -1) :pi true. -} - -_:bng_946 { - [] 2027; math:notEqualTo 2500 . - (2027 1) math:sum 2028 . - (2 2027) math:product 4054 . - (4054 1) math:sum 4055 . - (4054 2) math:sum 4056 . - (4054 4055 4056) math:product 66676462320 . - (1 66676462320) math:quotient 1.4997796301799956e-11 . - (0.03539816338994385 1.4997796301799956e-11) math:sum 0.035398163404941646 . - [] 1; math:negation -1 . - (2028 2500 0.035398163404941646 0.03539816340144829 -1) :pi true. -} - -_:bng_947 { - (2027 2500 0.03539816338994385 0.03539816340144829 1) :pi true. -} - -_:bng_948 { - [] 2026; math:notEqualTo 2500 . - (2026 1) math:sum 2027 . - (2 2026) math:product 4052 . - (4052 1) math:sum 4053 . - (4052 2) math:sum 4054 . - (4052 4053 4054) math:product 66577852824 . - (-1 66577852824) math:quotient -1.502000977177083e-11 . - (0.035398163404963864 -1.502000977177083e-11) math:sum 0.03539816338994385 . - [] -1; math:negation 1 . - (2027 2500 0.03539816338994385 0.03539816340144829 1) :pi true. -} - -_:bng_949 { - (2026 2500 0.035398163404963864 0.03539816340144829 -1) :pi true. -} - -_:bng_950 { - [] 2025; math:notEqualTo 2500 . - (2025 1) math:sum 2026 . - (2 2025) math:product 4050 . - (4050 1) math:sum 4051 . - (4050 2) math:sum 4052 . - (4050 4051 4052) math:product 66479340600 . - (1 66479340600) math:quotient 1.504226713103108e-11 . - (0.0353981633899216 1.504226713103108e-11) math:sum 0.035398163404963864 . - [] 1; math:negation -1 . - (2026 2500 0.035398163404963864 0.03539816340144829 -1) :pi true. -} - -_:bng_951 { - (2025 2500 0.0353981633899216 0.03539816340144829 1) :pi true. -} - -_:bng_952 { - [] 2024; math:notEqualTo 2500 . - (2024 1) math:sum 2025 . - (2 2024) math:product 4048 . - (4048 1) math:sum 4049 . - (4048 2) math:sum 4050 . - (4048 4049 4050) math:product 66380925600 . - (-1 66380925600) math:quotient -1.5064568488029638e-11 . - (0.035398163404986166 -1.5064568488029638e-11) math:sum 0.0353981633899216 . - [] -1; math:negation 1 . - (2025 2500 0.0353981633899216 0.03539816340144829 1) :pi true. -} - -_:bng_953 { - (2024 2500 0.035398163404986166 0.03539816340144829 -1) :pi true. -} - -_:bng_954 { - [] 2023; math:notEqualTo 2500 . - (2023 1) math:sum 2024 . - (2 2023) math:product 4046 . - (4046 1) math:sum 4047 . - (4046 2) math:sum 4048 . - (4046 4047 4048) math:product 66282607776 . - (1 66282607776) math:quotient 1.5086913951537164e-11 . - (0.035398163389899255 1.5086913951537164e-11) math:sum 0.035398163404986166 . - [] 1; math:negation -1 . - (2024 2500 0.035398163404986166 0.03539816340144829 -1) :pi true. -} - -_:bng_955 { - (2023 2500 0.035398163389899255 0.03539816340144829 1) :pi true. -} - -_:bng_956 { - [] 2022; math:notEqualTo 2500 . - (2022 1) math:sum 2023 . - (2 2022) math:product 4044 . - (4044 1) math:sum 4045 . - (4044 2) math:sum 4046 . - (4044 4045 4046) math:product 66184387080 . - (-1 66184387080) math:quotient -1.5109303630647144e-11 . - (0.03539816340500856 -1.5109303630647144e-11) math:sum 0.035398163389899255 . - [] -1; math:negation 1 . - (2023 2500 0.035398163389899255 0.03539816340144829 1) :pi true. -} - -_:bng_957 { - (2022 2500 0.03539816340500856 0.03539816340144829 -1) :pi true. -} - -_:bng_958 { - [] 2021; math:notEqualTo 2500 . - (2021 1) math:sum 2022 . - (2 2021) math:product 4042 . - (4042 1) math:sum 4043 . - (4042 2) math:sum 4044 . - (4042 4043 4044) math:product 66086263464 . - (1 66086263464) math:quotient 1.5131737634777046e-11 . - (0.03539816338987682 1.5131737634777046e-11) math:sum 0.03539816340500856 . - [] 1; math:negation -1 . - (2022 2500 0.03539816340500856 0.03539816340144829 -1) :pi true. -} - -_:bng_959 { - (2021 2500 0.03539816338987682 0.03539816340144829 1) :pi true. -} - -_:bng_960 { - [] 2020; math:notEqualTo 2500 . - (2020 1) math:sum 2021 . - (2 2020) math:product 4040 . - (4040 1) math:sum 4041 . - (4040 2) math:sum 4042 . - (4040 4041 4042) math:product 65988236880 . - (-1 65988236880) math:quotient -1.51542160736694e-11 . - (0.03539816340503104 -1.51542160736694e-11) math:sum 0.03539816338987682 . - [] -1; math:negation 1 . - (2021 2500 0.03539816338987682 0.03539816340144829 1) :pi true. -} - -_:bng_961 { - (2020 2500 0.03539816340503104 0.03539816340144829 -1) :pi true. -} - -_:bng_962 { - [] 2019; math:notEqualTo 2500 . - (2019 1) math:sum 2020 . - (2 2019) math:product 4038 . - (4038 1) math:sum 4039 . - (4038 2) math:sum 4040 . - (4038 4039 4040) math:product 65890307280 . - (1 65890307280) math:quotient 1.5176739057392965e-11 . - (0.0353981633898543 1.5176739057392965e-11) math:sum 0.03539816340503104 . - [] 1; math:negation -1 . - (2020 2500 0.03539816340503104 0.03539816340144829 -1) :pi true. -} - -_:bng_963 { - (2019 2500 0.0353981633898543 0.03539816340144829 1) :pi true. -} - -_:bng_964 { - [] 2018; math:notEqualTo 2500 . - (2018 1) math:sum 2019 . - (2 2018) math:product 4036 . - (4036 1) math:sum 4037 . - (4036 2) math:sum 4038 . - (4036 4037 4038) math:product 65792474616 . - (-1 65792474616) math:quotient -1.5199306696343826e-11 . - (0.035398163405053605 -1.5199306696343826e-11) math:sum 0.0353981633898543 . - [] -1; math:negation 1 . - (2019 2500 0.0353981633898543 0.03539816340144829 1) :pi true. -} - -_:bng_965 { - (2018 2500 0.035398163405053605 0.03539816340144829 -1) :pi true. -} - -_:bng_966 { - [] 2017; math:notEqualTo 2500 . - (2017 1) math:sum 2018 . - (2 2017) math:product 4034 . - (4034 1) math:sum 4035 . - (4034 2) math:sum 4036 . - (4034 4035 4036) math:product 65694738840 . - (1 65694738840) math:quotient 1.5221919101246554e-11 . - (0.035398163389831684 1.5221919101246554e-11) math:sum 0.035398163405053605 . - [] 1; math:negation -1 . - (2018 2500 0.035398163405053605 0.03539816340144829 -1) :pi true. -} - -_:bng_967 { - (2017 2500 0.035398163389831684 0.03539816340144829 1) :pi true. -} - -_:bng_968 { - [] 2016; math:notEqualTo 2500 . - (2016 1) math:sum 2017 . - (2 2016) math:product 4032 . - (4032 1) math:sum 4033 . - (4032 2) math:sum 4034 . - (4032 4033 4034) math:product 65597099904 . - (-1 65597099904) math:quotient -1.5244576383155342e-11 . - (0.03539816340507626 -1.5244576383155342e-11) math:sum 0.035398163389831684 . - [] -1; math:negation 1 . - (2017 2500 0.035398163389831684 0.03539816340144829 1) :pi true. -} - -_:bng_969 { - (2016 2500 0.03539816340507626 0.03539816340144829 -1) :pi true. -} - -_:bng_970 { - [] 2015; math:notEqualTo 2500 . - (2015 1) math:sum 2016 . - (2 2015) math:product 4030 . - (4030 1) math:sum 4031 . - (4030 2) math:sum 4032 . - (4030 4031 4032) math:product 65499557760 . - (1 65499557760) math:quotient 1.526727865345514e-11 . - (0.03539816338980898 1.526727865345514e-11) math:sum 0.03539816340507626 . - [] 1; math:negation -1 . - (2016 2500 0.03539816340507626 0.03539816340144829 -1) :pi true. -} - -_:bng_971 { - (2015 2500 0.03539816338980898 0.03539816340144829 1) :pi true. -} - -_:bng_972 { - [] 2014; math:notEqualTo 2500 . - (2014 1) math:sum 2015 . - (2 2014) math:product 4028 . - (4028 1) math:sum 4029 . - (4028 2) math:sum 4030 . - (4028 4029 4030) math:product 65402112360 . - (-1 65402112360) math:quotient -1.5290026023862818e-11 . - (0.035398163405099006 -1.5290026023862818e-11) math:sum 0.03539816338980898 . - [] -1; math:negation 1 . - (2015 2500 0.03539816338980898 0.03539816340144829 1) :pi true. -} - -_:bng_973 { - (2014 2500 0.035398163405099006 0.03539816340144829 -1) :pi true. -} - -_:bng_974 { - [] 2013; math:notEqualTo 2500 . - (2013 1) math:sum 2014 . - (2 2013) math:product 4026 . - (4026 1) math:sum 4027 . - (4026 2) math:sum 4028 . - (4026 4027 4028) math:product 65304763656 . - (1 65304763656) math:quotient 1.531281860642831e-11 . - (0.035398163389786186 1.531281860642831e-11) math:sum 0.035398163405099006 . - [] 1; math:negation -1 . - (2014 2500 0.035398163405099006 0.03539816340144829 -1) :pi true. -} - -_:bng_975 { - (2013 2500 0.035398163389786186 0.03539816340144829 1) :pi true. -} - -_:bng_976 { - [] 2012; math:notEqualTo 2500 . - (2012 1) math:sum 2013 . - (2 2012) math:product 4024 . - (4024 1) math:sum 4025 . - (4024 2) math:sum 4026 . - (4024 4025 4026) math:product 65207511600 . - (-1 65207511600) math:quotient -1.5335656513535782e-11 . - (0.03539816340512184 -1.5335656513535782e-11) math:sum 0.035398163389786186 . - [] -1; math:negation 1 . - (2013 2500 0.035398163389786186 0.03539816340144829 1) :pi true. -} - -_:bng_977 { - (2012 2500 0.03539816340512184 0.03539816340144829 -1) :pi true. -} - -_:bng_978 { - [] 2011; math:notEqualTo 2500 . - (2011 1) math:sum 2012 . - (2 2011) math:product 4022 . - (4022 1) math:sum 4023 . - (4022 2) math:sum 4024 . - (4022 4023 4024) math:product 65110356144 . - (1 65110356144) math:quotient 1.5358539857904788e-11 . - (0.0353981633897633 1.5358539857904788e-11) math:sum 0.03539816340512184 . - [] 1; math:negation -1 . - (2012 2500 0.03539816340512184 0.03539816340144829 -1) :pi true. -} - -_:bng_979 { - (2011 2500 0.0353981633897633 0.03539816340144829 1) :pi true. -} - -_:bng_980 { - [] 2010; math:notEqualTo 2500 . - (2010 1) math:sum 2011 . - (2 2010) math:product 4020 . - (4020 1) math:sum 4021 . - (4020 2) math:sum 4022 . - (4020 4021 4022) math:product 65013297240 . - (-1 65013297240) math:quotient -1.538146875259145e-11 . - (0.03539816340514477 -1.538146875259145e-11) math:sum 0.0353981633897633 . - [] -1; math:negation 1 . - (2011 2500 0.0353981633897633 0.03539816340144829 1) :pi true. -} - -_:bng_981 { - (2010 2500 0.03539816340514477 0.03539816340144829 -1) :pi true. -} - -_:bng_982 { - [] 2009; math:notEqualTo 2500 . - (2009 1) math:sum 2010 . - (2 2009) math:product 4018 . - (4018 1) math:sum 4019 . - (4018 2) math:sum 4020 . - (4018 4019 4020) math:product 64916334840 . - (1 64916334840) math:quotient 1.5404443310989614e-11 . - (0.03539816338974033 1.5404443310989614e-11) math:sum 0.03539816340514477 . - [] 1; math:negation -1 . - (2010 2500 0.03539816340514477 0.03539816340144829 -1) :pi true. -} - -_:bng_983 { - (2009 2500 0.03539816338974033 0.03539816340144829 1) :pi true. -} - -_:bng_984 { - [] 2008; math:notEqualTo 2500 . - (2008 1) math:sum 2009 . - (2 2008) math:product 4016 . - (4016 1) math:sum 4017 . - (4016 2) math:sum 4018 . - (4016 4017 4018) math:product 64819468896 . - (-1 64819468896) math:quotient -1.5427463646832037e-11 . - (0.03539816340516779 -1.5427463646832037e-11) math:sum 0.03539816338974033 . - [] -1; math:negation 1 . - (2009 2500 0.03539816338974033 0.03539816340144829 1) :pi true. -} - -_:bng_985 { - (2008 2500 0.03539816340516779 0.03539816340144829 -1) :pi true. -} - -_:bng_986 { - [] 2007; math:notEqualTo 2500 . - (2007 1) math:sum 2008 . - (2 2007) math:product 4014 . - (4014 1) math:sum 4015 . - (4014 2) math:sum 4016 . - (4014 4015 4016) math:product 64722699360 . - (1 64722699360) math:quotient 1.5450529874191575e-11 . - (0.03539816338971726 1.5450529874191575e-11) math:sum 0.03539816340516779 . - [] 1; math:negation -1 . - (2008 2500 0.03539816340516779 0.03539816340144829 -1) :pi true. -} - -_:bng_987 { - (2007 2500 0.03539816338971726 0.03539816340144829 1) :pi true. -} - -_:bng_988 { - [] 2006; math:notEqualTo 2500 . - (2006 1) math:sum 2007 . - (2 2006) math:product 4012 . - (4012 1) math:sum 4013 . - (4012 2) math:sum 4014 . - (4012 4013 4014) math:product 64626026184 . - (-1 64626026184) math:quotient -1.547364210748236e-11 . - (0.035398163405190905 -1.547364210748236e-11) math:sum 0.03539816338971726 . - [] -1; math:negation 1 . - (2007 2500 0.03539816338971726 0.03539816340144829 1) :pi true. -} - -_:bng_989 { - (2006 2500 0.035398163405190905 0.03539816340144829 -1) :pi true. -} - -_:bng_990 { - [] 2005; math:notEqualTo 2500 . - (2005 1) math:sum 2006 . - (2 2005) math:product 4010 . - (4010 1) math:sum 4011 . - (4010 2) math:sum 4012 . - (4010 4011 4012) math:product 64529449320 . - (1 64529449320) math:quotient 1.5496800461460996e-11 . - (0.03539816338969411 1.5496800461460996e-11) math:sum 0.035398163405190905 . - [] 1; math:negation -1 . - (2006 2500 0.035398163405190905 0.03539816340144829 -1) :pi true. -} - -_:bng_991 { - (2005 2500 0.03539816338969411 0.03539816340144829 1) :pi true. -} - -_:bng_992 { - [] 2004; math:notEqualTo 2500 . - (2004 1) math:sum 2005 . - (2 2004) math:product 4008 . - (4008 1) math:sum 4009 . - (4008 2) math:sum 4010 . - (4008 4009 4010) math:product 64432968720 . - (-1 64432968720) math:quotient -1.5520005051227756e-11 . - (0.03539816340521411 -1.5520005051227756e-11) math:sum 0.03539816338969411 . - [] -1; math:negation 1 . - (2005 2500 0.03539816338969411 0.03539816340144829 1) :pi true. -} - -_:bng_993 { - (2004 2500 0.03539816340521411 0.03539816340144829 -1) :pi true. -} - -_:bng_994 { - [] 2003; math:notEqualTo 2500 . - (2003 1) math:sum 2004 . - (2 2003) math:product 4006 . - (4006 1) math:sum 4007 . - (4006 2) math:sum 4008 . - (4006 4007 4008) math:product 64336584336 . - (1 64336584336) math:quotient 1.554325599222778e-11 . - (0.035398163389670854 1.554325599222778e-11) math:sum 0.03539816340521411 . - [] 1; math:negation -1 . - (2004 2500 0.03539816340521411 0.03539816340144829 -1) :pi true. -} - -_:bng_995 { - (2003 2500 0.035398163389670854 0.03539816340144829 1) :pi true. -} - -_:bng_996 { - [] 2002; math:notEqualTo 2500 . - (2002 1) math:sum 2003 . - (2 2002) math:product 4004 . - (4004 1) math:sum 4005 . - (4004 2) math:sum 4006 . - (4004 4005 4006) math:product 64240296120 . - (-1 64240296120) math:quotient -1.556655340025229e-11 . - (0.03539816340523741 -1.556655340025229e-11) math:sum 0.035398163389670854 . - [] -1; math:negation 1 . - (2003 2500 0.035398163389670854 0.03539816340144829 1) :pi true. -} - -_:bng_997 { - (2002 2500 0.03539816340523741 0.03539816340144829 -1) :pi true. -} - -_:bng_998 { - [] 2001; math:notEqualTo 2500 . - (2001 1) math:sum 2002 . - (2 2001) math:product 4002 . - (4002 1) math:sum 4003 . - (4002 2) math:sum 4004 . - (4002 4003 4004) math:product 64144104024 . - (1 64144104024) math:quotient 1.558989739143979e-11 . - (0.03539816338964751 1.558989739143979e-11) math:sum 0.03539816340523741 . - [] 1; math:negation -1 . - (2002 2500 0.03539816340523741 0.03539816340144829 -1) :pi true. -} - -_:bng_999 { - (2001 2500 0.03539816338964751 0.03539816340144829 1) :pi true. -} - -_:bng_1000 { - [] 2000; math:notEqualTo 2500 . - (2000 1) math:sum 2001 . - (2 2000) math:product 4000 . - (4000 1) math:sum 4001 . - (4000 2) math:sum 4002 . - (4000 4001 4002) math:product 64048008000 . - (-1 64048008000) math:quotient -1.561328808227728e-11 . - (0.0353981634052608 -1.561328808227728e-11) math:sum 0.03539816338964751 . - [] -1; math:negation 1 . - (2001 2500 0.03539816338964751 0.03539816340144829 1) :pi true. -} - -_:bng_1001 { - (2000 2500 0.0353981634052608 0.03539816340144829 -1) :pi true. -} - -_:bng_1002 { - [] 1999; math:notEqualTo 2500 . - (1999 1) math:sum 2000 . - (2 1999) math:product 3998 . - (3998 1) math:sum 3999 . - (3998 2) math:sum 4000 . - (3998 3999 4000) math:product 63952008000 . - (1 63952008000) math:quotient 1.5636725589601503e-11 . - (0.03539816338962407 1.5636725589601503e-11) math:sum 0.0353981634052608 . - [] 1; math:negation -1 . - (2000 2500 0.0353981634052608 0.03539816340144829 -1) :pi true. -} - -_:bng_1003 { - (1999 2500 0.03539816338962407 0.03539816340144829 1) :pi true. -} - -_:bng_1004 { - [] 1998; math:notEqualTo 2500 . - (1998 1) math:sum 1999 . - (2 1998) math:product 3996 . - (3996 1) math:sum 3997 . - (3996 2) math:sum 3998 . - (3996 3997 3998) math:product 63856103976 . - (-1 63856103976) math:quotient -1.566021003060013e-11 . - (0.03539816340528428 -1.566021003060013e-11) math:sum 0.03539816338962407 . - [] -1; math:negation 1 . - (1999 2500 0.03539816338962407 0.03539816340144829 1) :pi true. -} - -_:bng_1005 { - (1998 2500 0.03539816340528428 0.03539816340144829 -1) :pi true. -} - -_:bng_1006 { - [] 1997; math:notEqualTo 2500 . - (1997 1) math:sum 1998 . - (2 1997) math:product 3994 . - (3994 1) math:sum 3995 . - (3994 2) math:sum 3996 . - (3994 3995 3996) math:product 63760295880 . - (1 63760295880) math:quotient 1.568374152281302e-11 . - (0.03539816338960054 1.568374152281302e-11) math:sum 0.03539816340528428 . - [] 1; math:negation -1 . - (1998 2500 0.03539816340528428 0.03539816340144829 -1) :pi true. -} - -_:bng_1007 { - (1997 2500 0.03539816338960054 0.03539816340144829 1) :pi true. -} - -_:bng_1008 { - [] 1996; math:notEqualTo 2500 . - (1996 1) math:sum 1997 . - (2 1996) math:product 3992 . - (3992 1) math:sum 3993 . - (3992 2) math:sum 3994 . - (3992 3993 3994) math:product 63664583664 . - (-1 63664583664) math:quotient -1.5707320184133452e-11 . - (0.03539816340530786 -1.5707320184133452e-11) math:sum 0.03539816338960054 . - [] -1; math:negation 1 . - (1997 2500 0.03539816338960054 0.03539816340144829 1) :pi true. -} - -_:bng_1009 { - (1996 2500 0.03539816340530786 0.03539816340144829 -1) :pi true. -} - -_:bng_1010 { - [] 1995; math:notEqualTo 2500 . - (1995 1) math:sum 1996 . - (2 1995) math:product 3990 . - (3990 1) math:sum 3991 . - (3990 2) math:sum 3992 . - (3990 3991 3992) math:product 63568967280 . - (1 63568967280) math:quotient 1.5730946132809347e-11 . - (0.035398163389576916 1.5730946132809347e-11) math:sum 0.03539816340530786 . - [] 1; math:negation -1 . - (1996 2500 0.03539816340530786 0.03539816340144829 -1) :pi true. -} - -_:bng_1011 { - (1995 2500 0.035398163389576916 0.03539816340144829 1) :pi true. -} - -_:bng_1012 { - [] 1994; math:notEqualTo 2500 . - (1994 1) math:sum 1995 . - (2 1994) math:product 3988 . - (3988 1) math:sum 3989 . - (3988 2) math:sum 3990 . - (3988 3989 3990) math:product 63473446680 . - (-1 63473446680) math:quotient -1.575461948744454e-11 . - (0.035398163405331536 -1.575461948744454e-11) math:sum 0.035398163389576916 . - [] -1; math:negation 1 . - (1995 2500 0.035398163389576916 0.03539816340144829 1) :pi true. -} - -_:bng_1013 { - (1994 2500 0.035398163405331536 0.03539816340144829 -1) :pi true. -} - -_:bng_1014 { - [] 1993; math:notEqualTo 2500 . - (1993 1) math:sum 1994 . - (2 1993) math:product 3986 . - (3986 1) math:sum 3987 . - (3986 2) math:sum 3988 . - (3986 3987 3988) math:product 63378021816 . - (1 63378021816) math:quotient 1.577834036700001e-11 . - (0.0353981633895532 1.577834036700001e-11) math:sum 0.035398163405331536 . - [] 1; math:negation -1 . - (1994 2500 0.035398163405331536 0.03539816340144829 -1) :pi true. -} - -_:bng_1015 { - (1993 2500 0.0353981633895532 0.03539816340144829 1) :pi true. -} - -_:bng_1016 { - [] 1992; math:notEqualTo 2500 . - (1992 1) math:sum 1993 . - (2 1992) math:product 3984 . - (3984 1) math:sum 3985 . - (3984 2) math:sum 3986 . - (3984 3985 3986) math:product 63282692640 . - (-1 63282692640) math:quotient -1.5802108890795136e-11 . - (0.03539816340535531 -1.5802108890795136e-11) math:sum 0.0353981633895532 . - [] -1; math:negation 1 . - (1993 2500 0.0353981633895532 0.03539816340144829 1) :pi true. -} - -_:bng_1017 { - (1992 2500 0.03539816340535531 0.03539816340144829 -1) :pi true. -} - -_:bng_1018 { - [] 1991; math:notEqualTo 2500 . - (1991 1) math:sum 1992 . - (2 1991) math:product 3982 . - (3982 1) math:sum 3983 . - (3982 2) math:sum 3984 . - (3982 3983 3984) math:product 63187459104 . - (1 63187459104) math:quotient 1.582592517850898e-11 . - (0.035398163389529384 1.582592517850898e-11) math:sum 0.03539816340535531 . - [] 1; math:negation -1 . - (1992 2500 0.03539816340535531 0.03539816340144829 -1) :pi true. -} - -_:bng_1019 { - (1991 2500 0.035398163389529384 0.03539816340144829 1) :pi true. -} - -_:bng_1020 { - [] 1990; math:notEqualTo 2500 . - (1990 1) math:sum 1991 . - (2 1990) math:product 3980 . - (3980 1) math:sum 3981 . - (3980 2) math:sum 3982 . - (3980 3981 3982) math:product 63092321160 . - (-1 63092321160) math:quotient -1.5849789350181516e-11 . - (0.03539816340537917 -1.5849789350181516e-11) math:sum 0.035398163389529384 . - [] -1; math:negation 1 . - (1991 2500 0.035398163389529384 0.03539816340144829 1) :pi true. -} - -_:bng_1021 { - (1990 2500 0.03539816340537917 0.03539816340144829 -1) :pi true. -} - -_:bng_1022 { - [] 1989; math:notEqualTo 2500 . - (1989 1) math:sum 1990 . - (2 1989) math:product 3978 . - (3978 1) math:sum 3979 . - (3978 2) math:sum 3980 . - (3978 3979 3980) math:product 62997278760 . - (1 62997278760) math:quotient 1.587370152621494e-11 . - (0.03539816338950547 1.587370152621494e-11) math:sum 0.03539816340537917 . - [] 1; math:negation -1 . - (1990 2500 0.03539816340537917 0.03539816340144829 -1) :pi true. -} - -_:bng_1023 { - (1989 2500 0.03539816338950547 0.03539816340144829 1) :pi true. -} - -_:bng_1024 { - [] 1988; math:notEqualTo 2500 . - (1988 1) math:sum 1989 . - (2 1988) math:product 3976 . - (3976 1) math:sum 3977 . - (3976 2) math:sum 3978 . - (3976 3977 3978) math:product 62902331856 . - (-1 62902331856) math:quotient -1.589766182737491e-11 . - (0.03539816340540314 -1.589766182737491e-11) math:sum 0.03539816338950547 . - [] -1; math:negation 1 . - (1989 2500 0.03539816338950547 0.03539816340144829 1) :pi true. -} - -_:bng_1025 { - (1988 2500 0.03539816340540314 0.03539816340144829 -1) :pi true. -} - -_:bng_1026 { - [] 1987; math:notEqualTo 2500 . - (1987 1) math:sum 1988 . - (2 1987) math:product 3974 . - (3974 1) math:sum 3975 . - (3974 2) math:sum 3976 . - (3974 3975 3976) math:product 62807480400 . - (1 62807480400) math:quotient 1.5921670374791855e-11 . - (0.035398163389481464 1.5921670374791855e-11) math:sum 0.03539816340540314 . - [] 1; math:negation -1 . - (1988 2500 0.03539816340540314 0.03539816340144829 -1) :pi true. -} - -_:bng_1027 { - (1987 2500 0.035398163389481464 0.03539816340144829 1) :pi true. -} - -_:bng_1028 { - [] 1986; math:notEqualTo 2500 . - (1986 1) math:sum 1987 . - (2 1986) math:product 3972 . - (3972 1) math:sum 3973 . - (3972 2) math:sum 3974 . - (3972 3973 3974) math:product 62712724344 . - (-1 62712724344) math:quotient -1.5945727289962237e-11 . - (0.03539816340542719 -1.5945727289962237e-11) math:sum 0.035398163389481464 . - [] -1; math:negation 1 . - (1987 2500 0.035398163389481464 0.03539816340144829 1) :pi true. -} - -_:bng_1029 { - (1986 2500 0.03539816340542719 0.03539816340144829 -1) :pi true. -} - -_:bng_1030 { - [] 1985; math:notEqualTo 2500 . - (1985 1) math:sum 1986 . - (2 1985) math:product 3970 . - (3970 1) math:sum 3971 . - (3970 2) math:sum 3972 . - (3970 3971 3972) math:product 62618063640 . - (1 62618063640) math:quotient 1.596983269474987e-11 . - (0.03539816338945736 1.596983269474987e-11) math:sum 0.03539816340542719 . - [] 1; math:negation -1 . - (1986 2500 0.03539816340542719 0.03539816340144829 -1) :pi true. -} - -_:bng_1031 { - (1985 2500 0.03539816338945736 0.03539816340144829 1) :pi true. -} - -_:bng_1032 { - [] 1984; math:notEqualTo 2500 . - (1984 1) math:sum 1985 . - (2 1984) math:product 3968 . - (3968 1) math:sum 3969 . - (3968 2) math:sum 3970 . - (3968 3969 3970) math:product 62523498240 . - (-1 62523498240) math:quotient -1.5993986711387183e-11 . - (0.03539816340545134 -1.5993986711387183e-11) math:sum 0.03539816338945736 . - [] -1; math:negation 1 . - (1985 2500 0.03539816338945736 0.03539816340144829 1) :pi true. -} - -_:bng_1033 { - (1984 2500 0.03539816340545134 0.03539816340144829 -1) :pi true. -} - -_:bng_1034 { - [] 1983; math:notEqualTo 2500 . - (1983 1) math:sum 1984 . - (2 1983) math:product 3966 . - (3966 1) math:sum 3967 . - (3966 2) math:sum 3968 . - (3966 3967 3968) math:product 62429028096 . - (1 62429028096) math:quotient 1.6018189462476556e-11 . - (0.035398163389433156 1.6018189462476556e-11) math:sum 0.03539816340545134 . - [] 1; math:negation -1 . - (1984 2500 0.03539816340545134 0.03539816340144829 -1) :pi true. -} - -_:bng_1035 { - (1983 2500 0.035398163389433156 0.03539816340144829 1) :pi true. -} - -_:bng_1036 { - [] 1982; math:notEqualTo 2500 . - (1982 1) math:sum 1983 . - (2 1982) math:product 3964 . - (3964 1) math:sum 3965 . - (3964 2) math:sum 3966 . - (3964 3965 3966) math:product 62334653160 . - (-1 62334653160) math:quotient -1.6042441070991594e-11 . - (0.035398163405475594 -1.6042441070991594e-11) math:sum 0.035398163389433156 . - [] -1; math:negation 1 . - (1983 2500 0.035398163389433156 0.03539816340144829 1) :pi true. -} - -_:bng_1037 { - (1982 2500 0.035398163405475594 0.03539816340144829 -1) :pi true. -} - -_:bng_1038 { - [] 1981; math:notEqualTo 2500 . - (1981 1) math:sum 1982 . - (2 1981) math:product 3962 . - (3962 1) math:sum 3963 . - (3962 2) math:sum 3964 . - (3962 3963 3964) math:product 62240373384 . - (1 62240373384) math:quotient 1.606674166027847e-11 . - (0.035398163389408856 1.606674166027847e-11) math:sum 0.035398163405475594 . - [] 1; math:negation -1 . - (1982 2500 0.035398163405475594 0.03539816340144829 -1) :pi true. -} - -_:bng_1039 { - (1981 2500 0.035398163389408856 0.03539816340144829 1) :pi true. -} - -_:bng_1040 { - [] 1980; math:notEqualTo 2500 . - (1980 1) math:sum 1981 . - (2 1980) math:product 3960 . - (3960 1) math:sum 3961 . - (3960 2) math:sum 3962 . - (3960 3961 3962) math:product 62146188720 . - (-1 62146188720) math:quotient -1.6091091354057215e-11 . - (0.03539816340549995 -1.6091091354057215e-11) math:sum 0.035398163389408856 . - [] -1; math:negation 1 . - (1981 2500 0.035398163389408856 0.03539816340144829 1) :pi true. -} - -_:bng_1041 { - (1980 2500 0.03539816340549995 0.03539816340144829 -1) :pi true. -} - -_:bng_1042 { - [] 1979; math:notEqualTo 2500 . - (1979 1) math:sum 1980 . - (2 1979) math:product 3958 . - (3958 1) math:sum 3959 . - (3958 2) math:sum 3960 . - (3958 3959 3960) math:product 62052099120 . - (1 62052099120) math:quotient 1.611549027642306e-11 . - (0.03539816338938446 1.611549027642306e-11) math:sum 0.03539816340549995 . - [] 1; math:negation -1 . - (1980 2500 0.03539816340549995 0.03539816340144829 -1) :pi true. -} - -_:bng_1043 { - (1979 2500 0.03539816338938446 0.03539816340144829 1) :pi true. -} - -_:bng_1044 { - [] 1978; math:notEqualTo 2500 . - (1978 1) math:sum 1979 . - (2 1978) math:product 3956 . - (3956 1) math:sum 3957 . - (3956 2) math:sum 3958 . - (3956 3957 3958) math:product 61958104536 . - (-1 61958104536) math:quotient -1.613993855184776e-11 . - (0.035398163405524395 -1.613993855184776e-11) math:sum 0.03539816338938446 . - [] -1; math:negation 1 . - (1979 2500 0.03539816338938446 0.03539816340144829 1) :pi true. -} - -_:bng_1045 { - (1978 2500 0.035398163405524395 0.03539816340144829 -1) :pi true. -} - -_:bng_1046 { - [] 1977; math:notEqualTo 2500 . - (1977 1) math:sum 1978 . - (2 1977) math:product 3954 . - (3954 1) math:sum 3955 . - (3954 2) math:sum 3956 . - (3954 3955 3956) math:product 61864204920 . - (1 61864204920) math:quotient 1.6164436305180917e-11 . - (0.03539816338935996 1.6164436305180917e-11) math:sum 0.035398163405524395 . - [] 1; math:negation -1 . - (1978 2500 0.035398163405524395 0.03539816340144829 -1) :pi true. -} - -_:bng_1047 { - (1977 2500 0.03539816338935996 0.03539816340144829 1) :pi true. -} - -_:bng_1048 { - [] 1976; math:notEqualTo 2500 . - (1976 1) math:sum 1977 . - (2 1976) math:product 3952 . - (3952 1) math:sum 3953 . - (3952 2) math:sum 3954 . - (3952 3953 3954) math:product 61770400224 . - (-1 61770400224) math:quotient -1.6188983661651334e-11 . - (0.03539816340554894 -1.6188983661651334e-11) math:sum 0.03539816338935996 . - [] -1; math:negation 1 . - (1977 2500 0.03539816338935996 0.03539816340144829 1) :pi true. -} - -_:bng_1049 { - (1976 2500 0.03539816340554894 0.03539816340144829 -1) :pi true. -} - -_:bng_1050 { - [] 1975; math:notEqualTo 2500 . - (1975 1) math:sum 1976 . - (2 1975) math:product 3950 . - (3950 1) math:sum 3951 . - (3950 2) math:sum 3952 . - (3950 3951 3952) math:product 61676690400 . - (1 61676690400) math:quotient 1.621358074686835e-11 . - (0.03539816338933536 1.621358074686835e-11) math:sum 0.03539816340554894 . - [] 1; math:negation -1 . - (1976 2500 0.03539816340554894 0.03539816340144829 -1) :pi true. -} - -_:bng_1051 { - (1975 2500 0.03539816338933536 0.03539816340144829 1) :pi true. -} - -_:bng_1052 { - [] 1974; math:notEqualTo 2500 . - (1974 1) math:sum 1975 . - (2 1974) math:product 3948 . - (3948 1) math:sum 3949 . - (3948 2) math:sum 3950 . - (3948 3949 3950) math:product 61583075400 . - (-1 61583075400) math:quotient -1.623822768682319e-11 . - (0.035398163405573585 -1.623822768682319e-11) math:sum 0.03539816338933536 . - [] -1; math:negation 1 . - (1975 2500 0.03539816338933536 0.03539816340144829 1) :pi true. -} - -_:bng_1053 { - (1974 2500 0.035398163405573585 0.03539816340144829 -1) :pi true. -} - -_:bng_1054 { - [] 1973; math:notEqualTo 2500 . - (1973 1) math:sum 1974 . - (2 1973) math:product 3946 . - (3946 1) math:sum 3947 . - (3946 2) math:sum 3948 . - (3946 3947 3948) math:product 61489555176 . - (1 61489555176) math:quotient 1.626292460789032e-11 . - (0.03539816338931066 1.626292460789032e-11) math:sum 0.035398163405573585 . - [] 1; math:negation -1 . - (1974 2500 0.035398163405573585 0.03539816340144829 -1) :pi true. -} - -_:bng_1055 { - (1973 2500 0.03539816338931066 0.03539816340144829 1) :pi true. -} - -_:bng_1056 { - [] 1972; math:notEqualTo 2500 . - (1972 1) math:sum 1973 . - (2 1972) math:product 3944 . - (3944 1) math:sum 3945 . - (3944 2) math:sum 3946 . - (3944 3945 3946) math:product 61396129680 . - (-1 61396129680) math:quotient -1.6287671636828817e-11 . - (0.035398163405598336 -1.6287671636828817e-11) math:sum 0.03539816338931066 . - [] -1; math:negation 1 . - (1973 2500 0.03539816338931066 0.03539816340144829 1) :pi true. -} - -_:bng_1057 { - (1972 2500 0.035398163405598336 0.03539816340144829 -1) :pi true. -} - -_:bng_1058 { - [] 1971; math:notEqualTo 2500 . - (1971 1) math:sum 1972 . - (2 1971) math:product 3942 . - (3942 1) math:sum 3943 . - (3942 2) math:sum 3944 . - (3942 3943 3944) math:product 61302798864 . - (1 61302798864) math:quotient 1.6312468900783728e-11 . - (0.035398163389285864 1.6312468900783728e-11) math:sum 0.035398163405598336 . - [] 1; math:negation -1 . - (1972 2500 0.035398163405598336 0.03539816340144829 -1) :pi true. -} - -_:bng_1059 { - (1971 2500 0.035398163389285864 0.03539816340144829 1) :pi true. -} - -_:bng_1060 { - [] 1970; math:notEqualTo 2500 . - (1970 1) math:sum 1971 . - (2 1970) math:product 3940 . - (3940 1) math:sum 3941 . - (3940 2) math:sum 3942 . - (3940 3941 3942) math:product 61209562680 . - (-1 61209562680) math:quotient -1.6337316527287432e-11 . - (0.03539816340562318 -1.6337316527287432e-11) math:sum 0.035398163389285864 . - [] -1; math:negation 1 . - (1971 2500 0.035398163389285864 0.03539816340144829 1) :pi true. -} - -_:bng_1061 { - (1970 2500 0.03539816340562318 0.03539816340144829 -1) :pi true. -} - -_:bng_1062 { - [] 1969; math:notEqualTo 2500 . - (1969 1) math:sum 1970 . - (2 1969) math:product 3938 . - (3938 1) math:sum 3939 . - (3938 2) math:sum 3940 . - (3938 3939 3940) math:product 61116421080 . - (1 61116421080) math:quotient 1.6362214644261037e-11 . - (0.03539816338926096 1.6362214644261037e-11) math:sum 0.03539816340562318 . - [] 1; math:negation -1 . - (1970 2500 0.03539816340562318 0.03539816340144829 -1) :pi true. -} - -_:bng_1063 { - (1969 2500 0.03539816338926096 0.03539816340144829 1) :pi true. -} - -_:bng_1064 { - [] 1968; math:notEqualTo 2500 . - (1968 1) math:sum 1969 . - (2 1968) math:product 3936 . - (3936 1) math:sum 3937 . - (3936 2) math:sum 3938 . - (3936 3937 3938) math:product 61023374016 . - (-1 61023374016) math:quotient -1.638716338001575e-11 . - (0.03539816340564812 -1.638716338001575e-11) math:sum 0.03539816338926096 . - [] -1; math:negation 1 . - (1969 2500 0.03539816338926096 0.03539816340144829 1) :pi true. -} - -_:bng_1065 { - (1968 2500 0.03539816340564812 0.03539816340144829 -1) :pi true. -} - -_:bng_1066 { - [] 1967; math:notEqualTo 2500 . - (1967 1) math:sum 1968 . - (2 1967) math:product 3934 . - (3934 1) math:sum 3935 . - (3934 2) math:sum 3936 . - (3934 3935 3936) math:product 60930421440 . - (1 60930421440) math:quotient 1.6412162863254275e-11 . - (0.03539816338923596 1.6412162863254275e-11) math:sum 0.03539816340564812 . - [] 1; math:negation -1 . - (1968 2500 0.03539816340564812 0.03539816340144829 -1) :pi true. -} - -_:bng_1067 { - (1967 2500 0.03539816338923596 0.03539816340144829 1) :pi true. -} - -_:bng_1068 { - [] 1966; math:notEqualTo 2500 . - (1966 1) math:sum 1967 . - (2 1966) math:product 3932 . - (3932 1) math:sum 3933 . - (3932 2) math:sum 3934 . - (3932 3933 3934) math:product 60837563304 . - (-1 60837563304) math:quotient -1.6437213223072188e-11 . - (0.03539816340567317 -1.6437213223072188e-11) math:sum 0.03539816338923596 . - [] -1; math:negation 1 . - (1967 2500 0.03539816338923596 0.03539816340144829 1) :pi true. -} - -_:bng_1069 { - (1966 2500 0.03539816340567317 0.03539816340144829 -1) :pi true. -} - -_:bng_1070 { - [] 1965; math:notEqualTo 2500 . - (1965 1) math:sum 1966 . - (2 1965) math:product 3930 . - (3930 1) math:sum 3931 . - (3930 2) math:sum 3932 . - (3930 3931 3932) math:product 60744799560 . - (1 60744799560) math:quotient 1.6462314588959358e-11 . - (0.035398163389210854 1.6462314588959358e-11) math:sum 0.03539816340567317 . - [] 1; math:negation -1 . - (1966 2500 0.03539816340567317 0.03539816340144829 -1) :pi true. -} - -_:bng_1071 { - (1965 2500 0.035398163389210854 0.03539816340144829 1) :pi true. -} - -_:bng_1072 { - [] 1964; math:notEqualTo 2500 . - (1964 1) math:sum 1965 . - (2 1964) math:product 3928 . - (3928 1) math:sum 3929 . - (3928 2) math:sum 3930 . - (3928 3929 3930) math:product 60652130160 . - (-1 60652130160) math:quotient -1.648746709080135e-11 . - (0.03539816340569832 -1.648746709080135e-11) math:sum 0.035398163389210854 . - [] -1; math:negation 1 . - (1965 2500 0.035398163389210854 0.03539816340144829 1) :pi true. -} - -_:bng_1073 { - (1964 2500 0.03539816340569832 0.03539816340144829 -1) :pi true. -} - -_:bng_1074 { - [] 1963; math:notEqualTo 2500 . - (1963 1) math:sum 1964 . - (2 1963) math:product 3926 . - (3926 1) math:sum 3927 . - (3926 2) math:sum 3928 . - (3926 3927 3928) math:product 60559555056 . - (1 60559555056) math:quotient 1.6512670858880823e-11 . - (0.035398163389185645 1.6512670858880823e-11) math:sum 0.03539816340569832 . - [] 1; math:negation -1 . - (1964 2500 0.03539816340569832 0.03539816340144829 -1) :pi true. -} - -_:bng_1075 { - (1963 2500 0.035398163389185645 0.03539816340144829 1) :pi true. -} - -_:bng_1076 { - [] 1962; math:notEqualTo 2500 . - (1962 1) math:sum 1963 . - (2 1962) math:product 3924 . - (3924 1) math:sum 3925 . - (3924 2) math:sum 3926 . - (3924 3925 3926) math:product 60467074200 . - (-1 60467074200) math:quotient -1.653792602387896e-11 . - (0.03539816340572357 -1.653792602387896e-11) math:sum 0.035398163389185645 . - [] -1; math:negation 1 . - (1963 2500 0.035398163389185645 0.03539816340144829 1) :pi true. -} - -_:bng_1077 { - (1962 2500 0.03539816340572357 0.03539816340144829 -1) :pi true. -} - -_:bng_1078 { - [] 1961; math:notEqualTo 2500 . - (1961 1) math:sum 1962 . - (2 1961) math:product 3922 . - (3922 1) math:sum 3923 . - (3922 2) math:sum 3924 . - (3922 3923 3924) math:product 60374687544 . - (1 60374687544) math:quotient 1.6563232716876883e-11 . - (0.03539816338916034 1.6563232716876883e-11) math:sum 0.03539816340572357 . - [] 1; math:negation -1 . - (1962 2500 0.03539816340572357 0.03539816340144829 -1) :pi true. -} - -_:bng_1079 { - (1961 2500 0.03539816338916034 0.03539816340144829 1) :pi true. -} - -_:bng_1080 { - [] 1960; math:notEqualTo 2500 . - (1960 1) math:sum 1961 . - (2 1960) math:product 3920 . - (3920 1) math:sum 3921 . - (3920 2) math:sum 3922 . - (3920 3921 3922) math:product 60282395040 . - (-1 60282395040) math:quotient -1.6588591069357086e-11 . - (0.03539816340574893 -1.6588591069357086e-11) math:sum 0.03539816338916034 . - [] -1; math:negation 1 . - (1961 2500 0.03539816338916034 0.03539816340144829 1) :pi true. -} - -_:bng_1081 { - (1960 2500 0.03539816340574893 0.03539816340144829 -1) :pi true. -} - -_:bng_1082 { - [] 1959; math:notEqualTo 2500 . - (1959 1) math:sum 1960 . - (2 1959) math:product 3918 . - (3918 1) math:sum 3919 . - (3918 2) math:sum 3920 . - (3918 3919 3920) math:product 60190196640 . - (1 60190196640) math:quotient 1.6614001213204876e-11 . - (0.03539816338913493 1.6614001213204876e-11) math:sum 0.03539816340574893 . - [] 1; math:negation -1 . - (1960 2500 0.03539816340574893 0.03539816340144829 -1) :pi true. -} - -_:bng_1083 { - (1959 2500 0.03539816338913493 0.03539816340144829 1) :pi true. -} - -_:bng_1084 { - [] 1958; math:notEqualTo 2500 . - (1958 1) math:sum 1959 . - (2 1958) math:product 3916 . - (3916 1) math:sum 3917 . - (3916 2) math:sum 3918 . - (3916 3917 3918) math:product 60098092296 . - (-1 60098092296) math:quotient -1.663946328070979e-11 . - (0.03539816340577439 -1.663946328070979e-11) math:sum 0.03539816338913493 . - [] -1; math:negation 1 . - (1959 2500 0.03539816338913493 0.03539816340144829 1) :pi true. -} - -_:bng_1085 { - (1958 2500 0.03539816340577439 0.03539816340144829 -1) :pi true. -} - -_:bng_1086 { - [] 1957; math:notEqualTo 2500 . - (1957 1) math:sum 1958 . - (2 1957) math:product 3914 . - (3914 1) math:sum 3915 . - (3914 2) math:sum 3916 . - (3914 3915 3916) math:product 60006081960 . - (1 60006081960) math:quotient 1.6664977404567075e-11 . - (0.035398163389109415 1.6664977404567075e-11) math:sum 0.03539816340577439 . - [] 1; math:negation -1 . - (1958 2500 0.03539816340577439 0.03539816340144829 -1) :pi true. -} - -_:bng_1087 { - (1957 2500 0.035398163389109415 0.03539816340144829 1) :pi true. -} - -_:bng_1088 { - [] 1956; math:notEqualTo 2500 . - (1956 1) math:sum 1957 . - (2 1956) math:product 3912 . - (3912 1) math:sum 3913 . - (3912 2) math:sum 3914 . - (3912 3913 3914) math:product 59914165584 . - (-1 59914165584) math:quotient -1.669054371787911e-11 . - (0.03539816340579996 -1.669054371787911e-11) math:sum 0.035398163389109415 . - [] -1; math:negation 1 . - (1957 2500 0.035398163389109415 0.03539816340144829 1) :pi true. -} - -_:bng_1089 { - (1956 2500 0.03539816340579996 0.03539816340144829 -1) :pi true. -} - -_:bng_1090 { - [] 1955; math:notEqualTo 2500 . - (1955 1) math:sum 1956 . - (2 1955) math:product 3910 . - (3910 1) math:sum 3911 . - (3910 2) math:sum 3912 . - (3910 3911 3912) math:product 59822343120 . - (1 59822343120) math:quotient 1.6716162354156884e-11 . - (0.035398163389083796 1.6716162354156884e-11) math:sum 0.03539816340579996 . - [] 1; math:negation -1 . - (1956 2500 0.03539816340579996 0.03539816340144829 -1) :pi true. -} - -_:bng_1091 { - (1955 2500 0.035398163389083796 0.03539816340144829 1) :pi true. -} - -_:bng_1092 { - [] 1954; math:notEqualTo 2500 . - (1954 1) math:sum 1955 . - (2 1954) math:product 3908 . - (3908 1) math:sum 3909 . - (3908 2) math:sum 3910 . - (3908 3909 3910) math:product 59730614520 . - (-1 59730614520) math:quotient -1.6741833447321446e-11 . - (0.035398163405825626 -1.6741833447321446e-11) math:sum 0.035398163389083796 . - [] -1; math:negation 1 . - (1955 2500 0.035398163389083796 0.03539816340144829 1) :pi true. -} - -_:bng_1093 { - (1954 2500 0.035398163405825626 0.03539816340144829 -1) :pi true. -} - -_:bng_1094 { - [] 1953; math:notEqualTo 2500 . - (1953 1) math:sum 1954 . - (2 1953) math:product 3906 . - (3906 1) math:sum 3907 . - (3906 2) math:sum 3908 . - (3906 3907 3908) math:product 59638979736 . - (1 59638979736) math:quotient 1.676755713170539e-11 . - (0.03539816338905807 1.676755713170539e-11) math:sum 0.035398163405825626 . - [] 1; math:negation -1 . - (1954 2500 0.035398163405825626 0.03539816340144829 -1) :pi true. -} - -_:bng_1095 { - (1953 2500 0.03539816338905807 0.03539816340144829 1) :pi true. -} - -_:bng_1096 { - [] 1952; math:notEqualTo 2500 . - (1952 1) math:sum 1953 . - (2 1952) math:product 3904 . - (3904 1) math:sum 3905 . - (3904 2) math:sum 3906 . - (3904 3905 3906) math:product 59547438720 . - (-1 59547438720) math:quotient -1.6793333542054317e-11 . - (0.0353981634058514 -1.6793333542054317e-11) math:sum 0.03539816338905807 . - [] -1; math:negation 1 . - (1953 2500 0.03539816338905807 0.03539816340144829 1) :pi true. -} - -_:bng_1097 { - (1952 2500 0.0353981634058514 0.03539816340144829 -1) :pi true. -} - -_:bng_1098 { - [] 1951; math:notEqualTo 2500 . - (1951 1) math:sum 1952 . - (2 1951) math:product 3902 . - (3902 1) math:sum 3903 . - (3902 2) math:sum 3904 . - (3902 3903 3904) math:product 59455991424 . - (1 59455991424) math:quotient 1.6819162813528327e-11 . - (0.03539816338903223 1.6819162813528327e-11) math:sum 0.0353981634058514 . - [] 1; math:negation -1 . - (1952 2500 0.0353981634058514 0.03539816340144829 -1) :pi true. -} - -_:bng_1099 { - (1951 2500 0.03539816338903223 0.03539816340144829 1) :pi true. -} - -_:bng_1100 { - [] 1950; math:notEqualTo 2500 . - (1950 1) math:sum 1951 . - (2 1950) math:product 3900 . - (3900 1) math:sum 3901 . - (3900 2) math:sum 3902 . - (3900 3901 3902) math:product 59364637800 . - (-1 59364637800) math:quotient -1.6845045081703506e-11 . - (0.03539816340587728 -1.6845045081703506e-11) math:sum 0.03539816338903223 . - [] -1; math:negation 1 . - (1951 2500 0.03539816338903223 0.03539816340144829 1) :pi true. -} - -_:bng_1101 { - (1950 2500 0.03539816340587728 0.03539816340144829 -1) :pi true. -} - -_:bng_1102 { - [] 1949; math:notEqualTo 2500 . - (1949 1) math:sum 1950 . - (2 1949) math:product 3898 . - (3898 1) math:sum 3899 . - (3898 2) math:sum 3900 . - (3898 3899 3900) math:product 59273377800 . - (1 59273377800) math:quotient 1.687098048257341e-11 . - (0.035398163389006296 1.687098048257341e-11) math:sum 0.03539816340587728 . - [] 1; math:negation -1 . - (1950 2500 0.03539816340587728 0.03539816340144829 -1) :pi true. -} - -_:bng_1103 { - (1949 2500 0.035398163389006296 0.03539816340144829 1) :pi true. -} - -_:bng_1104 { - [] 1948; math:notEqualTo 2500 . - (1948 1) math:sum 1949 . - (2 1948) math:product 3896 . - (3896 1) math:sum 3897 . - (3896 2) math:sum 3898 . - (3896 3897 3898) math:product 59182211376 . - (-1 59182211376) math:quotient -1.689696915255058e-11 . - (0.035398163405903266 -1.689696915255058e-11) math:sum 0.035398163389006296 . - [] -1; math:negation 1 . - (1949 2500 0.035398163389006296 0.03539816340144829 1) :pi true. -} - -_:bng_1105 { - (1948 2500 0.035398163405903266 0.03539816340144829 -1) :pi true. -} - -_:bng_1106 { - [] 1947; math:notEqualTo 2500 . - (1947 1) math:sum 1948 . - (2 1947) math:product 3894 . - (3894 1) math:sum 3895 . - (3894 2) math:sum 3896 . - (3894 3895 3896) math:product 59091138480 . - (1 59091138480) math:quotient 1.6923011228468042e-11 . - (0.035398163388980254 1.6923011228468042e-11) math:sum 0.035398163405903266 . - [] 1; math:negation -1 . - (1948 2500 0.035398163405903266 0.03539816340144829 -1) :pi true. -} - -_:bng_1107 { - (1947 2500 0.035398163388980254 0.03539816340144829 1) :pi true. -} - -_:bng_1108 { - [] 1946; math:notEqualTo 2500 . - (1946 1) math:sum 1947 . - (2 1946) math:product 3892 . - (3892 1) math:sum 3893 . - (3892 2) math:sum 3894 . - (3892 3893 3894) math:product 59000159064 . - (-1 59000159064) math:quotient -1.694910684758082e-11 . - (0.03539816340592936 -1.694910684758082e-11) math:sum 0.035398163388980254 . - [] -1; math:negation 1 . - (1947 2500 0.035398163388980254 0.03539816340144829 1) :pi true. -} - -_:bng_1109 { - (1946 2500 0.03539816340592936 0.03539816340144829 -1) :pi true. -} - -_:bng_1110 { - [] 1945; math:notEqualTo 2500 . - (1945 1) math:sum 1946 . - (2 1945) math:product 3890 . - (3890 1) math:sum 3891 . - (3890 2) math:sum 3892 . - (3890 3891 3892) math:product 58909273080 . - (1 58909273080) math:quotient 1.6975256147567455e-11 . - (0.03539816338895411 1.6975256147567455e-11) math:sum 0.03539816340592936 . - [] 1; math:negation -1 . - (1946 2500 0.03539816340592936 0.03539816340144829 -1) :pi true. -} - -_:bng_1111 { - (1945 2500 0.03539816338895411 0.03539816340144829 1) :pi true. -} - -_:bng_1112 { - [] 1944; math:notEqualTo 2500 . - (1944 1) math:sum 1945 . - (2 1944) math:product 3888 . - (3888 1) math:sum 3889 . - (3888 2) math:sum 3890 . - (3888 3889 3890) math:product 58818480480 . - (-1 58818480480) math:quotient -1.700145926653153e-11 . - (0.035398163405955564 -1.700145926653153e-11) math:sum 0.03539816338895411 . - [] -1; math:negation 1 . - (1945 2500 0.03539816338895411 0.03539816340144829 1) :pi true. -} - -_:bng_1113 { - (1944 2500 0.035398163405955564 0.03539816340144829 -1) :pi true. -} - -_:bng_1114 { - [] 1943; math:notEqualTo 2500 . - (1943 1) math:sum 1944 . - (2 1943) math:product 3886 . - (3886 1) math:sum 3887 . - (3886 2) math:sum 3888 . - (3886 3887 3888) math:product 58727781216 . - (1 58727781216) math:quotient 1.702771634300321e-11 . - (0.035398163388927845 1.702771634300321e-11) math:sum 0.035398163405955564 . - [] 1; math:negation -1 . - (1944 2500 0.035398163405955564 0.03539816340144829 -1) :pi true. -} - -_:bng_1115 { - (1943 2500 0.035398163388927845 0.03539816340144829 1) :pi true. -} - -_:bng_1116 { - [] 1942; math:notEqualTo 2500 . - (1942 1) math:sum 1943 . - (2 1942) math:product 3884 . - (3884 1) math:sum 3885 . - (3884 2) math:sum 3886 . - (3884 3885 3886) math:product 58637175240 . - (-1 58637175240) math:quotient -1.7054027515940756e-11 . - (0.03539816340598187 -1.7054027515940756e-11) math:sum 0.035398163388927845 . - [] -1; math:negation 1 . - (1943 2500 0.035398163388927845 0.03539816340144829 1) :pi true. -} - -_:bng_1117 { - (1942 2500 0.03539816340598187 0.03539816340144829 -1) :pi true. -} - -_:bng_1118 { - [] 1941; math:notEqualTo 2500 . - (1941 1) math:sum 1942 . - (2 1941) math:product 3882 . - (3882 1) math:sum 3883 . - (3882 2) math:sum 3884 . - (3882 3883 3884) math:product 58546662504 . - (1 58546662504) math:quotient 1.7080392924732104e-11 . - (0.03539816338890148 1.7080392924732104e-11) math:sum 0.03539816340598187 . - [] 1; math:negation -1 . - (1942 2500 0.03539816340598187 0.03539816340144829 -1) :pi true. -} - -_:bng_1119 { - (1941 2500 0.03539816338890148 0.03539816340144829 1) :pi true. -} - -_:bng_1120 { - [] 1940; math:notEqualTo 2500 . - (1940 1) math:sum 1941 . - (2 1940) math:product 3880 . - (3880 1) math:sum 3881 . - (3880 2) math:sum 3882 . - (3880 3881 3882) math:product 58456242960 . - (-1 58456242960) math:quotient -1.710681270919639e-11 . - (0.03539816340600829 -1.710681270919639e-11) math:sum 0.03539816338890148 . - [] -1; math:negation 1 . - (1941 2500 0.03539816338890148 0.03539816340144829 1) :pi true. -} - -_:bng_1121 { - (1940 2500 0.03539816340600829 0.03539816340144829 -1) :pi true. -} - -_:bng_1122 { - [] 1939; math:notEqualTo 2500 . - (1939 1) math:sum 1940 . - (2 1939) math:product 3878 . - (3878 1) math:sum 3879 . - (3878 2) math:sum 3880 . - (3878 3879 3880) math:product 58365916560 . - (1 58365916560) math:quotient 1.7133287009585515e-11 . - (0.035398163388875005 1.7133287009585515e-11) math:sum 0.03539816340600829 . - [] 1; math:negation -1 . - (1940 2500 0.03539816340600829 0.03539816340144829 -1) :pi true. -} - -_:bng_1123 { - (1939 2500 0.035398163388875005 0.03539816340144829 1) :pi true. -} - -_:bng_1124 { - [] 1938; math:notEqualTo 2500 . - (1938 1) math:sum 1939 . - (2 1938) math:product 3876 . - (3876 1) math:sum 3877 . - (3876 2) math:sum 3878 . - (3876 3877 3878) math:product 58275683256 . - (-1 58275683256) math:quotient -1.7159815966585706e-11 . - (0.03539816340603482 -1.7159815966585706e-11) math:sum 0.035398163388875005 . - [] -1; math:negation 1 . - (1939 2500 0.035398163388875005 0.03539816340144829 1) :pi true. -} - -_:bng_1125 { - (1938 2500 0.03539816340603482 0.03539816340144829 -1) :pi true. -} - -_:bng_1126 { - [] 1937; math:notEqualTo 2500 . - (1937 1) math:sum 1938 . - (2 1937) math:product 3874 . - (3874 1) math:sum 3875 . - (3874 2) math:sum 3876 . - (3874 3875 3876) math:product 58185543000 . - (1 58185543000) math:quotient 1.718639972131909e-11 . - (0.03539816338884842 1.718639972131909e-11) math:sum 0.03539816340603482 . - [] 1; math:negation -1 . - (1938 2500 0.03539816340603482 0.03539816340144829 -1) :pi true. -} - -_:bng_1127 { - (1937 2500 0.03539816338884842 0.03539816340144829 1) :pi true. -} - -_:bng_1128 { - [] 1936; math:notEqualTo 2500 . - (1936 1) math:sum 1937 . - (2 1936) math:product 3872 . - (3872 1) math:sum 3873 . - (3872 2) math:sum 3874 . - (3872 3873 3874) math:product 58095495744 . - (-1 58095495744) math:quotient -1.7213038415345277e-11 . - (0.03539816340606146 -1.7213038415345277e-11) math:sum 0.03539816338884842 . - [] -1; math:negation 1 . - (1937 2500 0.03539816338884842 0.03539816340144829 1) :pi true. -} - -_:bng_1129 { - (1936 2500 0.03539816340606146 0.03539816340144829 -1) :pi true. -} - -_:bng_1130 { - [] 1935; math:notEqualTo 2500 . - (1935 1) math:sum 1936 . - (2 1935) math:product 3870 . - (3870 1) math:sum 3871 . - (3870 2) math:sum 3872 . - (3870 3871 3872) math:product 58005541440 . - (1 58005541440) math:quotient 1.723973219066292e-11 . - (0.03539816338882173 1.723973219066292e-11) math:sum 0.03539816340606146 . - [] 1; math:negation -1 . - (1936 2500 0.03539816340606146 0.03539816340144829 -1) :pi true. -} - -_:bng_1131 { - (1935 2500 0.03539816338882173 0.03539816340144829 1) :pi true. -} - -_:bng_1132 { - [] 1934; math:notEqualTo 2500 . - (1934 1) math:sum 1935 . - (2 1934) math:product 3868 . - (3868 1) math:sum 3869 . - (3868 2) math:sum 3870 . - (3868 3869 3870) math:product 57915680040 . - (-1 57915680040) math:quotient -1.726648118971133e-11 . - (0.03539816340608821 -1.726648118971133e-11) math:sum 0.03539816338882173 . - [] -1; math:negation 1 . - (1935 2500 0.03539816338882173 0.03539816340144829 1) :pi true. -} - -_:bng_1133 { - (1934 2500 0.03539816340608821 0.03539816340144829 -1) :pi true. -} - -_:bng_1134 { - [] 1933; math:notEqualTo 2500 . - (1933 1) math:sum 1934 . - (2 1933) math:product 3866 . - (3866 1) math:sum 3867 . - (3866 2) math:sum 3868 . - (3866 3867 3868) math:product 57825911496 . - (1 57825911496) math:quotient 1.729328555537206e-11 . - (0.03539816338879492 1.729328555537206e-11) math:sum 0.03539816340608821 . - [] 1; math:negation -1 . - (1934 2500 0.03539816340608821 0.03539816340144829 -1) :pi true. -} - -_:bng_1135 { - (1933 2500 0.03539816338879492 0.03539816340144829 1) :pi true. -} - -_:bng_1136 { - [] 1932; math:notEqualTo 2500 . - (1932 1) math:sum 1933 . - (2 1932) math:product 3864 . - (3864 1) math:sum 3865 . - (3864 2) math:sum 3866 . - (3864 3865 3866) math:product 57736235760 . - (-1 57736235760) math:quotient -1.7320145430970506e-11 . - (0.03539816340611507 -1.7320145430970506e-11) math:sum 0.03539816338879492 . - [] -1; math:negation 1 . - (1933 2500 0.03539816338879492 0.03539816340144829 1) :pi true. -} - -_:bng_1137 { - (1932 2500 0.03539816340611507 0.03539816340144829 -1) :pi true. -} - -_:bng_1138 { - [] 1931; math:notEqualTo 2500 . - (1931 1) math:sum 1932 . - (2 1931) math:product 3862 . - (3862 1) math:sum 3863 . - (3862 2) math:sum 3864 . - (3862 3863 3864) math:product 57646652784 . - (1 57646652784) math:quotient 1.7347060960277524e-11 . - (0.03539816338876801 1.7347060960277524e-11) math:sum 0.03539816340611507 . - [] 1; math:negation -1 . - (1932 2500 0.03539816340611507 0.03539816340144829 -1) :pi true. -} - -_:bng_1139 { - (1931 2500 0.03539816338876801 0.03539816340144829 1) :pi true. -} - -_:bng_1140 { - [] 1930; math:notEqualTo 2500 . - (1930 1) math:sum 1931 . - (2 1930) math:product 3860 . - (3860 1) math:sum 3861 . - (3860 2) math:sum 3862 . - (3860 3861 3862) math:product 57557162520 . - (-1 57557162520) math:quotient -1.7374032287511035e-11 . - (0.03539816340614204 -1.7374032287511035e-11) math:sum 0.03539816338876801 . - [] -1; math:negation 1 . - (1931 2500 0.03539816338876801 0.03539816340144829 1) :pi true. -} - -_:bng_1141 { - (1930 2500 0.03539816340614204 0.03539816340144829 -1) :pi true. -} - -_:bng_1142 { - [] 1929; math:notEqualTo 2500 . - (1929 1) math:sum 1930 . - (2 1929) math:product 3858 . - (3858 1) math:sum 3859 . - (3858 2) math:sum 3860 . - (3858 3859 3860) math:product 57467764920 . - (1 57467764920) math:quotient 1.7401059557337663e-11 . - (0.03539816338874098 1.7401059557337663e-11) math:sum 0.03539816340614204 . - [] 1; math:negation -1 . - (1930 2500 0.03539816340614204 0.03539816340144829 -1) :pi true. -} - -_:bng_1143 { - (1929 2500 0.03539816338874098 0.03539816340144829 1) :pi true. -} - -_:bng_1144 { - [] 1928; math:notEqualTo 2500 . - (1928 1) math:sum 1929 . - (2 1928) math:product 3856 . - (3856 1) math:sum 3857 . - (3856 2) math:sum 3858 . - (3856 3857 3858) math:product 57378459936 . - (-1 57378459936) math:quotient -1.7428142914874348e-11 . - (0.03539816340616912 -1.7428142914874348e-11) math:sum 0.03539816338874098 . - [] -1; math:negation 1 . - (1929 2500 0.03539816338874098 0.03539816340144829 1) :pi true. -} - -_:bng_1145 { - (1928 2500 0.03539816340616912 0.03539816340144829 -1) :pi true. -} - -_:bng_1146 { - [] 1927; math:notEqualTo 2500 . - (1927 1) math:sum 1928 . - (2 1927) math:product 3854 . - (3854 1) math:sum 3855 . - (3854 2) math:sum 3856 . - (3854 3855 3856) math:product 57289247520 . - (1 57289247520) math:quotient 1.7455282505689995e-11 . - (0.03539816338871384 1.7455282505689995e-11) math:sum 0.03539816340616912 . - [] 1; math:negation -1 . - (1928 2500 0.03539816340616912 0.03539816340144829 -1) :pi true. -} - -_:bng_1147 { - (1927 2500 0.03539816338871384 0.03539816340144829 1) :pi true. -} - -_:bng_1148 { - [] 1926; math:notEqualTo 2500 . - (1926 1) math:sum 1927 . - (2 1926) math:product 3852 . - (3852 1) math:sum 3853 . - (3852 2) math:sum 3854 . - (3852 3853 3854) math:product 57200127624 . - (-1 57200127624) math:quotient -1.7482478475807116e-11 . - (0.03539816340619632 -1.7482478475807116e-11) math:sum 0.03539816338871384 . - [] -1; math:negation 1 . - (1927 2500 0.03539816338871384 0.03539816340144829 1) :pi true. -} - -_:bng_1149 { - (1926 2500 0.03539816340619632 0.03539816340144829 -1) :pi true. -} - -_:bng_1150 { - [] 1925; math:notEqualTo 2500 . - (1925 1) math:sum 1926 . - (2 1925) math:product 3850 . - (3850 1) math:sum 3851 . - (3850 2) math:sum 3852 . - (3850 3851 3852) math:product 57111100200 . - (1 57111100200) math:quotient 1.7509730971703466e-11 . - (0.03539816338868659 1.7509730971703466e-11) math:sum 0.03539816340619632 . - [] 1; math:negation -1 . - (1926 2500 0.03539816340619632 0.03539816340144829 -1) :pi true. -} - -_:bng_1151 { - (1925 2500 0.03539816338868659 0.03539816340144829 1) :pi true. -} - -_:bng_1152 { - [] 1924; math:notEqualTo 2500 . - (1924 1) math:sum 1925 . - (2 1924) math:product 3848 . - (3848 1) math:sum 3849 . - (3848 2) math:sum 3850 . - (3848 3849 3850) math:product 57022165200 . - (-1 57022165200) math:quotient -1.753704014031372e-11 . - (0.035398163406223634 -1.753704014031372e-11) math:sum 0.03539816338868659 . - [] -1; math:negation 1 . - (1925 2500 0.03539816338868659 0.03539816340144829 1) :pi true. -} - -_:bng_1153 { - (1924 2500 0.035398163406223634 0.03539816340144829 -1) :pi true. -} - -_:bng_1154 { - [] 1923; math:notEqualTo 2500 . - (1923 1) math:sum 1924 . - (2 1923) math:product 3846 . - (3846 1) math:sum 3847 . - (3846 2) math:sum 3848 . - (3846 3847 3848) math:product 56933322576 . - (1 56933322576) math:quotient 1.7564406129031115e-11 . - (0.035398163388659226 1.7564406129031115e-11) math:sum 0.035398163406223634 . - [] 1; math:negation -1 . - (1924 2500 0.035398163406223634 0.03539816340144829 -1) :pi true. -} - -_:bng_1155 { - (1923 2500 0.035398163388659226 0.03539816340144829 1) :pi true. -} - -_:bng_1156 { - [] 1922; math:notEqualTo 2500 . - (1922 1) math:sum 1923 . - (2 1922) math:product 3844 . - (3844 1) math:sum 3845 . - (3844 2) math:sum 3846 . - (3844 3845 3846) math:product 56844572280 . - (-1 56844572280) math:quotient -1.759182908570915e-11 . - (0.03539816340625106 -1.759182908570915e-11) math:sum 0.035398163388659226 . - [] -1; math:negation 1 . - (1923 2500 0.035398163388659226 0.03539816340144829 1) :pi true. -} - -_:bng_1157 { - (1922 2500 0.03539816340625106 0.03539816340144829 -1) :pi true. -} - -_:bng_1158 { - [] 1921; math:notEqualTo 2500 . - (1921 1) math:sum 1922 . - (2 1921) math:product 3842 . - (3842 1) math:sum 3843 . - (3842 2) math:sum 3844 . - (3842 3843 3844) math:product 56755914264 . - (1 56755914264) math:quotient 1.7619309158663224e-11 . - (0.03539816338863175 1.7619309158663224e-11) math:sum 0.03539816340625106 . - [] 1; math:negation -1 . - (1922 2500 0.03539816340625106 0.03539816340144829 -1) :pi true. -} - -_:bng_1159 { - (1921 2500 0.03539816338863175 0.03539816340144829 1) :pi true. -} - -_:bng_1160 { - [] 1920; math:notEqualTo 2500 . - (1920 1) math:sum 1921 . - (2 1920) math:product 3840 . - (3840 1) math:sum 3841 . - (3840 2) math:sum 3842 . - (3840 3841 3842) math:product 56667348480 . - (-1 56667348480) math:quotient -1.7646846496672363e-11 . - (0.0353981634062786 -1.7646846496672363e-11) math:sum 0.03539816338863175 . - [] -1; math:negation 1 . - (1921 2500 0.03539816338863175 0.03539816340144829 1) :pi true. -} - -_:bng_1161 { - (1920 2500 0.0353981634062786 0.03539816340144829 -1) :pi true. -} - -_:bng_1162 { - [] 1919; math:notEqualTo 2500 . - (1919 1) math:sum 1920 . - (2 1919) math:product 3838 . - (3838 1) math:sum 3839 . - (3838 2) math:sum 3840 . - (3838 3839 3840) math:product 56578874880 . - (1 56578874880) math:quotient 1.7674441248980877e-11 . - (0.03539816338860416 1.7674441248980877e-11) math:sum 0.0353981634062786 . - [] 1; math:negation -1 . - (1920 2500 0.0353981634062786 0.03539816340144829 -1) :pi true. -} - -_:bng_1163 { - (1919 2500 0.03539816338860416 0.03539816340144829 1) :pi true. -} - -_:bng_1164 { - [] 1918; math:notEqualTo 2500 . - (1918 1) math:sum 1919 . - (2 1918) math:product 3836 . - (3836 1) math:sum 3837 . - (3836 2) math:sum 3838 . - (3836 3837 3838) math:product 56490493416 . - (-1 56490493416) math:quotient -1.7702093565300078e-11 . - (0.035398163406306256 -1.7702093565300078e-11) math:sum 0.03539816338860416 . - [] -1; math:negation 1 . - (1919 2500 0.03539816338860416 0.03539816340144829 1) :pi true. -} - -_:bng_1165 { - (1918 2500 0.035398163406306256 0.03539816340144829 -1) :pi true. -} - -_:bng_1166 { - [] 1917; math:notEqualTo 2500 . - (1917 1) math:sum 1918 . - (2 1917) math:product 3834 . - (3834 1) math:sum 3835 . - (3834 2) math:sum 3836 . - (3834 3835 3836) math:product 56402204040 . - (1 56402204040) math:quotient 1.7729803595809977e-11 . - (0.03539816338857645 1.7729803595809977e-11) math:sum 0.035398163406306256 . - [] 1; math:negation -1 . - (1918 2500 0.035398163406306256 0.03539816340144829 -1) :pi true. -} - -_:bng_1167 { - (1917 2500 0.03539816338857645 0.03539816340144829 1) :pi true. -} - -_:bng_1168 { - [] 1916; math:notEqualTo 2500 . - (1916 1) math:sum 1917 . - (2 1916) math:product 3832 . - (3832 1) math:sum 3833 . - (3832 2) math:sum 3834 . - (3832 3833 3834) math:product 56314006704 . - (-1 56314006704) math:quotient -1.7757571491161002e-11 . - (0.035398163406334025 -1.7757571491161002e-11) math:sum 0.03539816338857645 . - [] -1; math:negation 1 . - (1917 2500 0.03539816338857645 0.03539816340144829 1) :pi true. -} - -_:bng_1169 { - (1916 2500 0.035398163406334025 0.03539816340144829 -1) :pi true. -} - -_:bng_1170 { - [] 1915; math:notEqualTo 2500 . - (1915 1) math:sum 1916 . - (2 1915) math:product 3830 . - (3830 1) math:sum 3831 . - (3830 2) math:sum 3832 . - (3830 3831 3832) math:product 56225901360 . - (1 56225901360) math:quotient 1.778539740247572e-11 . - (0.03539816338854863 1.778539740247572e-11) math:sum 0.035398163406334025 . - [] 1; math:negation -1 . - (1916 2500 0.035398163406334025 0.03539816340144829 -1) :pi true. -} - -_:bng_1171 { - (1915 2500 0.03539816338854863 0.03539816340144829 1) :pi true. -} - -_:bng_1172 { - [] 1914; math:notEqualTo 2500 . - (1914 1) math:sum 1915 . - (2 1914) math:product 3828 . - (3828 1) math:sum 3829 . - (3828 2) math:sum 3830 . - (3828 3829 3830) math:product 56137887960 . - (-1 56137887960) math:quotient -1.781328148135055e-11 . - (0.035398163406361906 -1.781328148135055e-11) math:sum 0.03539816338854863 . - [] -1; math:negation 1 . - (1915 2500 0.03539816338854863 0.03539816340144829 1) :pi true. -} - -_:bng_1173 { - (1914 2500 0.035398163406361906 0.03539816340144829 -1) :pi true. -} - -_:bng_1174 { - [] 1913; math:notEqualTo 2500 . - (1913 1) math:sum 1914 . - (2 1913) math:product 3826 . - (3826 1) math:sum 3827 . - (3826 2) math:sum 3828 . - (3826 3827 3828) math:product 56049966456 . - (1 56049966456) math:quotient 1.7841223879857518e-11 . - (0.035398163388520684 1.7841223879857518e-11) math:sum 0.035398163406361906 . - [] 1; math:negation -1 . - (1914 2500 0.035398163406361906 0.03539816340144829 -1) :pi true. -} - -_:bng_1175 { - (1913 2500 0.035398163388520684 0.03539816340144829 1) :pi true. -} - -_:bng_1176 { - [] 1912; math:notEqualTo 2500 . - (1912 1) math:sum 1913 . - (2 1912) math:product 3824 . - (3824 1) math:sum 3825 . - (3824 2) math:sum 3826 . - (3824 3825 3826) math:product 55962136800 . - (-1 55962136800) math:quotient -1.786922475054598e-11 . - (0.03539816340638991 -1.786922475054598e-11) math:sum 0.035398163388520684 . - [] -1; math:negation 1 . - (1913 2500 0.035398163388520684 0.03539816340144829 1) :pi true. -} - -_:bng_1177 { - (1912 2500 0.03539816340638991 0.03539816340144829 -1) :pi true. -} - -_:bng_1178 { - [] 1911; math:notEqualTo 2500 . - (1911 1) math:sum 1912 . - (2 1911) math:product 3822 . - (3822 1) math:sum 3823 . - (3822 2) math:sum 3824 . - (3822 3823 3824) math:product 55874398944 . - (1 55874398944) math:quotient 1.7897284246444385e-11 . - (0.03539816338849263 1.7897284246444385e-11) math:sum 0.03539816340638991 . - [] 1; math:negation -1 . - (1912 2500 0.03539816340638991 0.03539816340144829 -1) :pi true. -} - -_:bng_1179 { - (1911 2500 0.03539816338849263 0.03539816340144829 1) :pi true. -} - -_:bng_1180 { - [] 1910; math:notEqualTo 2500 . - (1910 1) math:sum 1911 . - (2 1910) math:product 3820 . - (3820 1) math:sum 3821 . - (3820 2) math:sum 3822 . - (3820 3821 3822) math:product 55786752840 . - (-1 55786752840) math:quotient -1.7925402521062024e-11 . - (0.035398163406418034 -1.7925402521062024e-11) math:sum 0.03539816338849263 . - [] -1; math:negation 1 . - (1911 2500 0.03539816338849263 0.03539816340144829 1) :pi true. -} - -_:bng_1181 { - (1910 2500 0.035398163406418034 0.03539816340144829 -1) :pi true. -} - -_:bng_1182 { - [] 1909; math:notEqualTo 2500 . - (1909 1) math:sum 1910 . - (2 1909) math:product 3818 . - (3818 1) math:sum 3819 . - (3818 2) math:sum 3820 . - (3818 3819 3820) math:product 55699198440 . - (1 55699198440) math:quotient 1.7953579728390792e-11 . - (0.03539816338846445 1.7953579728390792e-11) math:sum 0.035398163406418034 . - [] 1; math:negation -1 . - (1910 2500 0.035398163406418034 0.03539816340144829 -1) :pi true. -} - -_:bng_1183 { - (1909 2500 0.03539816338846445 0.03539816340144829 1) :pi true. -} - -_:bng_1184 { - [] 1908; math:notEqualTo 2500 . - (1908 1) math:sum 1909 . - (2 1908) math:product 3816 . - (3816 1) math:sum 3817 . - (3816 2) math:sum 3818 . - (3816 3817 3818) math:product 55611735696 . - (-1 55611735696) math:quotient -1.7981816022906964e-11 . - (0.03539816340644627 -1.7981816022906964e-11) math:sum 0.03539816338846445 . - [] -1; math:negation 1 . - (1909 2500 0.03539816338846445 0.03539816340144829 1) :pi true. -} - -_:bng_1185 { - (1908 2500 0.03539816340644627 0.03539816340144829 -1) :pi true. -} - -_:bng_1186 { - [] 1907; math:notEqualTo 2500 . - (1907 1) math:sum 1908 . - (2 1907) math:product 3814 . - (3814 1) math:sum 3815 . - (3814 2) math:sum 3816 . - (3814 3815 3816) math:product 55524364560 . - (1 55524364560) math:quotient 1.8010111559572973e-11 . - (0.035398163388436155 1.8010111559572973e-11) math:sum 0.03539816340644627 . - [] 1; math:negation -1 . - (1908 2500 0.03539816340644627 0.03539816340144829 -1) :pi true. -} - -_:bng_1187 { - (1907 2500 0.035398163388436155 0.03539816340144829 1) :pi true. -} - -_:bng_1188 { - [] 1906; math:notEqualTo 2500 . - (1906 1) math:sum 1907 . - (2 1906) math:product 3812 . - (3812 1) math:sum 3813 . - (3812 2) math:sum 3814 . - (3812 3813 3814) math:product 55437084984 . - (-1 55437084984) math:quotient -1.8038466493839194e-11 . - (0.03539816340647462 -1.8038466493839194e-11) math:sum 0.035398163388436155 . - [] -1; math:negation 1 . - (1907 2500 0.035398163388436155 0.03539816340144829 1) :pi true. -} - -_:bng_1189 { - (1906 2500 0.03539816340647462 0.03539816340144829 -1) :pi true. -} - -_:bng_1190 { - [] 1905; math:notEqualTo 2500 . - (1905 1) math:sum 1906 . - (2 1905) math:product 3810 . - (3810 1) math:sum 3811 . - (3810 2) math:sum 3812 . - (3810 3811 3812) math:product 55349896920 . - (1 55349896920) math:quotient 1.806688098164574e-11 . - (0.03539816338840774 1.806688098164574e-11) math:sum 0.03539816340647462 . - [] 1; math:negation -1 . - (1906 2500 0.03539816340647462 0.03539816340144829 -1) :pi true. -} - -_:bng_1191 { - (1905 2500 0.03539816338840774 0.03539816340144829 1) :pi true. -} - -_:bng_1192 { - [] 1904; math:notEqualTo 2500 . - (1904 1) math:sum 1905 . - (2 1904) math:product 3808 . - (3808 1) math:sum 3809 . - (3808 2) math:sum 3810 . - (3808 3809 3810) math:product 55262800320 . - (-1 55262800320) math:quotient -1.809535517942425e-11 . - (0.0353981634065031 -1.809535517942425e-11) math:sum 0.03539816338840774 . - [] -1; math:negation 1 . - (1905 2500 0.03539816338840774 0.03539816340144829 1) :pi true. -} - -_:bng_1193 { - (1904 2500 0.0353981634065031 0.03539816340144829 -1) :pi true. -} - -_:bng_1194 { - [] 1903; math:notEqualTo 2500 . - (1903 1) math:sum 1904 . - (2 1903) math:product 3806 . - (3806 1) math:sum 3807 . - (3806 2) math:sum 3808 . - (3806 3807 3808) math:product 55175795136 . - (1 55175795136) math:quotient 1.812388924409972e-11 . - (0.03539816338837921 1.812388924409972e-11) math:sum 0.0353981634065031 . - [] 1; math:negation -1 . - (1904 2500 0.0353981634065031 0.03539816340144829 -1) :pi true. -} - -_:bng_1195 { - (1903 2500 0.03539816338837921 0.03539816340144829 1) :pi true. -} - -_:bng_1196 { - [] 1902; math:notEqualTo 2500 . - (1902 1) math:sum 1903 . - (2 1902) math:product 3804 . - (3804 1) math:sum 3805 . - (3804 2) math:sum 3806 . - (3804 3805 3806) math:product 55088881320 . - (-1 55088881320) math:quotient -1.8152483333092306e-11 . - (0.035398163406531694 -1.8152483333092306e-11) math:sum 0.03539816338837921 . - [] -1; math:negation 1 . - (1903 2500 0.03539816338837921 0.03539816340144829 1) :pi true. -} - -_:bng_1197 { - (1902 2500 0.035398163406531694 0.03539816340144829 -1) :pi true. -} - -_:bng_1198 { - [] 1901; math:notEqualTo 2500 . - (1901 1) math:sum 1902 . - (2 1901) math:product 3802 . - (3802 1) math:sum 3803 . - (3802 2) math:sum 3804 . - (3802 3803 3804) math:product 55002058824 . - (1 55002058824) math:quotient 1.8181137604319143e-11 . - (0.035398163388350556 1.8181137604319143e-11) math:sum 0.035398163406531694 . - [] 1; math:negation -1 . - (1902 2500 0.035398163406531694 0.03539816340144829 -1) :pi true. -} - -_:bng_1199 { - (1901 2500 0.035398163388350556 0.03539816340144829 1) :pi true. -} - -_:bng_1200 { - [] 1900; math:notEqualTo 2500 . - (1900 1) math:sum 1901 . - (2 1900) math:product 3800 . - (3800 1) math:sum 3801 . - (3800 2) math:sum 3802 . - (3800 3801 3802) math:product 54915327600 . - (-1 54915327600) math:quotient -1.8209852216196193e-11 . - (0.03539816340656041 -1.8209852216196193e-11) math:sum 0.035398163388350556 . - [] -1; math:negation 1 . - (1901 2500 0.035398163388350556 0.03539816340144829 1) :pi true. -} - -_:bng_1201 { - (1900 2500 0.03539816340656041 0.03539816340144829 -1) :pi true. -} - -_:bng_1202 { - [] 1899; math:notEqualTo 2500 . - (1899 1) math:sum 1900 . - (2 1899) math:product 3798 . - (3798 1) math:sum 3799 . - (3798 2) math:sum 3800 . - (3798 3799 3800) math:product 54828687600 . - (1 54828687600) math:quotient 1.8238627327640065e-11 . - (0.03539816338832178 1.8238627327640065e-11) math:sum 0.03539816340656041 . - [] 1; math:negation -1 . - (1900 2500 0.03539816340656041 0.03539816340144829 -1) :pi true. -} - -_:bng_1203 { - (1899 2500 0.03539816338832178 0.03539816340144829 1) :pi true. -} - -_:bng_1204 { - [] 1898; math:notEqualTo 2500 . - (1898 1) math:sum 1899 . - (2 1898) math:product 3796 . - (3796 1) math:sum 3797 . - (3796 2) math:sum 3798 . - (3796 3797 3798) math:product 54742138776 . - (-1 54742138776) math:quotient -1.8267463098069875e-11 . - (0.035398163406589245 -1.8267463098069875e-11) math:sum 0.03539816338832178 . - [] -1; math:negation 1 . - (1899 2500 0.03539816338832178 0.03539816340144829 1) :pi true. -} - -_:bng_1205 { - (1898 2500 0.035398163406589245 0.03539816340144829 -1) :pi true. -} - -_:bng_1206 { - [] 1897; math:notEqualTo 2500 . - (1897 1) math:sum 1898 . - (2 1897) math:product 3794 . - (3794 1) math:sum 3795 . - (3794 2) math:sum 3796 . - (3794 3795 3796) math:product 54655681080 . - (1 54655681080) math:quotient 1.8296359687409096e-11 . - (0.03539816338829289 1.8296359687409096e-11) math:sum 0.035398163406589245 . - [] 1; math:negation -1 . - (1898 2500 0.035398163406589245 0.03539816340144829 -1) :pi true. -} - -_:bng_1207 { - (1897 2500 0.03539816338829289 0.03539816340144829 1) :pi true. -} - -_:bng_1208 { - [] 1896; math:notEqualTo 2500 . - (1896 1) math:sum 1897 . - (2 1896) math:product 3792 . - (3792 1) math:sum 3793 . - (3792 2) math:sum 3794 . - (3792 3793 3794) math:product 54569314464 . - (-1 54569314464) math:quotient -1.832531725608742e-11 . - (0.03539816340661821 -1.832531725608742e-11) math:sum 0.03539816338829289 . - [] -1; math:negation 1 . - (1897 2500 0.03539816338829289 0.03539816340144829 1) :pi true. -} - -_:bng_1209 { - (1896 2500 0.03539816340661821 0.03539816340144829 -1) :pi true. -} - -_:bng_1210 { - [] 1895; math:notEqualTo 2500 . - (1895 1) math:sum 1896 . - (2 1895) math:product 3790 . - (3790 1) math:sum 3791 . - (3790 2) math:sum 3792 . - (3790 3791 3792) math:product 54483038880 . - (1 54483038880) math:quotient 1.8354335965042632e-11 . - (0.03539816338826387 1.8354335965042632e-11) math:sum 0.03539816340661821 . - [] 1; math:negation -1 . - (1896 2500 0.03539816340661821 0.03539816340144829 -1) :pi true. -} - -_:bng_1211 { - (1895 2500 0.03539816338826387 0.03539816340144829 1) :pi true. -} - -_:bng_1212 { - [] 1894; math:notEqualTo 2500 . - (1894 1) math:sum 1895 . - (2 1894) math:product 3788 . - (3788 1) math:sum 3789 . - (3788 2) math:sum 3790 . - (3788 3789 3790) math:product 54396854280 . - (-1 54396854280) math:quotient -1.8383415975722485e-11 . - (0.03539816340664728 -1.8383415975722485e-11) math:sum 0.03539816338826387 . - [] -1; math:negation 1 . - (1895 2500 0.03539816338826387 0.03539816340144829 1) :pi true. -} - -_:bng_1213 { - (1894 2500 0.03539816340664728 0.03539816340144829 -1) :pi true. -} - -_:bng_1214 { - [] 1893; math:notEqualTo 2500 . - (1893 1) math:sum 1894 . - (2 1893) math:product 3786 . - (3786 1) math:sum 3787 . - (3786 2) math:sum 3788 . - (3786 3787 3788) math:product 54310760616 . - (1 54310760616) math:quotient 1.8412557450086588e-11 . - (0.035398163388234725 1.8412557450086588e-11) math:sum 0.03539816340664728 . - [] 1; math:negation -1 . - (1894 2500 0.03539816340664728 0.03539816340144829 -1) :pi true. -} - -_:bng_1215 { - (1893 2500 0.035398163388234725 0.03539816340144829 1) :pi true. -} - -_:bng_1216 { - [] 1892; math:notEqualTo 2500 . - (1892 1) math:sum 1893 . - (2 1892) math:product 3784 . - (3784 1) math:sum 3785 . - (3784 2) math:sum 3786 . - (3784 3785 3786) math:product 54224757840 . - (-1 54224757840) math:quotient -1.8441760550608298e-11 . - (0.03539816340667649 -1.8441760550608298e-11) math:sum 0.035398163388234725 . - [] -1; math:negation 1 . - (1893 2500 0.035398163388234725 0.03539816340144829 1) :pi true. -} - -_:bng_1217 { - (1892 2500 0.03539816340667649 0.03539816340144829 -1) :pi true. -} - -_:bng_1218 { - [] 1891; math:notEqualTo 2500 . - (1891 1) math:sum 1892 . - (2 1891) math:product 3782 . - (3782 1) math:sum 3783 . - (3782 2) math:sum 3784 . - (3782 3783 3784) math:product 54138845904 . - (1 54138845904) math:quotient 1.8471025440276625e-11 . - (0.035398163388205464 1.8471025440276625e-11) math:sum 0.03539816340667649 . - [] 1; math:negation -1 . - (1892 2500 0.03539816340667649 0.03539816340144829 -1) :pi true. -} - -_:bng_1219 { - (1891 2500 0.035398163388205464 0.03539816340144829 1) :pi true. -} - -_:bng_1220 { - [] 1890; math:notEqualTo 2500 . - (1890 1) math:sum 1891 . - (2 1890) math:product 3780 . - (3780 1) math:sum 3781 . - (3780 2) math:sum 3782 . - (3780 3781 3782) math:product 54053024760 . - (-1 54053024760) math:quotient -1.8500352282598143e-11 . - (0.03539816340670582 -1.8500352282598143e-11) math:sum 0.035398163388205464 . - [] -1; math:negation 1 . - (1891 2500 0.035398163388205464 0.03539816340144829 1) :pi true. -} - -_:bng_1221 { - (1890 2500 0.03539816340670582 0.03539816340144829 -1) :pi true. -} - -_:bng_1222 { - [] 1889; math:notEqualTo 2500 . - (1889 1) math:sum 1890 . - (2 1889) math:product 3778 . - (3778 1) math:sum 3779 . - (3778 2) math:sum 3780 . - (3778 3779 3780) math:product 53967294360 . - (1 53967294360) math:quotient 1.8529741241598905e-11 . - (0.03539816338817608 1.8529741241598905e-11) math:sum 0.03539816340670582 . - [] 1; math:negation -1 . - (1890 2500 0.03539816340670582 0.03539816340144829 -1) :pi true. -} - -_:bng_1223 { - (1889 2500 0.03539816338817608 0.03539816340144829 1) :pi true. -} - -_:bng_1224 { - [] 1888; math:notEqualTo 2500 . - (1888 1) math:sum 1889 . - (2 1888) math:product 3776 . - (3776 1) math:sum 3777 . - (3776 2) math:sum 3778 . - (3776 3777 3778) math:product 53881654656 . - (-1 53881654656) math:quotient -1.855919248182637e-11 . - (0.035398163406735274 -1.855919248182637e-11) math:sum 0.03539816338817608 . - [] -1; math:negation 1 . - (1889 2500 0.03539816338817608 0.03539816340144829 1) :pi true. -} - -_:bng_1225 { - (1888 2500 0.035398163406735274 0.03539816340144829 -1) :pi true. -} - -_:bng_1226 { - [] 1887; math:notEqualTo 2500 . - (1887 1) math:sum 1888 . - (2 1887) math:product 3774 . - (3774 1) math:sum 3775 . - (3774 2) math:sum 3776 . - (3774 3775 3776) math:product 53796105600 . - (1 53796105600) math:quotient 1.858870616835134e-11 . - (0.03539816338814657 1.858870616835134e-11) math:sum 0.035398163406735274 . - [] 1; math:negation -1 . - (1888 2500 0.035398163406735274 0.03539816340144829 -1) :pi true. -} - -_:bng_1227 { - (1887 2500 0.03539816338814657 0.03539816340144829 1) :pi true. -} - -_:bng_1228 { - [] 1886; math:notEqualTo 2500 . - (1886 1) math:sum 1887 . - (2 1886) math:product 3772 . - (3772 1) math:sum 3773 . - (3772 2) math:sum 3774 . - (3772 3773 3774) math:product 53710647144 . - (-1 53710647144) math:quotient -1.86182824667699e-11 . - (0.03539816340676485 -1.86182824667699e-11) math:sum 0.03539816338814657 . - [] -1; math:negation 1 . - (1887 2500 0.03539816338814657 0.03539816340144829 1) :pi true. -} - -_:bng_1229 { - (1886 2500 0.03539816340676485 0.03539816340144829 -1) :pi true. -} - -_:bng_1230 { - [] 1885; math:notEqualTo 2500 . - (1885 1) math:sum 1886 . - (2 1885) math:product 3770 . - (3770 1) math:sum 3771 . - (3770 2) math:sum 3772 . - (3770 3771 3772) math:product 53625279240 . - (1 53625279240) math:quotient 1.8647921543205376e-11 . - (0.035398163388116924 1.8647921543205376e-11) math:sum 0.03539816340676485 . - [] 1; math:negation -1 . - (1886 2500 0.03539816340676485 0.03539816340144829 -1) :pi true. -} - -_:bng_1231 { - (1885 2500 0.035398163388116924 0.03539816340144829 1) :pi true. -} - -_:bng_1232 { - [] 1884; math:notEqualTo 2500 . - (1884 1) math:sum 1885 . - (2 1884) math:product 3768 . - (3768 1) math:sum 3769 . - (3768 2) math:sum 3770 . - (3768 3769 3770) math:product 53540001840 . - (-1 53540001840) math:quotient -1.8677623564310286e-11 . - (0.035398163406794546 -1.8677623564310286e-11) math:sum 0.035398163388116924 . - [] -1; math:negation 1 . - (1885 2500 0.035398163388116924 0.03539816340144829 1) :pi true. -} - -_:bng_1233 { - (1884 2500 0.035398163406794546 0.03539816340144829 -1) :pi true. -} - -_:bng_1234 { - [] 1883; math:notEqualTo 2500 . - (1883 1) math:sum 1884 . - (2 1883) math:product 3766 . - (3766 1) math:sum 3767 . - (3766 2) math:sum 3768 . - (3766 3767 3768) math:product 53454814896 . - (1 53454814896) math:quotient 1.8707388697268308e-11 . - (0.035398163388087156 1.8707388697268308e-11) math:sum 0.035398163406794546 . - [] 1; math:negation -1 . - (1884 2500 0.035398163406794546 0.03539816340144829 -1) :pi true. -} - -_:bng_1235 { - (1883 2500 0.035398163388087156 0.03539816340144829 1) :pi true. -} - -_:bng_1236 { - [] 1882; math:notEqualTo 2500 . - (1882 1) math:sum 1883 . - (2 1882) math:product 3764 . - (3764 1) math:sum 3765 . - (3764 2) math:sum 3766 . - (3764 3765 3766) math:product 53369718360 . - (-1 53369718360) math:quotient -1.873721710979627e-11 . - (0.035398163406824376 -1.873721710979627e-11) math:sum 0.035398163388087156 . - [] -1; math:negation 1 . - (1883 2500 0.035398163388087156 0.03539816340144829 1) :pi true. -} - -_:bng_1237 { - (1882 2500 0.035398163406824376 0.03539816340144829 -1) :pi true. -} - -_:bng_1238 { - [] 1881; math:notEqualTo 2500 . - (1881 1) math:sum 1882 . - (2 1881) math:product 3762 . - (3762 1) math:sum 3763 . - (3762 2) math:sum 3764 . - (3762 3763 3764) math:product 53284712184 . - (1 53284712184) math:quotient 1.8767108970146107e-11 . - (0.03539816338805727 1.8767108970146107e-11) math:sum 0.035398163406824376 . - [] 1; math:negation -1 . - (1882 2500 0.035398163406824376 0.03539816340144829 -1) :pi true. -} - -_:bng_1239 { - (1881 2500 0.03539816338805727 0.03539816340144829 1) :pi true. -} - -_:bng_1240 { - [] 1880; math:notEqualTo 2500 . - (1880 1) math:sum 1881 . - (2 1880) math:product 3760 . - (3760 1) math:sum 3761 . - (3760 2) math:sum 3762 . - (3760 3761 3762) math:product 53199796320 . - (-1 53199796320) math:quotient -1.879706444710689e-11 . - (0.03539816340685433 -1.879706444710689e-11) math:sum 0.03539816338805727 . - [] -1; math:negation 1 . - (1881 2500 0.03539816338805727 0.03539816340144829 1) :pi true. -} - -_:bng_1241 { - (1880 2500 0.03539816340685433 0.03539816340144829 -1) :pi true. -} - -_:bng_1242 { - [] 1879; math:notEqualTo 2500 . - (1879 1) math:sum 1880 . - (2 1879) math:product 3758 . - (3758 1) math:sum 3759 . - (3758 2) math:sum 3760 . - (3758 3759 3760) math:product 53114970720 . - (1 53114970720) math:quotient 1.8827083710006796e-11 . - (0.035398163388027246 1.8827083710006796e-11) math:sum 0.03539816340685433 . - [] 1; math:negation -1 . - (1880 2500 0.03539816340685433 0.03539816340144829 -1) :pi true. -} - -_:bng_1243 { - (1879 2500 0.035398163388027246 0.03539816340144829 1) :pi true. -} - -_:bng_1244 { - [] 1878; math:notEqualTo 2500 . - (1878 1) math:sum 1879 . - (2 1878) math:product 3756 . - (3756 1) math:sum 3757 . - (3756 2) math:sum 3758 . - (3756 3757 3758) math:product 53030235336 . - (-1 53030235336) math:quotient -1.8857166928715135e-11 . - (0.03539816340688441 -1.8857166928715135e-11) math:sum 0.035398163388027246 . - [] -1; math:negation 1 . - (1879 2500 0.035398163388027246 0.03539816340144829 1) :pi true. -} - -_:bng_1245 { - (1878 2500 0.03539816340688441 0.03539816340144829 -1) :pi true. -} - -_:bng_1246 { - [] 1877; math:notEqualTo 2500 . - (1877 1) math:sum 1878 . - (2 1877) math:product 3754 . - (3754 1) math:sum 3755 . - (3754 2) math:sum 3756 . - (3754 3755 3756) math:product 52945590120 . - (1 52945590120) math:quotient 1.8887314273644364e-11 . - (0.035398163387997096 1.8887314273644364e-11) math:sum 0.03539816340688441 . - [] 1; math:negation -1 . - (1878 2500 0.03539816340688441 0.03539816340144829 -1) :pi true. -} - -_:bng_1247 { - (1877 2500 0.035398163387997096 0.03539816340144829 1) :pi true. -} - -_:bng_1248 { - [] 1876; math:notEqualTo 2500 . - (1876 1) math:sum 1877 . - (2 1876) math:product 3752 . - (3752 1) math:sum 3753 . - (3752 2) math:sum 3754 . - (3752 3753 3754) math:product 52861035024 . - (-1 52861035024) math:quotient -1.891752591575211e-11 . - (0.03539816340691462 -1.891752591575211e-11) math:sum 0.035398163387997096 . - [] -1; math:negation 1 . - (1877 2500 0.035398163387997096 0.03539816340144829 1) :pi true. -} - -_:bng_1249 { - (1876 2500 0.03539816340691462 0.03539816340144829 -1) :pi true. -} - -_:bng_1250 { - [] 1875; math:notEqualTo 2500 . - (1875 1) math:sum 1876 . - (2 1875) math:product 3750 . - (3750 1) math:sum 3751 . - (3750 2) math:sum 3752 . - (3750 3751 3752) math:product 52776570000 . - (1 52776570000) math:quotient 1.894780202654322e-11 . - (0.03539816338796682 1.894780202654322e-11) math:sum 0.03539816340691462 . - [] 1; math:negation -1 . - (1876 2500 0.03539816340691462 0.03539816340144829 -1) :pi true. -} - -_:bng_1251 { - (1875 2500 0.03539816338796682 0.03539816340144829 1) :pi true. -} - -_:bng_1252 { - [] 1874; math:notEqualTo 2500 . - (1874 1) math:sum 1875 . - (2 1874) math:product 3748 . - (3748 1) math:sum 3749 . - (3748 2) math:sum 3750 . - (3748 3749 3750) math:product 52692195000 . - (-1 52692195000) math:quotient -1.897814277807178e-11 . - (0.03539816340694497 -1.897814277807178e-11) math:sum 0.03539816338796682 . - [] -1; math:negation 1 . - (1875 2500 0.03539816338796682 0.03539816340144829 1) :pi true. -} - -_:bng_1253 { - (1874 2500 0.03539816340694497 0.03539816340144829 -1) :pi true. -} - -_:bng_1254 { - [] 1873; math:notEqualTo 2500 . - (1873 1) math:sum 1874 . - (2 1873) math:product 3746 . - (3746 1) math:sum 3747 . - (3746 2) math:sum 3748 . - (3746 3747 3748) math:product 52607909976 . - (1 52607909976) math:quotient 1.9008548342943204e-11 . - (0.035398163387936415 1.9008548342943204e-11) math:sum 0.03539816340694497 . - [] 1; math:negation -1 . - (1874 2500 0.03539816340694497 0.03539816340144829 -1) :pi true. -} - -_:bng_1255 { - (1873 2500 0.035398163387936415 0.03539816340144829 1) :pi true. -} - -_:bng_1256 { - [] 1872; math:notEqualTo 2500 . - (1872 1) math:sum 1873 . - (2 1872) math:product 3744 . - (3744 1) math:sum 3745 . - (3744 2) math:sum 3746 . - (3744 3745 3746) math:product 52523714880 . - (-1 52523714880) math:quotient -1.903901889431626e-11 . - (0.035398163406975436 -1.903901889431626e-11) math:sum 0.035398163387936415 . - [] -1; math:negation 1 . - (1873 2500 0.035398163387936415 0.03539816340144829 1) :pi true. -} - -_:bng_1257 { - (1872 2500 0.035398163406975436 0.03539816340144829 -1) :pi true. -} - -_:bng_1258 { - [] 1871; math:notEqualTo 2500 . - (1871 1) math:sum 1872 . - (2 1871) math:product 3742 . - (3742 1) math:sum 3743 . - (3742 2) math:sum 3744 . - (3742 3743 3744) math:product 52439609664 . - (1 52439609664) math:quotient 1.906955460590516e-11 . - (0.035398163387905884 1.906955460590516e-11) math:sum 0.035398163406975436 . - [] 1; math:negation -1 . - (1872 2500 0.035398163406975436 0.03539816340144829 -1) :pi true. -} - -_:bng_1259 { - (1871 2500 0.035398163387905884 0.03539816340144829 1) :pi true. -} - -_:bng_1260 { - [] 1870; math:notEqualTo 2500 . - (1870 1) math:sum 1871 . - (2 1870) math:product 3740 . - (3740 1) math:sum 3741 . - (3740 2) math:sum 3742 . - (3740 3741 3742) math:product 52355594280 . - (-1 52355594280) math:quotient -1.910015565198165e-11 . - (0.03539816340700604 -1.910015565198165e-11) math:sum 0.035398163387905884 . - [] -1; math:negation 1 . - (1871 2500 0.035398163387905884 0.03539816340144829 1) :pi true. -} - -_:bng_1261 { - (1870 2500 0.03539816340700604 0.03539816340144829 -1) :pi true. -} - -_:bng_1262 { - [] 1869; math:notEqualTo 2500 . - (1869 1) math:sum 1870 . - (2 1869) math:product 3738 . - (3738 1) math:sum 3739 . - (3738 2) math:sum 3740 . - (3738 3739 3740) math:product 52271668680 . - (1 52271668680) math:quotient 1.913082220737706e-11 . - (0.03539816338787522 1.913082220737706e-11) math:sum 0.03539816340700604 . - [] 1; math:negation -1 . - (1870 2500 0.03539816340700604 0.03539816340144829 -1) :pi true. -} - -_:bng_1263 { - (1869 2500 0.03539816338787522 0.03539816340144829 1) :pi true. -} - -_:bng_1264 { - [] 1868; math:notEqualTo 2500 . - (1868 1) math:sum 1869 . - (2 1868) math:product 3736 . - (3736 1) math:sum 3737 . - (3736 2) math:sum 3738 . - (3736 3737 3738) math:product 52187832816 . - (-1 52187832816) math:quotient -1.9161554447484456e-11 . - (0.035398163407036776 -1.9161554447484456e-11) math:sum 0.03539816338787522 . - [] -1; math:negation 1 . - (1869 2500 0.03539816338787522 0.03539816340144829 1) :pi true. -} - -_:bng_1265 { - (1868 2500 0.035398163407036776 0.03539816340144829 -1) :pi true. -} - -_:bng_1266 { - [] 1867; math:notEqualTo 2500 . - (1867 1) math:sum 1868 . - (2 1867) math:product 3734 . - (3734 1) math:sum 3735 . - (3734 2) math:sum 3736 . - (3734 3735 3736) math:product 52104086640 . - (1 52104086640) math:quotient 1.9192352548260694e-11 . - (0.03539816338784443 1.9192352548260694e-11) math:sum 0.035398163407036776 . - [] 1; math:negation -1 . - (1868 2500 0.035398163407036776 0.03539816340144829 -1) :pi true. -} - -_:bng_1267 { - (1867 2500 0.03539816338784443 0.03539816340144829 1) :pi true. -} - -_:bng_1268 { - [] 1866; math:notEqualTo 2500 . - (1866 1) math:sum 1867 . - (2 1866) math:product 3732 . - (3732 1) math:sum 3733 . - (3732 2) math:sum 3734 . - (3732 3733 3734) math:product 52020430104 . - (-1 52020430104) math:quotient -1.9223216686228572e-11 . - (0.03539816340706764 -1.9223216686228572e-11) math:sum 0.03539816338784443 . - [] -1; math:negation 1 . - (1867 2500 0.03539816338784443 0.03539816340144829 1) :pi true. -} - -_:bng_1269 { - (1866 2500 0.03539816340706764 0.03539816340144829 -1) :pi true. -} - -_:bng_1270 { - [] 1865; math:notEqualTo 2500 . - (1865 1) math:sum 1866 . - (2 1865) math:product 3730 . - (3730 1) math:sum 3731 . - (3730 2) math:sum 3732 . - (3730 3731 3732) math:product 51936863160 . - (1 51936863160) math:quotient 1.925414703847894e-11 . - (0.03539816338781349 1.925414703847894e-11) math:sum 0.03539816340706764 . - [] 1; math:negation -1 . - (1866 2500 0.03539816340706764 0.03539816340144829 -1) :pi true. -} - -_:bng_1271 { - (1865 2500 0.03539816338781349 0.03539816340144829 1) :pi true. -} - -_:bng_1272 { - [] 1864; math:notEqualTo 2500 . - (1864 1) math:sum 1865 . - (2 1864) math:product 3728 . - (3728 1) math:sum 3729 . - (3728 2) math:sum 3730 . - (3728 3729 3730) math:product 51853385760 . - (-1 51853385760) math:quotient -1.928514378267283e-11 . - (0.035398163407098636 -1.928514378267283e-11) math:sum 0.03539816338781349 . - [] -1; math:negation 1 . - (1865 2500 0.03539816338781349 0.03539816340144829 1) :pi true. -} - -_:bng_1273 { - (1864 2500 0.035398163407098636 0.03539816340144829 -1) :pi true. -} - -_:bng_1274 { - [] 1863; math:notEqualTo 2500 . - (1863 1) math:sum 1864 . - (2 1863) math:product 3726 . - (3726 1) math:sum 3727 . - (3726 2) math:sum 3728 . - (3726 3727 3728) math:product 51769997856 . - (1 51769997856) math:quotient 1.9316207097043617e-11 . - (0.03539816338778243 1.9316207097043617e-11) math:sum 0.035398163407098636 . - [] 1; math:negation -1 . - (1864 2500 0.035398163407098636 0.03539816340144829 -1) :pi true. -} - -_:bng_1275 { - (1863 2500 0.03539816338778243 0.03539816340144829 1) :pi true. -} - -_:bng_1276 { - [] 1862; math:notEqualTo 2500 . - (1862 1) math:sum 1863 . - (2 1862) math:product 3724 . - (3724 1) math:sum 3725 . - (3724 2) math:sum 3726 . - (3724 3725 3726) math:product 51686699400 . - (-1 51686699400) math:quotient -1.9347337160399142e-11 . - (0.035398163407129764 -1.9347337160399142e-11) math:sum 0.03539816338778243 . - [] -1; math:negation 1 . - (1863 2500 0.03539816338778243 0.03539816340144829 1) :pi true. -} - -_:bng_1277 { - (1862 2500 0.035398163407129764 0.03539816340144829 -1) :pi true. -} - -_:bng_1278 { - [] 1861; math:notEqualTo 2500 . - (1861 1) math:sum 1862 . - (2 1861) math:product 3722 . - (3722 1) math:sum 3723 . - (3722 2) math:sum 3724 . - (3722 3723 3724) math:product 51603490344 . - (1 51603490344) math:quotient 1.9378534152123903e-11 . - (0.03539816338775123 1.9378534152123903e-11) math:sum 0.035398163407129764 . - [] 1; math:negation -1 . - (1862 2500 0.035398163407129764 0.03539816340144829 -1) :pi true. -} - -_:bng_1279 { - (1861 2500 0.03539816338775123 0.03539816340144829 1) :pi true. -} - -_:bng_1280 { - [] 1860; math:notEqualTo 2500 . - (1860 1) math:sum 1861 . - (2 1860) math:product 3720 . - (3720 1) math:sum 3721 . - (3720 2) math:sum 3722 . - (3720 3721 3722) math:product 51520370640 . - (-1 51520370640) math:quotient -1.9409798252181206e-11 . - (0.03539816340716103 -1.9409798252181206e-11) math:sum 0.03539816338775123 . - [] -1; math:negation 1 . - (1861 2500 0.03539816338775123 0.03539816340144829 1) :pi true. -} - -_:bng_1281 { - (1860 2500 0.03539816340716103 0.03539816340144829 -1) :pi true. -} - -_:bng_1282 { - [] 1859; math:notEqualTo 2500 . - (1859 1) math:sum 1860 . - (2 1859) math:product 3718 . - (3718 1) math:sum 3719 . - (3718 2) math:sum 3720 . - (3718 3719 3720) math:product 51437340240 . - (1 51437340240) math:quotient 1.9441129641115363e-11 . - (0.0353981633877199 1.9441129641115363e-11) math:sum 0.03539816340716103 . - [] 1; math:negation -1 . - (1860 2500 0.03539816340716103 0.03539816340144829 -1) :pi true. -} - -_:bng_1283 { - (1859 2500 0.0353981633877199 0.03539816340144829 1) :pi true. -} - -_:bng_1284 { - [] 1858; math:notEqualTo 2500 . - (1858 1) math:sum 1859 . - (2 1858) math:product 3716 . - (3716 1) math:sum 3717 . - (3716 2) math:sum 3718 . - (3716 3717 3718) math:product 51354399096 . - (-1 51354399096) math:quotient -1.9472528500053858e-11 . - (0.03539816340719243 -1.9472528500053858e-11) math:sum 0.0353981633877199 . - [] -1; math:negation 1 . - (1859 2500 0.0353981633877199 0.03539816340144829 1) :pi true. -} - -_:bng_1285 { - (1858 2500 0.03539816340719243 0.03539816340144829 -1) :pi true. -} - -_:bng_1286 { - [] 1857; math:notEqualTo 2500 . - (1857 1) math:sum 1858 . - (2 1857) math:product 3714 . - (3714 1) math:sum 3715 . - (3714 2) math:sum 3716 . - (3714 3715 3716) math:product 51271547160 . - (1 51271547160) math:quotient 1.9503995010709562e-11 . - (0.03539816338768843 1.9503995010709562e-11) math:sum 0.03539816340719243 . - [] 1; math:negation -1 . - (1858 2500 0.03539816340719243 0.03539816340144829 -1) :pi true. -} - -_:bng_1287 { - (1857 2500 0.03539816338768843 0.03539816340144829 1) :pi true. -} - -_:bng_1288 { - [] 1856; math:notEqualTo 2500 . - (1856 1) math:sum 1857 . - (2 1856) math:product 3712 . - (3712 1) math:sum 3713 . - (3712 2) math:sum 3714 . - (3712 3713 3714) math:product 51188784384 . - (-1 51188784384) math:quotient -1.9535529355382943e-11 . - (0.03539816340722396 -1.9535529355382943e-11) math:sum 0.03539816338768843 . - [] -1; math:negation 1 . - (1857 2500 0.03539816338768843 0.03539816340144829 1) :pi true. -} - -_:bng_1289 { - (1856 2500 0.03539816340722396 0.03539816340144829 -1) :pi true. -} - -_:bng_1290 { - [] 1855; math:notEqualTo 2500 . - (1855 1) math:sum 1856 . - (2 1855) math:product 3710 . - (3710 1) math:sum 3711 . - (3710 2) math:sum 3712 . - (3710 3711 3712) math:product 51106110720 . - (1 51106110720) math:quotient 1.9567131716964277e-11 . - (0.03539816338765683 1.9567131716964277e-11) math:sum 0.03539816340722396 . - [] 1; math:negation -1 . - (1856 2500 0.03539816340722396 0.03539816340144829 -1) :pi true. -} - -_:bng_1291 { - (1855 2500 0.03539816338765683 0.03539816340144829 1) :pi true. -} - -_:bng_1292 { - [] 1854; math:notEqualTo 2500 . - (1854 1) math:sum 1855 . - (2 1854) math:product 3708 . - (3708 1) math:sum 3709 . - (3708 2) math:sum 3710 . - (3708 3709 3710) math:product 51023526120 . - (-1 51023526120) math:quotient -1.9598802278935874e-11 . - (0.03539816340725563 -1.9598802278935874e-11) math:sum 0.03539816338765683 . - [] -1; math:negation 1 . - (1855 2500 0.03539816338765683 0.03539816340144829 1) :pi true. -} - -_:bng_1293 { - (1854 2500 0.03539816340725563 0.03539816340144829 -1) :pi true. -} - -_:bng_1294 { - [] 1853; math:notEqualTo 2500 . - (1853 1) math:sum 1854 . - (2 1853) math:product 3706 . - (3706 1) math:sum 3707 . - (3706 2) math:sum 3708 . - (3706 3707 3708) math:product 50941030536 . - (1 50941030536) math:quotient 1.9630541225374318e-11 . - (0.03539816338762509 1.9630541225374318e-11) math:sum 0.03539816340725563 . - [] 1; math:negation -1 . - (1854 2500 0.03539816340725563 0.03539816340144829 -1) :pi true. -} - -_:bng_1295 { - (1853 2500 0.03539816338762509 0.03539816340144829 1) :pi true. -} - -_:bng_1296 { - [] 1852; math:notEqualTo 2500 . - (1852 1) math:sum 1853 . - (2 1852) math:product 3704 . - (3704 1) math:sum 3705 . - (3704 2) math:sum 3706 . - (3704 3705 3706) math:product 50858623920 . - (-1 50858623920) math:quotient -1.9662348740952722e-11 . - (0.035398163407287436 -1.9662348740952722e-11) math:sum 0.03539816338762509 . - [] -1; math:negation 1 . - (1853 2500 0.03539816338762509 0.03539816340144829 1) :pi true. -} - -_:bng_1297 { - (1852 2500 0.035398163407287436 0.03539816340144829 -1) :pi true. -} - -_:bng_1298 { - [] 1851; math:notEqualTo 2500 . - (1851 1) math:sum 1852 . - (2 1851) math:product 3702 . - (3702 1) math:sum 3703 . - (3702 2) math:sum 3704 . - (3702 3703 3704) math:product 50776306224 . - (1 50776306224) math:quotient 1.969422501094297e-11 . - (0.03539816338759321 1.969422501094297e-11) math:sum 0.035398163407287436 . - [] 1; math:negation -1 . - (1852 2500 0.035398163407287436 0.03539816340144829 -1) :pi true. -} - -_:bng_1299 { - (1851 2500 0.03539816338759321 0.03539816340144829 1) :pi true. -} - -_:bng_1300 { - [] 1850; math:notEqualTo 2500 . - (1850 1) math:sum 1851 . - (2 1850) math:product 3700 . - (3700 1) math:sum 3701 . - (3700 2) math:sum 3702 . - (3700 3701 3702) math:product 50694077400 . - (-1 50694077400) math:quotient -1.9726170221217992e-11 . - (0.03539816340731938 -1.9726170221217992e-11) math:sum 0.03539816338759321 . - [] -1; math:negation 1 . - (1851 2500 0.03539816338759321 0.03539816340144829 1) :pi true. -} - -_:bng_1301 { - (1850 2500 0.03539816340731938 0.03539816340144829 -1) :pi true. -} - -_:bng_1302 { - [] 1849; math:notEqualTo 2500 . - (1849 1) math:sum 1850 . - (2 1849) math:product 3698 . - (3698 1) math:sum 3699 . - (3698 2) math:sum 3700 . - (3698 3699 3700) math:product 50611937400 . - (1 50611937400) math:quotient 1.9758184558254037e-11 . - (0.0353981633875612 1.9758184558254037e-11) math:sum 0.03539816340731938 . - [] 1; math:negation -1 . - (1850 2500 0.03539816340731938 0.03539816340144829 -1) :pi true. -} - -_:bng_1303 { - (1849 2500 0.0353981633875612 0.03539816340144829 1) :pi true. -} - -_:bng_1304 { - [] 1848; math:notEqualTo 2500 . - (1848 1) math:sum 1849 . - (2 1848) math:product 3696 . - (3696 1) math:sum 3697 . - (3696 2) math:sum 3698 . - (3696 3697 3698) math:product 50529886176 . - (-1 50529886176) math:quotient -1.9790268209132963e-11 . - (0.03539816340735147 -1.9790268209132963e-11) math:sum 0.0353981633875612 . - [] -1; math:negation 1 . - (1849 2500 0.0353981633875612 0.03539816340144829 1) :pi true. -} - -_:bng_1305 { - (1848 2500 0.03539816340735147 0.03539816340144829 -1) :pi true. -} - -_:bng_1306 { - [] 1847; math:notEqualTo 2500 . - (1847 1) math:sum 1848 . - (2 1847) math:product 3694 . - (3694 1) math:sum 3695 . - (3694 2) math:sum 3696 . - (3694 3695 3696) math:product 50447923680 . - (1 50447923680) math:quotient 1.9822421361544526e-11 . - (0.03539816338752905 1.9822421361544526e-11) math:sum 0.03539816340735147 . - [] 1; math:negation -1 . - (1848 2500 0.03539816340735147 0.03539816340144829 -1) :pi true. -} - -_:bng_1307 { - (1847 2500 0.03539816338752905 0.03539816340144829 1) :pi true. -} - -_:bng_1308 { - [] 1846; math:notEqualTo 2500 . - (1846 1) math:sum 1847 . - (2 1846) math:product 3692 . - (3692 1) math:sum 3693 . - (3692 2) math:sum 3694 . - (3692 3693 3694) math:product 50366049864 . - (-1 50366049864) math:quotient -1.9854644203788694e-11 . - (0.03539816340738369 -1.9854644203788694e-11) math:sum 0.03539816338752905 . - [] -1; math:negation 1 . - (1847 2500 0.03539816338752905 0.03539816340144829 1) :pi true. -} - -_:bng_1309 { - (1846 2500 0.03539816340738369 0.03539816340144829 -1) :pi true. -} - -_:bng_1310 { - [] 1845; math:notEqualTo 2500 . - (1845 1) math:sum 1846 . - (2 1845) math:product 3690 . - (3690 1) math:sum 3691 . - (3690 2) math:sum 3692 . - (3690 3691 3692) math:product 50284264680 . - (1 50284264680) math:quotient 1.9886936924777957e-11 . - (0.03539816338749675 1.9886936924777957e-11) math:sum 0.03539816340738369 . - [] 1; math:negation -1 . - (1846 2500 0.03539816340738369 0.03539816340144829 -1) :pi true. -} - -_:bng_1311 { - (1845 2500 0.03539816338749675 0.03539816340144829 1) :pi true. -} - -_:bng_1312 { - [] 1844; math:notEqualTo 2500 . - (1844 1) math:sum 1845 . - (2 1844) math:product 3688 . - (3688 1) math:sum 3689 . - (3688 2) math:sum 3690 . - (3688 3689 3690) math:product 50202568080 . - (-1 50202568080) math:quotient -1.991929971403965e-11 . - (0.035398163407416056 -1.991929971403965e-11) math:sum 0.03539816338749675 . - [] -1; math:negation 1 . - (1845 2500 0.03539816338749675 0.03539816340144829 1) :pi true. -} - -_:bng_1313 { - (1844 2500 0.035398163407416056 0.03539816340144829 -1) :pi true. -} - -_:bng_1314 { - [] 1843; math:notEqualTo 2500 . - (1843 1) math:sum 1844 . - (2 1843) math:product 3686 . - (3686 1) math:sum 3687 . - (3686 2) math:sum 3688 . - (3686 3687 3688) math:product 50120960016 . - (1 50120960016) math:quotient 1.9951732761718296e-11 . - (0.03539816338746432 1.9951732761718296e-11) math:sum 0.035398163407416056 . - [] 1; math:negation -1 . - (1844 2500 0.035398163407416056 0.03539816340144829 -1) :pi true. -} - -_:bng_1315 { - (1843 2500 0.03539816338746432 0.03539816340144829 1) :pi true. -} - -_:bng_1316 { - [] 1842; math:notEqualTo 2500 . - (1842 1) math:sum 1843 . - (2 1842) math:product 3684 . - (3684 1) math:sum 3685 . - (3684 2) math:sum 3686 . - (3684 3685 3686) math:product 50039440440 . - (-1 50039440440) math:quotient -1.9984236258577956e-11 . - (0.03539816340744856 -1.9984236258577956e-11) math:sum 0.03539816338746432 . - [] -1; math:negation 1 . - (1843 2500 0.03539816338746432 0.03539816340144829 1) :pi true. -} - -_:bng_1317 { - (1842 2500 0.03539816340744856 0.03539816340144829 -1) :pi true. -} - -_:bng_1318 { - [] 1841; math:notEqualTo 2500 . - (1841 1) math:sum 1842 . - (2 1841) math:product 3682 . - (3682 1) math:sum 3683 . - (3682 2) math:sum 3684 . - (3682 3683 3684) math:product 49958009304 . - (1 49958009304) math:quotient 2.0016810396004565e-11 . - (0.03539816338743175 2.0016810396004565e-11) math:sum 0.03539816340744856 . - [] 1; math:negation -1 . - (1842 2500 0.03539816340744856 0.03539816340144829 -1) :pi true. -} - -_:bng_1319 { - (1841 2500 0.03539816338743175 0.03539816340144829 1) :pi true. -} - -_:bng_1320 { - [] 1840; math:notEqualTo 2500 . - (1840 1) math:sum 1841 . - (2 1840) math:product 3680 . - (3680 1) math:sum 3681 . - (3680 2) math:sum 3682 . - (3680 3681 3682) math:product 49876666560 . - (-1 49876666560) math:quotient -2.0049455366008325e-11 . - (0.035398163407481205 -2.0049455366008325e-11) math:sum 0.03539816338743175 . - [] -1; math:negation 1 . - (1841 2500 0.03539816338743175 0.03539816340144829 1) :pi true. -} - -_:bng_1321 { - (1840 2500 0.035398163407481205 0.03539816340144829 -1) :pi true. -} - -_:bng_1322 { - [] 1839; math:notEqualTo 2500 . - (1839 1) math:sum 1840 . - (2 1839) math:product 3678 . - (3678 1) math:sum 3679 . - (3678 2) math:sum 3680 . - (3678 3679 3680) math:product 49795412160 . - (1 49795412160) math:quotient 2.008217136122606e-11 . - (0.03539816338739903 2.008217136122606e-11) math:sum 0.035398163407481205 . - [] 1; math:negation -1 . - (1840 2500 0.035398163407481205 0.03539816340144829 -1) :pi true. -} - -_:bng_1323 { - (1839 2500 0.03539816338739903 0.03539816340144829 1) :pi true. -} - -_:bng_1324 { - [] 1838; math:notEqualTo 2500 . - (1838 1) math:sum 1839 . - (2 1838) math:product 3676 . - (3676 1) math:sum 3677 . - (3676 2) math:sum 3678 . - (3676 3677 3678) math:product 49714246056 . - (-1 49714246056) math:quotient -2.011495857492362e-11 . - (0.03539816340751399 -2.011495857492362e-11) math:sum 0.03539816338739903 . - [] -1; math:negation 1 . - (1839 2500 0.03539816338739903 0.03539816340144829 1) :pi true. -} - -_:bng_1325 { - (1838 2500 0.03539816340751399 0.03539816340144829 -1) :pi true. -} - -_:bng_1326 { - [] 1837; math:notEqualTo 2500 . - (1837 1) math:sum 1838 . - (2 1837) math:product 3674 . - (3674 1) math:sum 3675 . - (3674 2) math:sum 3676 . - (3674 3675 3676) math:product 49633168200 . - (1 49633168200) math:quotient 2.0147817200998264e-11 . - (0.03539816338736618 2.0147817200998264e-11) math:sum 0.03539816340751399 . - [] 1; math:negation -1 . - (1838 2500 0.03539816340751399 0.03539816340144829 -1) :pi true. -} - -_:bng_1327 { - (1837 2500 0.03539816338736618 0.03539816340144829 1) :pi true. -} - -_:bng_1328 { - [] 1836; math:notEqualTo 2500 . - (1836 1) math:sum 1837 . - (2 1836) math:product 3672 . - (3672 1) math:sum 3673 . - (3672 2) math:sum 3674 . - (3672 3673 3674) math:product 49552178544 . - (-1 49552178544) math:quotient -2.0180747433981074e-11 . - (0.03539816340754692 -2.0180747433981074e-11) math:sum 0.03539816338736618 . - [] -1; math:negation 1 . - (1837 2500 0.03539816338736618 0.03539816340144829 1) :pi true. -} - -_:bng_1329 { - (1836 2500 0.03539816340754692 0.03539816340144829 -1) :pi true. -} - -_:bng_1330 { - [] 1835; math:notEqualTo 2500 . - (1835 1) math:sum 1836 . - (2 1835) math:product 3670 . - (3670 1) math:sum 3671 . - (3670 2) math:sum 3672 . - (3670 3671 3672) math:product 49471277040 . - (1 49471277040) math:quotient 2.021374946903938e-11 . - (0.035398163387333176 2.021374946903938e-11) math:sum 0.03539816340754692 . - [] 1; math:negation -1 . - (1836 2500 0.03539816340754692 0.03539816340144829 -1) :pi true. -} - -_:bng_1331 { - (1835 2500 0.035398163387333176 0.03539816340144829 1) :pi true. -} - -_:bng_1332 { - [] 1834; math:notEqualTo 2500 . - (1834 1) math:sum 1835 . - (2 1834) math:product 3668 . - (3668 1) math:sum 3669 . - (3668 2) math:sum 3670 . - (3668 3669 3670) math:product 49390463640 . - (-1 49390463640) math:quotient -2.0246823501979178e-11 . - (0.03539816340758 -2.0246823501979178e-11) math:sum 0.035398163387333176 . - [] -1; math:negation 1 . - (1835 2500 0.035398163387333176 0.03539816340144829 1) :pi true. -} - -_:bng_1333 { - (1834 2500 0.03539816340758 0.03539816340144829 -1) :pi true. -} - -_:bng_1334 { - [] 1833; math:notEqualTo 2500 . - (1833 1) math:sum 1834 . - (2 1833) math:product 3666 . - (3666 1) math:sum 3667 . - (3666 2) math:sum 3668 . - (3666 3667 3668) math:product 49309738296 . - (1 49309738296) math:quotient 2.0279969729247577e-11 . - (0.03539816338730003 2.0279969729247577e-11) math:sum 0.03539816340758 . - [] 1; math:negation -1 . - (1834 2500 0.03539816340758 0.03539816340144829 -1) :pi true. -} - -_:bng_1335 { - (1833 2500 0.03539816338730003 0.03539816340144829 1) :pi true. -} - -_:bng_1336 { - [] 1832; math:notEqualTo 2500 . - (1832 1) math:sum 1833 . - (2 1832) math:product 3664 . - (3664 1) math:sum 3665 . - (3664 2) math:sum 3666 . - (3664 3665 3666) math:product 49229100960 . - (-1 49229100960) math:quotient -2.031318834793525e-11 . - (0.03539816340761322 -2.031318834793525e-11) math:sum 0.03539816338730003 . - [] -1; math:negation 1 . - (1833 2500 0.03539816338730003 0.03539816340144829 1) :pi true. -} - -_:bng_1337 { - (1832 2500 0.03539816340761322 0.03539816340144829 -1) :pi true. -} - -_:bng_1338 { - [] 1831; math:notEqualTo 2500 . - (1831 1) math:sum 1832 . - (2 1831) math:product 3662 . - (3662 1) math:sum 3663 . - (3662 2) math:sum 3664 . - (3662 3663 3664) math:product 49148551584 . - (1 49148551584) math:quotient 2.0346479555778885e-11 . - (0.035398163387266736 2.0346479555778885e-11) math:sum 0.03539816340761322 . - [] 1; math:negation -1 . - (1832 2500 0.03539816340761322 0.03539816340144829 -1) :pi true. -} - -_:bng_1339 { - (1831 2500 0.035398163387266736 0.03539816340144829 1) :pi true. -} - -_:bng_1340 { - [] 1830; math:notEqualTo 2500 . - (1830 1) math:sum 1831 . - (2 1830) math:product 3660 . - (3660 1) math:sum 3661 . - (3660 2) math:sum 3662 . - (3660 3661 3662) math:product 49068090120 . - (-1 49068090120) math:quotient -2.0379843551163675e-11 . - (0.03539816340764658 -2.0379843551163675e-11) math:sum 0.035398163387266736 . - [] -1; math:negation 1 . - (1831 2500 0.035398163387266736 0.03539816340144829 1) :pi true. -} - -_:bng_1341 { - (1830 2500 0.03539816340764658 0.03539816340144829 -1) :pi true. -} - -_:bng_1342 { - [] 1829; math:notEqualTo 2500 . - (1829 1) math:sum 1830 . - (2 1829) math:product 3658 . - (3658 1) math:sum 3659 . - (3658 2) math:sum 3660 . - (3658 3659 3660) math:product 48987716520 . - (1 48987716520) math:quotient 2.0413280533125776e-11 . - (0.0353981633872333 2.0413280533125776e-11) math:sum 0.03539816340764658 . - [] 1; math:negation -1 . - (1830 2500 0.03539816340764658 0.03539816340144829 -1) :pi true. -} - -_:bng_1343 { - (1829 2500 0.0353981633872333 0.03539816340144829 1) :pi true. -} - -_:bng_1344 { - [] 1828; math:notEqualTo 2500 . - (1828 1) math:sum 1829 . - (2 1828) math:product 3656 . - (3656 1) math:sum 3657 . - (3656 2) math:sum 3658 . - (3656 3657 3658) math:product 48907430736 . - (-1 48907430736) math:quotient -2.0446790701354825e-11 . - (0.03539816340768009 -2.0446790701354825e-11) math:sum 0.0353981633872333 . - [] -1; math:negation 1 . - (1829 2500 0.0353981633872333 0.03539816340144829 1) :pi true. -} - -_:bng_1345 { - (1828 2500 0.03539816340768009 0.03539816340144829 -1) :pi true. -} - -_:bng_1346 { - [] 1827; math:notEqualTo 2500 . - (1827 1) math:sum 1828 . - (2 1827) math:product 3654 . - (3654 1) math:sum 3655 . - (3654 2) math:sum 3656 . - (3654 3655 3656) math:product 48827232720 . - (1 48827232720) math:quotient 2.048037425619643e-11 . - (0.03539816338719971 2.048037425619643e-11) math:sum 0.03539816340768009 . - [] 1; math:negation -1 . - (1828 2500 0.03539816340768009 0.03539816340144829 -1) :pi true. -} - -_:bng_1347 { - (1827 2500 0.03539816338719971 0.03539816340144829 1) :pi true. -} - -_:bng_1348 { - [] 1826; math:notEqualTo 2500 . - (1826 1) math:sum 1827 . - (2 1826) math:product 3652 . - (3652 1) math:sum 3653 . - (3652 2) math:sum 3654 . - (3652 3653 3654) math:product 48747122424 . - (-1 48747122424) math:quotient -2.0514031398654687e-11 . - (0.03539816340771374 -2.0514031398654687e-11) math:sum 0.03539816338719971 . - [] -1; math:negation 1 . - (1827 2500 0.03539816338719971 0.03539816340144829 1) :pi true. -} - -_:bng_1349 { - (1826 2500 0.03539816340771374 0.03539816340144829 -1) :pi true. -} - -_:bng_1350 { - [] 1825; math:notEqualTo 2500 . - (1825 1) math:sum 1826 . - (2 1825) math:product 3650 . - (3650 1) math:sum 3651 . - (3650 2) math:sum 3652 . - (3650 3651 3652) math:product 48667099800 . - (1 48667099800) math:quotient 2.0547762330394713e-11 . - (0.035398163387165976 2.0547762330394713e-11) math:sum 0.03539816340771374 . - [] 1; math:negation -1 . - (1826 2500 0.03539816340771374 0.03539816340144829 -1) :pi true. -} - -_:bng_1351 { - (1825 2500 0.035398163387165976 0.03539816340144829 1) :pi true. -} - -_:bng_1352 { - [] 1824; math:notEqualTo 2500 . - (1824 1) math:sum 1825 . - (2 1824) math:product 3648 . - (3648 1) math:sum 3649 . - (3648 2) math:sum 3650 . - (3648 3649 3650) math:product 48587164800 . - (-1 48587164800) math:quotient -2.058156725374517e-11 . - (0.03539816340774754 -2.058156725374517e-11) math:sum 0.035398163387165976 . - [] -1; math:negation 1 . - (1825 2500 0.035398163387165976 0.03539816340144829 1) :pi true. -} - -_:bng_1353 { - (1824 2500 0.03539816340774754 0.03539816340144829 -1) :pi true. -} - -_:bng_1354 { - [] 1823; math:notEqualTo 2500 . - (1823 1) math:sum 1824 . - (2 1823) math:product 3646 . - (3646 1) math:sum 3647 . - (3646 2) math:sum 3648 . - (3646 3647 3648) math:product 48507317376 . - (1 48507317376) math:quotient 2.0615446371700833e-11 . - (0.035398163387132094 2.0615446371700833e-11) math:sum 0.03539816340774754 . - [] 1; math:negation -1 . - (1824 2500 0.03539816340774754 0.03539816340144829 -1) :pi true. -} - -_:bng_1355 { - (1823 2500 0.035398163387132094 0.03539816340144829 1) :pi true. -} - -_:bng_1356 { - [] 1822; math:notEqualTo 2500 . - (1822 1) math:sum 1823 . - (2 1822) math:product 3644 . - (3644 1) math:sum 3645 . - (3644 2) math:sum 3646 . - (3644 3645 3646) math:product 48427557480 . - (-1 48427557480) math:quotient -2.0649399887925134e-11 . - (0.03539816340778149 -2.0649399887925134e-11) math:sum 0.035398163387132094 . - [] -1; math:negation 1 . - (1823 2500 0.035398163387132094 0.03539816340144829 1) :pi true. -} - -_:bng_1357 { - (1822 2500 0.03539816340778149 0.03539816340144829 -1) :pi true. -} - -_:bng_1358 { - [] 1821; math:notEqualTo 2500 . - (1821 1) math:sum 1822 . - (2 1821) math:product 3642 . - (3642 1) math:sum 3643 . - (3642 2) math:sum 3644 . - (3642 3643 3644) math:product 48347885064 . - (1 48347885064) math:quotient 2.068342800675274e-11 . - (0.035398163387098065 2.068342800675274e-11) math:sum 0.03539816340778149 . - [] 1; math:negation -1 . - (1822 2500 0.03539816340778149 0.03539816340144829 -1) :pi true. -} - -_:bng_1359 { - (1821 2500 0.035398163387098065 0.03539816340144829 1) :pi true. -} - -_:bng_1360 { - [] 1820; math:notEqualTo 2500 . - (1820 1) math:sum 1821 . - (2 1820) math:product 3640 . - (3640 1) math:sum 3641 . - (3640 2) math:sum 3642 . - (3640 3641 3642) math:product 48268300080 . - (-1 48268300080) math:quotient -2.0717530933192128e-11 . - (0.0353981634078156 -2.0717530933192128e-11) math:sum 0.035398163387098065 . - [] -1; math:negation 1 . - (1821 2500 0.035398163387098065 0.03539816340144829 1) :pi true. -} - -_:bng_1361 { - (1820 2500 0.0353981634078156 0.03539816340144829 -1) :pi true. -} - -_:bng_1362 { - [] 1819; math:notEqualTo 2500 . - (1819 1) math:sum 1820 . - (2 1819) math:product 3638 . - (3638 1) math:sum 3639 . - (3638 2) math:sum 3640 . - (3638 3639 3640) math:product 48188802480 . - (1 48188802480) math:quotient 2.0751708872928192e-11 . - (0.03539816338706389 2.0751708872928192e-11) math:sum 0.0353981634078156 . - [] 1; math:negation -1 . - (1820 2500 0.0353981634078156 0.03539816340144829 -1) :pi true. -} - -_:bng_1363 { - (1819 2500 0.03539816338706389 0.03539816340144829 1) :pi true. -} - -_:bng_1364 { - [] 1818; math:notEqualTo 2500 . - (1818 1) math:sum 1819 . - (2 1818) math:product 3636 . - (3636 1) math:sum 3637 . - (3636 2) math:sum 3638 . - (3636 3637 3638) math:product 48109392216 . - (-1 48109392216) math:quotient -2.0785962032324837e-11 . - (0.035398163407849854 -2.0785962032324837e-11) math:sum 0.03539816338706389 . - [] -1; math:negation 1 . - (1819 2500 0.03539816338706389 0.03539816340144829 1) :pi true. -} - -_:bng_1365 { - (1818 2500 0.035398163407849854 0.03539816340144829 -1) :pi true. -} - -_:bng_1366 { - [] 1817; math:notEqualTo 2500 . - (1817 1) math:sum 1818 . - (2 1817) math:product 3634 . - (3634 1) math:sum 3635 . - (3634 2) math:sum 3636 . - (3634 3635 3636) math:product 48030069240 . - (1 48030069240) math:quotient 2.08202906184276e-11 . - (0.035398163387029564 2.08202906184276e-11) math:sum 0.035398163407849854 . - [] 1; math:negation -1 . - (1818 2500 0.035398163407849854 0.03539816340144829 -1) :pi true. -} - -_:bng_1367 { - (1817 2500 0.035398163387029564 0.03539816340144829 1) :pi true. -} - -_:bng_1368 { - [] 1816; math:notEqualTo 2500 . - (1816 1) math:sum 1817 . - (2 1816) math:product 3632 . - (3632 1) math:sum 3633 . - (3632 2) math:sum 3634 . - (3632 3633 3634) math:product 47950833504 . - (-1 47950833504) math:quotient -2.0854694838966275e-11 . - (0.03539816340788426 -2.0854694838966275e-11) math:sum 0.035398163387029564 . - [] -1; math:negation 1 . - (1817 2500 0.035398163387029564 0.03539816340144829 1) :pi true. -} - -_:bng_1369 { - (1816 2500 0.03539816340788426 0.03539816340144829 -1) :pi true. -} - -_:bng_1370 { - [] 1815; math:notEqualTo 2500 . - (1815 1) math:sum 1816 . - (2 1815) math:product 3630 . - (3630 1) math:sum 3631 . - (3630 2) math:sum 3632 . - (3630 3631 3632) math:product 47871684960 . - (1 47871684960) math:quotient 2.0889174902357562e-11 . - (0.035398163386995085 2.0889174902357562e-11) math:sum 0.03539816340788426 . - [] 1; math:negation -1 . - (1816 2500 0.03539816340788426 0.03539816340144829 -1) :pi true. -} - -_:bng_1371 { - (1815 2500 0.035398163386995085 0.03539816340144829 1) :pi true. -} - -_:bng_1372 { - [] 1814; math:notEqualTo 2500 . - (1814 1) math:sum 1815 . - (2 1814) math:product 3628 . - (3628 1) math:sum 3629 . - (3628 2) math:sum 3630 . - (3628 3629 3630) math:product 47792623560 . - (-1 47792623560) math:quotient -2.0923731017707703e-11 . - (0.03539816340791881 -2.0923731017707703e-11) math:sum 0.035398163386995085 . - [] -1; math:negation 1 . - (1815 2500 0.035398163386995085 0.03539816340144829 1) :pi true. -} - -_:bng_1373 { - (1814 2500 0.03539816340791881 0.03539816340144829 -1) :pi true. -} - -_:bng_1374 { - [] 1813; math:notEqualTo 2500 . - (1813 1) math:sum 1814 . - (2 1813) math:product 3626 . - (3626 1) math:sum 3627 . - (3626 2) math:sum 3628 . - (3626 3627 3628) math:product 47713649256 . - (1 47713649256) math:quotient 2.095836339481516e-11 . - (0.03539816338696045 2.095836339481516e-11) math:sum 0.03539816340791881 . - [] 1; math:negation -1 . - (1814 2500 0.03539816340791881 0.03539816340144829 -1) :pi true. -} - -_:bng_1375 { - (1813 2500 0.03539816338696045 0.03539816340144829 1) :pi true. -} - -_:bng_1376 { - [] 1812; math:notEqualTo 2500 . - (1812 1) math:sum 1813 . - (2 1812) math:product 3624 . - (3624 1) math:sum 3625 . - (3624 2) math:sum 3626 . - (3624 3625 3626) math:product 47634762000 . - (-1 47634762000) math:quotient -2.099307224417328e-11 . - (0.03539816340795353 -2.099307224417328e-11) math:sum 0.03539816338696045 . - [] -1; math:negation 1 . - (1813 2500 0.03539816338696045 0.03539816340144829 1) :pi true. -} - -_:bng_1377 { - (1812 2500 0.03539816340795353 0.03539816340144829 -1) :pi true. -} - -_:bng_1378 { - [] 1811; math:notEqualTo 2500 . - (1811 1) math:sum 1812 . - (2 1811) math:product 3622 . - (3622 1) math:sum 3623 . - (3622 2) math:sum 3624 . - (3622 3623 3624) math:product 47555961744 . - (1 47555961744) math:quotient 2.1027857776972983e-11 . - (0.03539816338692567 2.1027857776972983e-11) math:sum 0.03539816340795353 . - [] 1; math:negation -1 . - (1812 2500 0.03539816340795353 0.03539816340144829 -1) :pi true. -} - -_:bng_1379 { - (1811 2500 0.03539816338692567 0.03539816340144829 1) :pi true. -} - -_:bng_1380 { - [] 1810; math:notEqualTo 2500 . - (1810 1) math:sum 1811 . - (2 1810) math:product 3620 . - (3620 1) math:sum 3621 . - (3620 2) math:sum 3622 . - (3620 3621 3622) math:product 47477248440 . - (-1 47477248440) math:quotient -2.1062720205105468e-11 . - (0.03539816340798839 -2.1062720205105468e-11) math:sum 0.03539816338692567 . - [] -1; math:negation 1 . - (1811 2500 0.03539816338692567 0.03539816340144829 1) :pi true. -} - -_:bng_1381 { - (1810 2500 0.03539816340798839 0.03539816340144829 -1) :pi true. -} - -_:bng_1382 { - [] 1809; math:notEqualTo 2500 . - (1809 1) math:sum 1810 . - (2 1809) math:product 3618 . - (3618 1) math:sum 3619 . - (3618 2) math:sum 3620 . - (3618 3619 3620) math:product 47398622040 . - (1 47398622040) math:quotient 2.1097659741164914e-11 . - (0.03539816338689073 2.1097659741164914e-11) math:sum 0.03539816340798839 . - [] 1; math:negation -1 . - (1810 2500 0.03539816340798839 0.03539816340144829 -1) :pi true. -} - -_:bng_1383 { - (1809 2500 0.03539816338689073 0.03539816340144829 1) :pi true. -} - -_:bng_1384 { - [] 1808; math:notEqualTo 2500 . - (1808 1) math:sum 1809 . - (2 1808) math:product 3616 . - (3616 1) math:sum 3617 . - (3616 2) math:sum 3618 . - (3616 3617 3618) math:product 47320082496 . - (-1 47320082496) math:quotient -2.113267659845121e-11 . - (0.03539816340802341 -2.113267659845121e-11) math:sum 0.03539816338689073 . - [] -1; math:negation 1 . - (1809 2500 0.03539816338689073 0.03539816340144829 1) :pi true. -} - -_:bng_1385 { - (1808 2500 0.03539816340802341 0.03539816340144829 -1) :pi true. -} - -_:bng_1386 { - [] 1807; math:notEqualTo 2500 . - (1807 1) math:sum 1808 . - (2 1807) math:product 3614 . - (3614 1) math:sum 3615 . - (3614 2) math:sum 3616 . - (3614 3615 3616) math:product 47241629760 . - (1 47241629760) math:quotient 2.1167770990972686e-11 . - (0.03539816338685564 2.1167770990972686e-11) math:sum 0.03539816340802341 . - [] 1; math:negation -1 . - (1808 2500 0.03539816340802341 0.03539816340144829 -1) :pi true. -} - -_:bng_1387 { - (1807 2500 0.03539816338685564 0.03539816340144829 1) :pi true. -} - -_:bng_1388 { - [] 1806; math:notEqualTo 2500 . - (1806 1) math:sum 1807 . - (2 1806) math:product 3612 . - (3612 1) math:sum 3613 . - (3612 2) math:sum 3614 . - (3612 3613 3614) math:product 47163263784 . - (-1 47163263784) math:quotient -2.120294313344886e-11 . - (0.03539816340805858 -2.120294313344886e-11) math:sum 0.03539816338685564 . - [] -1; math:negation 1 . - (1807 2500 0.03539816338685564 0.03539816340144829 1) :pi true. -} - -_:bng_1389 { - (1806 2500 0.03539816340805858 0.03539816340144829 -1) :pi true. -} - -_:bng_1390 { - [] 1805; math:notEqualTo 2500 . - (1805 1) math:sum 1806 . - (2 1805) math:product 3610 . - (3610 1) math:sum 3611 . - (3610 2) math:sum 3612 . - (3610 3611 3612) math:product 47084984520 . - (1 47084984520) math:quotient 2.1238193241313187e-11 . - (0.03539816338682039 2.1238193241313187e-11) math:sum 0.03539816340805858 . - [] 1; math:negation -1 . - (1806 2500 0.03539816340805858 0.03539816340144829 -1) :pi true. -} - -_:bng_1391 { - (1805 2500 0.03539816338682039 0.03539816340144829 1) :pi true. -} - -_:bng_1392 { - [] 1804; math:notEqualTo 2500 . - (1804 1) math:sum 1805 . - (2 1804) math:product 3608 . - (3608 1) math:sum 3609 . - (3608 2) math:sum 3610 . - (3608 3609 3610) math:product 47006791920 . - (-1 47006791920) math:quotient -2.1273521530715854e-11 . - (0.035398163408093916 -2.1273521530715854e-11) math:sum 0.03539816338682039 . - [] -1; math:negation 1 . - (1805 2500 0.03539816338682039 0.03539816340144829 1) :pi true. -} - -_:bng_1393 { - (1804 2500 0.035398163408093916 0.03539816340144829 -1) :pi true. -} - -_:bng_1394 { - [] 1803; math:notEqualTo 2500 . - (1803 1) math:sum 1804 . - (2 1803) math:product 3606 . - (3606 1) math:sum 3607 . - (3606 2) math:sum 3608 . - (3606 3607 3608) math:product 46928685936 . - (1 46928685936) math:quotient 2.130892821852654e-11 . - (0.03539816338678499 2.130892821852654e-11) math:sum 0.035398163408093916 . - [] 1; math:negation -1 . - (1804 2500 0.035398163408093916 0.03539816340144829 -1) :pi true. -} - -_:bng_1395 { - (1803 2500 0.03539816338678499 0.03539816340144829 1) :pi true. -} - -_:bng_1396 { - [] 1802; math:notEqualTo 2500 . - (1802 1) math:sum 1803 . - (2 1802) math:product 3604 . - (3604 1) math:sum 3605 . - (3604 2) math:sum 3606 . - (3604 3605 3606) math:product 46850666520 . - (-1 46850666520) math:quotient -2.1344413522337226e-11 . - (0.0353981634081294 -2.1344413522337226e-11) math:sum 0.03539816338678499 . - [] -1; math:negation 1 . - (1803 2500 0.03539816338678499 0.03539816340144829 1) :pi true. -} - -_:bng_1397 { - (1802 2500 0.0353981634081294 0.03539816340144829 -1) :pi true. -} - -_:bng_1398 { - [] 1801; math:notEqualTo 2500 . - (1801 1) math:sum 1802 . - (2 1801) math:product 3602 . - (3602 1) math:sum 3603 . - (3602 2) math:sum 3604 . - (3602 3603 3604) math:product 46772733624 . - (1 46772733624) math:quotient 2.1379977660464998e-11 . - (0.03539816338674942 2.1379977660464998e-11) math:sum 0.0353981634081294 . - [] 1; math:negation -1 . - (1802 2500 0.0353981634081294 0.03539816340144829 -1) :pi true. -} - -_:bng_1399 { - (1801 2500 0.03539816338674942 0.03539816340144829 1) :pi true. -} - -_:bng_1400 { - [] 1800; math:notEqualTo 2500 . - (1800 1) math:sum 1801 . - (2 1800) math:product 3600 . - (3600 1) math:sum 3601 . - (3600 2) math:sum 3602 . - (3600 3601 3602) math:product 46694887200 . - (-1 46694887200) math:quotient -2.141562085195486e-11 . - (0.03539816340816504 -2.141562085195486e-11) math:sum 0.03539816338674942 . - [] -1; math:negation 1 . - (1801 2500 0.03539816338674942 0.03539816340144829 1) :pi true. -} - -_:bng_1401 { - (1800 2500 0.03539816340816504 0.03539816340144829 -1) :pi true. -} - -_:bng_1402 { - [] 1799; math:notEqualTo 2500 . - (1799 1) math:sum 1800 . - (2 1799) math:product 3598 . - (3598 1) math:sum 3599 . - (3598 2) math:sum 3600 . - (3598 3599 3600) math:product 46617127200 . - (1 46617127200) math:quotient 2.145134331658258e-11 . - (0.0353981633867137 2.145134331658258e-11) math:sum 0.03539816340816504 . - [] 1; math:negation -1 . - (1800 2500 0.03539816340816504 0.03539816340144829 -1) :pi true. -} - -_:bng_1403 { - (1799 2500 0.0353981633867137 0.03539816340144829 1) :pi true. -} - -_:bng_1404 { - [] 1798; math:notEqualTo 2500 . - (1798 1) math:sum 1799 . - (2 1798) math:product 3596 . - (3596 1) math:sum 3597 . - (3596 2) math:sum 3598 . - (3596 3597 3598) math:product 46539453576 . - (-1 46539453576) math:quotient -2.1487145274857533e-11 . - (0.035398163408200845 -2.1487145274857533e-11) math:sum 0.0353981633867137 . - [] -1; math:negation 1 . - (1799 2500 0.0353981633867137 0.03539816340144829 1) :pi true. -} - -_:bng_1405 { - (1798 2500 0.035398163408200845 0.03539816340144829 -1) :pi true. -} - -_:bng_1406 { - [] 1797; math:notEqualTo 2500 . - (1797 1) math:sum 1798 . - (2 1797) math:product 3594 . - (3594 1) math:sum 3595 . - (3594 2) math:sum 3596 . - (3594 3595 3596) math:product 46461866280 . - (1 46461866280) math:quotient 2.1523026948025557e-11 . - (0.03539816338667782 2.1523026948025557e-11) math:sum 0.035398163408200845 . - [] 1; math:negation -1 . - (1798 2500 0.035398163408200845 0.03539816340144829 -1) :pi true. -} - -_:bng_1407 { - (1797 2500 0.03539816338667782 0.03539816340144829 1) :pi true. -} - -_:bng_1408 { - [] 1796; math:notEqualTo 2500 . - (1796 1) math:sum 1797 . - (2 1796) math:product 3592 . - (3592 1) math:sum 3593 . - (3592 2) math:sum 3594 . - (3592 3593 3594) math:product 46384365264 . - (-1 46384365264) math:quotient -2.155898855807182e-11 . - (0.03539816340823681 -2.155898855807182e-11) math:sum 0.03539816338667782 . - [] -1; math:negation 1 . - (1797 2500 0.03539816338667782 0.03539816340144829 1) :pi true. -} - -_:bng_1409 { - (1796 2500 0.03539816340823681 0.03539816340144829 -1) :pi true. -} - -_:bng_1410 { - [] 1795; math:notEqualTo 2500 . - (1795 1) math:sum 1796 . - (2 1795) math:product 3590 . - (3590 1) math:sum 3591 . - (3590 2) math:sum 3592 . - (3590 3591 3592) math:product 46306950480 . - (1 46306950480) math:quotient 2.159503032772371e-11 . - (0.03539816338664178 2.159503032772371e-11) math:sum 0.03539816340823681 . - [] 1; math:negation -1 . - (1796 2500 0.03539816340823681 0.03539816340144829 -1) :pi true. -} - -_:bng_1411 { - (1795 2500 0.03539816338664178 0.03539816340144829 1) :pi true. -} - -_:bng_1412 { - [] 1794; math:notEqualTo 2500 . - (1794 1) math:sum 1795 . - (2 1794) math:product 3588 . - (3588 1) math:sum 3589 . - (3588 2) math:sum 3590 . - (3588 3589 3590) math:product 46229621880 . - (-1 46229621880) math:quotient -2.163115248045373e-11 . - (0.03539816340827293 -2.163115248045373e-11) math:sum 0.03539816338664178 . - [] -1; math:negation 1 . - (1795 2500 0.03539816338664178 0.03539816340144829 1) :pi true. -} - -_:bng_1413 { - (1794 2500 0.03539816340827293 0.03539816340144829 -1) :pi true. -} - -_:bng_1414 { - [] 1793; math:notEqualTo 2500 . - (1793 1) math:sum 1794 . - (2 1793) math:product 3586 . - (3586 1) math:sum 3587 . - (3586 2) math:sum 3588 . - (3586 3587 3588) math:product 46152379416 . - (1 46152379416) math:quotient 2.1667355240482406e-11 . - (0.03539816338660558 2.1667355240482406e-11) math:sum 0.03539816340827293 . - [] 1; math:negation -1 . - (1794 2500 0.03539816340827293 0.03539816340144829 -1) :pi true. -} - -_:bng_1415 { - (1793 2500 0.03539816338660558 0.03539816340144829 1) :pi true. -} - -_:bng_1416 { - [] 1792; math:notEqualTo 2500 . - (1792 1) math:sum 1793 . - (2 1792) math:product 3584 . - (3584 1) math:sum 3585 . - (3584 2) math:sum 3586 . - (3584 3585 3586) math:product 46075223040 . - (-1 46075223040) math:quotient -2.170363883278122e-11 . - (0.035398163408309216 -2.170363883278122e-11) math:sum 0.03539816338660558 . - [] -1; math:negation 1 . - (1793 2500 0.03539816338660558 0.03539816340144829 1) :pi true. -} - -_:bng_1417 { - (1792 2500 0.035398163408309216 0.03539816340144829 -1) :pi true. -} - -_:bng_1418 { - [] 1791; math:notEqualTo 2500 . - (1791 1) math:sum 1792 . - (2 1791) math:product 3582 . - (3582 1) math:sum 3583 . - (3582 2) math:sum 3584 . - (3582 3583 3584) math:product 45998152704 . - (1 45998152704) math:quotient 2.174000348307553e-11 . - (0.03539816338656921 2.174000348307553e-11) math:sum 0.035398163408309216 . - [] 1; math:negation -1 . - (1792 2500 0.035398163408309216 0.03539816340144829 -1) :pi true. -} - -_:bng_1419 { - (1791 2500 0.03539816338656921 0.03539816340144829 1) :pi true. -} - -_:bng_1420 { - [] 1790; math:notEqualTo 2500 . - (1790 1) math:sum 1791 . - (2 1790) math:product 3580 . - (3580 1) math:sum 3581 . - (3580 2) math:sum 3582 . - (3580 3581 3582) math:product 45921168360 . - (-1 45921168360) math:quotient -2.177644941784752e-11 . - (0.03539816340834566 -2.177644941784752e-11) math:sum 0.03539816338656921 . - [] -1; math:negation 1 . - (1791 2500 0.03539816338656921 0.03539816340144829 1) :pi true. -} - -_:bng_1421 { - (1790 2500 0.03539816340834566 0.03539816340144829 -1) :pi true. -} - -_:bng_1422 { - [] 1789; math:notEqualTo 2500 . - (1789 1) math:sum 1790 . - (2 1789) math:product 3578 . - (3578 1) math:sum 3579 . - (3578 2) math:sum 3580 . - (3578 3579 3580) math:product 45844269960 . - (1 45844269960) math:quotient 2.1812976864339187e-11 . - (0.035398163386532684 2.1812976864339187e-11) math:sum 0.03539816340834566 . - [] 1; math:negation -1 . - (1790 2500 0.03539816340834566 0.03539816340144829 -1) :pi true. -} - -_:bng_1423 { - (1789 2500 0.035398163386532684 0.03539816340144829 1) :pi true. -} - -_:bng_1424 { - [] 1788; math:notEqualTo 2500 . - (1788 1) math:sum 1789 . - (2 1788) math:product 3576 . - (3576 1) math:sum 3577 . - (3576 2) math:sum 3578 . - (3576 3577 3578) math:product 45767457456 . - (-1 45767457456) math:quotient -2.1849586050555283e-11 . - (0.03539816340838227 -2.1849586050555283e-11) math:sum 0.035398163386532684 . - [] -1; math:negation 1 . - (1789 2500 0.035398163386532684 0.03539816340144829 1) :pi true. -} - -_:bng_1425 { - (1788 2500 0.03539816340838227 0.03539816340144829 -1) :pi true. -} - -_:bng_1426 { - [] 1787; math:notEqualTo 2500 . - (1787 1) math:sum 1788 . - (2 1787) math:product 3574 . - (3574 1) math:sum 3575 . - (3574 2) math:sum 3576 . - (3574 3575 3576) math:product 45690730800 . - (1 45690730800) math:quotient 2.1886277205266324e-11 . - (0.03539816338649599 2.1886277205266324e-11) math:sum 0.03539816340838227 . - [] 1; math:negation -1 . - (1788 2500 0.03539816340838227 0.03539816340144829 -1) :pi true. -} - -_:bng_1427 { - (1787 2500 0.03539816338649599 0.03539816340144829 1) :pi true. -} - -_:bng_1428 { - [] 1786; math:notEqualTo 2500 . - (1786 1) math:sum 1787 . - (2 1786) math:product 3572 . - (3572 1) math:sum 3573 . - (3572 2) math:sum 3574 . - (3572 3573 3574) math:product 45614089944 . - (-1 45614089944) math:quotient -2.192305055801159e-11 . - (0.035398163408419045 -2.192305055801159e-11) math:sum 0.03539816338649599 . - [] -1; math:negation 1 . - (1787 2500 0.03539816338649599 0.03539816340144829 1) :pi true. -} - -_:bng_1429 { - (1786 2500 0.035398163408419045 0.03539816340144829 -1) :pi true. -} - -_:bng_1430 { - [] 1785; math:notEqualTo 2500 . - (1785 1) math:sum 1786 . - (2 1785) math:product 3570 . - (3570 1) math:sum 3571 . - (3570 2) math:sum 3572 . - (3570 3571 3572) math:product 45537534840 . - (1 45537534840) math:quotient 2.1959906339102128e-11 . - (0.03539816338645914 2.1959906339102128e-11) math:sum 0.035398163408419045 . - [] 1; math:negation -1 . - (1786 2500 0.035398163408419045 0.03539816340144829 -1) :pi true. -} - -_:bng_1431 { - (1785 2500 0.03539816338645914 0.03539816340144829 1) :pi true. -} - -_:bng_1432 { - [] 1784; math:notEqualTo 2500 . - (1784 1) math:sum 1785 . - (2 1784) math:product 3568 . - (3568 1) math:sum 3569 . - (3568 2) math:sum 3570 . - (3568 3569 3570) math:product 45461065440 . - (-1 45461065440) math:quotient -2.19968447796238e-11 . - (0.03539816340845598 -2.19968447796238e-11) math:sum 0.03539816338645914 . - [] -1; math:negation 1 . - (1785 2500 0.03539816338645914 0.03539816340144829 1) :pi true. -} - -_:bng_1433 { - (1784 2500 0.03539816340845598 0.03539816340144829 -1) :pi true. -} - -_:bng_1434 { - [] 1783; math:notEqualTo 2500 . - (1783 1) math:sum 1784 . - (2 1783) math:product 3566 . - (3566 1) math:sum 3567 . - (3566 2) math:sum 3568 . - (3566 3567 3568) math:product 45384681696 . - (1 45384681696) math:quotient 2.2033866111440314e-11 . - (0.03539816338642211 2.2033866111440314e-11) math:sum 0.03539816340845598 . - [] 1; math:negation -1 . - (1784 2500 0.03539816340845598 0.03539816340144829 -1) :pi true. -} - -_:bng_1435 { - (1783 2500 0.03539816338642211 0.03539816340144829 1) :pi true. -} - -_:bng_1436 { - [] 1782; math:notEqualTo 2500 . - (1782 1) math:sum 1783 . - (2 1782) math:product 3564 . - (3564 1) math:sum 3565 . - (3564 2) math:sum 3566 . - (3564 3565 3566) math:product 45308383560 . - (-1 45308383560) math:quotient -2.2070970567196284e-11 . - (0.03539816340849308 -2.2070970567196284e-11) math:sum 0.03539816338642211 . - [] -1; math:negation 1 . - (1783 2500 0.03539816338642211 0.03539816340144829 1) :pi true. -} - -_:bng_1437 { - (1782 2500 0.03539816340849308 0.03539816340144829 -1) :pi true. -} - -_:bng_1438 { - [] 1781; math:notEqualTo 2500 . - (1781 1) math:sum 1782 . - (2 1781) math:product 3562 . - (3562 1) math:sum 3563 . - (3562 2) math:sum 3564 . - (3562 3563 3564) math:product 45232170984 . - (1 45232170984) math:quotient 2.2108158380320292e-11 . - (0.03539816338638493 2.2108158380320292e-11) math:sum 0.03539816340849308 . - [] 1; math:negation -1 . - (1782 2500 0.03539816340849308 0.03539816340144829 -1) :pi true. -} - -_:bng_1439 { - (1781 2500 0.03539816338638493 0.03539816340144829 1) :pi true. -} - -_:bng_1440 { - [] 1780; math:notEqualTo 2500 . - (1780 1) math:sum 1781 . - (2 1780) math:product 3560 . - (3560 1) math:sum 3561 . - (3560 2) math:sum 3562 . - (3560 3561 3562) math:product 45156043920 . - (-1 45156043920) math:quotient -2.214542978502799e-11 . - (0.03539816340853036 -2.214542978502799e-11) math:sum 0.03539816338638493 . - [] -1; math:negation 1 . - (1781 2500 0.03539816338638493 0.03539816340144829 1) :pi true. -} - -_:bng_1441 { - (1780 2500 0.03539816340853036 0.03539816340144829 -1) :pi true. -} - -_:bng_1442 { - [] 1779; math:notEqualTo 2500 . - (1779 1) math:sum 1780 . - (2 1779) math:product 3558 . - (3558 1) math:sum 3559 . - (3558 2) math:sum 3560 . - (3558 3559 3560) math:product 45080002320 . - (1 45080002320) math:quotient 2.2182785016325172e-11 . - (0.035398163386347575 2.2182785016325172e-11) math:sum 0.03539816340853036 . - [] 1; math:negation -1 . - (1780 2500 0.03539816340853036 0.03539816340144829 -1) :pi true. -} - -_:bng_1443 { - (1779 2500 0.035398163386347575 0.03539816340144829 1) :pi true. -} - -_:bng_1444 { - [] 1778; math:notEqualTo 2500 . - (1778 1) math:sum 1779 . - (2 1778) math:product 3556 . - (3556 1) math:sum 3557 . - (3556 2) math:sum 3558 . - (3556 3557 3558) math:product 45004046136 . - (-1 45004046136) math:quotient -2.2220224310010917e-11 . - (0.0353981634085678 -2.2220224310010917e-11) math:sum 0.035398163386347575 . - [] -1; math:negation 1 . - (1779 2500 0.035398163386347575 0.03539816340144829 1) :pi true. -} - -_:bng_1445 { - (1778 2500 0.0353981634085678 0.03539816340144829 -1) :pi true. -} - -_:bng_1446 { - [] 1777; math:notEqualTo 2500 . - (1777 1) math:sum 1778 . - (2 1777) math:product 3554 . - (3554 1) math:sum 3555 . - (3554 2) math:sum 3556 . - (3554 3555 3556) math:product 44928175320 . - (1 44928175320) math:quotient 2.2257747902680684e-11 . - (0.03539816338631005 2.2257747902680684e-11) math:sum 0.0353981634085678 . - [] 1; math:negation -1 . - (1778 2500 0.0353981634085678 0.03539816340144829 -1) :pi true. -} - -_:bng_1447 { - (1777 2500 0.03539816338631005 0.03539816340144829 1) :pi true. -} - -_:bng_1448 { - [] 1776; math:notEqualTo 2500 . - (1776 1) math:sum 1777 . - (2 1776) math:product 3552 . - (3552 1) math:sum 3553 . - (3552 2) math:sum 3554 . - (3552 3553 3554) math:product 44852389824 . - (-1 44852389824) math:quotient -2.2295356031729473e-11 . - (0.0353981634086054 -2.2295356031729473e-11) math:sum 0.03539816338631005 . - [] -1; math:negation 1 . - (1777 2500 0.03539816338631005 0.03539816340144829 1) :pi true. -} - -_:bng_1449 { - (1776 2500 0.0353981634086054 0.03539816340144829 -1) :pi true. -} - -_:bng_1450 { - [] 1775; math:notEqualTo 2500 . - (1775 1) math:sum 1776 . - (2 1775) math:product 3550 . - (3550 1) math:sum 3551 . - (3550 2) math:sum 3552 . - (3550 3551 3552) math:product 44776689600 . - (1 44776689600) math:quotient 2.233304893535497e-11 . - (0.03539816338627235 2.233304893535497e-11) math:sum 0.0353981634086054 . - [] 1; math:negation -1 . - (1776 2500 0.0353981634086054 0.03539816340144829 -1) :pi true. -} - -_:bng_1451 { - (1775 2500 0.03539816338627235 0.03539816340144829 1) :pi true. -} - -_:bng_1452 { - [] 1774; math:notEqualTo 2500 . - (1774 1) math:sum 1775 . - (2 1774) math:product 3548 . - (3548 1) math:sum 3549 . - (3548 2) math:sum 3550 . - (3548 3549 3550) math:product 44701074600 . - (-1 44701074600) math:quotient -2.2370826852560722e-11 . - (0.03539816340864318 -2.2370826852560722e-11) math:sum 0.03539816338627235 . - [] -1; math:negation 1 . - (1775 2500 0.03539816338627235 0.03539816340144829 1) :pi true. -} - -_:bng_1453 { - (1774 2500 0.03539816340864318 0.03539816340144829 -1) :pi true. -} - -_:bng_1454 { - [] 1773; math:notEqualTo 2500 . - (1773 1) math:sum 1774 . - (2 1773) math:product 3546 . - (3546 1) math:sum 3547 . - (3546 2) math:sum 3548 . - (3546 3547 3548) math:product 44625544776 . - (1 44625544776) math:quotient 2.2408690023159303e-11 . - (0.035398163386234485 2.2408690023159303e-11) math:sum 0.03539816340864318 . - [] 1; math:negation -1 . - (1774 2500 0.03539816340864318 0.03539816340144829 -1) :pi true. -} - -_:bng_1455 { - (1773 2500 0.035398163386234485 0.03539816340144829 1) :pi true. -} - -_:bng_1456 { - [] 1772; math:notEqualTo 2500 . - (1772 1) math:sum 1773 . - (2 1772) math:product 3544 . - (3544 1) math:sum 3545 . - (3544 2) math:sum 3546 . - (3544 3545 3546) math:product 44550100080 . - (-1 44550100080) math:quotient -2.2446638687775536e-11 . - (0.03539816340868113 -2.2446638687775536e-11) math:sum 0.035398163386234485 . - [] -1; math:negation 1 . - (1773 2500 0.035398163386234485 0.03539816340144829 1) :pi true. -} - -_:bng_1457 { - (1772 2500 0.03539816340868113 0.03539816340144829 -1) :pi true. -} - -_:bng_1458 { - [] 1771; math:notEqualTo 2500 . - (1771 1) math:sum 1772 . - (2 1771) math:product 3542 . - (3542 1) math:sum 3543 . - (3542 2) math:sum 3544 . - (3542 3543 3544) math:product 44474740464 . - (1 44474740464) math:quotient 2.248467308784968e-11 . - (0.03539816338619645 2.248467308784968e-11) math:sum 0.03539816340868113 . - [] 1; math:negation -1 . - (1772 2500 0.03539816340868113 0.03539816340144829 -1) :pi true. -} - -_:bng_1459 { - (1771 2500 0.03539816338619645 0.03539816340144829 1) :pi true. -} - -_:bng_1460 { - [] 1770; math:notEqualTo 2500 . - (1770 1) math:sum 1771 . - (2 1770) math:product 3540 . - (3540 1) math:sum 3541 . - (3540 2) math:sum 3542 . - (3540 3541 3542) math:product 44399465880 . - (-1 44399465880) math:quotient -2.2522793465640672e-11 . - (0.03539816340871925 -2.2522793465640672e-11) math:sum 0.03539816338619645 . - [] -1; math:negation 1 . - (1771 2500 0.03539816338619645 0.03539816340144829 1) :pi true. -} - -_:bng_1461 { - (1770 2500 0.03539816340871925 0.03539816340144829 -1) :pi true. -} - -_:bng_1462 { - [] 1769; math:notEqualTo 2500 . - (1769 1) math:sum 1770 . - (2 1769) math:product 3538 . - (3538 1) math:sum 3539 . - (3538 2) math:sum 3540 . - (3538 3539 3540) math:product 44324276280 . - (1 44324276280) math:quotient 2.2561000064229363e-11 . - (0.03539816338615825 2.2561000064229363e-11) math:sum 0.03539816340871925 . - [] 1; math:negation -1 . - (1770 2500 0.03539816340871925 0.03539816340144829 -1) :pi true. -} - -_:bng_1463 { - (1769 2500 0.03539816338615825 0.03539816340144829 1) :pi true. -} - -_:bng_1464 { - [] 1768; math:notEqualTo 2500 . - (1768 1) math:sum 1769 . - (2 1768) math:product 3536 . - (3536 1) math:sum 3537 . - (3536 2) math:sum 3538 . - (3536 3537 3538) math:product 44249171616 . - (-1 44249171616) math:quotient -2.2599293127521766e-11 . - (0.03539816340875754 -2.2599293127521766e-11) math:sum 0.03539816338615825 . - [] -1; math:negation 1 . - (1769 2500 0.03539816338615825 0.03539816340144829 1) :pi true. -} - -_:bng_1465 { - (1768 2500 0.03539816340875754 0.03539816340144829 -1) :pi true. -} - -_:bng_1466 { - [] 1767; math:notEqualTo 2500 . - (1767 1) math:sum 1768 . - (2 1767) math:product 3534 . - (3534 1) math:sum 3535 . - (3534 2) math:sum 3536 . - (3534 3535 3536) math:product 44174151840 . - (1 44174151840) math:quotient 2.2637672900252338e-11 . - (0.03539816338611987 2.2637672900252338e-11) math:sum 0.03539816340875754 . - [] 1; math:negation -1 . - (1768 2500 0.03539816340875754 0.03539816340144829 -1) :pi true. -} - -_:bng_1467 { - (1767 2500 0.03539816338611987 0.03539816340144829 1) :pi true. -} - -_:bng_1468 { - [] 1766; math:notEqualTo 2500 . - (1766 1) math:sum 1767 . - (2 1766) math:product 3532 . - (3532 1) math:sum 3533 . - (3532 2) math:sum 3534 . - (3532 3533 3534) math:product 44099216904 . - (-1 44099216904) math:quotient -2.267613962798726e-11 . - (0.03539816340879601 -2.267613962798726e-11) math:sum 0.03539816338611987 . - [] -1; math:negation 1 . - (1767 2500 0.03539816338611987 0.03539816340144829 1) :pi true. -} - -_:bng_1469 { - (1766 2500 0.03539816340879601 0.03539816340144829 -1) :pi true. -} - -_:bng_1470 { - [] 1765; math:notEqualTo 2500 . - (1765 1) math:sum 1766 . - (2 1765) math:product 3530 . - (3530 1) math:sum 3531 . - (3530 2) math:sum 3532 . - (3530 3531 3532) math:product 44024366760 . - (1 44024366760) math:quotient 2.2714693557127727e-11 . - (0.035398163386081316 2.2714693557127727e-11) math:sum 0.03539816340879601 . - [] 1; math:negation -1 . - (1766 2500 0.03539816340879601 0.03539816340144829 -1) :pi true. -} - -_:bng_1471 { - (1765 2500 0.035398163386081316 0.03539816340144829 1) :pi true. -} - -_:bng_1472 { - [] 1764; math:notEqualTo 2500 . - (1764 1) math:sum 1765 . - (2 1764) math:product 3528 . - (3528 1) math:sum 3529 . - (3528 2) math:sum 3530 . - (3528 3529 3530) math:product 43949601360 . - (-1 43949601360) math:quotient -2.2753334934913276e-11 . - (0.03539816340883465 -2.2753334934913276e-11) math:sum 0.035398163386081316 . - [] -1; math:negation 1 . - (1765 2500 0.035398163386081316 0.03539816340144829 1) :pi true. -} - -_:bng_1473 { - (1764 2500 0.03539816340883465 0.03539816340144829 -1) :pi true. -} - -_:bng_1474 { - [] 1763; math:notEqualTo 2500 . - (1763 1) math:sum 1764 . - (2 1763) math:product 3526 . - (3526 1) math:sum 3527 . - (3526 2) math:sum 3528 . - (3526 3527 3528) math:product 43874920656 . - (1 43874920656) math:quotient 2.279206400942511e-11 . - (0.03539816338604258 2.279206400942511e-11) math:sum 0.03539816340883465 . - [] 1; math:negation -1 . - (1764 2500 0.03539816340883465 0.03539816340144829 -1) :pi true. -} - -_:bng_1475 { - (1763 2500 0.03539816338604258 0.03539816340144829 1) :pi true. -} - -_:bng_1476 { - [] 1762; math:notEqualTo 2500 . - (1762 1) math:sum 1763 . - (2 1762) math:product 3524 . - (3524 1) math:sum 3525 . - (3524 2) math:sum 3526 . - (3524 3525 3526) math:product 43800324600 . - (-1 43800324600) math:quotient -2.2830881029589448e-11 . - (0.035398163408873466 -2.2830881029589448e-11) math:sum 0.03539816338604258 . - [] -1; math:negation 1 . - (1763 2500 0.03539816338604258 0.03539816340144829 1) :pi true. -} - -_:bng_1477 { - (1762 2500 0.035398163408873466 0.03539816340144829 -1) :pi true. -} - -_:bng_1478 { - [] 1761; math:notEqualTo 2500 . - (1761 1) math:sum 1762 . - (2 1761) math:product 3522 . - (3522 1) math:sum 3523 . - (3522 2) math:sum 3524 . - (3522 3523 3524) math:product 43725813144 . - (1 43725813144) math:quotient 2.2869786245180867e-11 . - (0.03539816338600368 2.2869786245180867e-11) math:sum 0.035398163408873466 . - [] 1; math:negation -1 . - (1762 2500 0.035398163408873466 0.03539816340144829 -1) :pi true. -} - -_:bng_1479 { - (1761 2500 0.03539816338600368 0.03539816340144829 1) :pi true. -} - -_:bng_1480 { - [] 1760; math:notEqualTo 2500 . - (1760 1) math:sum 1761 . - (2 1760) math:product 3520 . - (3520 1) math:sum 3521 . - (3520 2) math:sum 3522 . - (3520 3521 3522) math:product 43651386240 . - (-1 43651386240) math:quotient -2.2908779906825702e-11 . - (0.035398163408912456 -2.2908779906825702e-11) math:sum 0.03539816338600368 . - [] -1; math:negation 1 . - (1761 2500 0.03539816338600368 0.03539816340144829 1) :pi true. -} - -_:bng_1481 { - (1760 2500 0.035398163408912456 0.03539816340144829 -1) :pi true. -} - -_:bng_1482 { - [] 1759; math:notEqualTo 2500 . - (1759 1) math:sum 1760 . - (2 1759) math:product 3518 . - (3518 1) math:sum 3519 . - (3518 2) math:sum 3520 . - (3518 3519 3520) math:product 43577043840 . - (1 43577043840) math:quotient 2.2947862266005422e-11 . - (0.0353981633859646 2.2947862266005422e-11) math:sum 0.035398163408912456 . - [] 1; math:negation -1 . - (1760 2500 0.035398163408912456 0.03539816340144829 -1) :pi true. -} - -_:bng_1483 { - (1759 2500 0.0353981633859646 0.03539816340144829 1) :pi true. -} - -_:bng_1484 { - [] 1758; math:notEqualTo 2500 . - (1758 1) math:sum 1759 . - (2 1758) math:product 3516 . - (3516 1) math:sum 3517 . - (3516 2) math:sum 3518 . - (3516 3517 3518) math:product 43502785896 . - (-1 43502785896) math:quotient -2.2987033575060032e-11 . - (0.03539816340895163 -2.2987033575060032e-11) math:sum 0.0353981633859646 . - [] -1; math:negation 1 . - (1759 2500 0.0353981633859646 0.03539816340144829 1) :pi true. -} - -_:bng_1485 { - (1758 2500 0.03539816340895163 0.03539816340144829 -1) :pi true. -} - -_:bng_1486 { - [] 1757; math:notEqualTo 2500 . - (1757 1) math:sum 1758 . - (2 1757) math:product 3514 . - (3514 1) math:sum 3515 . - (3514 2) math:sum 3516 . - (3514 3515 3516) math:product 43428612360 . - (1 43428612360) math:quotient 2.3026294087191506e-11 . - (0.03539816338592534 2.3026294087191506e-11) math:sum 0.03539816340895163 . - [] 1; math:negation -1 . - (1758 2500 0.03539816340895163 0.03539816340144829 -1) :pi true. -} - -_:bng_1487 { - (1757 2500 0.03539816338592534 0.03539816340144829 1) :pi true. -} - -_:bng_1488 { - [] 1756; math:notEqualTo 2500 . - (1756 1) math:sum 1757 . - (2 1756) math:product 3512 . - (3512 1) math:sum 3513 . - (3512 2) math:sum 3514 . - (3512 3513 3514) math:product 43354523184 . - (-1 43354523184) math:quotient -2.3065644056467223e-11 . - (0.03539816340899098 -2.3065644056467223e-11) math:sum 0.03539816338592534 . - [] -1; math:negation 1 . - (1757 2500 0.03539816338592534 0.03539816340144829 1) :pi true. -} - -_:bng_1489 { - (1756 2500 0.03539816340899098 0.03539816340144829 -1) :pi true. -} - -_:bng_1490 { - [] 1755; math:notEqualTo 2500 . - (1755 1) math:sum 1756 . - (2 1755) math:product 3510 . - (3510 1) math:sum 3511 . - (3510 2) math:sum 3512 . - (3510 3511 3512) math:product 43280518320 . - (1 43280518320) math:quotient 2.3105083737823406e-11 . - (0.0353981633858859 2.3105083737823406e-11) math:sum 0.03539816340899098 . - [] 1; math:negation -1 . - (1756 2500 0.03539816340899098 0.03539816340144829 -1) :pi true. -} - -_:bng_1491 { - (1755 2500 0.0353981633858859 0.03539816340144829 1) :pi true. -} - -_:bng_1492 { - [] 1754; math:notEqualTo 2500 . - (1754 1) math:sum 1755 . - (2 1754) math:product 3508 . - (3508 1) math:sum 3509 . - (3508 2) math:sum 3510 . - (3508 3509 3510) math:product 43206597720 . - (-1 43206597720) math:quotient -2.314461338706861e-11 . - (0.035398163409030514 -2.314461338706861e-11) math:sum 0.0353981633858859 . - [] -1; math:negation 1 . - (1755 2500 0.0353981633858859 0.03539816340144829 1) :pi true. -} - -_:bng_1493 { - (1754 2500 0.035398163409030514 0.03539816340144829 -1) :pi true. -} - -_:bng_1494 { - [] 1753; math:notEqualTo 2500 . - (1753 1) math:sum 1754 . - (2 1753) math:product 3506 . - (3506 1) math:sum 3507 . - (3506 2) math:sum 3508 . - (3506 3507 3508) math:product 43132761336 . - (1 43132761336) math:quotient 2.3184233260887187e-11 . - (0.03539816338584628 2.3184233260887187e-11) math:sum 0.035398163409030514 . - [] 1; math:negation -1 . - (1754 2500 0.035398163409030514 0.03539816340144829 -1) :pi true. -} - -_:bng_1495 { - (1753 2500 0.03539816338584628 0.03539816340144829 1) :pi true. -} - -_:bng_1496 { - [] 1752; math:notEqualTo 2500 . - (1752 1) math:sum 1753 . - (2 1752) math:product 3504 . - (3504 1) math:sum 3505 . - (3504 2) math:sum 3506 . - (3504 3505 3506) math:product 43059009120 . - (-1 43059009120) math:quotient -2.3223943616842803e-11 . - (0.035398163409070225 -2.3223943616842803e-11) math:sum 0.03539816338584628 . - [] -1; math:negation 1 . - (1753 2500 0.03539816338584628 0.03539816340144829 1) :pi true. -} - -_:bng_1497 { - (1752 2500 0.035398163409070225 0.03539816340144829 -1) :pi true. -} - -_:bng_1498 { - [] 1751; math:notEqualTo 2500 . - (1751 1) math:sum 1752 . - (2 1751) math:product 3502 . - (3502 1) math:sum 3503 . - (3502 2) math:sum 3504 . - (3502 3503 3504) math:product 42985341024 . - (1 42985341024) math:quotient 2.3263744713381943e-11 . - (0.03539816338580648 2.3263744713381943e-11) math:sum 0.035398163409070225 . - [] 1; math:negation -1 . - (1752 2500 0.035398163409070225 0.03539816340144829 -1) :pi true. -} - -_:bng_1499 { - (1751 2500 0.03539816338580648 0.03539816340144829 1) :pi true. -} - -_:bng_1500 { - [] 1750; math:notEqualTo 2500 . - (1750 1) math:sum 1751 . - (2 1750) math:product 3500 . - (3500 1) math:sum 3501 . - (3500 2) math:sum 3502 . - (3500 3501 3502) math:product 42911757000 . - (-1 42911757000) math:quotient -2.3303636809837454e-11 . - (0.03539816340911012 -2.3303636809837454e-11) math:sum 0.03539816338580648 . - [] -1; math:negation 1 . - (1751 2500 0.03539816338580648 0.03539816340144829 1) :pi true. -} - -_:bng_1501 { - (1750 2500 0.03539816340911012 0.03539816340144829 -1) :pi true. -} - -_:bng_1502 { - [] 1749; math:notEqualTo 2500 . - (1749 1) math:sum 1750 . - (2 1749) math:product 3498 . - (3498 1) math:sum 3499 . - (3498 2) math:sum 3500 . - (3498 3499 3500) math:product 42838257000 . - (1 42838257000) math:quotient 2.3343620166432076e-11 . - (0.0353981633857665 2.3343620166432076e-11) math:sum 0.03539816340911012 . - [] 1; math:negation -1 . - (1750 2500 0.03539816340911012 0.03539816340144829 -1) :pi true. -} - -_:bng_1503 { - (1749 2500 0.0353981633857665 0.03539816340144829 1) :pi true. -} - -_:bng_1504 { - [] 1748; math:notEqualTo 2500 . - (1748 1) math:sum 1749 . - (2 1748) math:product 3496 . - (3496 1) math:sum 3497 . - (3496 2) math:sum 3498 . - (3496 3497 3498) math:product 42764840976 . - (-1 42764840976) math:quotient -2.3383695044282023e-11 . - (0.035398163409150196 -2.3383695044282023e-11) math:sum 0.0353981633857665 . - [] -1; math:negation 1 . - (1749 2500 0.0353981633857665 0.03539816340144829 1) :pi true. -} - -_:bng_1505 { - (1748 2500 0.035398163409150196 0.03539816340144829 -1) :pi true. -} - -_:bng_1506 { - [] 1747; math:notEqualTo 2500 . - (1747 1) math:sum 1748 . - (2 1747) math:product 3494 . - (3494 1) math:sum 3495 . - (3494 2) math:sum 3496 . - (3494 3495 3496) math:product 42691508880 . - (1 42691508880) math:quotient 2.342386170540056e-11 . - (0.035398163385726336 2.342386170540056e-11) math:sum 0.035398163409150196 . - [] 1; math:negation -1 . - (1748 2500 0.035398163409150196 0.03539816340144829 -1) :pi true. -} - -_:bng_1507 { - (1747 2500 0.035398163385726336 0.03539816340144829 1) :pi true. -} - -_:bng_1508 { - [] 1746; math:notEqualTo 2500 . - (1746 1) math:sum 1747 . - (2 1746) math:product 3492 . - (3492 1) math:sum 3493 . - (3492 2) math:sum 3494 . - (3492 3493 3494) math:product 42618260664 . - (-1 42618260664) math:quotient -2.34641204127016e-11 . - (0.035398163409190456 -2.34641204127016e-11) math:sum 0.035398163385726336 . - [] -1; math:negation 1 . - (1747 2500 0.035398163385726336 0.03539816340144829 1) :pi true. -} - -_:bng_1509 { - (1746 2500 0.035398163409190456 0.03539816340144829 -1) :pi true. -} - -_:bng_1510 { - [] 1745; math:notEqualTo 2500 . - (1745 1) math:sum 1746 . - (2 1745) math:product 3490 . - (3490 1) math:sum 3491 . - (3490 2) math:sum 3492 . - (3490 3491 3492) math:product 42545096280 . - (1 42545096280) math:quotient 2.3504471430003307e-11 . - (0.035398163385685986 2.3504471430003307e-11) math:sum 0.035398163409190456 . - [] 1; math:negation -1 . - (1746 2500 0.035398163409190456 0.03539816340144829 -1) :pi true. -} - -_:bng_1511 { - (1745 2500 0.035398163385685986 0.03539816340144829 1) :pi true. -} - -_:bng_1512 { - [] 1744; math:notEqualTo 2500 . - (1744 1) math:sum 1745 . - (2 1744) math:product 3488 . - (3488 1) math:sum 3489 . - (3488 2) math:sum 3490 . - (3488 3489 3490) math:product 42472015680 . - (-1 42472015680) math:quotient -2.354491502203175e-11 . - (0.0353981634092309 -2.354491502203175e-11) math:sum 0.035398163385685986 . - [] -1; math:negation 1 . - (1745 2500 0.035398163385685986 0.03539816340144829 1) :pi true. -} - -_:bng_1513 { - (1744 2500 0.0353981634092309 0.03539816340144829 -1) :pi true. -} - -_:bng_1514 { - [] 1743; math:notEqualTo 2500 . - (1743 1) math:sum 1744 . - (2 1743) math:product 3486 . - (3486 1) math:sum 3487 . - (3486 2) math:sum 3488 . - (3486 3487 3488) math:product 42399018816 . - (1 42399018816) math:quotient 2.3585451454424524e-11 . - (0.03539816338564545 2.3585451454424524e-11) math:sum 0.0353981634092309 . - [] 1; math:negation -1 . - (1744 2500 0.0353981634092309 0.03539816340144829 -1) :pi true. -} - -_:bng_1515 { - (1743 2500 0.03539816338564545 0.03539816340144829 1) :pi true. -} - -_:bng_1516 { - [] 1742; math:notEqualTo 2500 . - (1742 1) math:sum 1743 . - (2 1742) math:product 3484 . - (3484 1) math:sum 3485 . - (3484 2) math:sum 3486 . - (3484 3485 3486) math:product 42326105640 . - (-1 42326105640) math:quotient -2.362608099373444e-11 . - (0.03539816340927153 -2.362608099373444e-11) math:sum 0.03539816338564545 . - [] -1; math:negation 1 . - (1743 2500 0.03539816338564545 0.03539816340144829 1) :pi true. -} - -_:bng_1517 { - (1742 2500 0.03539816340927153 0.03539816340144829 -1) :pi true. -} - -_:bng_1518 { - [] 1741; math:notEqualTo 2500 . - (1741 1) math:sum 1742 . - (2 1741) math:product 3482 . - (3482 1) math:sum 3483 . - (3482 2) math:sum 3484 . - (3482 3483 3484) math:product 42253276104 . - (1 42253276104) math:quotient 2.3666803907433175e-11 . - (0.035398163385604725 2.3666803907433175e-11) math:sum 0.03539816340927153 . - [] 1; math:negation -1 . - (1742 2500 0.03539816340927153 0.03539816340144829 -1) :pi true. -} - -_:bng_1519 { - (1741 2500 0.035398163385604725 0.03539816340144829 1) :pi true. -} - -_:bng_1520 { - [] 1740; math:notEqualTo 2500 . - (1740 1) math:sum 1741 . - (2 1740) math:product 3480 . - (3480 1) math:sum 3481 . - (3480 2) math:sum 3482 . - (3480 3481 3482) math:product 42180530160 . - (-1 42180530160) math:quotient -2.3707620463915003e-11 . - (0.035398163409312344 -2.3707620463915003e-11) math:sum 0.035398163385604725 . - [] -1; math:negation 1 . - (1741 2500 0.035398163385604725 0.03539816340144829 1) :pi true. -} - -_:bng_1521 { - (1740 2500 0.035398163409312344 0.03539816340144829 -1) :pi true. -} - -_:bng_1522 { - [] 1739; math:notEqualTo 2500 . - (1739 1) math:sum 1740 . - (2 1739) math:product 3478 . - (3478 1) math:sum 3479 . - (3478 2) math:sum 3480 . - (3478 3479 3480) math:product 42107867760 . - (1 42107867760) math:quotient 2.3748530932500486e-11 . - (0.03539816338556381 2.3748530932500486e-11) math:sum 0.035398163409312344 . - [] 1; math:negation -1 . - (1740 2500 0.035398163409312344 0.03539816340144829 -1) :pi true. -} - -_:bng_1523 { - (1739 2500 0.03539816338556381 0.03539816340144829 1) :pi true. -} - -_:bng_1524 { - [] 1738; math:notEqualTo 2500 . - (1738 1) math:sum 1739 . - (2 1738) math:product 3476 . - (3476 1) math:sum 3477 . - (3476 2) math:sum 3478 . - (3476 3477 3478) math:product 42035288856 . - (-1 42035288856) math:quotient -2.3789535583440215e-11 . - (0.035398163409353346 -2.3789535583440215e-11) math:sum 0.03539816338556381 . - [] -1; math:negation 1 . - (1739 2500 0.03539816338556381 0.03539816340144829 1) :pi true. -} - -_:bng_1525 { - (1738 2500 0.035398163409353346 0.03539816340144829 -1) :pi true. -} - -_:bng_1526 { - [] 1737; math:notEqualTo 2500 . - (1737 1) math:sum 1738 . - (2 1737) math:product 3474 . - (3474 1) math:sum 3475 . - (3474 2) math:sum 3476 . - (3474 3475 3476) math:product 41962793400 . - (1 41962793400) math:quotient 2.383063468791856e-11 . - (0.035398163385522714 2.383063468791856e-11) math:sum 0.035398163409353346 . - [] 1; math:negation -1 . - (1738 2500 0.035398163409353346 0.03539816340144829 -1) :pi true. -} - -_:bng_1527 { - (1737 2500 0.035398163385522714 0.03539816340144829 1) :pi true. -} - -_:bng_1528 { - [] 1736; math:notEqualTo 2500 . - (1736 1) math:sum 1737 . - (2 1736) math:product 3472 . - (3472 1) math:sum 3473 . - (3472 2) math:sum 3474 . - (3472 3473 3474) math:product 41890381344 . - (-1 41890381344) math:quotient -2.3871828518057427e-11 . - (0.03539816340939454 -2.3871828518057427e-11) math:sum 0.035398163385522714 . - [] -1; math:negation 1 . - (1737 2500 0.035398163385522714 0.03539816340144829 1) :pi true. -} - -_:bng_1529 { - (1736 2500 0.03539816340939454 0.03539816340144829 -1) :pi true. -} - -_:bng_1530 { - [] 1735; math:notEqualTo 2500 . - (1735 1) math:sum 1736 . - (2 1735) math:product 3470 . - (3470 1) math:sum 3471 . - (3470 2) math:sum 3472 . - (3470 3471 3472) math:product 41818052640 . - (1 41818052640) math:quotient 2.3913117346920054e-11 . - (0.03539816338548143 2.3913117346920054e-11) math:sum 0.03539816340939454 . - [] 1; math:negation -1 . - (1736 2500 0.03539816340939454 0.03539816340144829 -1) :pi true. -} - -_:bng_1531 { - (1735 2500 0.03539816338548143 0.03539816340144829 1) :pi true. -} - -_:bng_1532 { - [] 1734; math:notEqualTo 2500 . - (1734 1) math:sum 1735 . - (2 1734) math:product 3468 . - (3468 1) math:sum 3469 . - (3468 2) math:sum 3470 . - (3468 3469 3470) math:product 41745807240 . - (-1 41745807240) math:quotient -2.3954501448514808e-11 . - (0.035398163409435926 -2.3954501448514808e-11) math:sum 0.03539816338548143 . - [] -1; math:negation 1 . - (1735 2500 0.03539816338548143 0.03539816340144829 1) :pi true. -} - -_:bng_1533 { - (1734 2500 0.035398163409435926 0.03539816340144829 -1) :pi true. -} - -_:bng_1534 { - [] 1733; math:notEqualTo 2500 . - (1733 1) math:sum 1734 . - (2 1733) math:product 3466 . - (3466 1) math:sum 3467 . - (3466 2) math:sum 3468 . - (3466 3467 3468) math:product 41673645096 . - (1 41673645096) math:quotient 2.3995981097799e-11 . - (0.03539816338543995 2.3995981097799e-11) math:sum 0.035398163409435926 . - [] 1; math:negation -1 . - (1734 2500 0.035398163409435926 0.03539816340144829 -1) :pi true. -} - -_:bng_1535 { - (1733 2500 0.03539816338543995 0.03539816340144829 1) :pi true. -} - -_:bng_1536 { - [] 1732; math:notEqualTo 2500 . - (1732 1) math:sum 1733 . - (2 1732) math:product 3464 . - (3464 1) math:sum 3465 . - (3464 2) math:sum 3466 . - (3464 3465 3466) math:product 41601566160 . - (-1 41601566160) math:quotient -2.4037556570682722e-11 . - (0.035398163409477504 -2.4037556570682722e-11) math:sum 0.03539816338543995 . - [] -1; math:negation 1 . - (1733 2500 0.03539816338543995 0.03539816340144829 1) :pi true. -} - -_:bng_1537 { - (1732 2500 0.035398163409477504 0.03539816340144829 -1) :pi true. -} - -_:bng_1538 { - [] 1731; math:notEqualTo 2500 . - (1731 1) math:sum 1732 . - (2 1731) math:product 3462 . - (3462 1) math:sum 3463 . - (3462 2) math:sum 3464 . - (3462 3463 3464) math:product 41529570384 . - (1 41529570384) math:quotient 2.4079228144032707e-11 . - (0.03539816338539828 2.4079228144032707e-11) math:sum 0.035398163409477504 . - [] 1; math:negation -1 . - (1732 2500 0.035398163409477504 0.03539816340144829 -1) :pi true. -} - -_:bng_1539 { - (1731 2500 0.03539816338539828 0.03539816340144829 1) :pi true. -} - -_:bng_1540 { - [] 1730; math:notEqualTo 2500 . - (1730 1) math:sum 1731 . - (2 1730) math:product 3460 . - (3460 1) math:sum 3461 . - (3460 2) math:sum 3462 . - (3460 3461 3462) math:product 41457657720 . - (-1 41457657720) math:quotient -2.4120996095676194e-11 . - (0.035398163409519276 -2.4120996095676194e-11) math:sum 0.03539816338539828 . - [] -1; math:negation 1 . - (1731 2500 0.03539816338539828 0.03539816340144829 1) :pi true. -} - -_:bng_1541 { - (1730 2500 0.035398163409519276 0.03539816340144829 -1) :pi true. -} - -_:bng_1542 { - [] 1729; math:notEqualTo 2500 . - (1729 1) math:sum 1730 . - (2 1729) math:product 3458 . - (3458 1) math:sum 3459 . - (3458 2) math:sum 3460 . - (3458 3459 3460) math:product 41385828120 . - (1 41385828120) math:quotient 2.4162860704404818e-11 . - (0.03539816338535642 2.4162860704404818e-11) math:sum 0.035398163409519276 . - [] 1; math:negation -1 . - (1730 2500 0.035398163409519276 0.03539816340144829 -1) :pi true. -} - -_:bng_1543 { - (1729 2500 0.03539816338535642 0.03539816340144829 1) :pi true. -} - -_:bng_1544 { - [] 1728; math:notEqualTo 2500 . - (1728 1) math:sum 1729 . - (2 1728) math:product 3456 . - (3456 1) math:sum 3457 . - (3456 2) math:sum 3458 . - (3456 3457 3458) math:product 41314081536 . - (-1 41314081536) math:quotient -2.420482224997853e-11 . - (0.03539816340956124 -2.420482224997853e-11) math:sum 0.03539816338535642 . - [] -1; math:negation 1 . - (1729 2500 0.03539816338535642 0.03539816340144829 1) :pi true. -} - -_:bng_1545 { - (1728 2500 0.03539816340956124 0.03539816340144829 -1) :pi true. -} - -_:bng_1546 { - [] 1727; math:notEqualTo 2500 . - (1727 1) math:sum 1728 . - (2 1727) math:product 3454 . - (3454 1) math:sum 3455 . - (3454 2) math:sum 3456 . - (3454 3455 3456) math:product 41242417920 . - (1 41242417920) math:quotient 2.4246881013129505e-11 . - (0.03539816338531436 2.4246881013129505e-11) math:sum 0.03539816340956124 . - [] 1; math:negation -1 . - (1728 2500 0.03539816340956124 0.03539816340144829 -1) :pi true. -} - -_:bng_1547 { - (1727 2500 0.03539816338531436 0.03539816340144829 1) :pi true. -} - -_:bng_1548 { - [] 1726; math:notEqualTo 2500 . - (1726 1) math:sum 1727 . - (2 1726) math:product 3452 . - (3452 1) math:sum 3453 . - (3452 2) math:sum 3454 . - (3452 3453 3454) math:product 41170837224 . - (-1 41170837224) math:quotient -2.428903727556609e-11 . - (0.035398163409603396 -2.428903727556609e-11) math:sum 0.03539816338531436 . - [] -1; math:negation 1 . - (1727 2500 0.03539816338531436 0.03539816340144829 1) :pi true. -} - -_:bng_1549 { - (1726 2500 0.035398163409603396 0.03539816340144829 -1) :pi true. -} - -_:bng_1550 { - [] 1725; math:notEqualTo 2500 . - (1725 1) math:sum 1726 . - (2 1725) math:product 3450 . - (3450 1) math:sum 3451 . - (3450 2) math:sum 3452 . - (3450 3451 3452) math:product 41099339400 . - (1 41099339400) math:quotient 2.4331291319976787e-11 . - (0.0353981633852721 2.4331291319976787e-11) math:sum 0.035398163409603396 . - [] 1; math:negation -1 . - (1726 2500 0.035398163409603396 0.03539816340144829 -1) :pi true. -} - -_:bng_1551 { - (1725 2500 0.0353981633852721 0.03539816340144829 1) :pi true. -} - -_:bng_1552 { - [] 1724; math:notEqualTo 2500 . - (1724 1) math:sum 1725 . - (2 1724) math:product 3448 . - (3448 1) math:sum 3449 . - (3448 2) math:sum 3450 . - (3448 3449 3450) math:product 41027924400 . - (-1 41027924400) math:quotient -2.4373643430034203e-11 . - (0.035398163409645744 -2.4373643430034203e-11) math:sum 0.0353981633852721 . - [] -1; math:negation 1 . - (1725 2500 0.0353981633852721 0.03539816340144829 1) :pi true. -} - -_:bng_1553 { - (1724 2500 0.035398163409645744 0.03539816340144829 -1) :pi true. -} - -_:bng_1554 { - [] 1723; math:notEqualTo 2500 . - (1723 1) math:sum 1724 . - (2 1723) math:product 3446 . - (3446 1) math:sum 3447 . - (3446 2) math:sum 3448 . - (3446 3447 3448) math:product 40956592176 . - (1 40956592176) math:quotient 2.441609389039907e-11 . - (0.03539816338522965 2.441609389039907e-11) math:sum 0.035398163409645744 . - [] 1; math:negation -1 . - (1724 2500 0.035398163409645744 0.03539816340144829 -1) :pi true. -} - -_:bng_1555 { - (1723 2500 0.03539816338522965 0.03539816340144829 1) :pi true. -} - -_:bng_1556 { - [] 1722; math:notEqualTo 2500 . - (1722 1) math:sum 1723 . - (2 1722) math:product 3444 . - (3444 1) math:sum 3445 . - (3444 2) math:sum 3446 . - (3444 3445 3446) math:product 40885342680 . - (-1 40885342680) math:quotient -2.445864298672426e-11 . - (0.035398163409688294 -2.445864298672426e-11) math:sum 0.03539816338522965 . - [] -1; math:negation 1 . - (1723 2500 0.03539816338522965 0.03539816340144829 1) :pi true. -} - -_:bng_1557 { - (1722 2500 0.035398163409688294 0.03539816340144829 -1) :pi true. -} - -_:bng_1558 { - [] 1721; math:notEqualTo 2500 . - (1721 1) math:sum 1722 . - (2 1721) math:product 3442 . - (3442 1) math:sum 3443 . - (3442 2) math:sum 3444 . - (3442 3443 3444) math:product 40814175864 . - (1 40814175864) math:quotient 2.450129100565881e-11 . - (0.035398163385187004 2.450129100565881e-11) math:sum 0.035398163409688294 . - [] 1; math:negation -1 . - (1722 2500 0.035398163409688294 0.03539816340144829 -1) :pi true. -} - -_:bng_1559 { - (1721 2500 0.035398163385187004 0.03539816340144829 1) :pi true. -} - -_:bng_1560 { - [] 1720; math:notEqualTo 2500 . - (1720 1) math:sum 1721 . - (2 1720) math:product 3440 . - (3440 1) math:sum 3441 . - (3440 2) math:sum 3442 . - (3440 3441 3442) math:product 40743091680 . - (-1 40743091680) math:quotient -2.454403823485199e-11 . - (0.035398163409731044 -2.454403823485199e-11) math:sum 0.035398163385187004 . - [] -1; math:negation 1 . - (1721 2500 0.035398163385187004 0.03539816340144829 1) :pi true. -} - -_:bng_1561 { - (1720 2500 0.035398163409731044 0.03539816340144829 -1) :pi true. -} - -_:bng_1562 { - [] 1719; math:notEqualTo 2500 . - (1719 1) math:sum 1720 . - (2 1719) math:product 3438 . - (3438 1) math:sum 3439 . - (3438 2) math:sum 3440 . - (3438 3439 3440) math:product 40672090080 . - (1 40672090080) math:quotient 2.458688496295738e-11 . - (0.035398163385144156 2.458688496295738e-11) math:sum 0.035398163409731044 . - [] 1; math:negation -1 . - (1720 2500 0.035398163409731044 0.03539816340144829 -1) :pi true. -} - -_:bng_1563 { - (1719 2500 0.035398163385144156 0.03539816340144829 1) :pi true. -} - -_:bng_1564 { - [] 1718; math:notEqualTo 2500 . - (1718 1) math:sum 1719 . - (2 1718) math:product 3436 . - (3436 1) math:sum 3437 . - (3436 2) math:sum 3438 . - (3436 3437 3438) math:product 40601171016 . - (-1 40601171016) math:quotient -2.4629831479636945e-11 . - (0.03539816340977399 -2.4629831479636945e-11) math:sum 0.035398163385144156 . - [] -1; math:negation 1 . - (1719 2500 0.035398163385144156 0.03539816340144829 1) :pi true. -} - -_:bng_1565 { - (1718 2500 0.03539816340977399 0.03539816340144829 -1) :pi true. -} - -_:bng_1566 { - [] 1717; math:notEqualTo 2500 . - (1717 1) math:sum 1718 . - (2 1717) math:product 3434 . - (3434 1) math:sum 3435 . - (3434 2) math:sum 3436 . - (3434 3435 3436) math:product 40530334440 . - (1 40530334440) math:quotient 2.4672878075565173e-11 . - (0.035398163385101114 2.4672878075565173e-11) math:sum 0.03539816340977399 . - [] 1; math:negation -1 . - (1718 2500 0.03539816340977399 0.03539816340144829 -1) :pi true. -} - -_:bng_1567 { - (1717 2500 0.035398163385101114 0.03539816340144829 1) :pi true. -} - -_:bng_1568 { - [] 1716; math:notEqualTo 2500 . - (1716 1) math:sum 1717 . - (2 1716) math:product 3432 . - (3432 1) math:sum 3433 . - (3432 2) math:sum 3434 . - (3432 3433 3434) math:product 40459580304 . - (-1 40459580304) math:quotient -2.4716025042433172e-11 . - (0.03539816340981714 -2.4716025042433172e-11) math:sum 0.035398163385101114 . - [] -1; math:negation 1 . - (1717 2500 0.035398163385101114 0.03539816340144829 1) :pi true. -} - -_:bng_1569 { - (1716 2500 0.03539816340981714 0.03539816340144829 -1) :pi true. -} - -_:bng_1570 { - [] 1715; math:notEqualTo 2500 . - (1715 1) math:sum 1716 . - (2 1715) math:product 3430 . - (3430 1) math:sum 3431 . - (3430 2) math:sum 3432 . - (3430 3431 3432) math:product 40388908560 . - (1 40388908560) math:quotient 2.4759272672952865e-11 . - (0.03539816338505787 2.4759272672952865e-11) math:sum 0.03539816340981714 . - [] 1; math:negation -1 . - (1716 2500 0.03539816340981714 0.03539816340144829 -1) :pi true. -} - -_:bng_1571 { - (1715 2500 0.03539816338505787 0.03539816340144829 1) :pi true. -} - -_:bng_1572 { - [] 1714; math:notEqualTo 2500 . - (1714 1) math:sum 1715 . - (2 1714) math:product 3428 . - (3428 1) math:sum 3429 . - (3428 2) math:sum 3430 . - (3428 3429 3430) math:product 40318319160 . - (-1 40318319160) math:quotient -2.4802621260861114e-11 . - (0.03539816340986049 -2.4802621260861114e-11) math:sum 0.03539816338505787 . - [] -1; math:negation 1 . - (1715 2500 0.03539816338505787 0.03539816340144829 1) :pi true. -} - -_:bng_1573 { - (1714 2500 0.03539816340986049 0.03539816340144829 -1) :pi true. -} - -_:bng_1574 { - [] 1713; math:notEqualTo 2500 . - (1713 1) math:sum 1714 . - (2 1713) math:product 3426 . - (3426 1) math:sum 3427 . - (3426 2) math:sum 3428 . - (3426 3427 3428) math:product 40247812056 . - (1 40247812056) math:quotient 2.4846071100923945e-11 . - (0.03539816338501442 2.4846071100923945e-11) math:sum 0.03539816340986049 . - [] 1; math:negation -1 . - (1714 2500 0.03539816340986049 0.03539816340144829 -1) :pi true. -} - -_:bng_1575 { - (1713 2500 0.03539816338501442 0.03539816340144829 1) :pi true. -} - -_:bng_1576 { - [] 1712; math:notEqualTo 2500 . - (1712 1) math:sum 1713 . - (2 1712) math:product 3424 . - (3424 1) math:sum 3425 . - (3424 2) math:sum 3426 . - (3424 3425 3426) math:product 40177387200 . - (-1 40177387200) math:quotient -2.4889622488940743e-11 . - (0.035398163409904045 -2.4889622488940743e-11) math:sum 0.03539816338501442 . - [] -1; math:negation 1 . - (1713 2500 0.03539816338501442 0.03539816340144829 1) :pi true. -} - -_:bng_1577 { - (1712 2500 0.035398163409904045 0.03539816340144829 -1) :pi true. -} - -_:bng_1578 { - [] 1711; math:notEqualTo 2500 . - (1711 1) math:sum 1712 . - (2 1711) math:product 3422 . - (3422 1) math:sum 3423 . - (3422 2) math:sum 3424 . - (3422 3423 3424) math:product 40107044544 . - (1 40107044544) math:quotient 2.493327572174848e-11 . - (0.03539816338497077 2.493327572174848e-11) math:sum 0.035398163409904045 . - [] 1; math:negation -1 . - (1712 2500 0.035398163409904045 0.03539816340144829 -1) :pi true. -} - -_:bng_1579 { - (1711 2500 0.03539816338497077 0.03539816340144829 1) :pi true. -} - -_:bng_1580 { - [] 1710; math:notEqualTo 2500 . - (1710 1) math:sum 1711 . - (2 1710) math:product 3420 . - (3420 1) math:sum 3421 . - (3420 2) math:sum 3422 . - (3420 3421 3422) math:product 40036784040 . - (-1 40036784040) math:quotient -2.497703109722596e-11 . - (0.0353981634099478 -2.497703109722596e-11) math:sum 0.03539816338497077 . - [] -1; math:negation 1 . - (1711 2500 0.03539816338497077 0.03539816340144829 1) :pi true. -} - -_:bng_1581 { - (1710 2500 0.0353981634099478 0.03539816340144829 -1) :pi true. -} - -_:bng_1582 { - [] 1709; math:notEqualTo 2500 . - (1709 1) math:sum 1710 . - (2 1709) math:product 3418 . - (3418 1) math:sum 3419 . - (3418 2) math:sum 3420 . - (3418 3419 3420) math:product 39966605640 . - (1 39966605640) math:quotient 2.5020888914298102e-11 . - (0.03539816338492691 2.5020888914298102e-11) math:sum 0.0353981634099478 . - [] 1; math:negation -1 . - (1710 2500 0.0353981634099478 0.03539816340144829 -1) :pi true. -} - -_:bng_1583 { - (1709 2500 0.03539816338492691 0.03539816340144829 1) :pi true. -} - -_:bng_1584 { - [] 1708; math:notEqualTo 2500 . - (1708 1) math:sum 1709 . - (2 1708) math:product 3416 . - (3416 1) math:sum 3417 . - (3416 2) math:sum 3418 . - (3416 3417 3418) math:product 39896509296 . - (-1 39896509296) math:quotient -2.5064849472940214e-11 . - (0.03539816340999176 -2.5064849472940214e-11) math:sum 0.03539816338492691 . - [] -1; math:negation 1 . - (1709 2500 0.03539816338492691 0.03539816340144829 1) :pi true. -} - -_:bng_1585 { - (1708 2500 0.03539816340999176 0.03539816340144829 -1) :pi true. -} - -_:bng_1586 { - [] 1707; math:notEqualTo 2500 . - (1707 1) math:sum 1708 . - (2 1707) math:product 3414 . - (3414 1) math:sum 3415 . - (3414 2) math:sum 3416 . - (3414 3415 3416) math:product 39826494960 . - (1 39826494960) math:quotient 2.5108913074182314e-11 . - (0.035398163384882844 2.5108913074182314e-11) math:sum 0.03539816340999176 . - [] 1; math:negation -1 . - (1708 2500 0.03539816340999176 0.03539816340144829 -1) :pi true. -} - -_:bng_1587 { - (1707 2500 0.035398163384882844 0.03539816340144829 1) :pi true. -} - -_:bng_1588 { - [] 1706; math:notEqualTo 2500 . - (1706 1) math:sum 1707 . - (2 1706) math:product 3412 . - (3412 1) math:sum 3413 . - (3412 2) math:sum 3414 . - (3412 3413 3414) math:product 39756562584 . - (-1 39756562584) math:quotient -2.5153080020113442e-11 . - (0.035398163410035925 -2.5153080020113442e-11) math:sum 0.035398163384882844 . - [] -1; math:negation 1 . - (1707 2500 0.035398163384882844 0.03539816340144829 1) :pi true. -} - -_:bng_1589 { - (1706 2500 0.035398163410035925 0.03539816340144829 -1) :pi true. -} - -_:bng_1590 { - [] 1705; math:notEqualTo 2500 . - (1705 1) math:sum 1706 . - (2 1705) math:product 3410 . - (3410 1) math:sum 3411 . - (3410 2) math:sum 3412 . - (3410 3411 3412) math:product 39686712120 . - (1 39686712120) math:quotient 2.5197350613886026e-11 . - (0.035398163384838574 2.5197350613886026e-11) math:sum 0.035398163410035925 . - [] 1; math:negation -1 . - (1706 2500 0.035398163410035925 0.03539816340144829 -1) :pi true. -} - -_:bng_1591 { - (1705 2500 0.035398163384838574 0.03539816340144829 1) :pi true. -} - -_:bng_1592 { - [] 1704; math:notEqualTo 2500 . - (1704 1) math:sum 1705 . - (2 1704) math:product 3408 . - (3408 1) math:sum 3409 . - (3408 2) math:sum 3410 . - (3408 3409 3410) math:product 39616943520 . - (-1 39616943520) math:quotient -2.524172515972025e-11 . - (0.0353981634100803 -2.524172515972025e-11) math:sum 0.035398163384838574 . - [] -1; math:negation 1 . - (1705 2500 0.035398163384838574 0.03539816340144829 1) :pi true. -} - -_:bng_1593 { - (1704 2500 0.0353981634100803 0.03539816340144829 -1) :pi true. -} - -_:bng_1594 { - [] 1703; math:notEqualTo 2500 . - (1703 1) math:sum 1704 . - (2 1703) math:product 3406 . - (3406 1) math:sum 3407 . - (3406 2) math:sum 3408 . - (3406 3407 3408) math:product 39547256736 . - (1 39547256736) math:quotient 2.5286203962908423e-11 . - (0.035398163384794096 2.5286203962908423e-11) math:sum 0.0353981634100803 . - [] 1; math:negation -1 . - (1704 2500 0.0353981634100803 0.03539816340144829 -1) :pi true. -} - -_:bng_1595 { - (1703 2500 0.035398163384794096 0.03539816340144829 1) :pi true. -} - -_:bng_1596 { - [] 1702; math:notEqualTo 2500 . - (1702 1) math:sum 1703 . - (2 1702) math:product 3404 . - (3404 1) math:sum 3405 . - (3404 2) math:sum 3406 . - (3404 3405 3406) math:product 39477651720 . - (-1 39477651720) math:quotient -2.5330787329819425e-11 . - (0.03539816341012488 -2.5330787329819425e-11) math:sum 0.035398163384794096 . - [] -1; math:negation 1 . - (1703 2500 0.035398163384794096 0.03539816340144829 1) :pi true. -} - -_:bng_1597 { - (1702 2500 0.03539816341012488 0.03539816340144829 -1) :pi true. -} - -_:bng_1598 { - [] 1701; math:notEqualTo 2500 . - (1701 1) math:sum 1702 . - (2 1701) math:product 3402 . - (3402 1) math:sum 3403 . - (3402 2) math:sum 3404 . - (3402 3403 3404) math:product 39408128424 . - (1 39408128424) math:quotient 2.5375475567903107e-11 . - (0.03539816338474941 2.5375475567903107e-11) math:sum 0.03539816341012488 . - [] 1; math:negation -1 . - (1702 2500 0.03539816341012488 0.03539816340144829 -1) :pi true. -} - -_:bng_1599 { - (1701 2500 0.03539816338474941 0.03539816340144829 1) :pi true. -} - -_:bng_1600 { - [] 1700; math:notEqualTo 2500 . - (1700 1) math:sum 1701 . - (2 1700) math:product 3400 . - (3400 1) math:sum 3401 . - (3400 2) math:sum 3402 . - (3400 3401 3402) math:product 39338686800 . - (-1 39338686800) math:quotient -2.5420268985694762e-11 . - (0.03539816341016968 -2.5420268985694762e-11) math:sum 0.03539816338474941 . - [] -1; math:negation 1 . - (1701 2500 0.03539816338474941 0.03539816340144829 1) :pi true. -} - -_:bng_1601 { - (1700 2500 0.03539816341016968 0.03539816340144829 -1) :pi true. -} - -_:bng_1602 { - [] 1699; math:notEqualTo 2500 . - (1699 1) math:sum 1700 . - (2 1699) math:product 3398 . - (3398 1) math:sum 3399 . - (3398 2) math:sum 3400 . - (3398 3399 3400) math:product 39269326800 . - (1 39269326800) math:quotient 2.5465167892819593e-11 . - (0.035398163384704515 2.5465167892819593e-11) math:sum 0.03539816341016968 . - [] 1; math:negation -1 . - (1700 2500 0.03539816341016968 0.03539816340144829 -1) :pi true. -} - -_:bng_1603 { - (1699 2500 0.035398163384704515 0.03539816340144829 1) :pi true. -} - -_:bng_1604 { - [] 1698; math:notEqualTo 2500 . - (1698 1) math:sum 1699 . - (2 1698) math:product 3396 . - (3396 1) math:sum 3397 . - (3396 2) math:sum 3398 . - (3396 3397 3398) math:product 39200048376 . - (-1 39200048376) math:quotient -2.5510172599997202e-11 . - (0.035398163410214685 -2.5510172599997202e-11) math:sum 0.035398163384704515 . - [] -1; math:negation 1 . - (1699 2500 0.035398163384704515 0.03539816340144829 1) :pi true. -} - -_:bng_1605 { - (1698 2500 0.035398163410214685 0.03539816340144829 -1) :pi true. -} - -_:bng_1606 { - [] 1697; math:notEqualTo 2500 . - (1697 1) math:sum 1698 . - (2 1697) math:product 3394 . - (3394 1) math:sum 3395 . - (3394 2) math:sum 3396 . - (3394 3395 3396) math:product 39130851480 . - (1 39130851480) math:quotient 2.5555283419046113e-11 . - (0.035398163384659405 2.5555283419046113e-11) math:sum 0.035398163410214685 . - [] 1; math:negation -1 . - (1698 2500 0.035398163410214685 0.03539816340144829 -1) :pi true. -} - -_:bng_1607 { - (1697 2500 0.035398163384659405 0.03539816340144829 1) :pi true. -} - -_:bng_1608 { - [] 1696; math:notEqualTo 2500 . - (1696 1) math:sum 1697 . - (2 1696) math:product 3392 . - (3392 1) math:sum 3393 . - (3392 2) math:sum 3394 . - (3392 3393 3394) math:product 39061736064 . - (-1 39061736064) math:quotient -2.5600500662888305e-11 . - (0.035398163410259906 -2.5600500662888305e-11) math:sum 0.035398163384659405 . - [] -1; math:negation 1 . - (1697 2500 0.035398163384659405 0.03539816340144829 1) :pi true. -} - -_:bng_1609 { - (1696 2500 0.035398163410259906 0.03539816340144829 -1) :pi true. -} - -_:bng_1610 { - [] 1695; math:notEqualTo 2500 . - (1695 1) math:sum 1696 . - (2 1695) math:product 3390 . - (3390 1) math:sum 3391 . - (3390 2) math:sum 3392 . - (3390 3391 3392) math:product 38992702080 . - (1 38992702080) math:quotient 2.5645824645553777e-11 . - (0.03539816338461408 2.5645824645553777e-11) math:sum 0.035398163410259906 . - [] 1; math:negation -1 . - (1696 2500 0.035398163410259906 0.03539816340144829 -1) :pi true. -} - -_:bng_1611 { - (1695 2500 0.03539816338461408 0.03539816340144829 1) :pi true. -} - -_:bng_1612 { - [] 1694; math:notEqualTo 2500 . - (1694 1) math:sum 1695 . - (2 1694) math:product 3388 . - (3388 1) math:sum 3389 . - (3388 2) math:sum 3390 . - (3388 3389 3390) math:product 38923749480 . - (-1 38923749480) math:quotient -2.5691255682185116e-11 . - (0.035398163410305335 -2.5691255682185116e-11) math:sum 0.03539816338461408 . - [] -1; math:negation 1 . - (1695 2500 0.03539816338461408 0.03539816340144829 1) :pi true. -} - -_:bng_1613 { - (1694 2500 0.035398163410305335 0.03539816340144829 -1) :pi true. -} - -_:bng_1614 { - [] 1693; math:notEqualTo 2500 . - (1693 1) math:sum 1694 . - (2 1693) math:product 3386 . - (3386 1) math:sum 3387 . - (3386 2) math:sum 3388 . - (3386 3387 3388) math:product 38854878216 . - (1 38854878216) math:quotient 2.5736794089042113e-11 . - (0.03539816338456854 2.5736794089042113e-11) math:sum 0.035398163410305335 . - [] 1; math:negation -1 . - (1694 2500 0.035398163410305335 0.03539816340144829 -1) :pi true. -} - -_:bng_1615 { - (1693 2500 0.03539816338456854 0.03539816340144829 1) :pi true. -} - -_:bng_1616 { - [] 1692; math:notEqualTo 2500 . - (1692 1) math:sum 1693 . - (2 1692) math:product 3384 . - (3384 1) math:sum 3385 . - (3384 2) math:sum 3386 . - (3384 3385 3386) math:product 38786088240 . - (-1 38786088240) math:quotient -2.5782440183506374e-11 . - (0.03539816341035098 -2.5782440183506374e-11) math:sum 0.03539816338456854 . - [] -1; math:negation 1 . - (1693 2500 0.03539816338456854 0.03539816340144829 1) :pi true. -} - -_:bng_1617 { - (1692 2500 0.03539816341035098 0.03539816340144829 -1) :pi true. -} - -_:bng_1618 { - [] 1691; math:notEqualTo 2500 . - (1691 1) math:sum 1692 . - (2 1691) math:product 3382 . - (3382 1) math:sum 3383 . - (3382 2) math:sum 3384 . - (3382 3383 3384) math:product 38717379504 . - (1 38717379504) math:quotient 2.5828194284085967e-11 . - (0.035398163384522785 2.5828194284085967e-11) math:sum 0.03539816341035098 . - [] 1; math:negation -1 . - (1692 2500 0.03539816341035098 0.03539816340144829 -1) :pi true. -} - -_:bng_1619 { - (1691 2500 0.035398163384522785 0.03539816340144829 1) :pi true. -} - -_:bng_1620 { - [] 1690; math:notEqualTo 2500 . - (1690 1) math:sum 1691 . - (2 1690) math:product 3380 . - (3380 1) math:sum 3381 . - (3380 2) math:sum 3382 . - (3380 3381 3382) math:product 38648751960 . - (-1 38648751960) math:quotient -2.58740567104201e-11 . - (0.035398163410396845 -2.58740567104201e-11) math:sum 0.035398163384522785 . - [] -1; math:negation 1 . - (1691 2500 0.035398163384522785 0.03539816340144829 1) :pi true. -} - -_:bng_1621 { - (1690 2500 0.035398163410396845 0.03539816340144829 -1) :pi true. -} - -_:bng_1622 { - [] 1689; math:notEqualTo 2500 . - (1689 1) math:sum 1690 . - (2 1689) math:product 3378 . - (3378 1) math:sum 3379 . - (3378 2) math:sum 3380 . - (3378 3379 3380) math:product 38580205560 . - (1 38580205560) math:quotient 2.5920027783283797e-11 . - (0.035398163384476815 2.5920027783283797e-11) math:sum 0.035398163410396845 . - [] 1; math:negation -1 . - (1690 2500 0.035398163410396845 0.03539816340144829 -1) :pi true. -} - -_:bng_1623 { - (1689 2500 0.035398163384476815 0.03539816340144829 1) :pi true. -} - -_:bng_1624 { - [] 1688; math:notEqualTo 2500 . - (1688 1) math:sum 1689 . - (2 1688) math:product 3376 . - (3376 1) math:sum 3377 . - (3376 2) math:sum 3378 . - (3376 3377 3378) math:product 38511740256 . - (-1 38511740256) math:quotient -2.5966107824592617e-11 . - (0.035398163410442926 -2.5966107824592617e-11) math:sum 0.035398163384476815 . - [] -1; math:negation 1 . - (1689 2500 0.035398163384476815 0.03539816340144829 1) :pi true. -} - -_:bng_1625 { - (1688 2500 0.035398163410442926 0.03539816340144829 -1) :pi true. -} - -_:bng_1626 { - [] 1687; math:notEqualTo 2500 . - (1687 1) math:sum 1688 . - (2 1687) math:product 3374 . - (3374 1) math:sum 3375 . - (3374 2) math:sum 3376 . - (3374 3375 3376) math:product 38443356000 . - (1 38443356000) math:quotient 2.6012297157407382e-11 . - (0.03539816338443063 2.6012297157407382e-11) math:sum 0.035398163410442926 . - [] 1; math:negation -1 . - (1688 2500 0.035398163410442926 0.03539816340144829 -1) :pi true. -} - -_:bng_1627 { - (1687 2500 0.03539816338443063 0.03539816340144829 1) :pi true. -} - -_:bng_1628 { - [] 1686; math:notEqualTo 2500 . - (1686 1) math:sum 1687 . - (2 1686) math:product 3372 . - (3372 1) math:sum 3373 . - (3372 2) math:sum 3374 . - (3372 3373 3374) math:product 38375052744 . - (-1 38375052744) math:quotient -2.6058596105938946e-11 . - (0.03539816341048922 -2.6058596105938946e-11) math:sum 0.03539816338443063 . - [] -1; math:negation 1 . - (1687 2500 0.03539816338443063 0.03539816340144829 1) :pi true. -} - -_:bng_1629 { - (1686 2500 0.03539816341048922 0.03539816340144829 -1) :pi true. -} - -_:bng_1630 { - [] 1685; math:notEqualTo 2500 . - (1685 1) math:sum 1686 . - (2 1685) math:product 3370 . - (3370 1) math:sum 3371 . - (3370 2) math:sum 3372 . - (3370 3371 3372) math:product 38306830440 . - (1 38306830440) math:quotient 2.6105004995552954e-11 . - (0.035398163384384215 2.6105004995552954e-11) math:sum 0.03539816341048922 . - [] 1; math:negation -1 . - (1686 2500 0.03539816341048922 0.03539816340144829 -1) :pi true. -} - -_:bng_1631 { - (1685 2500 0.035398163384384215 0.03539816340144829 1) :pi true. -} - -_:bng_1632 { - [] 1684; math:notEqualTo 2500 . - (1684 1) math:sum 1685 . - (2 1684) math:product 3368 . - (3368 1) math:sum 3369 . - (3368 2) math:sum 3370 . - (3368 3369 3370) math:product 38238689040 . - (-1 38238689040) math:quotient -2.6151524152774668e-11 . - (0.03539816341053574 -2.6151524152774668e-11) math:sum 0.035398163384384215 . - [] -1; math:negation 1 . - (1685 2500 0.035398163384384215 0.03539816340144829 1) :pi true. -} - -_:bng_1633 { - (1684 2500 0.03539816341053574 0.03539816340144829 -1) :pi true. -} - -_:bng_1634 { - [] 1683; math:notEqualTo 2500 . - (1683 1) math:sum 1684 . - (2 1683) math:product 3366 . - (3366 1) math:sum 3367 . - (3366 2) math:sum 3368 . - (3366 3367 3368) math:product 38170628496 . - (1 38170628496) math:quotient 2.619815390529377e-11 . - (0.035398163384337586 2.619815390529377e-11) math:sum 0.03539816341053574 . - [] 1; math:negation -1 . - (1684 2500 0.03539816341053574 0.03539816340144829 -1) :pi true. -} - -_:bng_1635 { - (1683 2500 0.035398163384337586 0.03539816340144829 1) :pi true. -} - -_:bng_1636 { - [] 1682; math:notEqualTo 2500 . - (1682 1) math:sum 1683 . - (2 1682) math:product 3364 . - (3364 1) math:sum 3365 . - (3364 2) math:sum 3366 . - (3364 3365 3366) math:product 38102648760 . - (-1 38102648760) math:quotient -2.6244894581969213e-11 . - (0.03539816341058248 -2.6244894581969213e-11) math:sum 0.035398163384337586 . - [] -1; math:negation 1 . - (1683 2500 0.035398163384337586 0.03539816340144829 1) :pi true. -} - -_:bng_1637 { - (1682 2500 0.03539816341058248 0.03539816340144829 -1) :pi true. -} - -_:bng_1638 { - [] 1681; math:notEqualTo 2500 . - (1681 1) math:sum 1682 . - (2 1681) math:product 3362 . - (3362 1) math:sum 3363 . - (3362 2) math:sum 3364 . - (3362 3363 3364) math:product 38034749784 . - (1 38034749784) math:quotient 2.6291746512834112e-11 . - (0.035398163384290735 2.6291746512834112e-11) math:sum 0.03539816341058248 . - [] 1; math:negation -1 . - (1682 2500 0.03539816341058248 0.03539816340144829 -1) :pi true. -} - -_:bng_1639 { - (1681 2500 0.035398163384290735 0.03539816340144829 1) :pi true. -} - -_:bng_1640 { - [] 1680; math:notEqualTo 2500 . - (1680 1) math:sum 1681 . - (2 1680) math:product 3360 . - (3360 1) math:sum 3361 . - (3360 2) math:sum 3362 . - (3360 3361 3362) math:product 37966931520 . - (-1 37966931520) math:quotient -2.633871002910061e-11 . - (0.035398163410629443 -2.633871002910061e-11) math:sum 0.035398163384290735 . - [] -1; math:negation 1 . - (1681 2500 0.035398163384290735 0.03539816340144829 1) :pi true. -} - -_:bng_1641 { - (1680 2500 0.035398163410629443 0.03539816340144829 -1) :pi true. -} - -_:bng_1642 { - [] 1679; math:notEqualTo 2500 . - (1679 1) math:sum 1680 . - (2 1679) math:product 3358 . - (3358 1) math:sum 3359 . - (3358 2) math:sum 3360 . - (3358 3359 3360) math:product 37899193920 . - (1 37899193920) math:quotient 2.6385785463164806e-11 . - (0.03539816338424366 2.6385785463164806e-11) math:sum 0.035398163410629443 . - [] 1; math:negation -1 . - (1680 2500 0.035398163410629443 0.03539816340144829 -1) :pi true. -} - -_:bng_1643 { - (1679 2500 0.03539816338424366 0.03539816340144829 1) :pi true. -} - -_:bng_1644 { - [] 1678; math:notEqualTo 2500 . - (1678 1) math:sum 1679 . - (2 1678) math:product 3356 . - (3356 1) math:sum 3357 . - (3356 2) math:sum 3358 . - (3356 3357 3358) math:product 37831536936 . - (-1 37831536936) math:quotient -2.6432973148611708e-11 . - (0.035398163410676635 -2.6432973148611708e-11) math:sum 0.03539816338424366 . - [] -1; math:negation 1 . - (1679 2500 0.03539816338424366 0.03539816340144829 1) :pi true. -} - -_:bng_1645 { - (1678 2500 0.035398163410676635 0.03539816340144829 -1) :pi true. -} - -_:bng_1646 { - [] 1677; math:notEqualTo 2500 . - (1677 1) math:sum 1678 . - (2 1677) math:product 3354 . - (3354 1) math:sum 3355 . - (3354 2) math:sum 3356 . - (3354 3355 3356) math:product 37763960520 . - (1 37763960520) math:quotient 2.6480273420220173e-11 . - (0.03539816338419636 2.6480273420220173e-11) math:sum 0.035398163410676635 . - [] 1; math:negation -1 . - (1678 2500 0.035398163410676635 0.03539816340144829 -1) :pi true. -} - -_:bng_1647 { - (1677 2500 0.03539816338419636 0.03539816340144829 1) :pi true. -} - -_:bng_1648 { - [] 1676; math:notEqualTo 2500 . - (1676 1) math:sum 1677 . - (2 1676) math:product 3352 . - (3352 1) math:sum 3353 . - (3352 2) math:sum 3354 . - (3352 3353 3354) math:product 37696464624 . - (-1 37696464624) math:quotient -2.6527686613967917e-11 . - (0.03539816341072405 -2.6527686613967917e-11) math:sum 0.03539816338419636 . - [] -1; math:negation 1 . - (1677 2500 0.03539816338419636 0.03539816340144829 1) :pi true. -} - -_:bng_1649 { - (1676 2500 0.03539816341072405 0.03539816340144829 -1) :pi true. -} - -_:bng_1650 { - [] 1675; math:notEqualTo 2500 . - (1675 1) math:sum 1676 . - (2 1675) math:product 3350 . - (3350 1) math:sum 3351 . - (3350 2) math:sum 3352 . - (3350 3351 3352) math:product 37629049200 . - (1 37629049200) math:quotient 2.6575213067036516e-11 . - (0.035398163384148834 2.6575213067036516e-11) math:sum 0.03539816341072405 . - [] 1; math:negation -1 . - (1676 2500 0.03539816341072405 0.03539816340144829 -1) :pi true. -} - -_:bng_1651 { - (1675 2500 0.035398163384148834 0.03539816340144829 1) :pi true. -} - -_:bng_1652 { - [] 1674; math:notEqualTo 2500 . - (1674 1) math:sum 1675 . - (2 1674) math:product 3348 . - (3348 1) math:sum 3349 . - (3348 2) math:sum 3350 . - (3348 3349 3350) math:product 37561714200 . - (-1 37561714200) math:quotient -2.662285311781644e-11 . - (0.035398163410771684 -2.662285311781644e-11) math:sum 0.035398163384148834 . - [] -1; math:negation 1 . - (1675 2500 0.035398163384148834 0.03539816340144829 1) :pi true. -} - -_:bng_1653 { - (1674 2500 0.035398163410771684 0.03539816340144829 -1) :pi true. -} - -_:bng_1654 { - [] 1673; math:notEqualTo 2500 . - (1673 1) math:sum 1674 . - (2 1673) math:product 3346 . - (3346 1) math:sum 3347 . - (3346 2) math:sum 3348 . - (3346 3347 3348) math:product 37494459576 . - (1 37494459576) math:quotient 2.667060710591211e-11 . - (0.035398163384101074 2.667060710591211e-11) math:sum 0.035398163410771684 . - [] 1; math:negation -1 . - (1674 2500 0.035398163410771684 0.03539816340144829 -1) :pi true. -} - -_:bng_1655 { - (1673 2500 0.035398163384101074 0.03539816340144829 1) :pi true. -} - -_:bng_1656 { - [] 1672; math:notEqualTo 2500 . - (1672 1) math:sum 1673 . - (2 1672) math:product 3344 . - (3344 1) math:sum 3345 . - (3344 2) math:sum 3346 . - (3344 3345 3346) math:product 37427285280 . - (-1 37427285280) math:quotient -2.6718475372147e-11 . - (0.03539816341081955 -2.6718475372147e-11) math:sum 0.035398163384101074 . - [] -1; math:negation 1 . - (1673 2500 0.035398163384101074 0.03539816340144829 1) :pi true. -} - -_:bng_1657 { - (1672 2500 0.03539816341081955 0.03539816340144829 -1) :pi true. -} - -_:bng_1658 { - [] 1671; math:notEqualTo 2500 . - (1671 1) math:sum 1672 . - (2 1671) math:product 3342 . - (3342 1) math:sum 3343 . - (3342 2) math:sum 3344 . - (3342 3343 3344) math:product 37360191264 . - (1 37360191264) math:quotient 2.6766458258568726e-11 . - (0.03539816338405309 2.6766458258568726e-11) math:sum 0.03539816341081955 . - [] 1; math:negation -1 . - (1672 2500 0.03539816341081955 0.03539816340144829 -1) :pi true. -} - -_:bng_1659 { - (1671 2500 0.03539816338405309 0.03539816340144829 1) :pi true. -} - -_:bng_1660 { - [] 1670; math:notEqualTo 2500 . - (1670 1) math:sum 1671 . - (2 1670) math:product 3340 . - (3340 1) math:sum 3341 . - (3340 2) math:sum 3342 . - (3340 3341 3342) math:product 37293177480 . - (-1 37293177480) math:quotient -2.6814556108454182e-11 . - (0.03539816341086765 -2.6814556108454182e-11) math:sum 0.03539816338405309 . - [] -1; math:negation 1 . - (1671 2500 0.03539816338405309 0.03539816340144829 1) :pi true. -} - -_:bng_1661 { - (1670 2500 0.03539816341086765 0.03539816340144829 -1) :pi true. -} - -_:bng_1662 { - [] 1669; math:notEqualTo 2500 . - (1669 1) math:sum 1670 . - (2 1669) math:product 3338 . - (3338 1) math:sum 3339 . - (3338 2) math:sum 3340 . - (3338 3339 3340) math:product 37226243880 . - (1 37226243880) math:quotient 2.686276926631471e-11 . - (0.03539816338400488 2.686276926631471e-11) math:sum 0.03539816341086765 . - [] 1; math:negation -1 . - (1670 2500 0.03539816341086765 0.03539816340144829 -1) :pi true. -} - -_:bng_1663 { - (1669 2500 0.03539816338400488 0.03539816340144829 1) :pi true. -} - -_:bng_1664 { - [] 1668; math:notEqualTo 2500 . - (1668 1) math:sum 1669 . - (2 1668) math:product 3336 . - (3336 1) math:sum 3337 . - (3336 2) math:sum 3338 . - (3336 3337 3338) math:product 37159390416 . - (-1 37159390416) math:quotient -2.6911098077901257e-11 . - (0.03539816341091598 -2.6911098077901257e-11) math:sum 0.03539816338400488 . - [] -1; math:negation 1 . - (1669 2500 0.03539816338400488 0.03539816340144829 1) :pi true. -} - -_:bng_1665 { - (1668 2500 0.03539816341091598 0.03539816340144829 -1) :pi true. -} - -_:bng_1666 { - [] 1667; math:notEqualTo 2500 . - (1667 1) math:sum 1668 . - (2 1667) math:product 3334 . - (3334 1) math:sum 3335 . - (3334 2) math:sum 3336 . - (3334 3335 3336) math:product 37092617040 . - (1 37092617040) math:quotient 2.6959542890209614e-11 . - (0.03539816338395643 2.6959542890209614e-11) math:sum 0.03539816341091598 . - [] 1; math:negation -1 . - (1668 2500 0.03539816341091598 0.03539816340144829 -1) :pi true. -} - -_:bng_1667 { - (1667 2500 0.03539816338395643 0.03539816340144829 1) :pi true. -} - -_:bng_1668 { - [] 1666; math:notEqualTo 2500 . - (1666 1) math:sum 1667 . - (2 1666) math:product 3332 . - (3332 1) math:sum 3333 . - (3332 2) math:sum 3334 . - (3332 3333 3334) math:product 37025923704 . - (-1 37025923704) math:quotient -2.7008104051485624e-11 . - (0.03539816341096454 -2.7008104051485624e-11) math:sum 0.03539816338395643 . - [] -1; math:negation 1 . - (1667 2500 0.03539816338395643 0.03539816340144829 1) :pi true. -} - -_:bng_1669 { - (1666 2500 0.03539816341096454 0.03539816340144829 -1) :pi true. -} - -_:bng_1670 { - [] 1665; math:notEqualTo 2500 . - (1665 1) math:sum 1666 . - (2 1665) math:product 3330 . - (3330 1) math:sum 3331 . - (3330 2) math:sum 3332 . - (3330 3331 3332) math:product 36959310360 . - (1 36959310360) math:quotient 2.7056781911230445e-11 . - (0.035398163383907756 2.7056781911230445e-11) math:sum 0.03539816341096454 . - [] 1; math:negation -1 . - (1666 2500 0.03539816341096454 0.03539816340144829 -1) :pi true. -} - -_:bng_1671 { - (1665 2500 0.035398163383907756 0.03539816340144829 1) :pi true. -} - -_:bng_1672 { - [] 1664; math:notEqualTo 2500 . - (1664 1) math:sum 1665 . - (2 1664) math:product 3328 . - (3328 1) math:sum 3329 . - (3328 2) math:sum 3330 . - (3328 3329 3330) math:product 36892776960 . - (-1 36892776960) math:quotient -2.7105576820205838e-11 . - (0.03539816341101333 -2.7105576820205838e-11) math:sum 0.035398163383907756 . - [] -1; math:negation 1 . - (1665 2500 0.035398163383907756 0.03539816340144829 1) :pi true. -} - -_:bng_1673 { - (1664 2500 0.03539816341101333 0.03539816340144829 -1) :pi true. -} - -_:bng_1674 { - [] 1663; math:notEqualTo 2500 . - (1663 1) math:sum 1664 . - (2 1663) math:product 3326 . - (3326 1) math:sum 3327 . - (3326 2) math:sum 3328 . - (3326 3327 3328) math:product 36826323456 . - (1 36826323456) math:quotient 2.7154489130439466e-11 . - (0.035398163383858844 2.7154489130439466e-11) math:sum 0.03539816341101333 . - [] 1; math:negation -1 . - (1664 2500 0.03539816341101333 0.03539816340144829 -1) :pi true. -} - -_:bng_1675 { - (1663 2500 0.035398163383858844 0.03539816340144829 1) :pi true. -} - -_:bng_1676 { - [] 1662; math:notEqualTo 2500 . - (1662 1) math:sum 1663 . - (2 1662) math:product 3324 . - (3324 1) math:sum 3325 . - (3324 2) math:sum 3326 . - (3324 3325 3326) math:product 36759949800 . - (-1 36759949800) math:quotient -2.720351919523024e-11 . - (0.03539816341106236 -2.720351919523024e-11) math:sum 0.035398163383858844 . - [] -1; math:negation 1 . - (1663 2500 0.035398163383858844 0.03539816340144829 1) :pi true. -} - -_:bng_1677 { - (1662 2500 0.03539816341106236 0.03539816340144829 -1) :pi true. -} - -_:bng_1678 { - [] 1661; math:notEqualTo 2500 . - (1661 1) math:sum 1662 . - (2 1661) math:product 3322 . - (3322 1) math:sum 3323 . - (3322 2) math:sum 3324 . - (3322 3323 3324) math:product 36693655944 . - (1 36693655944) math:quotient 2.7252667369153658e-11 . - (0.035398163383809696 2.7252667369153658e-11) math:sum 0.03539816341106236 . - [] 1; math:negation -1 . - (1662 2500 0.03539816341106236 0.03539816340144829 -1) :pi true. -} - -_:bng_1679 { - (1661 2500 0.035398163383809696 0.03539816340144829 1) :pi true. -} - -_:bng_1680 { - [] 1660; math:notEqualTo 2500 . - (1660 1) math:sum 1661 . - (2 1660) math:product 3320 . - (3320 1) math:sum 3321 . - (3320 2) math:sum 3322 . - (3320 3321 3322) math:product 36627441840 . - (-1 36627441840) math:quotient -2.7301934008067215e-11 . - (0.03539816341111163 -2.7301934008067215e-11) math:sum 0.035398163383809696 . - [] -1; math:negation 1 . - (1661 2500 0.035398163383809696 0.03539816340144829 1) :pi true. -} - -_:bng_1681 { - (1660 2500 0.03539816341111163 0.03539816340144829 -1) :pi true. -} - -_:bng_1682 { - [] 1659; math:notEqualTo 2500 . - (1659 1) math:sum 1660 . - (2 1659) math:product 3318 . - (3318 1) math:sum 3319 . - (3318 2) math:sum 3320 . - (3318 3319 3320) math:product 36561307440 . - (1 36561307440) math:quotient 2.735131946911579e-11 . - (0.035398163383760305 2.735131946911579e-11) math:sum 0.03539816341111163 . - [] 1; math:negation -1 . - (1660 2500 0.03539816341111163 0.03539816340144829 -1) :pi true. -} - -_:bng_1683 { - (1659 2500 0.035398163383760305 0.03539816340144829 1) :pi true. -} - -_:bng_1684 { - [] 1658; math:notEqualTo 2500 . - (1658 1) math:sum 1659 . - (2 1658) math:product 3316 . - (3316 1) math:sum 3317 . - (3316 2) math:sum 3318 . - (3316 3317 3318) math:product 36495252696 . - (-1 36495252696) math:quotient -2.7400824110737103e-11 . - (0.03539816341116113 -2.7400824110737103e-11) math:sum 0.035398163383760305 . - [] -1; math:negation 1 . - (1659 2500 0.035398163383760305 0.03539816340144829 1) :pi true. -} - -_:bng_1685 { - (1658 2500 0.03539816341116113 0.03539816340144829 -1) :pi true. -} - -_:bng_1686 { - [] 1657; math:notEqualTo 2500 . - (1657 1) math:sum 1658 . - (2 1657) math:product 3314 . - (3314 1) math:sum 3315 . - (3314 2) math:sum 3316 . - (3314 3315 3316) math:product 36429277560 . - (1 36429277560) math:quotient 2.7450448292667157e-11 . - (0.03539816338371068 2.7450448292667157e-11) math:sum 0.03539816341116113 . - [] 1; math:negation -1 . - (1658 2500 0.03539816341116113 0.03539816340144829 -1) :pi true. -} - -_:bng_1687 { - (1657 2500 0.03539816338371068 0.03539816340144829 1) :pi true. -} - -_:bng_1688 { - [] 1656; math:notEqualTo 2500 . - (1656 1) math:sum 1657 . - (2 1656) math:product 3312 . - (3312 1) math:sum 3313 . - (3312 2) math:sum 3314 . - (3312 3313 3314) math:product 36363381984 . - (-1 36363381984) math:quotient -2.7500192375945756e-11 . - (0.03539816341121087 -2.7500192375945756e-11) math:sum 0.03539816338371068 . - [] -1; math:negation 1 . - (1657 2500 0.03539816338371068 0.03539816340144829 1) :pi true. -} - -_:bng_1689 { - (1656 2500 0.03539816341121087 0.03539816340144829 -1) :pi true. -} - -_:bng_1690 { - [] 1655; math:notEqualTo 2500 . - (1655 1) math:sum 1656 . - (2 1655) math:product 3310 . - (3310 1) math:sum 3311 . - (3310 2) math:sum 3312 . - (3310 3311 3312) math:product 36297565920 . - (1 36297565920) math:quotient 2.7550056722921987e-11 . - (0.03539816338366081 2.7550056722921987e-11) math:sum 0.03539816341121087 . - [] 1; math:negation -1 . - (1656 2500 0.03539816341121087 0.03539816340144829 -1) :pi true. -} - -_:bng_1691 { - (1655 2500 0.03539816338366081 0.03539816340144829 1) :pi true. -} - -_:bng_1692 { - [] 1654; math:notEqualTo 2500 . - (1654 1) math:sum 1655 . - (2 1654) math:product 3308 . - (3308 1) math:sum 3309 . - (3308 2) math:sum 3310 . - (3308 3309 3310) math:product 36231829320 . - (-1 36231829320) math:quotient -2.7600041697259795e-11 . - (0.03539816341126085 -2.7600041697259795e-11) math:sum 0.03539816338366081 . - [] -1; math:negation 1 . - (1655 2500 0.03539816338366081 0.03539816340144829 1) :pi true. -} - -_:bng_1693 { - (1654 2500 0.03539816341126085 0.03539816340144829 -1) :pi true. -} - -_:bng_1694 { - [] 1653; math:notEqualTo 2500 . - (1653 1) math:sum 1654 . - (2 1653) math:product 3306 . - (3306 1) math:sum 3307 . - (3306 2) math:sum 3308 . - (3306 3307 3308) math:product 36166172136 . - (1 36166172136) math:quotient 2.765014766394353e-11 . - (0.0353981633836107 2.765014766394353e-11) math:sum 0.03539816341126085 . - [] 1; math:negation -1 . - (1654 2500 0.03539816341126085 0.03539816340144829 -1) :pi true. -} - -_:bng_1695 { - (1653 2500 0.0353981633836107 0.03539816340144829 1) :pi true. -} - -_:bng_1696 { - [] 1652; math:notEqualTo 2500 . - (1652 1) math:sum 1653 . - (2 1652) math:product 3304 . - (3304 1) math:sum 3305 . - (3304 2) math:sum 3306 . - (3304 3305 3306) math:product 36100594320 . - (-1 36100594320) math:quotient -2.7700374989283557e-11 . - (0.03539816341131108 -2.7700374989283557e-11) math:sum 0.0353981633836107 . - [] -1; math:negation 1 . - (1653 2500 0.0353981633836107 0.03539816340144829 1) :pi true. -} - -_:bng_1697 { - (1652 2500 0.03539816341131108 0.03539816340144829 -1) :pi true. -} - -_:bng_1698 { - [] 1651; math:notEqualTo 2500 . - (1651 1) math:sum 1652 . - (2 1651) math:product 3302 . - (3302 1) math:sum 3303 . - (3302 2) math:sum 3304 . - (3302 3303 3304) math:product 36035095824 . - (1 36035095824) math:quotient 2.7750724040921868e-11 . - (0.03539816338356035 2.7750724040921868e-11) math:sum 0.03539816341131108 . - [] 1; math:negation -1 . - (1652 2500 0.03539816341131108 0.03539816340144829 -1) :pi true. -} - -_:bng_1699 { - (1651 2500 0.03539816338356035 0.03539816340144829 1) :pi true. -} - -_:bng_1700 { - [] 1650; math:notEqualTo 2500 . - (1650 1) math:sum 1651 . - (2 1650) math:product 3300 . - (3300 1) math:sum 3301 . - (3300 2) math:sum 3302 . - (3300 3301 3302) math:product 35969676600 . - (-1 35969676600) math:quotient -2.7801195187837746e-11 . - (0.035398163411361545 -2.7801195187837746e-11) math:sum 0.03539816338356035 . - [] -1; math:negation 1 . - (1651 2500 0.03539816338356035 0.03539816340144829 1) :pi true. -} - -_:bng_1701 { - (1650 2500 0.035398163411361545 0.03539816340144829 -1) :pi true. -} - -_:bng_1702 { - [] 1649; math:notEqualTo 2500 . - (1649 1) math:sum 1650 . - (2 1649) math:product 3298 . - (3298 1) math:sum 3299 . - (3298 2) math:sum 3300 . - (3298 3299 3300) math:product 35904336600 . - (1 35904336600) math:quotient 2.7851788800353437e-11 . - (0.035398163383509755 2.7851788800353437e-11) math:sum 0.035398163411361545 . - [] 1; math:negation -1 . - (1650 2500 0.035398163411361545 0.03539816340144829 -1) :pi true. -} - -_:bng_1703 { - (1649 2500 0.035398163383509755 0.03539816340144829 1) :pi true. -} - -_:bng_1704 { - [] 1648; math:notEqualTo 2500 . - (1648 1) math:sum 1649 . - (2 1648) math:product 3296 . - (3296 1) math:sum 3297 . - (3296 2) math:sum 3298 . - (3296 3297 3298) math:product 35839075776 . - (-1 35839075776) math:quotient -2.7902505250139854e-11 . - (0.03539816341141226 -2.7902505250139854e-11) math:sum 0.035398163383509755 . - [] -1; math:negation 1 . - (1649 2500 0.035398163383509755 0.03539816340144829 1) :pi true. -} - -_:bng_1705 { - (1648 2500 0.03539816341141226 0.03539816340144829 -1) :pi true. -} - -_:bng_1706 { - [] 1647; math:notEqualTo 2500 . - (1647 1) math:sum 1648 . - (2 1647) math:product 3294 . - (3294 1) math:sum 3295 . - (3294 2) math:sum 3296 . - (3294 3295 3296) math:product 35773894080 . - (1 35773894080) math:quotient 2.795334491022231e-11 . - (0.035398163383458914 2.795334491022231e-11) math:sum 0.03539816341141226 . - [] 1; math:negation -1 . - (1648 2500 0.03539816341141226 0.03539816340144829 -1) :pi true. -} - -_:bng_1707 { - (1647 2500 0.035398163383458914 0.03539816340144829 1) :pi true. -} - -_:bng_1708 { - [] 1646; math:notEqualTo 2500 . - (1646 1) math:sum 1647 . - (2 1646) math:product 3292 . - (3292 1) math:sum 3293 . - (3292 2) math:sum 3294 . - (3292 3293 3294) math:product 35708791464 . - (-1 35708791464) math:quotient -2.800430815498629e-11 . - (0.03539816341146322 -2.800430815498629e-11) math:sum 0.035398163383458914 . - [] -1; math:negation 1 . - (1647 2500 0.035398163383458914 0.03539816340144829 1) :pi true. -} - -_:bng_1709 { - (1646 2500 0.03539816341146322 0.03539816340144829 -1) :pi true. -} - -_:bng_1710 { - [] 1645; math:notEqualTo 2500 . - (1645 1) math:sum 1646 . - (2 1645) math:product 3290 . - (3290 1) math:sum 3291 . - (3290 2) math:sum 3292 . - (3290 3291 3292) math:product 35643767880 . - (1 35643767880) math:quotient 2.8055395360183227e-11 . - (0.03539816338340782 2.8055395360183227e-11) math:sum 0.03539816341146322 . - [] 1; math:negation -1 . - (1646 2500 0.03539816341146322 0.03539816340144829 -1) :pi true. -} - -_:bng_1711 { - (1645 2500 0.03539816338340782 0.03539816340144829 1) :pi true. -} - -_:bng_1712 { - [] 1644; math:notEqualTo 2500 . - (1644 1) math:sum 1645 . - (2 1644) math:product 3288 . - (3288 1) math:sum 3289 . - (3288 2) math:sum 3290 . - (3288 3289 3290) math:product 35578823280 . - (-1 35578823280) math:quotient -2.8106606902936336e-11 . - (0.03539816341151443 -2.8106606902936336e-11) math:sum 0.03539816338340782 . - [] -1; math:negation 1 . - (1645 2500 0.03539816338340782 0.03539816340144829 1) :pi true. -} - -_:bng_1713 { - (1644 2500 0.03539816341151443 0.03539816340144829 -1) :pi true. -} - -_:bng_1714 { - [] 1643; math:notEqualTo 2500 . - (1643 1) math:sum 1644 . - (2 1643) math:product 3286 . - (3286 1) math:sum 3287 . - (3286 2) math:sum 3288 . - (3286 3287 3288) math:product 35513957616 . - (1 35513957616) math:quotient 2.8157943161746436e-11 . - (0.03539816338335649 2.8157943161746436e-11) math:sum 0.03539816341151443 . - [] 1; math:negation -1 . - (1644 2500 0.03539816341151443 0.03539816340144829 -1) :pi true. -} - -_:bng_1715 { - (1643 2500 0.03539816338335649 0.03539816340144829 1) :pi true. -} - -_:bng_1716 { - [] 1642; math:notEqualTo 2500 . - (1642 1) math:sum 1643 . - (2 1642) math:product 3284 . - (3284 1) math:sum 3285 . - (3284 2) math:sum 3286 . - (3284 3285 3286) math:product 35449170840 . - (-1 35449170840) math:quotient -2.8209404516497853e-11 . - (0.035398163411565896 -2.8209404516497853e-11) math:sum 0.03539816338335649 . - [] -1; math:negation 1 . - (1643 2500 0.03539816338335649 0.03539816340144829 1) :pi true. -} - -_:bng_1717 { - (1642 2500 0.035398163411565896 0.03539816340144829 -1) :pi true. -} - -_:bng_1718 { - [] 1641; math:notEqualTo 2500 . - (1641 1) math:sum 1642 . - (2 1641) math:product 3282 . - (3282 1) math:sum 3283 . - (3282 2) math:sum 3284 . - (3282 3283 3284) math:product 35384462904 . - (1 35384462904) math:quotient 2.82609913484643e-11 . - (0.035398163383304905 2.82609913484643e-11) math:sum 0.035398163411565896 . - [] 1; math:negation -1 . - (1642 2500 0.035398163411565896 0.03539816340144829 -1) :pi true. -} - -_:bng_1719 { - (1641 2500 0.035398163383304905 0.03539816340144829 1) :pi true. -} - -_:bng_1720 { - [] 1640; math:notEqualTo 2500 . - (1640 1) math:sum 1641 . - (2 1640) math:product 3280 . - (3280 1) math:sum 3281 . - (3280 2) math:sum 3282 . - (3280 3281 3282) math:product 35319833760 . - (-1 35319833760) math:quotient -2.8312704040314826e-11 . - (0.03539816341161761 -2.8312704040314826e-11) math:sum 0.035398163383304905 . - [] -1; math:negation 1 . - (1641 2500 0.035398163383304905 0.03539816340144829 1) :pi true. -} - -_:bng_1721 { - (1640 2500 0.03539816341161761 0.03539816340144829 -1) :pi true. -} - -_:bng_1722 { - [] 1639; math:notEqualTo 2500 . - (1639 1) math:sum 1640 . - (2 1639) math:product 3278 . - (3278 1) math:sum 3279 . - (3278 2) math:sum 3280 . - (3278 3279 3280) math:product 35255283360 . - (1 35255283360) math:quotient 2.8364542976119766e-11 . - (0.03539816338325307 2.8364542976119766e-11) math:sum 0.03539816341161761 . - [] 1; math:negation -1 . - (1640 2500 0.03539816341161761 0.03539816340144829 -1) :pi true. -} - -_:bng_1723 { - (1639 2500 0.03539816338325307 0.03539816340144829 1) :pi true. -} - -_:bng_1724 { - [] 1638; math:notEqualTo 2500 . - (1638 1) math:sum 1639 . - (2 1638) math:product 3276 . - (3276 1) math:sum 3277 . - (3276 2) math:sum 3278 . - (3276 3277 3278) math:product 35190811656 . - (-1 35190811656) math:quotient -2.841650854135673e-11 . - (0.03539816341166958 -2.841650854135673e-11) math:sum 0.03539816338325307 . - [] -1; math:negation 1 . - (1639 2500 0.03539816338325307 0.03539816340144829 1) :pi true. -} - -_:bng_1725 { - (1638 2500 0.03539816341166958 0.03539816340144829 -1) :pi true. -} - -_:bng_1726 { - [] 1637; math:notEqualTo 2500 . - (1637 1) math:sum 1638 . - (2 1637) math:product 3274 . - (3274 1) math:sum 3275 . - (3274 2) math:sum 3276 . - (3274 3275 3276) math:product 35126418600 . - (1 35126418600) math:quotient 2.846860112291664e-11 . - (0.035398163383200974 2.846860112291664e-11) math:sum 0.03539816341166958 . - [] 1; math:negation -1 . - (1638 2500 0.03539816341166958 0.03539816340144829 -1) :pi true. -} - -_:bng_1727 { - (1637 2500 0.035398163383200974 0.03539816340144829 1) :pi true. -} - -_:bng_1728 { - [] 1636; math:notEqualTo 2500 . - (1636 1) math:sum 1637 . - (2 1636) math:product 3272 . - (3272 1) math:sum 3273 . - (3272 2) math:sum 3274 . - (3272 3273 3274) math:product 35062104144 . - (-1 35062104144) math:quotient -2.852082110910976e-11 . - (0.03539816341172179 -2.852082110910976e-11) math:sum 0.035398163383200974 . - [] -1; math:negation 1 . - (1637 2500 0.035398163383200974 0.03539816340144829 1) :pi true. -} - -_:bng_1729 { - (1636 2500 0.03539816341172179 0.03539816340144829 -1) :pi true. -} - -_:bng_1730 { - [] 1635; math:notEqualTo 2500 . - (1635 1) math:sum 1636 . - (2 1635) math:product 3270 . - (3270 1) math:sum 3271 . - (3270 2) math:sum 3272 . - (3270 3271 3272) math:product 34997868240 . - (1 34997868240) math:quotient 2.857316888967178e-11 . - (0.03539816338314862 2.857316888967178e-11) math:sum 0.03539816341172179 . - [] 1; math:negation -1 . - (1636 2500 0.03539816341172179 0.03539816340144829 -1) :pi true. -} - -_:bng_1731 { - (1635 2500 0.03539816338314862 0.03539816340144829 1) :pi true. -} - -_:bng_1732 { - [] 1634; math:notEqualTo 2500 . - (1634 1) math:sum 1635 . - (2 1634) math:product 3268 . - (3268 1) math:sum 3269 . - (3268 2) math:sum 3270 . - (3268 3269 3270) math:product 34933710840 . - (-1 34933710840) math:quotient -2.8625644855769924e-11 . - (0.035398163411774264 -2.8625644855769924e-11) math:sum 0.03539816338314862 . - [] -1; math:negation 1 . - (1635 2500 0.03539816338314862 0.03539816340144829 1) :pi true. -} - -_:bng_1733 { - (1634 2500 0.035398163411774264 0.03539816340144829 -1) :pi true. -} - -_:bng_1734 { - [] 1633; math:notEqualTo 2500 . - (1633 1) math:sum 1634 . - (2 1633) math:product 3266 . - (3266 1) math:sum 3267 . - (3266 2) math:sum 3268 . - (3266 3267 3268) math:product 34869631896 . - (1 34869631896) math:quotient 2.8678249400009095e-11 . - (0.03539816338309602 2.8678249400009095e-11) math:sum 0.035398163411774264 . - [] 1; math:negation -1 . - (1634 2500 0.035398163411774264 0.03539816340144829 -1) :pi true. -} - -_:bng_1735 { - (1633 2500 0.03539816338309602 0.03539816340144829 1) :pi true. -} - -_:bng_1736 { - [] 1632; math:notEqualTo 2500 . - (1632 1) math:sum 1633 . - (2 1632) math:product 3264 . - (3264 1) math:sum 3265 . - (3264 2) math:sum 3266 . - (3264 3265 3266) math:product 34805631360 . - (-1 34805631360) math:quotient -2.8730982916438036e-11 . - (0.035398163411827 -2.8730982916438036e-11) math:sum 0.03539816338309602 . - [] -1; math:negation 1 . - (1633 2500 0.03539816338309602 0.03539816340144829 1) :pi true. -} - -_:bng_1737 { - (1632 2500 0.035398163411827 0.03539816340144829 -1) :pi true. -} - -_:bng_1738 { - [] 1631; math:notEqualTo 2500 . - (1631 1) math:sum 1632 . - (2 1631) math:product 3262 . - (3262 1) math:sum 3263 . - (3262 2) math:sum 3264 . - (3262 3263 3264) math:product 34741709184 . - (1 34741709184) math:quotient 2.8783845800555533e-11 . - (0.035398163383043156 2.8783845800555533e-11) math:sum 0.035398163411827 . - [] 1; math:negation -1 . - (1632 2500 0.035398163411827 0.03539816340144829 -1) :pi true. -} - -_:bng_1739 { - (1631 2500 0.035398163383043156 0.03539816340144829 1) :pi true. -} - -_:bng_1740 { - [] 1630; math:notEqualTo 2500 . - (1630 1) math:sum 1631 . - (2 1630) math:product 3260 . - (3260 1) math:sum 3261 . - (3260 2) math:sum 3262 . - (3260 3261 3262) math:product 34677865320 . - (-1 34677865320) math:quotient -2.883683844931664e-11 . - (0.03539816341187999 -2.883683844931664e-11) math:sum 0.035398163383043156 . - [] -1; math:negation 1 . - (1631 2500 0.035398163383043156 0.03539816340144829 1) :pi true. -} - -_:bng_1741 { - (1630 2500 0.03539816341187999 0.03539816340144829 -1) :pi true. -} - -_:bng_1742 { - [] 1629; math:notEqualTo 2500 . - (1629 1) math:sum 1630 . - (2 1629) math:product 3258 . - (3258 1) math:sum 3259 . - (3258 2) math:sum 3260 . - (3258 3259 3260) math:product 34614099720 . - (1 34614099720) math:quotient 2.8889961261138932e-11 . - (0.03539816338299003 2.8889961261138932e-11) math:sum 0.03539816341187999 . - [] 1; math:negation -1 . - (1630 2500 0.03539816341187999 0.03539816340144829 -1) :pi true. -} - -_:bng_1743 { - (1629 2500 0.03539816338299003 0.03539816340144829 1) :pi true. -} - -_:bng_1744 { - [] 1628; math:notEqualTo 2500 . - (1628 1) math:sum 1629 . - (2 1628) math:product 3256 . - (3256 1) math:sum 3257 . - (3256 2) math:sum 3258 . - (3256 3257 3258) math:product 34550412336 . - (-1 34550412336) math:quotient -2.8943214635908825e-11 . - (0.03539816341193325 -2.8943214635908825e-11) math:sum 0.03539816338299003 . - [] -1; math:negation 1 . - (1629 2500 0.03539816338299003 0.03539816340144829 1) :pi true. -} - -_:bng_1745 { - (1628 2500 0.03539816341193325 0.03539816340144829 -1) :pi true. -} - -_:bng_1746 { - [] 1627; math:notEqualTo 2500 . - (1627 1) math:sum 1628 . - (2 1627) math:product 3254 . - (3254 1) math:sum 3255 . - (3254 2) math:sum 3256 . - (3254 3255 3256) math:product 34486803120 . - (1 34486803120) math:quotient 2.8996598974987856e-11 . - (0.03539816338293665 2.8996598974987856e-11) math:sum 0.03539816341193325 . - [] 1; math:negation -1 . - (1628 2500 0.03539816341193325 0.03539816340144829 -1) :pi true. -} - -_:bng_1747 { - (1627 2500 0.03539816338293665 0.03539816340144829 1) :pi true. -} - -_:bng_1748 { - [] 1626; math:notEqualTo 2500 . - (1626 1) math:sum 1627 . - (2 1626) math:product 3252 . - (3252 1) math:sum 3253 . - (3252 2) math:sum 3254 . - (3252 3253 3254) math:product 34423272024 . - (-1 34423272024) math:quotient -2.905011468121907e-11 . - (0.03539816341198677 -2.905011468121907e-11) math:sum 0.03539816338293665 . - [] -1; math:negation 1 . - (1627 2500 0.03539816338293665 0.03539816340144829 1) :pi true. -} - -_:bng_1749 { - (1626 2500 0.03539816341198677 0.03539816340144829 -1) :pi true. -} - -_:bng_1750 { - [] 1625; math:notEqualTo 2500 . - (1625 1) math:sum 1626 . - (2 1625) math:product 3250 . - (3250 1) math:sum 3251 . - (3250 2) math:sum 3252 . - (3250 3251 3252) math:product 34359819000 . - (1 34359819000) math:quotient 2.9103762158933377e-11 . - (0.035398163382883006 2.9103762158933377e-11) math:sum 0.03539816341198677 . - [] 1; math:negation -1 . - (1626 2500 0.03539816341198677 0.03539816340144829 -1) :pi true. -} - -_:bng_1751 { - (1625 2500 0.035398163382883006 0.03539816340144829 1) :pi true. -} - -_:bng_1752 { - [] 1624; math:notEqualTo 2500 . - (1624 1) math:sum 1625 . - (2 1624) math:product 3248 . - (3248 1) math:sum 3249 . - (3248 2) math:sum 3250 . - (3248 3249 3250) math:product 34296444000 . - (-1 34296444000) math:quotient -2.9157541813955987e-11 . - (0.03539816341204055 -2.9157541813955987e-11) math:sum 0.035398163382883006 . - [] -1; math:negation 1 . - (1625 2500 0.035398163382883006 0.03539816340144829 1) :pi true. -} - -_:bng_1753 { - (1624 2500 0.03539816341204055 0.03539816340144829 -1) :pi true. -} - -_:bng_1754 { - [] 1623; math:notEqualTo 2500 . - (1623 1) math:sum 1624 . - (2 1623) math:product 3246 . - (3246 1) math:sum 3247 . - (3246 2) math:sum 3248 . - (3246 3247 3248) math:product 34233146976 . - (1 34233146976) math:quotient 2.921145405361286e-11 . - (0.0353981633828291 2.921145405361286e-11) math:sum 0.03539816341204055 . - [] 1; math:negation -1 . - (1624 2500 0.03539816341204055 0.03539816340144829 -1) :pi true. -} - -_:bng_1755 { - (1623 2500 0.0353981633828291 0.03539816340144829 1) :pi true. -} - -_:bng_1756 { - [] 1622; math:notEqualTo 2500 . - (1622 1) math:sum 1623 . - (2 1622) math:product 3244 . - (3244 1) math:sum 3245 . - (3244 2) math:sum 3246 . - (3244 3245 3246) math:product 34169927880 . - (-1 34169927880) math:quotient -2.9265499286737157e-11 . - (0.0353981634120946 -2.9265499286737157e-11) math:sum 0.0353981633828291 . - [] -1; math:negation 1 . - (1623 2500 0.0353981633828291 0.03539816340144829 1) :pi true. -} - -_:bng_1757 { - (1622 2500 0.0353981634120946 0.03539816340144829 -1) :pi true. -} - -_:bng_1758 { - [] 1621; math:notEqualTo 2500 . - (1621 1) math:sum 1622 . - (2 1621) math:product 3242 . - (3242 1) math:sum 3243 . - (3242 2) math:sum 3244 . - (3242 3243 3244) math:product 34106786664 . - (1 34106786664) math:quotient 2.931967792367577e-11 . - (0.03539816338277492 2.931967792367577e-11) math:sum 0.0353981634120946 . - [] 1; math:negation -1 . - (1622 2500 0.0353981634120946 0.03539816340144829 -1) :pi true. -} - -_:bng_1759 { - (1621 2500 0.03539816338277492 0.03539816340144829 1) :pi true. -} - -_:bng_1760 { - [] 1620; math:notEqualTo 2500 . - (1620 1) math:sum 1621 . - (2 1620) math:product 3240 . - (3240 1) math:sum 3241 . - (3240 2) math:sum 3242 . - (3240 3241 3242) math:product 34043723280 . - (-1 34043723280) math:quotient -2.937399037629588e-11 . - (0.03539816341214891 -2.937399037629588e-11) math:sum 0.03539816338277492 . - [] -1; math:negation 1 . - (1621 2500 0.03539816338277492 0.03539816340144829 1) :pi true. -} - -_:bng_1761 { - (1620 2500 0.03539816341214891 0.03539816340144829 -1) :pi true. -} - -_:bng_1762 { - [] 1619; math:notEqualTo 2500 . - (1619 1) math:sum 1620 . - (2 1619) math:product 3238 . - (3238 1) math:sum 3239 . - (3238 2) math:sum 3240 . - (3238 3239 3240) math:product 33980737680 . - (1 33980737680) math:quotient 2.94284370579915e-11 . - (0.03539816338272047 2.94284370579915e-11) math:sum 0.03539816341214891 . - [] 1; math:negation -1 . - (1620 2500 0.03539816341214891 0.03539816340144829 -1) :pi true. -} - -_:bng_1763 { - (1619 2500 0.03539816338272047 0.03539816340144829 1) :pi true. -} - -_:bng_1764 { - [] 1618; math:notEqualTo 2500 . - (1618 1) math:sum 1619 . - (2 1618) math:product 3236 . - (3236 1) math:sum 3237 . - (3236 2) math:sum 3238 . - (3236 3237 3238) math:product 33917829816 . - (-1 33917829816) math:quotient -2.9483018383690094e-11 . - (0.03539816341220349 -2.9483018383690094e-11) math:sum 0.03539816338272047 . - [] -1; math:negation 1 . - (1619 2500 0.03539816338272047 0.03539816340144829 1) :pi true. -} - -_:bng_1765 { - (1618 2500 0.03539816341220349 0.03539816340144829 -1) :pi true. -} - -_:bng_1766 { - [] 1617; math:notEqualTo 2500 . - (1617 1) math:sum 1618 . - (2 1617) math:product 3234 . - (3234 1) math:sum 3235 . - (3234 2) math:sum 3236 . - (3234 3235 3236) math:product 33854999640 . - (1 33854999640) math:quotient 2.953773476985924e-11 . - (0.03539816338266576 2.953773476985924e-11) math:sum 0.03539816341220349 . - [] 1; math:negation -1 . - (1618 2500 0.03539816341220349 0.03539816340144829 -1) :pi true. -} - -_:bng_1767 { - (1617 2500 0.03539816338266576 0.03539816340144829 1) :pi true. -} - -_:bng_1768 { - [] 1616; math:notEqualTo 2500 . - (1616 1) math:sum 1617 . - (2 1616) math:product 3232 . - (3232 1) math:sum 3233 . - (3232 2) math:sum 3234 . - (3232 3233 3234) math:product 33792247104 . - (-1 33792247104) math:quotient -2.959258663451326e-11 . - (0.03539816341225834 -2.959258663451326e-11) math:sum 0.03539816338266576 . - [] -1; math:negation 1 . - (1617 2500 0.03539816338266576 0.03539816340144829 1) :pi true. -} - -_:bng_1769 { - (1616 2500 0.03539816341225834 0.03539816340144829 -1) :pi true. -} - -_:bng_1770 { - [] 1615; math:notEqualTo 2500 . - (1615 1) math:sum 1616 . - (2 1615) math:product 3230 . - (3230 1) math:sum 3231 . - (3230 2) math:sum 3232 . - (3230 3231 3232) math:product 33729572160 . - (1 33729572160) math:quotient 2.9647574397219986e-11 . - (0.035398163382610766 2.9647574397219986e-11) math:sum 0.03539816341225834 . - [] 1; math:negation -1 . - (1616 2500 0.03539816341225834 0.03539816340144829 -1) :pi true. -} - -_:bng_1771 { - (1615 2500 0.035398163382610766 0.03539816340144829 1) :pi true. -} - -_:bng_1772 { - [] 1614; math:notEqualTo 2500 . - (1614 1) math:sum 1615 . - (2 1614) math:product 3228 . - (3228 1) math:sum 3229 . - (3228 2) math:sum 3230 . - (3228 3229 3230) math:product 33666974760 . - (-1 33666974760) math:quotient -2.970269847910742e-11 . - (0.035398163412313464 -2.970269847910742e-11) math:sum 0.035398163382610766 . - [] -1; math:negation 1 . - (1615 2500 0.035398163382610766 0.03539816340144829 1) :pi true. -} - -_:bng_1773 { - (1614 2500 0.035398163412313464 0.03539816340144829 -1) :pi true. -} - -_:bng_1774 { - [] 1613; math:notEqualTo 2500 . - (1613 1) math:sum 1614 . - (2 1613) math:product 3226 . - (3226 1) math:sum 3227 . - (3226 2) math:sum 3228 . - (3226 3227 3228) math:product 33604454856 . - (1 33604454856) math:quotient 2.975795930287059e-11 . - (0.035398163382555504 2.975795930287059e-11) math:sum 0.035398163412313464 . - [] 1; math:negation -1 . - (1614 2500 0.035398163412313464 0.03539816340144829 -1) :pi true. -} - -_:bng_1775 { - (1613 2500 0.035398163382555504 0.03539816340144829 1) :pi true. -} - -_:bng_1776 { - [] 1612; math:notEqualTo 2500 . - (1612 1) math:sum 1613 . - (2 1612) math:product 3224 . - (3224 1) math:sum 3225 . - (3224 2) math:sum 3226 . - (3224 3225 3226) math:product 33542012400 . - (-1 33542012400) math:quotient -2.9813357292778294e-11 . - (0.035398163412368865 -2.9813357292778294e-11) math:sum 0.035398163382555504 . - [] -1; math:negation 1 . - (1613 2500 0.035398163382555504 0.03539816340144829 1) :pi true. -} - -_:bng_1777 { - (1612 2500 0.035398163412368865 0.03539816340144829 -1) :pi true. -} - -_:bng_1778 { - [] 1611; math:notEqualTo 2500 . - (1611 1) math:sum 1612 . - (2 1611) math:product 3222 . - (3222 1) math:sum 3223 . - (3222 2) math:sum 3224 . - (3222 3223 3224) math:product 33479647344 . - (1 33479647344) math:quotient 2.9868892874679976e-11 . - (0.03539816338249997 2.9868892874679976e-11) math:sum 0.035398163412368865 . - [] 1; math:negation -1 . - (1612 2500 0.035398163412368865 0.03539816340144829 -1) :pi true. -} - -_:bng_1779 { - (1611 2500 0.03539816338249997 0.03539816340144829 1) :pi true. -} - -_:bng_1780 { - [] 1610; math:notEqualTo 2500 . - (1610 1) math:sum 1611 . - (2 1610) math:product 3220 . - (3220 1) math:sum 3221 . - (3220 2) math:sum 3222 . - (3220 3221 3222) math:product 33417359640 . - (-1 33417359640) math:quotient -2.9924566476012584e-11 . - (0.03539816341242454 -2.9924566476012584e-11) math:sum 0.03539816338249997 . - [] -1; math:negation 1 . - (1611 2500 0.03539816338249997 0.03539816340144829 1) :pi true. -} - -_:bng_1781 { - (1610 2500 0.03539816341242454 0.03539816340144829 -1) :pi true. -} - -_:bng_1782 { - [] 1609; math:notEqualTo 2500 . - (1609 1) math:sum 1610 . - (2 1609) math:product 3218 . - (3218 1) math:sum 3219 . - (3218 2) math:sum 3220 . - (3218 3219 3220) math:product 33355149240 . - (1 33355149240) math:quotient 2.998037852580749e-11 . - (0.03539816338244416 2.998037852580749e-11) math:sum 0.03539816341242454 . - [] 1; math:negation -1 . - (1610 2500 0.03539816341242454 0.03539816340144829 -1) :pi true. -} - -_:bng_1783 { - (1609 2500 0.03539816338244416 0.03539816340144829 1) :pi true. -} - -_:bng_1784 { - [] 1608; math:notEqualTo 2500 . - (1608 1) math:sum 1609 . - (2 1608) math:product 3216 . - (3216 1) math:sum 3217 . - (3216 2) math:sum 3218 . - (3216 3217 3218) math:product 33293016096 . - (-1 33293016096) math:quotient -3.0036329454697416e-11 . - (0.03539816341248049 -3.0036329454697416e-11) math:sum 0.03539816338244416 . - [] -1; math:negation 1 . - (1609 2500 0.03539816338244416 0.03539816340144829 1) :pi true. -} - -_:bng_1785 { - (1608 2500 0.03539816341248049 0.03539816340144829 -1) :pi true. -} - -_:bng_1786 { - [] 1607; math:notEqualTo 2500 . - (1607 1) math:sum 1608 . - (2 1607) math:product 3214 . - (3214 1) math:sum 3215 . - (3214 2) math:sum 3216 . - (3214 3215 3216) math:product 33230960160 . - (1 33230960160) math:quotient 3.009241969492343e-11 . - (0.03539816338238807 3.009241969492343e-11) math:sum 0.03539816341248049 . - [] 1; math:negation -1 . - (1608 2500 0.03539816341248049 0.03539816340144829 -1) :pi true. -} - -_:bng_1787 { - (1607 2500 0.03539816338238807 0.03539816340144829 1) :pi true. -} - -_:bng_1788 { - [] 1606; math:notEqualTo 2500 . - (1606 1) math:sum 1607 . - (2 1606) math:product 3212 . - (3212 1) math:sum 3213 . - (3212 2) math:sum 3214 . - (3212 3213 3214) math:product 33168981384 . - (-1 33168981384) math:quotient -3.014864968034196e-11 . - (0.035398163412536716 -3.014864968034196e-11) math:sum 0.03539816338238807 . - [] -1; math:negation 1 . - (1607 2500 0.03539816338238807 0.03539816340144829 1) :pi true. -} - -_:bng_1789 { - (1606 2500 0.035398163412536716 0.03539816340144829 -1) :pi true. -} - -_:bng_1790 { - [] 1605; math:notEqualTo 2500 . - (1605 1) math:sum 1606 . - (2 1605) math:product 3210 . - (3210 1) math:sum 3211 . - (3210 2) math:sum 3212 . - (3210 3211 3212) math:product 33107079720 . - (1 33107079720) math:quotient 3.0205019846431805e-11 . - (0.0353981633823317 3.0205019846431805e-11) math:sum 0.035398163412536716 . - [] 1; math:negation -1 . - (1606 2500 0.035398163412536716 0.03539816340144829 -1) :pi true. -} - -_:bng_1791 { - (1605 2500 0.0353981633823317 0.03539816340144829 1) :pi true. -} - -_:bng_1792 { - [] 1604; math:notEqualTo 2500 . - (1604 1) math:sum 1605 . - (2 1604) math:product 3208 . - (3208 1) math:sum 3209 . - (3208 2) math:sum 3210 . - (3208 3209 3210) math:product 33045255120 . - (-1 33045255120) math:quotient -3.026153063030127e-11 . - (0.03539816341259323 -3.026153063030127e-11) math:sum 0.0353981633823317 . - [] -1; math:negation 1 . - (1605 2500 0.0353981633823317 0.03539816340144829 1) :pi true. -} - -_:bng_1793 { - (1604 2500 0.03539816341259323 0.03539816340144829 -1) :pi true. -} - -_:bng_1794 { - [] 1603; math:notEqualTo 2500 . - (1603 1) math:sum 1604 . - (2 1603) math:product 3206 . - (3206 1) math:sum 3207 . - (3206 2) math:sum 3208 . - (3206 3207 3208) math:product 32983507536 . - (1 32983507536) math:quotient 3.031818247069525e-11 . - (0.03539816338227504 3.031818247069525e-11) math:sum 0.03539816341259323 . - [] 1; math:negation -1 . - (1604 2500 0.03539816341259323 0.03539816340144829 -1) :pi true. -} - -_:bng_1795 { - (1603 2500 0.03539816338227504 0.03539816340144829 1) :pi true. -} - -_:bng_1796 { - [] 1602; math:notEqualTo 2500 . - (1602 1) math:sum 1603 . - (2 1602) math:product 3204 . - (3204 1) math:sum 3205 . - (3204 2) math:sum 3206 . - (3204 3205 3206) math:product 32921836920 . - (-1 32921836920) math:quotient -3.0374975808002395e-11 . - (0.035398163412650015 -3.0374975808002395e-11) math:sum 0.03539816338227504 . - [] -1; math:negation 1 . - (1603 2500 0.03539816338227504 0.03539816340144829 1) :pi true. -} - -_:bng_1797 { - (1602 2500 0.035398163412650015 0.03539816340144829 -1) :pi true. -} - -_:bng_1798 { - [] 1601; math:notEqualTo 2500 . - (1601 1) math:sum 1602 . - (2 1601) math:product 3202 . - (3202 1) math:sum 3203 . - (3202 2) math:sum 3204 . - (3202 3203 3204) math:product 32860243224 . - (1 32860243224) math:quotient 3.0431911084262275e-11 . - (0.0353981633822181 3.0431911084262275e-11) math:sum 0.035398163412650015 . - [] 1; math:negation -1 . - (1602 2500 0.035398163412650015 0.03539816340144829 -1) :pi true. -} - -_:bng_1799 { - (1601 2500 0.0353981633822181 0.03539816340144829 1) :pi true. -} - -_:bng_1800 { - [] 1600; math:notEqualTo 2500 . - (1600 1) math:sum 1601 . - (2 1600) math:product 3200 . - (3200 1) math:sum 3201 . - (3200 2) math:sum 3202 . - (3200 3201 3202) math:product 32798726400 . - (-1 32798726400) math:quotient -3.048898874317266e-11 . - (0.03539816341270709 -3.048898874317266e-11) math:sum 0.0353981633822181 . - [] -1; math:negation 1 . - (1601 2500 0.0353981633822181 0.03539816340144829 1) :pi true. -} - -_:bng_1801 { - (1600 2500 0.03539816341270709 0.03539816340144829 -1) :pi true. -} - -_:bng_1802 { - [] 1599; math:notEqualTo 2500 . - (1599 1) math:sum 1600 . - (2 1599) math:product 3198 . - (3198 1) math:sum 3199 . - (3198 2) math:sum 3200 . - (3198 3199 3200) math:product 32737286400 . - (1 32737286400) math:quotient 3.0546209230096724e-11 . - (0.035398163382160876 3.0546209230096724e-11) math:sum 0.03539816341270709 . - [] 1; math:negation -1 . - (1600 2500 0.03539816341270709 0.03539816340144829 -1) :pi true. -} - -_:bng_1803 { - (1599 2500 0.035398163382160876 0.03539816340144829 1) :pi true. -} - -_:bng_1804 { - [] 1598; math:notEqualTo 2500 . - (1598 1) math:sum 1599 . - (2 1598) math:product 3196 . - (3196 1) math:sum 3197 . - (3196 2) math:sum 3198 . - (3196 3197 3198) math:product 32675923176 . - (-1 32675923176) math:quotient -3.060357299207037e-11 . - (0.03539816341276445 -3.060357299207037e-11) math:sum 0.035398163382160876 . - [] -1; math:negation 1 . - (1599 2500 0.035398163382160876 0.03539816340144829 1) :pi true. -} - -_:bng_1805 { - (1598 2500 0.03539816341276445 0.03539816340144829 -1) :pi true. -} - -_:bng_1806 { - [] 1597; math:notEqualTo 2500 . - (1597 1) math:sum 1598 . - (2 1597) math:product 3194 . - (3194 1) math:sum 3195 . - (3194 2) math:sum 3196 . - (3194 3195 3196) math:product 32614636680 . - (1 32614636680) math:quotient 3.0661080477809575e-11 . - (0.03539816338210337 3.0661080477809575e-11) math:sum 0.03539816341276445 . - [] 1; math:negation -1 . - (1598 2500 0.03539816341276445 0.03539816340144829 -1) :pi true. -} - -_:bng_1807 { - (1597 2500 0.03539816338210337 0.03539816340144829 1) :pi true. -} - -_:bng_1808 { - [] 1596; math:notEqualTo 2500 . - (1596 1) math:sum 1597 . - (2 1596) math:product 3192 . - (3192 1) math:sum 3193 . - (3192 2) math:sum 3194 . - (3192 3193 3194) math:product 32553426864 . - (-1 32553426864) math:quotient -3.071873213771772e-11 . - (0.035398163412822106 -3.071873213771772e-11) math:sum 0.03539816338210337 . - [] -1; math:negation 1 . - (1597 2500 0.03539816338210337 0.03539816340144829 1) :pi true. -} - -_:bng_1809 { - (1596 2500 0.035398163412822106 0.03539816340144829 -1) :pi true. -} - -_:bng_1810 { - [] 1595; math:notEqualTo 2500 . - (1595 1) math:sum 1596 . - (2 1595) math:product 3190 . - (3190 1) math:sum 3191 . - (3190 2) math:sum 3192 . - (3190 3191 3192) math:product 32492293680 . - (1 32492293680) math:quotient 3.0776528423893036e-11 . - (0.03539816338204558 3.0776528423893036e-11) math:sum 0.035398163412822106 . - [] 1; math:negation -1 . - (1596 2500 0.035398163412822106 0.03539816340144829 -1) :pi true. -} - -_:bng_1811 { - (1595 2500 0.03539816338204558 0.03539816340144829 1) :pi true. -} - -_:bng_1812 { - [] 1594; math:notEqualTo 2500 . - (1594 1) math:sum 1595 . - (2 1594) math:product 3188 . - (3188 1) math:sum 3189 . - (3188 2) math:sum 3190 . - (3188 3189 3190) math:product 32431237080 . - (-1 32431237080) math:quotient -3.0834469790136046e-11 . - (0.035398163412880046 -3.0834469790136046e-11) math:sum 0.03539816338204558 . - [] -1; math:negation 1 . - (1595 2500 0.03539816338204558 0.03539816340144829 1) :pi true. -} - -_:bng_1813 { - (1594 2500 0.035398163412880046 0.03539816340144829 -1) :pi true. -} - -_:bng_1814 { - [] 1593; math:notEqualTo 2500 . - (1593 1) math:sum 1594 . - (2 1593) math:product 3186 . - (3186 1) math:sum 3187 . - (3186 2) math:sum 3188 . - (3186 3187 3188) math:product 32370257016 . - (1 32370257016) math:quotient 3.0892556691957034e-11 . - (0.03539816338198749 3.0892556691957034e-11) math:sum 0.035398163412880046 . - [] 1; math:negation -1 . - (1594 2500 0.035398163412880046 0.03539816340144829 -1) :pi true. -} - -_:bng_1815 { - (1593 2500 0.03539816338198749 0.03539816340144829 1) :pi true. -} - -_:bng_1816 { - [] 1592; math:notEqualTo 2500 . - (1592 1) math:sum 1593 . - (2 1592) math:product 3184 . - (3184 1) math:sum 3185 . - (3184 2) math:sum 3186 . - (3184 3185 3186) math:product 32309353440 . - (-1 32309353440) math:quotient -3.095078958658357e-11 . - (0.03539816341293828 -3.095078958658357e-11) math:sum 0.03539816338198749 . - [] -1; math:negation 1 . - (1593 2500 0.03539816338198749 0.03539816340144829 1) :pi true. -} - -_:bng_1817 { - (1592 2500 0.03539816341293828 0.03539816340144829 -1) :pi true. -} - -_:bng_1818 { - [] 1591; math:notEqualTo 2500 . - (1591 1) math:sum 1592 . - (2 1591) math:product 3182 . - (3182 1) math:sum 3183 . - (3182 2) math:sum 3184 . - (3182 3183 3184) math:product 32248526304 . - (1 32248526304) math:quotient 3.100916893296806e-11 . - (0.03539816338192911 3.100916893296806e-11) math:sum 0.03539816341293828 . - [] 1; math:negation -1 . - (1592 2500 0.03539816341293828 0.03539816340144829 -1) :pi true. -} - -_:bng_1819 { - (1591 2500 0.03539816338192911 0.03539816340144829 1) :pi true. -} - -_:bng_1820 { - [] 1590; math:notEqualTo 2500 . - (1590 1) math:sum 1591 . - (2 1590) math:product 3180 . - (3180 1) math:sum 3181 . - (3180 2) math:sum 3182 . - (3180 3181 3182) math:product 32187775560 . - (-1 32187775560) math:quotient -3.1067695191795354e-11 . - (0.03539816341299681 -3.1067695191795354e-11) math:sum 0.03539816338192911 . - [] -1; math:negation 1 . - (1591 2500 0.03539816338192911 0.03539816340144829 1) :pi true. -} - -_:bng_1821 { - (1590 2500 0.03539816341299681 0.03539816340144829 -1) :pi true. -} - -_:bng_1822 { - [] 1589; math:notEqualTo 2500 . - (1589 1) math:sum 1590 . - (2 1589) math:product 3178 . - (3178 1) math:sum 3179 . - (3178 2) math:sum 3180 . - (3178 3179 3180) math:product 32127101160 . - (1 32127101160) math:quotient 3.112636882549038e-11 . - (0.03539816338187044 3.112636882549038e-11) math:sum 0.03539816341299681 . - [] 1; math:negation -1 . - (1590 2500 0.03539816341299681 0.03539816340144829 -1) :pi true. -} - -_:bng_1823 { - (1589 2500 0.03539816338187044 0.03539816340144829 1) :pi true. -} - -_:bng_1824 { - [] 1588; math:notEqualTo 2500 . - (1588 1) math:sum 1589 . - (2 1588) math:product 3176 . - (3176 1) math:sum 3177 . - (3176 2) math:sum 3178 . - (3176 3177 3178) math:product 32066503056 . - (-1 32066503056) math:quotient -3.1185190298225824e-11 . - (0.035398163413055635 -3.1185190298225824e-11) math:sum 0.03539816338187044 . - [] -1; math:negation 1 . - (1589 2500 0.03539816338187044 0.03539816340144829 1) :pi true. -} - -_:bng_1825 { - (1588 2500 0.035398163413055635 0.03539816340144829 -1) :pi true. -} - -_:bng_1826 { - [] 1587; math:notEqualTo 2500 . - (1587 1) math:sum 1588 . - (2 1587) math:product 3174 . - (3174 1) math:sum 3175 . - (3174 2) math:sum 3176 . - (3174 3175 3176) math:product 32005981200 . - (1 32005981200) math:quotient 3.124416007592981e-11 . - (0.035398163381811475 3.124416007592981e-11) math:sum 0.035398163413055635 . - [] 1; math:negation -1 . - (1588 2500 0.035398163413055635 0.03539816340144829 -1) :pi true. -} - -_:bng_1827 { - (1587 2500 0.035398163381811475 0.03539816340144829 1) :pi true. -} - -_:bng_1828 { - [] 1586; math:notEqualTo 2500 . - (1586 1) math:sum 1587 . - (2 1586) math:product 3172 . - (3172 1) math:sum 3173 . - (3172 2) math:sum 3174 . - (3172 3173 3174) math:product 31945535544 . - (-1 31945535544) math:quotient -3.130327862629367e-11 . - (0.035398163413114754 -3.130327862629367e-11) math:sum 0.035398163381811475 . - [] -1; math:negation 1 . - (1587 2500 0.035398163381811475 0.03539816340144829 1) :pi true. -} - -_:bng_1829 { - (1586 2500 0.035398163413114754 0.03539816340144829 -1) :pi true. -} - -_:bng_1830 { - [] 1585; math:notEqualTo 2500 . - (1585 1) math:sum 1586 . - (2 1585) math:product 3170 . - (3170 1) math:sum 3171 . - (3170 2) math:sum 3172 . - (3170 3171 3172) math:product 31885166040 . - (1 31885166040) math:quotient 3.136254641877976e-11 . - (0.03539816338175221 3.136254641877976e-11) math:sum 0.035398163413114754 . - [] 1; math:negation -1 . - (1586 2500 0.035398163413114754 0.03539816340144829 -1) :pi true. -} - -_:bng_1831 { - (1585 2500 0.03539816338175221 0.03539816340144829 1) :pi true. -} - -_:bng_1832 { - [] 1584; math:notEqualTo 2500 . - (1584 1) math:sum 1585 . - (2 1584) math:product 3168 . - (3168 1) math:sum 3169 . - (3168 2) math:sum 3170 . - (3168 3169 3170) math:product 31824872640 . - (-1 31824872640) math:quotient -3.142196392462924e-11 . - (0.03539816341317417 -3.142196392462924e-11) math:sum 0.03539816338175221 . - [] -1; math:negation 1 . - (1585 2500 0.03539816338175221 0.03539816340144829 1) :pi true. -} - -_:bng_1833 { - (1584 2500 0.03539816341317417 0.03539816340144829 -1) :pi true. -} - -_:bng_1834 { - [] 1583; math:notEqualTo 2500 . - (1583 1) math:sum 1584 . - (2 1583) math:product 3166 . - (3166 1) math:sum 3167 . - (3166 2) math:sum 3168 . - (3166 3167 3168) math:product 31764655296 . - (1 31764655296) math:quotient 3.1481531616869964e-11 . - (0.03539816338169264 3.1481531616869964e-11) math:sum 0.03539816341317417 . - [] 1; math:negation -1 . - (1584 2500 0.03539816341317417 0.03539816340144829 -1) :pi true. -} - -_:bng_1835 { - (1583 2500 0.03539816338169264 0.03539816340144829 1) :pi true. -} - -_:bng_1836 { - [] 1582; math:notEqualTo 2500 . - (1582 1) math:sum 1583 . - (2 1582) math:product 3164 . - (3164 1) math:sum 3165 . - (3164 2) math:sum 3166 . - (3164 3165 3166) math:product 31704513960 . - (-1 31704513960) math:quotient -3.154124997032442e-11 . - (0.03539816341323389 -3.154124997032442e-11) math:sum 0.03539816338169264 . - [] -1; math:negation 1 . - (1583 2500 0.03539816338169264 0.03539816340144829 1) :pi true. -} - -_:bng_1837 { - (1582 2500 0.03539816341323389 0.03539816340144829 -1) :pi true. -} - -_:bng_1838 { - [] 1581; math:notEqualTo 2500 . - (1581 1) math:sum 1582 . - (2 1581) math:product 3162 . - (3162 1) math:sum 3163 . - (3162 2) math:sum 3164 . - (3162 3163 3164) math:product 31644448584 . - (1 31644448584) math:quotient 3.16011194616176e-11 . - (0.03539816338163277 3.16011194616176e-11) math:sum 0.03539816341323389 . - [] 1; math:negation -1 . - (1582 2500 0.03539816341323389 0.03539816340144829 -1) :pi true. -} - -_:bng_1839 { - (1581 2500 0.03539816338163277 0.03539816340144829 1) :pi true. -} - -_:bng_1840 { - [] 1580; math:notEqualTo 2500 . - (1580 1) math:sum 1581 . - (2 1580) math:product 3160 . - (3160 1) math:sum 3161 . - (3160 2) math:sum 3162 . - (3160 3161 3162) math:product 31584459120 . - (-1 31584459120) math:quotient -3.166114056918509e-11 . - (0.03539816341329391 -3.166114056918509e-11) math:sum 0.03539816338163277 . - [] -1; math:negation 1 . - (1581 2500 0.03539816338163277 0.03539816340144829 1) :pi true. -} - -_:bng_1841 { - (1580 2500 0.03539816341329391 0.03539816340144829 -1) :pi true. -} - -_:bng_1842 { - [] 1579; math:notEqualTo 2500 . - (1579 1) math:sum 1580 . - (2 1579) math:product 3158 . - (3158 1) math:sum 3159 . - (3158 2) math:sum 3160 . - (3158 3159 3160) math:product 31524545520 . - (1 31524545520) math:quotient 3.1721313773281004e-11 . - (0.035398163381572596 3.1721313773281004e-11) math:sum 0.03539816341329391 . - [] 1; math:negation -1 . - (1580 2500 0.03539816341329391 0.03539816340144829 -1) :pi true. -} - -_:bng_1843 { - (1579 2500 0.035398163381572596 0.03539816340144829 1) :pi true. -} - -_:bng_1844 { - [] 1578; math:notEqualTo 2500 . - (1578 1) math:sum 1579 . - (2 1578) math:product 3156 . - (3156 1) math:sum 3157 . - (3156 2) math:sum 3158 . - (3156 3157 3158) math:product 31464707736 . - (-1 31464707736) math:quotient -3.1781639555986116e-11 . - (0.035398163413354236 -3.1781639555986116e-11) math:sum 0.035398163381572596 . - [] -1; math:negation 1 . - (1579 2500 0.035398163381572596 0.03539816340144829 1) :pi true. -} - -_:bng_1845 { - (1578 2500 0.035398163413354236 0.03539816340144829 -1) :pi true. -} - -_:bng_1846 { - [] 1577; math:notEqualTo 2500 . - (1577 1) math:sum 1578 . - (2 1577) math:product 3154 . - (3154 1) math:sum 3155 . - (3154 2) math:sum 3156 . - (3154 3155 3156) math:product 31404945720 . - (1 31404945720) math:quotient 3.184211840121595e-11 . - (0.03539816338151212 3.184211840121595e-11) math:sum 0.035398163413354236 . - [] 1; math:negation -1 . - (1578 2500 0.035398163413354236 0.03539816340144829 -1) :pi true. -} - -_:bng_1847 { - (1577 2500 0.03539816338151212 0.03539816340144829 1) :pi true. -} - -_:bng_1848 { - [] 1576; math:notEqualTo 2500 . - (1576 1) math:sum 1577 . - (2 1576) math:product 3152 . - (3152 1) math:sum 3153 . - (3152 2) math:sum 3154 . - (3152 3153 3154) math:product 31345259424 . - (-1 31345259424) math:quotient -3.1902750794728914e-11 . - (0.03539816341341487 -3.1902750794728914e-11) math:sum 0.03539816338151212 . - [] -1; math:negation 1 . - (1577 2500 0.03539816338151212 0.03539816340144829 1) :pi true. -} - -_:bng_1849 { - (1576 2500 0.03539816341341487 0.03539816340144829 -1) :pi true. -} - -_:bng_1850 { - [] 1575; math:notEqualTo 2500 . - (1575 1) math:sum 1576 . - (2 1575) math:product 3150 . - (3150 1) math:sum 3151 . - (3150 2) math:sum 3152 . - (3150 3151 3152) math:product 31285648800 . - (1 31285648800) math:quotient 3.196353722413454e-11 . - (0.03539816338145133 3.196353722413454e-11) math:sum 0.03539816341341487 . - [] 1; math:negation -1 . - (1576 2500 0.03539816341341487 0.03539816340144829 -1) :pi true. -} - -_:bng_1851 { - (1575 2500 0.03539816338145133 0.03539816340144829 1) :pi true. -} - -_:bng_1852 { - [] 1574; math:notEqualTo 2500 . - (1574 1) math:sum 1575 . - (2 1574) math:product 3148 . - (3148 1) math:sum 3149 . - (3148 2) math:sum 3150 . - (3148 3149 3150) math:product 31226113800 . - (-1 31226113800) math:quotient -3.202447817890166e-11 . - (0.03539816341347581 -3.202447817890166e-11) math:sum 0.03539816338145133 . - [] -1; math:negation 1 . - (1575 2500 0.03539816338145133 0.03539816340144829 1) :pi true. -} - -_:bng_1853 { - (1574 2500 0.03539816341347581 0.03539816340144829 -1) :pi true. -} - -_:bng_1854 { - [] 1573; math:notEqualTo 2500 . - (1573 1) math:sum 1574 . - (2 1573) math:product 3146 . - (3146 1) math:sum 3147 . - (3146 2) math:sum 3148 . - (3146 3147 3148) math:product 31166654376 . - (1 31166654376) math:quotient 3.208557415036674e-11 . - (0.035398163381390235 3.208557415036674e-11) math:sum 0.03539816341347581 . - [] 1; math:negation -1 . - (1574 2500 0.03539816341347581 0.03539816340144829 -1) :pi true. -} - -_:bng_1855 { - (1573 2500 0.035398163381390235 0.03539816340144829 1) :pi true. -} - -_:bng_1856 { - [] 1572; math:notEqualTo 2500 . - (1572 1) math:sum 1573 . - (2 1572) math:product 3144 . - (3144 1) math:sum 3145 . - (3144 2) math:sum 3146 . - (3144 3145 3146) math:product 31107270480 . - (-1 31107270480) math:quotient -3.2146825631742154e-11 . - (0.03539816341353706 -3.2146825631742154e-11) math:sum 0.035398163381390235 . - [] -1; math:negation 1 . - (1573 2500 0.035398163381390235 0.03539816340144829 1) :pi true. -} - -_:bng_1857 { - (1572 2500 0.03539816341353706 0.03539816340144829 -1) :pi true. -} - -_:bng_1858 { - [] 1571; math:notEqualTo 2500 . - (1571 1) math:sum 1572 . - (2 1571) math:product 3142 . - (3142 1) math:sum 3143 . - (3142 2) math:sum 3144 . - (3142 3143 3144) math:product 31047962064 . - (1 31047962064) math:quotient 3.220823311812457e-11 . - (0.035398163381328826 3.220823311812457e-11) math:sum 0.03539816341353706 . - [] 1; math:negation -1 . - (1572 2500 0.03539816341353706 0.03539816340144829 -1) :pi true. -} - -_:bng_1859 { - (1571 2500 0.035398163381328826 0.03539816340144829 1) :pi true. -} - -_:bng_1860 { - [] 1570; math:notEqualTo 2500 . - (1570 1) math:sum 1571 . - (2 1570) math:product 3140 . - (3140 1) math:sum 3141 . - (3140 2) math:sum 3142 . - (3140 3141 3142) math:product 30988729080 . - (-1 30988729080) math:quotient -3.2269797106503344e-11 . - (0.035398163413598624 -3.2269797106503344e-11) math:sum 0.035398163381328826 . - [] -1; math:negation 1 . - (1571 2500 0.035398163381328826 0.03539816340144829 1) :pi true. -} - -_:bng_1861 { - (1570 2500 0.035398163413598624 0.03539816340144829 -1) :pi true. -} - -_:bng_1862 { - [] 1569; math:notEqualTo 2500 . - (1569 1) math:sum 1570 . - (2 1569) math:product 3138 . - (3138 1) math:sum 3139 . - (3138 2) math:sum 3140 . - (3138 3139 3140) math:product 30929571480 . - (1 30929571480) math:quotient 3.233151809576898e-11 . - (0.035398163381267105 3.233151809576898e-11) math:sum 0.035398163413598624 . - [] 1; math:negation -1 . - (1570 2500 0.035398163413598624 0.03539816340144829 -1) :pi true. -} - -_:bng_1863 { - (1569 2500 0.035398163381267105 0.03539816340144829 1) :pi true. -} - -_:bng_1864 { - [] 1568; math:notEqualTo 2500 . - (1568 1) math:sum 1569 . - (2 1568) math:product 3136 . - (3136 1) math:sum 3137 . - (3136 2) math:sum 3138 . - (3136 3137 3138) math:product 30870489216 . - (-1 30870489216) math:quotient -3.2393396586721586e-11 . - (0.0353981634136605 -3.2393396586721586e-11) math:sum 0.035398163381267105 . - [] -1; math:negation 1 . - (1569 2500 0.035398163381267105 0.03539816340144829 1) :pi true. -} - -_:bng_1865 { - (1568 2500 0.0353981634136605 0.03539816340144829 -1) :pi true. -} - -_:bng_1866 { - [] 1567; math:notEqualTo 2500 . - (1567 1) math:sum 1568 . - (2 1567) math:product 3134 . - (3134 1) math:sum 3135 . - (3134 2) math:sum 3136 . - (3134 3135 3136) math:product 30811482240 . - (1 30811482240) math:quotient 3.245543308207947e-11 . - (0.035398163381205064 3.245543308207947e-11) math:sum 0.0353981634136605 . - [] 1; math:negation -1 . - (1568 2500 0.0353981634136605 0.03539816340144829 -1) :pi true. -} - -_:bng_1867 { - (1567 2500 0.035398163381205064 0.03539816340144829 1) :pi true. -} - -_:bng_1868 { - [] 1566; math:notEqualTo 2500 . - (1566 1) math:sum 1567 . - (2 1566) math:product 3132 . - (3132 1) math:sum 3133 . - (3132 2) math:sum 3134 . - (3132 3133 3134) math:product 30752550504 . - (-1 30752550504) math:quotient -3.251762808648764e-11 . - (0.03539816341372269 -3.251762808648764e-11) math:sum 0.035398163381205064 . - [] -1; math:negation 1 . - (1567 2500 0.035398163381205064 0.03539816340144829 1) :pi true. -} - -_:bng_1869 { - (1566 2500 0.03539816341372269 0.03539816340144829 -1) :pi true. -} - -_:bng_1870 { - [] 1565; math:notEqualTo 2500 . - (1565 1) math:sum 1566 . - (2 1565) math:product 3130 . - (3130 1) math:sum 3131 . - (3130 2) math:sum 3132 . - (3130 3131 3132) math:product 30693693960 . - (1 30693693960) math:quotient 3.2579982106526486e-11 . - (0.03539816338114271 3.2579982106526486e-11) math:sum 0.03539816341372269 . - [] 1; math:negation -1 . - (1566 2500 0.03539816341372269 0.03539816340144829 -1) :pi true. -} - -_:bng_1871 { - (1565 2500 0.03539816338114271 0.03539816340144829 1) :pi true. -} - -_:bng_1872 { - [] 1564; math:notEqualTo 2500 . - (1564 1) math:sum 1565 . - (2 1564) math:product 3128 . - (3128 1) math:sum 3129 . - (3128 2) math:sum 3130 . - (3128 3129 3130) math:product 30634912560 . - (-1 30634912560) math:quotient -3.264249565072041e-11 . - (0.035398163413785204 -3.264249565072041e-11) math:sum 0.03539816338114271 . - [] -1; math:negation 1 . - (1565 2500 0.03539816338114271 0.03539816340144829 1) :pi true. -} - -_:bng_1873 { - (1564 2500 0.035398163413785204 0.03539816340144829 -1) :pi true. -} - -_:bng_1874 { - [] 1563; math:notEqualTo 2500 . - (1563 1) math:sum 1564 . - (2 1563) math:product 3126 . - (3126 1) math:sum 3127 . - (3126 2) math:sum 3128 . - (3126 3127 3128) math:product 30576206256 . - (1 30576206256) math:quotient 3.2705169229546555e-11 . - (0.03539816338108003 3.2705169229546555e-11) math:sum 0.035398163413785204 . - [] 1; math:negation -1 . - (1564 2500 0.035398163413785204 0.03539816340144829 -1) :pi true. -} - -_:bng_1875 { - (1563 2500 0.03539816338108003 0.03539816340144829 1) :pi true. -} - -_:bng_1876 { - [] 1562; math:notEqualTo 2500 . - (1562 1) math:sum 1563 . - (2 1562) math:product 3124 . - (3124 1) math:sum 3125 . - (3124 2) math:sum 3126 . - (3124 3125 3126) math:product 30517575000 . - (-1 30517575000) math:quotient -3.2768003355443546e-11 . - (0.035398163413848036 -3.2768003355443546e-11) math:sum 0.03539816338108003 . - [] -1; math:negation 1 . - (1563 2500 0.03539816338108003 0.03539816340144829 1) :pi true. -} - -_:bng_1877 { - (1562 2500 0.035398163413848036 0.03539816340144829 -1) :pi true. -} - -_:bng_1878 { - [] 1561; math:notEqualTo 2500 . - (1561 1) math:sum 1562 . - (2 1561) math:product 3122 . - (3122 1) math:sum 3123 . - (3122 2) math:sum 3124 . - (3122 3123 3124) math:product 30459018744 . - (1 30459018744) math:quotient 3.283099854282029e-11 . - (0.035398163381017034 3.283099854282029e-11) math:sum 0.035398163413848036 . - [] 1; math:negation -1 . - (1562 2500 0.035398163413848036 0.03539816340144829 -1) :pi true. -} - -_:bng_1879 { - (1561 2500 0.035398163381017034 0.03539816340144829 1) :pi true. -} - -_:bng_1880 { - [] 1560; math:notEqualTo 2500 . - (1560 1) math:sum 1561 . - (2 1560) math:product 3120 . - (3120 1) math:sum 3121 . - (3120 2) math:sum 3122 . - (3120 3121 3122) math:product 30400537440 . - (-1 30400537440) math:quotient -3.289415530806484e-11 . - (0.035398163413911186 -3.289415530806484e-11) math:sum 0.035398163381017034 . - [] -1; math:negation 1 . - (1561 2500 0.035398163381017034 0.03539816340144829 1) :pi true. -} - -_:bng_1881 { - (1560 2500 0.035398163413911186 0.03539816340144829 -1) :pi true. -} - -_:bng_1882 { - [] 1559; math:notEqualTo 2500 . - (1559 1) math:sum 1560 . - (2 1559) math:product 3118 . - (3118 1) math:sum 3119 . - (3118 2) math:sum 3120 . - (3118 3119 3120) math:product 30342131040 . - (1 30342131040) math:quotient 3.2957474169553256e-11 . - (0.03539816338095371 3.2957474169553256e-11) math:sum 0.035398163413911186 . - [] 1; math:negation -1 . - (1560 2500 0.035398163413911186 0.03539816340144829 -1) :pi true. -} - -_:bng_1883 { - (1559 2500 0.03539816338095371 0.03539816340144829 1) :pi true. -} - -_:bng_1884 { - [] 1558; math:notEqualTo 2500 . - (1558 1) math:sum 1559 . - (2 1558) math:product 3116 . - (3116 1) math:sum 3117 . - (3116 2) math:sum 3118 . - (3116 3117 3118) math:product 30283799496 . - (-1 30283799496) math:quotient -3.3020955647658536e-11 . - (0.03539816341397466 -3.3020955647658536e-11) math:sum 0.03539816338095371 . - [] -1; math:negation 1 . - (1559 2500 0.03539816338095371 0.03539816340144829 1) :pi true. -} - -_:bng_1885 { - (1558 2500 0.03539816341397466 0.03539816340144829 -1) :pi true. -} - -_:bng_1886 { - [] 1557; math:notEqualTo 2500 . - (1557 1) math:sum 1558 . - (2 1557) math:product 3114 . - (3114 1) math:sum 3115 . - (3114 2) math:sum 3116 . - (3114 3115 3116) math:product 30225542760 . - (1 30225542760) math:quotient 3.3084600264759644e-11 . - (0.035398163380890066 3.3084600264759644e-11) math:sum 0.03539816341397466 . - [] 1; math:negation -1 . - (1558 2500 0.03539816341397466 0.03539816340144829 -1) :pi true. -} - -_:bng_1887 { - (1557 2500 0.035398163380890066 0.03539816340144829 1) :pi true. -} - -_:bng_1888 { - [] 1556; math:notEqualTo 2500 . - (1556 1) math:sum 1557 . - (2 1556) math:product 3112 . - (3112 1) math:sum 3113 . - (3112 2) math:sum 3114 . - (3112 3113 3114) math:product 30167360784 . - (-1 30167360784) math:quotient -3.314840854525049e-11 . - (0.035398163414038473 -3.314840854525049e-11) math:sum 0.035398163380890066 . - [] -1; math:negation 1 . - (1557 2500 0.035398163380890066 0.03539816340144829 1) :pi true. -} - -_:bng_1889 { - (1556 2500 0.035398163414038473 0.03539816340144829 -1) :pi true. -} - -_:bng_1890 { - [] 1555; math:notEqualTo 2500 . - (1555 1) math:sum 1556 . - (2 1555) math:product 3110 . - (3110 1) math:sum 3111 . - (3110 2) math:sum 3112 . - (3110 3111 3112) math:product 30109253520 . - (1 30109253520) math:quotient 3.3212381015549004e-11 . - (0.03539816338082609 3.3212381015549004e-11) math:sum 0.035398163414038473 . - [] 1; math:negation -1 . - (1556 2500 0.035398163414038473 0.03539816340144829 -1) :pi true. -} - -_:bng_1891 { - (1555 2500 0.03539816338082609 0.03539816340144829 1) :pi true. -} - -_:bng_1892 { - [] 1554; math:notEqualTo 2500 . - (1554 1) math:sum 1555 . - (2 1554) math:product 3108 . - (3108 1) math:sum 3109 . - (3108 2) math:sum 3110 . - (3108 3109 3110) math:product 30051220920 . - (-1 30051220920) math:quotient -3.32765182041063e-11 . - (0.03539816341410261 -3.32765182041063e-11) math:sum 0.03539816338082609 . - [] -1; math:negation 1 . - (1555 2500 0.03539816338082609 0.03539816340144829 1) :pi true. -} - -_:bng_1893 { - (1554 2500 0.03539816341410261 0.03539816340144829 -1) :pi true. -} - -_:bng_1894 { - [] 1553; math:notEqualTo 2500 . - (1553 1) math:sum 1554 . - (2 1553) math:product 3106 . - (3106 1) math:sum 3107 . - (3106 2) math:sum 3108 . - (3106 3107 3108) math:product 29993262936 . - (1 29993262936) math:quotient 3.334082064141579e-11 . - (0.03539816338076179 3.334082064141579e-11) math:sum 0.03539816341410261 . - [] 1; math:negation -1 . - (1554 2500 0.03539816341410261 0.03539816340144829 -1) :pi true. -} - -_:bng_1895 { - (1553 2500 0.03539816338076179 0.03539816340144829 1) :pi true. -} - -_:bng_1896 { - [] 1552; math:notEqualTo 2500 . - (1552 1) math:sum 1553 . - (2 1552) math:product 3104 . - (3104 1) math:sum 3105 . - (3104 2) math:sum 3106 . - (3104 3105 3106) math:product 29935379520 . - (-1 29935379520) math:quotient -3.340528886002244e-11 . - (0.03539816341416707 -3.340528886002244e-11) math:sum 0.03539816338076179 . - [] -1; math:negation 1 . - (1553 2500 0.03539816338076179 0.03539816340144829 1) :pi true. -} - -_:bng_1897 { - (1552 2500 0.03539816341416707 0.03539816340144829 -1) :pi true. -} - -_:bng_1898 { - [] 1551; math:notEqualTo 2500 . - (1551 1) math:sum 1552 . - (2 1551) math:product 3102 . - (3102 1) math:sum 3103 . - (3102 2) math:sum 3104 . - (3102 3103 3104) math:product 29877570624 . - (1 29877570624) math:quotient 3.346992339453201e-11 . - (0.03539816338069715 3.346992339453201e-11) math:sum 0.03539816341416707 . - [] 1; math:negation -1 . - (1552 2500 0.03539816341416707 0.03539816340144829 -1) :pi true. -} - -_:bng_1899 { - (1551 2500 0.03539816338069715 0.03539816340144829 1) :pi true. -} - -_:bng_1900 { - [] 1550; math:notEqualTo 2500 . - (1550 1) math:sum 1551 . - (2 1550) math:product 3100 . - (3100 1) math:sum 3101 . - (3100 2) math:sum 3102 . - (3100 3101 3102) math:product 29819836200 . - (-1 29819836200) math:quotient -3.3534724781620363e-11 . - (0.035398163414231874 -3.3534724781620363e-11) math:sum 0.03539816338069715 . - [] -1; math:negation 1 . - (1551 2500 0.03539816338069715 0.03539816340144829 1) :pi true. -} - -_:bng_1901 { - (1550 2500 0.035398163414231874 0.03539816340144829 -1) :pi true. -} - -_:bng_1902 { - [] 1549; math:notEqualTo 2500 . - (1549 1) math:sum 1550 . - (2 1549) math:product 3098 . - (3098 1) math:sum 3099 . - (3098 2) math:sum 3100 . - (3098 3099 3100) math:product 29762176200 . - (1 29762176200) math:quotient 3.359969356004283e-11 . - (0.03539816338063218 3.359969356004283e-11) math:sum 0.035398163414231874 . - [] 1; math:negation -1 . - (1550 2500 0.035398163414231874 0.03539816340144829 -1) :pi true. -} - -_:bng_1903 { - (1549 2500 0.03539816338063218 0.03539816340144829 1) :pi true. -} - -_:bng_1904 { - [] 1548; math:notEqualTo 2500 . - (1548 1) math:sum 1549 . - (2 1548) math:product 3096 . - (3096 1) math:sum 3097 . - (3096 2) math:sum 3098 . - (3096 3097 3098) math:product 29704590576 . - (-1 29704590576) math:quotient -3.366483027064362e-11 . - (0.03539816341429701 -3.366483027064362e-11) math:sum 0.03539816338063218 . - [] -1; math:negation 1 . - (1549 2500 0.03539816338063218 0.03539816340144829 1) :pi true. -} - -_:bng_1905 { - (1548 2500 0.03539816341429701 0.03539816340144829 -1) :pi true. -} - -_:bng_1906 { - [] 1547; math:notEqualTo 2500 . - (1547 1) math:sum 1548 . - (2 1547) math:product 3094 . - (3094 1) math:sum 3095 . - (3094 2) math:sum 3096 . - (3094 3095 3096) math:product 29647079280 . - (1 29647079280) math:quotient 3.3730135456365266e-11 . - (0.03539816338056687 3.3730135456365266e-11) math:sum 0.03539816341429701 . - [] 1; math:negation -1 . - (1548 2500 0.03539816341429701 0.03539816340144829 -1) :pi true. -} - -_:bng_1907 { - (1547 2500 0.03539816338056687 0.03539816340144829 1) :pi true. -} - -_:bng_1908 { - [] 1546; math:notEqualTo 2500 . - (1546 1) math:sum 1547 . - (2 1546) math:product 3092 . - (3092 1) math:sum 3093 . - (3092 2) math:sum 3094 . - (3092 3093 3094) math:product 29589642264 . - (-1 29589642264) math:quotient -3.379560966225813e-11 . - (0.035398163414362485 -3.379560966225813e-11) math:sum 0.03539816338056687 . - [] -1; math:negation 1 . - (1547 2500 0.03539816338056687 0.03539816340144829 1) :pi true. -} - -_:bng_1909 { - (1546 2500 0.035398163414362485 0.03539816340144829 -1) :pi true. -} - -_:bng_1910 { - [] 1545; math:notEqualTo 2500 . - (1545 1) math:sum 1546 . - (2 1545) math:product 3090 . - (3090 1) math:sum 3091 . - (3090 2) math:sum 3092 . - (3090 3091 3092) math:product 29532279480 . - (1 29532279480) math:quotient 3.386125343548997e-11 . - (0.03539816338050123 3.386125343548997e-11) math:sum 0.035398163414362485 . - [] 1; math:negation -1 . - (1546 2500 0.035398163414362485 0.03539816340144829 -1) :pi true. -} - -_:bng_1911 { - (1545 2500 0.03539816338050123 0.03539816340144829 1) :pi true. -} - -_:bng_1912 { - [] 1544; math:notEqualTo 2500 . - (1544 1) math:sum 1545 . - (2 1544) math:product 3088 . - (3088 1) math:sum 3089 . - (3088 2) math:sum 3090 . - (3088 3089 3090) math:product 29474990880 . - (-1 29474990880) math:quotient -3.3927067325355525e-11 . - (0.0353981634144283 -3.3927067325355525e-11) math:sum 0.03539816338050123 . - [] -1; math:negation 1 . - (1545 2500 0.03539816338050123 0.03539816340144829 1) :pi true. -} - -_:bng_1913 { - (1544 2500 0.0353981634144283 0.03539816340144829 -1) :pi true. -} - -_:bng_1914 { - [] 1543; math:notEqualTo 2500 . - (1543 1) math:sum 1544 . - (2 1543) math:product 3086 . - (3086 1) math:sum 3087 . - (3086 2) math:sum 3088 . - (3086 3087 3088) math:product 29417776416 . - (1 29417776416) math:quotient 3.399305188328616e-11 . - (0.03539816338043525 3.399305188328616e-11) math:sum 0.0353981634144283 . - [] 1; math:negation -1 . - (1544 2500 0.0353981634144283 0.03539816340144829 -1) :pi true. -} - -_:bng_1915 { - (1543 2500 0.03539816338043525 0.03539816340144829 1) :pi true. -} - -_:bng_1916 { - [] 1542; math:notEqualTo 2500 . - (1542 1) math:sum 1543 . - (2 1542) math:product 3084 . - (3084 1) math:sum 3085 . - (3084 2) math:sum 3086 . - (3084 3085 3086) math:product 29360636040 . - (-1 29360636040) math:quotient -3.405920766285961e-11 . - (0.035398163414494456 -3.405920766285961e-11) math:sum 0.03539816338043525 . - [] -1; math:negation 1 . - (1543 2500 0.03539816338043525 0.03539816340144829 1) :pi true. -} - -_:bng_1917 { - (1542 2500 0.035398163414494456 0.03539816340144829 -1) :pi true. -} - -_:bng_1918 { - [] 1541; math:notEqualTo 2500 . - (1541 1) math:sum 1542 . - (2 1541) math:product 3082 . - (3082 1) math:sum 3083 . - (3082 2) math:sum 3084 . - (3082 3083 3084) math:product 29303569704 . - (1 29303569704) math:quotient 3.412553521980968e-11 . - (0.03539816338036892 3.412553521980968e-11) math:sum 0.035398163414494456 . - [] 1; math:negation -1 . - (1542 2500 0.035398163414494456 0.03539816340144829 -1) :pi true. -} - -_:bng_1919 { - (1541 2500 0.03539816338036892 0.03539816340144829 1) :pi true. -} - -_:bng_1920 { - [] 1540; math:notEqualTo 2500 . - (1540 1) math:sum 1541 . - (2 1540) math:product 3080 . - (3080 1) math:sum 3081 . - (3080 2) math:sum 3082 . - (3080 3081 3082) math:product 29246577360 . - (-1 29246577360) math:quotient -3.41920351120361e-11 . - (0.03539816341456096 -3.41920351120361e-11) math:sum 0.03539816338036892 . - [] -1; math:negation 1 . - (1541 2500 0.03539816338036892 0.03539816340144829 1) :pi true. -} - -_:bng_1921 { - (1540 2500 0.03539816341456096 0.03539816340144829 -1) :pi true. -} - -_:bng_1922 { - [] 1539; math:notEqualTo 2500 . - (1539 1) math:sum 1540 . - (2 1539) math:product 3078 . - (3078 1) math:sum 3079 . - (3078 2) math:sum 3080 . - (3078 3079 3080) math:product 29189658960 . - (1 29189658960) math:quotient 3.425870789961432e-11 . - (0.03539816338030225 3.425870789961432e-11) math:sum 0.03539816341456096 . - [] 1; math:negation -1 . - (1540 2500 0.03539816341456096 0.03539816340144829 -1) :pi true. -} - -_:bng_1923 { - (1539 2500 0.03539816338030225 0.03539816340144829 1) :pi true. -} - -_:bng_1924 { - [] 1538; math:notEqualTo 2500 . - (1538 1) math:sum 1539 . - (2 1538) math:product 3076 . - (3076 1) math:sum 3077 . - (3076 2) math:sum 3078 . - (3076 3077 3078) math:product 29132814456 . - (-1 29132814456) math:quotient -3.4325554144805487e-11 . - (0.03539816341462781 -3.4325554144805487e-11) math:sum 0.03539816338030225 . - [] -1; math:negation 1 . - (1539 2500 0.03539816338030225 0.03539816340144829 1) :pi true. -} - -_:bng_1925 { - (1538 2500 0.03539816341462781 0.03539816340144829 -1) :pi true. -} - -_:bng_1926 { - [] 1537; math:notEqualTo 2500 . - (1537 1) math:sum 1538 . - (2 1537) math:product 3074 . - (3074 1) math:sum 3075 . - (3074 2) math:sum 3076 . - (3074 3075 3076) math:product 29076043800 . - (1 29076043800) math:quotient 3.439257441206633e-11 . - (0.035398163380235236 3.439257441206633e-11) math:sum 0.03539816341462781 . - [] 1; math:negation -1 . - (1538 2500 0.03539816341462781 0.03539816340144829 -1) :pi true. -} - -_:bng_1927 { - (1537 2500 0.035398163380235236 0.03539816340144829 1) :pi true. -} - -_:bng_1928 { - [] 1536; math:notEqualTo 2500 . - (1536 1) math:sum 1537 . - (2 1536) math:product 3072 . - (3072 1) math:sum 3073 . - (3072 2) math:sum 3074 . - (3072 3073 3074) math:product 29019346944 . - (-1 29019346944) math:quotient -3.445976926805924e-11 . - (0.035398163414695004 -3.445976926805924e-11) math:sum 0.035398163380235236 . - [] -1; math:negation 1 . - (1537 2500 0.035398163380235236 0.03539816340144829 1) :pi true. -} - -_:bng_1929 { - (1536 2500 0.035398163414695004 0.03539816340144829 -1) :pi true. -} - -_:bng_1930 { - [] 1535; math:notEqualTo 2500 . - (1535 1) math:sum 1536 . - (2 1535) math:product 3070 . - (3070 1) math:sum 3071 . - (3070 2) math:sum 3072 . - (3070 3071 3072) math:product 28962723840 . - (1 28962723840) math:quotient 3.452713928166226e-11 . - (0.035398163380167866 3.452713928166226e-11) math:sum 0.035398163414695004 . - [] 1; math:negation -1 . - (1536 2500 0.035398163414695004 0.03539816340144829 -1) :pi true. -} - -_:bng_1931 { - (1535 2500 0.035398163380167866 0.03539816340144829 1) :pi true. -} - -_:bng_1932 { - [] 1534; math:notEqualTo 2500 . - (1534 1) math:sum 1535 . - (2 1534) math:product 3068 . - (3068 1) math:sum 3069 . - (3068 2) math:sum 3070 . - (3068 3069 3070) math:product 28906174440 . - (-1 28906174440) math:quotient -3.459468502397926e-11 . - (0.035398163414762554 -3.459468502397926e-11) math:sum 0.035398163380167866 . - [] -1; math:negation 1 . - (1535 2500 0.035398163380167866 0.03539816340144829 1) :pi true. -} - -_:bng_1933 { - (1534 2500 0.035398163414762554 0.03539816340144829 -1) :pi true. -} - -_:bng_1934 { - [] 1533; math:notEqualTo 2500 . - (1533 1) math:sum 1534 . - (2 1533) math:product 3066 . - (3066 1) math:sum 3067 . - (3066 2) math:sum 3068 . - (3066 3067 3068) math:product 28849698696 . - (1 28849698696) math:quotient 3.466240706835006e-11 . - (0.03539816338010015 3.466240706835006e-11) math:sum 0.035398163414762554 . - [] 1; math:negation -1 . - (1534 2500 0.035398163414762554 0.03539816340144829 -1) :pi true. -} - -_:bng_1935 { - (1533 2500 0.03539816338010015 0.03539816340144829 1) :pi true. -} - -_:bng_1936 { - [] 1532; math:notEqualTo 2500 . - (1532 1) math:sum 1533 . - (2 1532) math:product 3064 . - (3064 1) math:sum 3065 . - (3064 2) math:sum 3066 . - (3064 3065 3066) math:product 28793296560 . - (-1 28793296560) math:quotient -3.47303059903607e-11 . - (0.03539816341483046 -3.47303059903607e-11) math:sum 0.03539816338010015 . - [] -1; math:negation 1 . - (1533 2500 0.03539816338010015 0.03539816340144829 1) :pi true. -} - -_:bng_1937 { - (1532 2500 0.03539816341483046 0.03539816340144829 -1) :pi true. -} - -_:bng_1938 { - [] 1531; math:notEqualTo 2500 . - (1531 1) math:sum 1532 . - (2 1531) math:product 3062 . - (3062 1) math:sum 3063 . - (3062 2) math:sum 3064 . - (3062 3063 3064) math:product 28736967984 . - (1 28736967984) math:quotient 3.479838236785364e-11 . - (0.03539816338003208 3.479838236785364e-11) math:sum 0.03539816341483046 . - [] 1; math:negation -1 . - (1532 2500 0.03539816341483046 0.03539816340144829 -1) :pi true. -} - -_:bng_1939 { - (1531 2500 0.03539816338003208 0.03539816340144829 1) :pi true. -} - -_:bng_1940 { - [] 1530; math:notEqualTo 2500 . - (1530 1) math:sum 1531 . - (2 1530) math:product 3060 . - (3060 1) math:sum 3061 . - (3060 2) math:sum 3062 . - (3060 3061 3062) math:product 28680712920 . - (-1 28680712920) math:quotient -3.486663678093815e-11 . - (0.035398163414898716 -3.486663678093815e-11) math:sum 0.03539816338003208 . - [] -1; math:negation 1 . - (1531 2500 0.03539816338003208 0.03539816340144829 1) :pi true. -} - -_:bng_1941 { - (1530 2500 0.035398163414898716 0.03539816340144829 -1) :pi true. -} - -_:bng_1942 { - [] 1529; math:notEqualTo 2500 . - (1529 1) math:sum 1530 . - (2 1529) math:product 3058 . - (3058 1) math:sum 3059 . - (3058 2) math:sum 3060 . - (3058 3059 3060) math:product 28624531320 . - (1 28624531320) math:quotient 3.493506981200068e-11 . - (0.03539816337996365 3.493506981200068e-11) math:sum 0.035398163414898716 . - [] 1; math:negation -1 . - (1530 2500 0.035398163414898716 0.03539816340144829 -1) :pi true. -} - -_:bng_1943 { - (1529 2500 0.03539816337996365 0.03539816340144829 1) :pi true. -} - -_:bng_1944 { - [] 1528; math:notEqualTo 2500 . - (1528 1) math:sum 1529 . - (2 1528) math:product 3056 . - (3056 1) math:sum 3057 . - (3056 2) math:sum 3058 . - (3056 3057 3058) math:product 28568423136 . - (-1 28568423136) math:quotient -3.5003682045715275e-11 . - (0.03539816341496733 -3.5003682045715275e-11) math:sum 0.03539816337996365 . - [] -1; math:negation 1 . - (1529 2500 0.03539816337996365 0.03539816340144829 1) :pi true. -} - -_:bng_1945 { - (1528 2500 0.03539816341496733 0.03539816340144829 -1) :pi true. -} - -_:bng_1946 { - [] 1527; math:notEqualTo 2500 . - (1527 1) math:sum 1528 . - (2 1527) math:product 3054 . - (3054 1) math:sum 3055 . - (3054 2) math:sum 3056 . - (3054 3055 3056) math:product 28512388320 . - (1 28512388320) math:quotient 3.5072474069054066e-11 . - (0.035398163379894855 3.5072474069054066e-11) math:sum 0.03539816341496733 . - [] 1; math:negation -1 . - (1528 2500 0.03539816341496733 0.03539816340144829 -1) :pi true. -} - -_:bng_1947 { - (1527 2500 0.035398163379894855 0.03539816340144829 1) :pi true. -} - -_:bng_1948 { - [] 1526; math:notEqualTo 2500 . - (1526 1) math:sum 1527 . - (2 1526) math:product 3052 . - (3052 1) math:sum 3053 . - (3052 2) math:sum 3054 . - (3052 3053 3054) math:product 28456426824 . - (-1 28456426824) math:quotient -3.514144647129784e-11 . - (0.0353981634150363 -3.514144647129784e-11) math:sum 0.035398163379894855 . - [] -1; math:negation 1 . - (1527 2500 0.035398163379894855 0.03539816340144829 1) :pi true. -} - -_:bng_1949 { - (1526 2500 0.0353981634150363 0.03539816340144829 -1) :pi true. -} - -_:bng_1950 { - [] 1525; math:notEqualTo 2500 . - (1525 1) math:sum 1526 . - (2 1525) math:product 3050 . - (3050 1) math:sum 3051 . - (3050 2) math:sum 3052 . - (3050 3051 3052) math:product 28400538600 . - (1 28400538600) math:quotient 3.521059984404662e-11 . - (0.0353981633798257 3.521059984404662e-11) math:sum 0.0353981634150363 . - [] 1; math:negation -1 . - (1526 2500 0.0353981634150363 0.03539816340144829 -1) :pi true. -} - -_:bng_1951 { - (1525 2500 0.0353981633798257 0.03539816340144829 1) :pi true. -} - -_:bng_1952 { - [] 1524; math:notEqualTo 2500 . - (1524 1) math:sum 1525 . - (2 1524) math:product 3048 . - (3048 1) math:sum 3049 . - (3048 2) math:sum 3050 . - (3048 3049 3050) math:product 28344723600 . - (-1 28344723600) math:quotient -3.527993478123032e-11 . - (0.035398163415105634 -3.527993478123032e-11) math:sum 0.0353981633798257 . - [] -1; math:negation 1 . - (1525 2500 0.0353981633798257 0.03539816340144829 1) :pi true. -} - -_:bng_1953 { - (1524 2500 0.035398163415105634 0.03539816340144829 -1) :pi true. -} - -_:bng_1954 { - [] 1523; math:notEqualTo 2500 . - (1523 1) math:sum 1524 . - (2 1523) math:product 3046 . - (3046 1) math:sum 3047 . - (3046 2) math:sum 3048 . - (3046 3047 3048) math:product 28288981776 . - (1 28288981776) math:quotient 3.534945187911948e-11 . - (0.03539816337975618 3.534945187911948e-11) math:sum 0.035398163415105634 . - [] 1; math:negation -1 . - (1524 2500 0.035398163415105634 0.03539816340144829 -1) :pi true. -} - -_:bng_1955 { - (1523 2500 0.03539816337975618 0.03539816340144829 1) :pi true. -} - -_:bng_1956 { - [] 1522; math:notEqualTo 2500 . - (1522 1) math:sum 1523 . - (2 1522) math:product 3044 . - (3044 1) math:sum 3045 . - (3044 2) math:sum 3046 . - (3044 3045 3046) math:product 28233313080 . - (-1 28233313080) math:quotient -3.5419151736336006e-11 . - (0.035398163415175335 -3.5419151736336006e-11) math:sum 0.03539816337975618 . - [] -1; math:negation 1 . - (1523 2500 0.03539816337975618 0.03539816340144829 1) :pi true. -} - -_:bng_1957 { - (1522 2500 0.035398163415175335 0.03539816340144829 -1) :pi true. -} - -_:bng_1958 { - [] 1521; math:notEqualTo 2500 . - (1521 1) math:sum 1522 . - (2 1521) math:product 3042 . - (3042 1) math:sum 3043 . - (3042 2) math:sum 3044 . - (3042 3043 3044) math:product 28177717464 . - (1 28177717464) math:quotient 3.5489034953864e-11 . - (0.0353981633796863 3.5489034953864e-11) math:sum 0.035398163415175335 . - [] 1; math:negation -1 . - (1522 2500 0.035398163415175335 0.03539816340144829 -1) :pi true. -} - -_:bng_1959 { - (1521 2500 0.0353981633796863 0.03539816340144829 1) :pi true. -} - -_:bng_1960 { - [] 1520; math:notEqualTo 2500 . - (1520 1) math:sum 1521 . - (2 1520) math:product 3040 . - (3040 1) math:sum 3041 . - (3040 2) math:sum 3042 . - (3040 3041 3042) math:product 28122194880 . - (-1 28122194880) math:quotient -3.5559102135060664e-11 . - (0.035398163415245404 -3.5559102135060664e-11) math:sum 0.0353981633796863 . - [] -1; math:negation 1 . - (1521 2500 0.0353981633796863 0.03539816340144829 1) :pi true. -} - -_:bng_1961 { - (1520 2500 0.035398163415245404 0.03539816340144829 -1) :pi true. -} - -_:bng_1962 { - [] 1519; math:notEqualTo 2500 . - (1519 1) math:sum 1520 . - (2 1519) math:product 3038 . - (3038 1) math:sum 3039 . - (3038 2) math:sum 3040 . - (3038 3039 3040) math:product 28066745280 . - (1 28066745280) math:quotient 3.562935388566722e-11 . - (0.03539816337961605 3.562935388566722e-11) math:sum 0.035398163415245404 . - [] 1; math:negation -1 . - (1520 2500 0.035398163415245404 0.03539816340144829 -1) :pi true. -} - -_:bng_1963 { - (1519 2500 0.03539816337961605 0.03539816340144829 1) :pi true. -} - -_:bng_1964 { - [] 1518; math:notEqualTo 2500 . - (1518 1) math:sum 1519 . - (2 1518) math:product 3036 . - (3036 1) math:sum 3037 . - (3036 2) math:sum 3038 . - (3036 3037 3038) math:product 28011368616 . - (-1 28011368616) math:quotient -3.5699790813819906e-11 . - (0.03539816341531584 -3.5699790813819906e-11) math:sum 0.03539816337961605 . - [] -1; math:negation 1 . - (1519 2500 0.03539816337961605 0.03539816340144829 1) :pi true. -} - -_:bng_1965 { - (1518 2500 0.03539816341531584 0.03539816340144829 -1) :pi true. -} - -_:bng_1966 { - [] 1517; math:notEqualTo 2500 . - (1517 1) math:sum 1518 . - (2 1517) math:product 3034 . - (3034 1) math:sum 3035 . - (3034 2) math:sum 3036 . - (3034 3035 3036) math:product 27956064840 . - (1 27956064840) math:quotient 3.577041353006105e-11 . - (0.035398163379545426 3.577041353006105e-11) math:sum 0.03539816341531584 . - [] 1; math:negation -1 . - (1518 2500 0.03539816341531584 0.03539816340144829 -1) :pi true. -} - -_:bng_1967 { - (1517 2500 0.035398163379545426 0.03539816340144829 1) :pi true. -} - -_:bng_1968 { - [] 1516; math:notEqualTo 2500 . - (1516 1) math:sum 1517 . - (2 1516) math:product 3032 . - (3032 1) math:sum 3033 . - (3032 2) math:sum 3034 . - (3032 3033 3034) math:product 27900833904 . - (-1 27900833904) math:quotient -3.584122264735016e-11 . - (0.03539816341538665 -3.584122264735016e-11) math:sum 0.035398163379545426 . - [] -1; math:negation 1 . - (1517 2500 0.035398163379545426 0.03539816340144829 1) :pi true. -} - -_:bng_1969 { - (1516 2500 0.03539816341538665 0.03539816340144829 -1) :pi true. -} - -_:bng_1970 { - [] 1515; math:notEqualTo 2500 . - (1515 1) math:sum 1516 . - (2 1515) math:product 3030 . - (3030 1) math:sum 3031 . - (3030 2) math:sum 3032 . - (3030 3031 3032) math:product 27845675760 . - (1 27845675760) math:quotient 3.591221878107511e-11 . - (0.035398163379474434 3.591221878107511e-11) math:sum 0.03539816341538665 . - [] 1; math:negation -1 . - (1516 2500 0.03539816341538665 0.03539816340144829 -1) :pi true. -} - -_:bng_1971 { - (1515 2500 0.035398163379474434 0.03539816340144829 1) :pi true. -} - -_:bng_1972 { - [] 1514; math:notEqualTo 2500 . - (1514 1) math:sum 1515 . - (2 1514) math:product 3028 . - (3028 1) math:sum 3029 . - (3028 2) math:sum 3030 . - (3028 3029 3030) math:product 27790590360 . - (-1 27790590360) math:quotient -3.5983402549063376e-11 . - (0.03539816341545784 -3.5983402549063376e-11) math:sum 0.035398163379474434 . - [] -1; math:negation 1 . - (1515 2500 0.035398163379474434 0.03539816340144829 1) :pi true. -} - -_:bng_1973 { - (1514 2500 0.03539816341545784 0.03539816340144829 -1) :pi true. -} - -_:bng_1974 { - [] 1513; math:notEqualTo 2500 . - (1513 1) math:sum 1514 . - (2 1513) math:product 3026 . - (3026 1) math:sum 3027 . - (3026 2) math:sum 3028 . - (3026 3027 3028) math:product 27735577656 . - (1 27735577656) math:quotient 3.60547745715933e-11 . - (0.03539816337940306 3.60547745715933e-11) math:sum 0.03539816341545784 . - [] 1; math:negation -1 . - (1514 2500 0.03539816341545784 0.03539816340144829 -1) :pi true. -} - -_:bng_1975 { - (1513 2500 0.03539816337940306 0.03539816340144829 1) :pi true. -} - -_:bng_1976 { - [] 1512; math:notEqualTo 2500 . - (1512 1) math:sum 1513 . - (2 1512) math:product 3024 . - (3024 1) math:sum 3025 . - (3024 2) math:sum 3026 . - (3024 3025 3026) math:product 27680637600 . - (-1 27680637600) math:quotient -3.612633547140547e-11 . - (0.0353981634155294 -3.612633547140547e-11) math:sum 0.03539816337940306 . - [] -1; math:negation 1 . - (1513 2500 0.03539816337940306 0.03539816340144829 1) :pi true. -} - -_:bng_1977 { - (1512 2500 0.0353981634155294 0.03539816340144829 -1) :pi true. -} - -_:bng_1978 { - [] 1511; math:notEqualTo 2500 . - (1511 1) math:sum 1512 . - (2 1511) math:product 3022 . - (3022 1) math:sum 3023 . - (3022 2) math:sum 3024 . - (3022 3023 3024) math:product 27625770144 . - (1 27625770144) math:quotient 3.619808587371413e-11 . - (0.03539816337933131 3.619808587371413e-11) math:sum 0.0353981634155294 . - [] 1; math:negation -1 . - (1512 2500 0.0353981634155294 0.03539816340144829 -1) :pi true. -} - -_:bng_1979 { - (1511 2500 0.03539816337933131 0.03539816340144829 1) :pi true. -} - -_:bng_1980 { - [] 1510; math:notEqualTo 2500 . - (1510 1) math:sum 1511 . - (2 1510) math:product 3020 . - (3020 1) math:sum 3021 . - (3020 2) math:sum 3022 . - (3020 3021 3022) math:product 27570975240 . - (-1 27570975240) math:quotient -3.627002640621863e-11 . - (0.03539816341560134 -3.627002640621863e-11) math:sum 0.03539816337933131 . - [] -1; math:negation 1 . - (1511 2500 0.03539816337933131 0.03539816340144829 1) :pi true. -} - -_:bng_1981 { - (1510 2500 0.03539816341560134 0.03539816340144829 -1) :pi true. -} - -_:bng_1982 { - [] 1509; math:notEqualTo 2500 . - (1509 1) math:sum 1510 . - (2 1509) math:product 3018 . - (3018 1) math:sum 3019 . - (3018 2) math:sum 3020 . - (3018 3019 3020) math:product 27516252840 . - (1 27516252840) math:quotient 3.6342157699114964e-11 . - (0.03539816337925918 3.6342157699114964e-11) math:sum 0.03539816341560134 . - [] 1; math:negation -1 . - (1510 2500 0.03539816341560134 0.03539816340144829 -1) :pi true. -} - -_:bng_1983 { - (1509 2500 0.03539816337925918 0.03539816340144829 1) :pi true. -} - -_:bng_1984 { - [] 1508; math:notEqualTo 2500 . - (1508 1) math:sum 1509 . - (2 1508) math:product 3016 . - (3016 1) math:sum 3017 . - (3016 2) math:sum 3018 . - (3016 3017 3018) math:product 27461602896 . - (-1 27461602896) math:quotient -3.641448038510738e-11 . - (0.035398163415673665 -3.641448038510738e-11) math:sum 0.03539816337925918 . - [] -1; math:negation 1 . - (1509 2500 0.03539816337925918 0.03539816340144829 1) :pi true. -} - -_:bng_1985 { - (1508 2500 0.035398163415673665 0.03539816340144829 -1) :pi true. -} - -_:bng_1986 { - [] 1507; math:notEqualTo 2500 . - (1507 1) math:sum 1508 . - (2 1507) math:product 3014 . - (3014 1) math:sum 3015 . - (3014 2) math:sum 3016 . - (3014 3015 3016) math:product 27407025360 . - (1 27407025360) math:quotient 3.648699509942001e-11 . - (0.03539816337918667 3.648699509942001e-11) math:sum 0.035398163415673665 . - [] 1; math:negation -1 . - (1508 2500 0.035398163415673665 0.03539816340144829 -1) :pi true. -} - -_:bng_1987 { - (1507 2500 0.03539816337918667 0.03539816340144829 1) :pi true. -} - -_:bng_1988 { - [] 1506; math:notEqualTo 2500 . - (1506 1) math:sum 1507 . - (2 1506) math:product 3012 . - (3012 1) math:sum 3013 . - (3012 2) math:sum 3014 . - (3012 3013 3014) math:product 27352520184 . - (-1 27352520184) math:quotient -3.655970247980861e-11 . - (0.03539816341574637 -3.655970247980861e-11) math:sum 0.03539816337918667 . - [] -1; math:negation 1 . - (1507 2500 0.03539816337918667 0.03539816340144829 1) :pi true. -} - -_:bng_1989 { - (1506 2500 0.03539816341574637 0.03539816340144829 -1) :pi true. -} - -_:bng_1990 { - [] 1505; math:notEqualTo 2500 . - (1505 1) math:sum 1506 . - (2 1505) math:product 3010 . - (3010 1) math:sum 3011 . - (3010 2) math:sum 3012 . - (3010 3011 3012) math:product 27298087320 . - (1 27298087320) math:quotient 3.663260316657233e-11 . - (0.03539816337911377 3.663260316657233e-11) math:sum 0.03539816341574637 . - [] 1; math:negation -1 . - (1506 2500 0.03539816341574637 0.03539816340144829 -1) :pi true. -} - -_:bng_1991 { - (1505 2500 0.03539816337911377 0.03539816340144829 1) :pi true. -} - -_:bng_1992 { - [] 1504; math:notEqualTo 2500 . - (1504 1) math:sum 1505 . - (2 1504) math:product 3008 . - (3008 1) math:sum 3009 . - (3008 2) math:sum 3010 . - (3008 3009 3010) math:product 27243726720 . - (-1 27243726720) math:quotient -3.670569780256554e-11 . - (0.03539816341581947 -3.670569780256554e-11) math:sum 0.03539816337911377 . - [] -1; math:negation 1 . - (1505 2500 0.03539816337911377 0.03539816340144829 1) :pi true. -} - -_:bng_1993 { - (1504 2500 0.03539816341581947 0.03539816340144829 -1) :pi true. -} - -_:bng_1994 { - [] 1503; math:notEqualTo 2500 . - (1503 1) math:sum 1504 . - (2 1503) math:product 3006 . - (3006 1) math:sum 3007 . - (3006 2) math:sum 3008 . - (3006 3007 3008) math:product 27189438336 . - (1 27189438336) math:quotient 3.677898703320975e-11 . - (0.03539816337904048 3.677898703320975e-11) math:sum 0.03539816341581947 . - [] 1; math:negation -1 . - (1504 2500 0.03539816341581947 0.03539816340144829 -1) :pi true. -} - -_:bng_1995 { - (1503 2500 0.03539816337904048 0.03539816340144829 1) :pi true. -} - -_:bng_1996 { - [] 1502; math:notEqualTo 2500 . - (1502 1) math:sum 1503 . - (2 1502) math:product 3004 . - (3004 1) math:sum 3005 . - (3004 2) math:sum 3006 . - (3004 3005 3006) math:product 27135222120 . - (-1 27135222120) math:quotient -3.6852471506505584e-11 . - (0.035398163415892955 -3.6852471506505584e-11) math:sum 0.03539816337904048 . - [] -1; math:negation 1 . - (1503 2500 0.03539816337904048 0.03539816340144829 1) :pi true. -} - -_:bng_1997 { - (1502 2500 0.035398163415892955 0.03539816340144829 -1) :pi true. -} - -_:bng_1998 { - [] 1501; math:notEqualTo 2500 . - (1501 1) math:sum 1502 . - (2 1501) math:product 3002 . - (3002 1) math:sum 3003 . - (3002 2) math:sum 3004 . - (3002 3003 3004) math:product 27081078024 . - (1 27081078024) math:quotient 3.69261518730448e-11 . - (0.035398163378966806 3.69261518730448e-11) math:sum 0.035398163415892955 . - [] 1; math:negation -1 . - (1502 2500 0.035398163415892955 0.03539816340144829 -1) :pi true. -} - -_:bng_1999 { - (1501 2500 0.035398163378966806 0.03539816340144829 1) :pi true. -} - -_:bng_2000 { - [] 1500; math:notEqualTo 2500 . - (1500 1) math:sum 1501 . - (2 1500) math:product 3000 . - (3000 1) math:sum 3001 . - (3000 2) math:sum 3002 . - (3000 3001 3002) math:product 27027006000 . - (-1 27027006000) math:quotient -3.70000287860224e-11 . - (0.035398163415966834 -3.70000287860224e-11) math:sum 0.035398163378966806 . - [] -1; math:negation 1 . - (1501 2500 0.035398163378966806 0.03539816340144829 1) :pi true. -} - -_:bng_2001 { - (1500 2500 0.035398163415966834 0.03539816340144829 -1) :pi true. -} - -_:bng_2002 { - [] 1499; math:notEqualTo 2500 . - (1499 1) math:sum 1500 . - (2 1499) math:product 2998 . - (2998 1) math:sum 2999 . - (2998 2) math:sum 3000 . - (2998 2999 3000) math:product 26973006000 . - (1 26973006000) math:quotient 3.707410290124875e-11 . - (0.03539816337889273 3.707410290124875e-11) math:sum 0.035398163415966834 . - [] 1; math:negation -1 . - (1500 2500 0.035398163415966834 0.03539816340144829 -1) :pi true. -} - -_:bng_2003 { - (1499 2500 0.03539816337889273 0.03539816340144829 1) :pi true. -} - -_:bng_2004 { - [] 1498; math:notEqualTo 2500 . - (1498 1) math:sum 1499 . - (2 1498) math:product 2996 . - (2996 1) math:sum 2997 . - (2996 2) math:sum 2998 . - (2996 2997 2998) math:product 26919077976 . - (-1 26919077976) math:quotient -3.714837487716188e-11 . - (0.03539816341604111 -3.714837487716188e-11) math:sum 0.03539816337889273 . - [] -1; math:negation 1 . - (1499 2500 0.03539816337889273 0.03539816340144829 1) :pi true. -} - -_:bng_2005 { - (1498 2500 0.03539816341604111 0.03539816340144829 -1) :pi true. -} - -_:bng_2006 { - [] 1497; math:notEqualTo 2500 . - (1497 1) math:sum 1498 . - (2 1497) math:product 2994 . - (2994 1) math:sum 2995 . - (2994 2) math:sum 2996 . - (2994 2995 2996) math:product 26865221880 . - (1 26865221880) math:quotient 3.722284537483969e-11 . - (0.035398163378818265 3.722284537483969e-11) math:sum 0.03539816341604111 . - [] 1; math:negation -1 . - (1498 2500 0.03539816341604111 0.03539816340144829 -1) :pi true. -} - -_:bng_2007 { - (1497 2500 0.035398163378818265 0.03539816340144829 1) :pi true. -} - -_:bng_2008 { - [] 1496; math:notEqualTo 2500 . - (1496 1) math:sum 1497 . - (2 1496) math:product 2992 . - (2992 1) math:sum 2993 . - (2992 2) math:sum 2994 . - (2992 2993 2994) math:product 26811437664 . - (-1 26811437664) math:quotient -3.729751505801237e-11 . - (0.03539816341611578 -3.729751505801237e-11) math:sum 0.035398163378818265 . - [] -1; math:negation 1 . - (1497 2500 0.035398163378818265 0.03539816340144829 1) :pi true. -} - -_:bng_2009 { - (1496 2500 0.03539816341611578 0.03539816340144829 -1) :pi true. -} - -_:bng_2010 { - [] 1495; math:notEqualTo 2500 . - (1495 1) math:sum 1496 . - (2 1495) math:product 2990 . - (2990 1) math:sum 2991 . - (2990 2) math:sum 2992 . - (2990 2991 2992) math:product 26757725280 . - (1 26757725280) math:quotient 3.7372384593074795e-11 . - (0.035398163378743394 3.7372384593074795e-11) math:sum 0.03539816341611578 . - [] 1; math:negation -1 . - (1496 2500 0.03539816341611578 0.03539816340144829 -1) :pi true. -} - -_:bng_2011 { - (1495 2500 0.035398163378743394 0.03539816340144829 1) :pi true. -} - -_:bng_2012 { - [] 1494; math:notEqualTo 2500 . - (1494 1) math:sum 1495 . - (2 1494) math:product 2988 . - (2988 1) math:sum 2989 . - (2988 2) math:sum 2990 . - (2988 2989 2990) math:product 26704084680 . - (-1 26704084680) math:quotient -3.7447454649099026e-11 . - (0.03539816341619085 -3.7447454649099026e-11) math:sum 0.035398163378743394 . - [] -1; math:negation 1 . - (1495 2500 0.035398163378743394 0.03539816340144829 1) :pi true. -} - -_:bng_2013 { - (1494 2500 0.03539816341619085 0.03539816340144829 -1) :pi true. -} - -_:bng_2014 { - [] 1493; math:notEqualTo 2500 . - (1493 1) math:sum 1494 . - (2 1493) math:product 2986 . - (2986 1) math:sum 2987 . - (2986 2) math:sum 2988 . - (2986 2987 2988) math:product 26650515816 . - (1 26650515816) math:quotient 3.752272589784684e-11 . - (0.03539816337866812 3.752272589784684e-11) math:sum 0.03539816341619085 . - [] 1; math:negation -1 . - (1494 2500 0.03539816341619085 0.03539816340144829 -1) :pi true. -} - -_:bng_2015 { - (1493 2500 0.03539816337866812 0.03539816340144829 1) :pi true. -} - -_:bng_2016 { - [] 1492; math:notEqualTo 2500 . - (1492 1) math:sum 1493 . - (2 1492) math:product 2984 . - (2984 1) math:sum 2985 . - (2984 2) math:sum 2986 . - (2984 2985 2986) math:product 26597018640 . - (-1 26597018640) math:quotient -3.75981990137824e-11 . - (0.03539816341626632 -3.75981990137824e-11) math:sum 0.03539816337866812 . - [] -1; math:negation 1 . - (1493 2500 0.03539816337866812 0.03539816340144829 1) :pi true. -} - -_:bng_2017 { - (1492 2500 0.03539816341626632 0.03539816340144829 -1) :pi true. -} - -_:bng_2018 { - [] 1491; math:notEqualTo 2500 . - (1491 1) math:sum 1492 . - (2 1491) math:product 2982 . - (2982 1) math:sum 2983 . - (2982 2) math:sum 2984 . - (2982 2983 2984) math:product 26543593104 . - (1 26543593104) math:quotient 3.767387467408489e-11 . - (0.035398163378592445 3.767387467408489e-11) math:sum 0.03539816341626632 . - [] 1; math:negation -1 . - (1492 2500 0.03539816341626632 0.03539816340144829 -1) :pi true. -} - -_:bng_2019 { - (1491 2500 0.035398163378592445 0.03539816340144829 1) :pi true. -} - -_:bng_2020 { - [] 1490; math:notEqualTo 2500 . - (1490 1) math:sum 1491 . - (2 1490) math:product 2980 . - (2980 1) math:sum 2981 . - (2980 2) math:sum 2982 . - (2980 2981 2982) math:product 26490239160 . - (-1 26490239160) math:quotient -3.774975355866134e-11 . - (0.0353981634163422 -3.774975355866134e-11) math:sum 0.035398163378592445 . - [] -1; math:negation 1 . - (1491 2500 0.035398163378592445 0.03539816340144829 1) :pi true. -} - -_:bng_2021 { - (1490 2500 0.0353981634163422 0.03539816340144829 -1) :pi true. -} - -_:bng_2022 { - [] 1489; math:notEqualTo 2500 . - (1489 1) math:sum 1490 . - (2 1489) math:product 2978 . - (2978 1) math:sum 2979 . - (2978 2) math:sum 2980 . - (2978 2979 2980) math:product 26436956760 . - (1 26436956760) math:quotient 3.782583635015939e-11 . - (0.03539816337851636 3.782583635015939e-11) math:sum 0.0353981634163422 . - [] 1; math:negation -1 . - (1490 2500 0.0353981634163422 0.03539816340144829 -1) :pi true. -} - -_:bng_2023 { - (1489 2500 0.03539816337851636 0.03539816340144829 1) :pi true. -} - -_:bng_2024 { - [] 1488; math:notEqualTo 2500 . - (1488 1) math:sum 1489 . - (2 1488) math:product 2976 . - (2976 1) math:sum 2977 . - (2976 2) math:sum 2978 . - (2976 2977 2978) math:product 26383745856 . - (-1 26383745856) math:quotient -3.7902123733980225e-11 . - (0.035398163416418486 -3.7902123733980225e-11) math:sum 0.03539816337851636 . - [] -1; math:negation 1 . - (1489 2500 0.03539816337851636 0.03539816340144829 1) :pi true. -} - -_:bng_2025 { - (1488 2500 0.035398163416418486 0.03539816340144829 -1) :pi true. -} - -_:bng_2026 { - [] 1487; math:notEqualTo 2500 . - (1487 1) math:sum 1488 . - (2 1487) math:product 2974 . - (2974 1) math:sum 2975 . - (2974 2) math:sum 2976 . - (2974 2975 2976) math:product 26330606400 . - (1 26330606400) math:quotient 3.797861639829153e-11 . - (0.03539816337843987 3.797861639829153e-11) math:sum 0.035398163416418486 . - [] 1; math:negation -1 . - (1488 2500 0.035398163416418486 0.03539816340144829 -1) :pi true. -} - -_:bng_2027 { - (1487 2500 0.03539816337843987 0.03539816340144829 1) :pi true. -} - -_:bng_2028 { - [] 1486; math:notEqualTo 2500 . - (1486 1) math:sum 1487 . - (2 1486) math:product 2972 . - (2972 1) math:sum 2973 . - (2972 2) math:sum 2974 . - (2972 2973 2974) math:product 26277538344 . - (-1 26277538344) math:quotient -3.805531503404054e-11 . - (0.03539816341649519 -3.805531503404054e-11) math:sum 0.03539816337843987 . - [] -1; math:negation 1 . - (1487 2500 0.03539816337843987 0.03539816340144829 1) :pi true. -} - -_:bng_2029 { - (1486 2500 0.03539816341649519 0.03539816340144829 -1) :pi true. -} - -_:bng_2030 { - [] 1485; math:notEqualTo 2500 . - (1485 1) math:sum 1486 . - (2 1485) math:product 2970 . - (2970 1) math:sum 2971 . - (2970 2) math:sum 2972 . - (2970 2971 2972) math:product 26224541640 . - (1 26224541640) math:quotient 3.813222033496712e-11 . - (0.03539816337836297 3.813222033496712e-11) math:sum 0.03539816341649519 . - [] 1; math:negation -1 . - (1486 2500 0.03539816341649519 0.03539816340144829 -1) :pi true. -} - -_:bng_2031 { - (1485 2500 0.03539816337836297 0.03539816340144829 1) :pi true. -} - -_:bng_2032 { - [] 1484; math:notEqualTo 2500 . - (1484 1) math:sum 1485 . - (2 1484) math:product 2968 . - (2968 1) math:sum 2969 . - (2968 2) math:sum 2970 . - (2968 2969 2970) math:product 26171616240 . - (-1 26171616240) math:quotient -3.820933299761696e-11 . - (0.0353981634165723 -3.820933299761696e-11) math:sum 0.03539816337836297 . - [] -1; math:negation 1 . - (1485 2500 0.03539816337836297 0.03539816340144829 1) :pi true. -} - -_:bng_2033 { - (1484 2500 0.0353981634165723 0.03539816340144829 -1) :pi true. -} - -_:bng_2034 { - [] 1483; math:notEqualTo 2500 . - (1483 1) math:sum 1484 . - (2 1483) math:product 2966 . - (2966 1) math:sum 2967 . - (2966 2) math:sum 2968 . - (2966 2967 2968) math:product 26118762096 . - (1 26118762096) math:quotient 3.828665372135483e-11 . - (0.03539816337828565 3.828665372135483e-11) math:sum 0.0353981634165723 . - [] 1; math:negation -1 . - (1484 2500 0.0353981634165723 0.03539816340144829 -1) :pi true. -} - -_:bng_2035 { - (1483 2500 0.03539816337828565 0.03539816340144829 1) :pi true. -} - -_:bng_2036 { - [] 1482; math:notEqualTo 2500 . - (1482 1) math:sum 1483 . - (2 1482) math:product 2964 . - (2964 1) math:sum 2965 . - (2964 2) math:sum 2966 . - (2964 2965 2966) math:product 26065979160 . - (-1 26065979160) math:quotient -3.836418320837789e-11 . - (0.03539816341664983 -3.836418320837789e-11) math:sum 0.03539816337828565 . - [] -1; math:negation 1 . - (1483 2500 0.03539816337828565 0.03539816340144829 1) :pi true. -} - -_:bng_2037 { - (1482 2500 0.03539816341664983 0.03539816340144829 -1) :pi true. -} - -_:bng_2038 { - [] 1481; math:notEqualTo 2500 . - (1481 1) math:sum 1482 . - (2 1481) math:product 2962 . - (2962 1) math:sum 2963 . - (2962 2) math:sum 2964 . - (2962 2963 2964) math:product 26013267384 . - (1 26013267384) math:quotient 3.8441922163729064e-11 . - (0.035398163378207906 3.8441922163729064e-11) math:sum 0.03539816341664983 . - [] 1; math:negation -1 . - (1482 2500 0.03539816341664983 0.03539816340144829 -1) :pi true. -} - -_:bng_2039 { - (1481 2500 0.035398163378207906 0.03539816340144829 1) :pi true. -} - -_:bng_2040 { - [] 1480; math:notEqualTo 2500 . - (1480 1) math:sum 1481 . - (2 1480) math:product 2960 . - (2960 1) math:sum 2961 . - (2960 2) math:sum 2962 . - (2960 2961 2962) math:product 25960626720 . - (-1 25960626720) math:quotient -3.8519871295310545e-11 . - (0.035398163416727774 -3.8519871295310545e-11) math:sum 0.035398163378207906 . - [] -1; math:negation 1 . - (1481 2500 0.035398163378207906 0.03539816340144829 1) :pi true. -} - -_:bng_2041 { - (1480 2500 0.035398163416727774 0.03539816340144829 -1) :pi true. -} - -_:bng_2042 { - [] 1479; math:notEqualTo 2500 . - (1479 1) math:sum 1480 . - (2 1479) math:product 2958 . - (2958 1) math:sum 2959 . - (2958 2) math:sum 2960 . - (2958 2959 2960) math:product 25908057120 . - (1 25908057120) math:quotient 3.8598031313897305e-11 . - (0.03539816337812974 3.8598031313897305e-11) math:sum 0.035398163416727774 . - [] 1; math:negation -1 . - (1480 2500 0.035398163416727774 0.03539816340144829 -1) :pi true. -} - -_:bng_2043 { - (1479 2500 0.03539816337812974 0.03539816340144829 1) :pi true. -} - -_:bng_2044 { - [] 1478; math:notEqualTo 2500 . - (1478 1) math:sum 1479 . - (2 1478) math:product 2956 . - (2956 1) math:sum 2957 . - (2956 2) math:sum 2958 . - (2956 2957 2958) math:product 25855558536 . - (-1 25855558536) math:quotient -3.86764029331507e-11 . - (0.03539816341680614 -3.86764029331507e-11) math:sum 0.03539816337812974 . - [] -1; math:negation 1 . - (1479 2500 0.03539816337812974 0.03539816340144829 1) :pi true. -} - -_:bng_2045 { - (1478 2500 0.03539816341680614 0.03539816340144829 -1) :pi true. -} - -_:bng_2046 { - [] 1477; math:notEqualTo 2500 . - (1477 1) math:sum 1478 . - (2 1477) math:product 2954 . - (2954 1) math:sum 2955 . - (2954 2) math:sum 2956 . - (2954 2955 2956) math:product 25803130920 . - (1 25803130920) math:quotient 3.875498686963218e-11 . - (0.035398163378051156 3.875498686963218e-11) math:sum 0.03539816341680614 . - [] 1; math:negation -1 . - (1478 2500 0.03539816341680614 0.03539816340144829 -1) :pi true. -} - -_:bng_2047 { - (1477 2500 0.035398163378051156 0.03539816340144829 1) :pi true. -} - -_:bng_2048 { - [] 1476; math:notEqualTo 2500 . - (1476 1) math:sum 1477 . - (2 1476) math:product 2952 . - (2952 1) math:sum 2953 . - (2952 2) math:sum 2954 . - (2952 2953 2954) math:product 25750774224 . - (-1 25750774224) math:quotient -3.883378384281701e-11 . - (0.03539816341688494 -3.883378384281701e-11) math:sum 0.035398163378051156 . - [] -1; math:negation 1 . - (1477 2500 0.035398163378051156 0.03539816340144829 1) :pi true. -} - -_:bng_2049 { - (1476 2500 0.03539816341688494 0.03539816340144829 -1) :pi true. -} - -_:bng_2050 { - [] 1475; math:notEqualTo 2500 . - (1475 1) math:sum 1476 . - (2 1475) math:product 2950 . - (2950 1) math:sum 2951 . - (2950 2) math:sum 2952 . - (2950 2951 2952) math:product 25698488400 . - (1 25698488400) math:quotient 3.891279457510816e-11 . - (0.03539816337797214 3.891279457510816e-11) math:sum 0.03539816341688494 . - [] 1; math:negation -1 . - (1476 2500 0.03539816341688494 0.03539816340144829 -1) :pi true. -} - -_:bng_2051 { - (1475 2500 0.03539816337797214 0.03539816340144829 1) :pi true. -} - -_:bng_2052 { - [] 1474; math:notEqualTo 2500 . - (1474 1) math:sum 1475 . - (2 1474) math:product 2948 . - (2948 1) math:sum 2949 . - (2948 2) math:sum 2950 . - (2948 2949 2950) math:product 25646273400 . - (-1 25646273400) math:quotient -3.899201979185015e-11 . - (0.03539816341696416 -3.899201979185015e-11) math:sum 0.03539816337797214 . - [] -1; math:negation 1 . - (1475 2500 0.03539816337797214 0.03539816340144829 1) :pi true. -} - -_:bng_2053 { - (1474 2500 0.03539816341696416 0.03539816340144829 -1) :pi true. -} - -_:bng_2054 { - [] 1473; math:notEqualTo 2500 . - (1473 1) math:sum 1474 . - (2 1473) math:product 2946 . - (2946 1) math:sum 2947 . - (2946 2) math:sum 2948 . - (2946 2947 2948) math:product 25594129176 . - (1 25594129176) math:quotient 3.9071460221343066e-11 . - (0.0353981633778927 3.9071460221343066e-11) math:sum 0.03539816341696416 . - [] 1; math:negation -1 . - (1474 2500 0.03539816341696416 0.03539816340144829 -1) :pi true. -} - -_:bng_2055 { - (1473 2500 0.0353981633778927 0.03539816340144829 1) :pi true. -} - -_:bng_2056 { - [] 1472; math:notEqualTo 2500 . - (1472 1) math:sum 1473 . - (2 1472) math:product 2944 . - (2944 1) math:sum 2945 . - (2944 2) math:sum 2946 . - (2944 2945 2946) math:product 25542055680 . - (-1 25542055680) math:quotient -3.915111659485663e-11 . - (0.03539816341704382 -3.915111659485663e-11) math:sum 0.0353981633778927 . - [] -1; math:negation 1 . - (1473 2500 0.0353981633778927 0.03539816340144829 1) :pi true. -} - -_:bng_2057 { - (1472 2500 0.03539816341704382 0.03539816340144829 -1) :pi true. -} - -_:bng_2058 { - [] 1471; math:notEqualTo 2500 . - (1471 1) math:sum 1472 . - (2 1471) math:product 2942 . - (2942 1) math:sum 2943 . - (2942 2) math:sum 2944 . - (2942 2943 2944) math:product 25490052864 . - (1 25490052864) math:quotient 3.923098964664431e-11 . - (0.03539816337781283 3.923098964664431e-11) math:sum 0.03539816341704382 . - [] 1; math:negation -1 . - (1472 2500 0.03539816341704382 0.03539816340144829 -1) :pi true. -} - -_:bng_2059 { - (1471 2500 0.03539816337781283 0.03539816340144829 1) :pi true. -} - -_:bng_2060 { - [] 1470; math:notEqualTo 2500 . - (1470 1) math:sum 1471 . - (2 1470) math:product 2940 . - (2940 1) math:sum 2941 . - (2940 2) math:sum 2942 . - (2940 2941 2942) math:product 25438120680 . - (-1 25438120680) math:quotient -3.931108011395754e-11 . - (0.035398163417123915 -3.931108011395754e-11) math:sum 0.03539816337781283 . - [] -1; math:negation 1 . - (1471 2500 0.03539816337781283 0.03539816340144829 1) :pi true. -} - -_:bng_2061 { - (1470 2500 0.035398163417123915 0.03539816340144829 -1) :pi true. -} - -_:bng_2062 { - [] 1469; math:notEqualTo 2500 . - (1469 1) math:sum 1470 . - (2 1469) math:product 2938 . - (2938 1) math:sum 2939 . - (2938 2) math:sum 2940 . - (2938 2939 2940) math:product 25386259080 . - (1 25386259080) math:quotient 3.9391388737060034e-11 . - (0.03539816337773253 3.9391388737060034e-11) math:sum 0.035398163417123915 . - [] 1; math:negation -1 . - (1470 2500 0.035398163417123915 0.03539816340144829 -1) :pi true. -} - -_:bng_2063 { - (1469 2500 0.03539816337773253 0.03539816340144829 1) :pi true. -} - -_:bng_2064 { - [] 1468; math:notEqualTo 2500 . - (1468 1) math:sum 1469 . - (2 1468) math:product 2936 . - (2936 1) math:sum 2937 . - (2936 2) math:sum 2938 . - (2936 2937 2938) math:product 25334468016 . - (-1 25334468016) math:quotient -3.947191625924213e-11 . - (0.03539816341720445 -3.947191625924213e-11) math:sum 0.03539816337773253 . - [] -1; math:negation 1 . - (1469 2500 0.03539816337773253 0.03539816340144829 1) :pi true. -} - -_:bng_2065 { - (1468 2500 0.03539816341720445 0.03539816340144829 -1) :pi true. -} - -_:bng_2066 { - [] 1467; math:notEqualTo 2500 . - (1467 1) math:sum 1468 . - (2 1467) math:product 2934 . - (2934 1) math:sum 2935 . - (2934 2) math:sum 2936 . - (2934 2935 2936) math:product 25282747440 . - (1 25282747440) math:quotient 3.9552663426835227e-11 . - (0.03539816337765178 3.9552663426835227e-11) math:sum 0.03539816341720445 . - [] 1; math:negation -1 . - (1468 2500 0.03539816341720445 0.03539816340144829 -1) :pi true. -} - -_:bng_2067 { - (1467 2500 0.03539816337765178 0.03539816340144829 1) :pi true. -} - -_:bng_2068 { - [] 1466; math:notEqualTo 2500 . - (1466 1) math:sum 1467 . - (2 1466) math:product 2932 . - (2932 1) math:sum 2933 . - (2932 2) math:sum 2934 . - (2932 2933 2934) math:product 25231097304 . - (-1 25231097304) math:quotient -3.963363098922636e-11 . - (0.03539816341728541 -3.963363098922636e-11) math:sum 0.03539816337765178 . - [] -1; math:negation 1 . - (1467 2500 0.03539816337765178 0.03539816340144829 1) :pi true. -} - -_:bng_2069 { - (1466 2500 0.03539816341728541 0.03539816340144829 -1) :pi true. -} - -_:bng_2070 { - [] 1465; math:notEqualTo 2500 . - (1465 1) math:sum 1466 . - (2 1465) math:product 2930 . - (2930 1) math:sum 2931 . - (2930 2) math:sum 2932 . - (2930 2931 2932) math:product 25179517560 . - (1 25179517560) math:quotient 3.971481969887274e-11 . - (0.03539816337757059 3.971481969887274e-11) math:sum 0.03539816341728541 . - [] 1; math:negation -1 . - (1466 2500 0.03539816341728541 0.03539816340144829 -1) :pi true. -} - -_:bng_2071 { - (1465 2500 0.03539816337757059 0.03539816340144829 1) :pi true. -} - -_:bng_2072 { - [] 1464; math:notEqualTo 2500 . - (1464 1) math:sum 1465 . - (2 1464) math:product 2928 . - (2928 1) math:sum 2929 . - (2928 2) math:sum 2930 . - (2928 2929 2930) math:product 25128008160 . - (-1 25128008160) math:quotient -3.979623031131648e-11 . - (0.03539816341736682 -3.979623031131648e-11) math:sum 0.03539816337757059 . - [] -1; math:negation 1 . - (1465 2500 0.03539816337757059 0.03539816340144829 1) :pi true. -} - -_:bng_2073 { - (1464 2500 0.03539816341736682 0.03539816340144829 -1) :pi true. -} - -_:bng_2074 { - [] 1463; math:notEqualTo 2500 . - (1463 1) math:sum 1464 . - (2 1463) math:product 2926 . - (2926 1) math:sum 2927 . - (2926 2) math:sum 2928 . - (2926 2927 2928) math:product 25076569056 . - (1 25076569056) math:quotient 3.9877863585199383e-11 . - (0.03539816337748895 3.9877863585199383e-11) math:sum 0.03539816341736682 . - [] 1; math:negation -1 . - (1464 2500 0.03539816341736682 0.03539816340144829 -1) :pi true. -} - -_:bng_2075 { - (1463 2500 0.03539816337748895 0.03539816340144829 1) :pi true. -} - -_:bng_2076 { - [] 1462; math:notEqualTo 2500 . - (1462 1) math:sum 1463 . - (2 1462) math:product 2924 . - (2924 1) math:sum 2925 . - (2924 2) math:sum 2926 . - (2924 2925 2926) math:product 25025200200 . - (-1 25025200200) math:quotient -3.99597202822777e-11 . - (0.035398163417448676 -3.99597202822777e-11) math:sum 0.03539816337748895 . - [] -1; math:negation 1 . - (1463 2500 0.03539816337748895 0.03539816340144829 1) :pi true. -} - -_:bng_2077 { - (1462 2500 0.035398163417448676 0.03539816340144829 -1) :pi true. -} - -_:bng_2078 { - [] 1461; math:notEqualTo 2500 . - (1461 1) math:sum 1462 . - (2 1461) math:product 2922 . - (2922 1) math:sum 2923 . - (2922 2) math:sum 2924 . - (2922 2923 2924) math:product 24973901544 . - (1 24973901544) math:quotient 4.004180116743717e-11 . - (0.03539816337740687 4.004180116743717e-11) math:sum 0.035398163417448676 . - [] 1; math:negation -1 . - (1462 2500 0.035398163417448676 0.03539816340144829 -1) :pi true. -} - -_:bng_2079 { - (1461 2500 0.03539816337740687 0.03539816340144829 1) :pi true. -} - -_:bng_2080 { - [] 1460; math:notEqualTo 2500 . - (1460 1) math:sum 1461 . - (2 1460) math:product 2920 . - (2920 1) math:sum 2921 . - (2920 2) math:sum 2922 . - (2920 2921 2922) math:product 24922673040 . - (-1 24922673040) math:quotient -4.012410700870792e-11 . - (0.03539816341753098 -4.012410700870792e-11) math:sum 0.03539816337740687 . - [] -1; math:negation 1 . - (1461 2500 0.03539816337740687 0.03539816340144829 1) :pi true. -} - -_:bng_2081 { - (1460 2500 0.03539816341753098 0.03539816340144829 -1) :pi true. -} - -_:bng_2082 { - [] 1459; math:notEqualTo 2500 . - (1459 1) math:sum 1460 . - (2 1459) math:product 2918 . - (2918 1) math:sum 2919 . - (2918 2) math:sum 2920 . - (2918 2919 2920) math:product 24871514640 . - (1 24871514640) math:quotient 4.020663857727967e-11 . - (0.03539816337732434 4.020663857727967e-11) math:sum 0.03539816341753098 . - [] 1; math:negation -1 . - (1460 2500 0.03539816341753098 0.03539816340144829 -1) :pi true. -} - -_:bng_2083 { - (1459 2500 0.03539816337732434 0.03539816340144829 1) :pi true. -} - -_:bng_2084 { - [] 1458; math:notEqualTo 2500 . - (1458 1) math:sum 1459 . - (2 1458) math:product 2916 . - (2916 1) math:sum 2917 . - (2916 2) math:sum 2918 . - (2916 2917 2918) math:product 24820426296 . - (-1 24820426296) math:quotient -4.0289396647516794e-11 . - (0.03539816341761374 -4.0289396647516794e-11) math:sum 0.03539816337732434 . - [] -1; math:negation 1 . - (1459 2500 0.03539816337732434 0.03539816340144829 1) :pi true. -} - -_:bng_2085 { - (1458 2500 0.03539816341761374 0.03539816340144829 -1) :pi true. -} - -_:bng_2086 { - [] 1457; math:notEqualTo 2500 . - (1457 1) math:sum 1458 . - (2 1457) math:product 2914 . - (2914 1) math:sum 2915 . - (2914 2) math:sum 2916 . - (2914 2915 2916) math:product 24769407960 . - (1 24769407960) math:quotient 4.037238199697366e-11 . - (0.03539816337724136 4.037238199697366e-11) math:sum 0.03539816341761374 . - [] 1; math:negation -1 . - (1458 2500 0.03539816341761374 0.03539816340144829 -1) :pi true. -} - -_:bng_2087 { - (1457 2500 0.03539816337724136 0.03539816340144829 1) :pi true. -} - -_:bng_2088 { - [] 1456; math:notEqualTo 2500 . - (1456 1) math:sum 1457 . - (2 1456) math:product 2912 . - (2912 1) math:sum 2913 . - (2912 2) math:sum 2914 . - (2912 2913 2914) math:product 24718459584 . - (-1 24718459584) math:quotient -4.045559540640993e-11 . - (0.03539816341769696 -4.045559540640993e-11) math:sum 0.03539816337724136 . - [] -1; math:negation 1 . - (1457 2500 0.03539816337724136 0.03539816340144829 1) :pi true. -} - -_:bng_2089 { - (1456 2500 0.03539816341769696 0.03539816340144829 -1) :pi true. -} - -_:bng_2090 { - [] 1455; math:notEqualTo 2500 . - (1455 1) math:sum 1456 . - (2 1455) math:product 2910 . - (2910 1) math:sum 2911 . - (2910 2) math:sum 2912 . - (2910 2911 2912) math:product 24667581120 . - (1 24667581120) math:quotient 4.053903765980602e-11 . - (0.03539816337715792 4.053903765980602e-11) math:sum 0.03539816341769696 . - [] 1; math:negation -1 . - (1456 2500 0.03539816341769696 0.03539816340144829 -1) :pi true. -} - -_:bng_2091 { - (1455 2500 0.03539816337715792 0.03539816340144829 1) :pi true. -} - -_:bng_2092 { - [] 1454; math:notEqualTo 2500 . - (1454 1) math:sum 1455 . - (2 1454) math:product 2908 . - (2908 1) math:sum 2909 . - (2908 2) math:sum 2910 . - (2908 2909 2910) math:product 24616772520 . - (-1 24616772520) math:quotient -4.0622709544378564e-11 . - (0.035398163417780626 -4.0622709544378564e-11) math:sum 0.03539816337715792 . - [] -1; math:negation 1 . - (1455 2500 0.03539816337715792 0.03539816340144829 1) :pi true. -} - -_:bng_2093 { - (1454 2500 0.035398163417780626 0.03539816340144829 -1) :pi true. -} - -_:bng_2094 { - [] 1453; math:notEqualTo 2500 . - (1453 1) math:sum 1454 . - (2 1453) math:product 2906 . - (2906 1) math:sum 2907 . - (2906 2) math:sum 2908 . - (2906 2907 2908) math:product 24566033736 . - (1 24566033736) math:quotient 4.070661185059605e-11 . - (0.035398163377074014 4.070661185059605e-11) math:sum 0.035398163417780626 . - [] 1; math:negation -1 . - (1454 2500 0.035398163417780626 0.03539816340144829 -1) :pi true. -} - -_:bng_2095 { - (1453 2500 0.035398163377074014 0.03539816340144829 1) :pi true. -} - -_:bng_2096 { - [] 1452; math:notEqualTo 2500 . - (1452 1) math:sum 1453 . - (2 1452) math:product 2904 . - (2904 1) math:sum 2905 . - (2904 2) math:sum 2906 . - (2904 2905 2906) math:product 24515364720 . - (-1 24515364720) math:quotient -4.0790745372194485e-11 . - (0.03539816341786476 -4.0790745372194485e-11) math:sum 0.035398163377074014 . - [] -1; math:negation 1 . - (1453 2500 0.035398163377074014 0.03539816340144829 1) :pi true. -} - -_:bng_2097 { - (1452 2500 0.03539816341786476 0.03539816340144829 -1) :pi true. -} - -_:bng_2098 { - [] 1451; math:notEqualTo 2500 . - (1451 1) math:sum 1452 . - (2 1451) math:product 2902 . - (2902 1) math:sum 2903 . - (2902 2) math:sum 2904 . - (2902 2903 2904) math:product 24464765424 . - (1 24464765424) math:quotient 4.087511090619317e-11 . - (0.03539816337698965 4.087511090619317e-11) math:sum 0.03539816341786476 . - [] 1; math:negation -1 . - (1452 2500 0.03539816341786476 0.03539816340144829 -1) :pi true. -} - -_:bng_2099 { - (1451 2500 0.03539816337698965 0.03539816340144829 1) :pi true. -} - -_:bng_2100 { - [] 1450; math:notEqualTo 2500 . - (1450 1) math:sum 1451 . - (2 1450) math:product 2900 . - (2900 1) math:sum 2901 . - (2900 2) math:sum 2902 . - (2900 2901 2902) math:product 24414235800 . - (-1 24414235800) math:quotient -4.095970925291055e-11 . - (0.03539816341794936 -4.095970925291055e-11) math:sum 0.03539816337698965 . - [] -1; math:negation 1 . - (1451 2500 0.03539816337698965 0.03539816340144829 1) :pi true. -} - -_:bng_2101 { - (1450 2500 0.03539816341794936 0.03539816340144829 -1) :pi true. -} - -_:bng_2102 { - [] 1449; math:notEqualTo 2500 . - (1449 1) math:sum 1450 . - (2 1449) math:product 2898 . - (2898 1) math:sum 2899 . - (2898 2) math:sum 2900 . - (2898 2899 2900) math:product 24363775800 . - (1 24363775800) math:quotient 4.104454121598016e-11 . - (0.035398163376904816 4.104454121598016e-11) math:sum 0.03539816341794936 . - [] 1; math:negation -1 . - (1450 2500 0.03539816341794936 0.03539816340144829 -1) :pi true. -} - -_:bng_2103 { - (1449 2500 0.035398163376904816 0.03539816340144829 1) :pi true. -} - -_:bng_2104 { - [] 1448; math:notEqualTo 2500 . - (1448 1) math:sum 1449 . - (2 1448) math:product 2896 . - (2896 1) math:sum 2897 . - (2896 2) math:sum 2898 . - (2896 2897 2898) math:product 24313385376 . - (-1 24313385376) math:quotient -4.112960760236666e-11 . - (0.03539816341803442 -4.112960760236666e-11) math:sum 0.035398163376904816 . - [] -1; math:negation 1 . - (1449 2500 0.035398163376904816 0.03539816340144829 1) :pi true. -} - -_:bng_2105 { - (1448 2500 0.03539816341803442 0.03539816340144829 -1) :pi true. -} - -_:bng_2106 { - [] 1447; math:notEqualTo 2500 . - (1447 1) math:sum 1448 . - (2 1447) math:product 2894 . - (2894 1) math:sum 2895 . - (2894 2) math:sum 2896 . - (2894 2895 2896) math:product 24263064480 . - (1 24263064480) math:quotient 4.121490922238195e-11 . - (0.035398163376819516 4.121490922238195e-11) math:sum 0.03539816341803442 . - [] 1; math:negation -1 . - (1448 2500 0.03539816341803442 0.03539816340144829 -1) :pi true. -} - -_:bng_2107 { - (1447 2500 0.035398163376819516 0.03539816340144829 1) :pi true. -} - -_:bng_2108 { - [] 1446; math:notEqualTo 2500 . - (1446 1) math:sum 1447 . - (2 1446) math:product 2892 . - (2892 1) math:sum 2893 . - (2892 2) math:sum 2894 . - (2892 2893 2894) math:product 24212813064 . - (-1 24212813064) math:quotient -4.130044688970139e-11 . - (0.035398163418119966 -4.130044688970139e-11) math:sum 0.035398163376819516 . - [] -1; math:negation 1 . - (1447 2500 0.035398163376819516 0.03539816340144829 1) :pi true. -} - -_:bng_2109 { - (1446 2500 0.035398163418119966 0.03539816340144829 -1) :pi true. -} - -_:bng_2110 { - [] 1445; math:notEqualTo 2500 . - (1445 1) math:sum 1446 . - (2 1445) math:product 2890 . - (2890 1) math:sum 2891 . - (2890 2) math:sum 2892 . - (2890 2891 2892) math:product 24162631080 . - (1 24162631080) math:quotient 4.1386221421380074e-11 . - (0.035398163376733745 4.1386221421380074e-11) math:sum 0.035398163418119966 . - [] 1; math:negation -1 . - (1446 2500 0.035398163418119966 0.03539816340144829 -1) :pi true. -} - -_:bng_2111 { - (1445 2500 0.035398163376733745 0.03539816340144829 1) :pi true. -} - -_:bng_2112 { - [] 1444; math:notEqualTo 2500 . - (1444 1) math:sum 1445 . - (2 1444) math:product 2888 . - (2888 1) math:sum 2889 . - (2888 2) math:sum 2890 . - (2888 2889 2890) math:product 24112518480 . - (-1 24112518480) math:quotient -4.1472233637869256e-11 . - (0.03539816341820598 -4.1472233637869256e-11) math:sum 0.035398163376733745 . - [] -1; math:negation 1 . - (1445 2500 0.035398163376733745 0.03539816340144829 1) :pi true. -} - -_:bng_2113 { - (1444 2500 0.03539816341820598 0.03539816340144829 -1) :pi true. -} - -_:bng_2114 { - [] 1443; math:notEqualTo 2500 . - (1443 1) math:sum 1444 . - (2 1443) math:product 2886 . - (2886 1) math:sum 2887 . - (2886 2) math:sum 2888 . - (2886 2887 2888) math:product 24062475216 . - (1 24062475216) math:quotient 4.155848436303279e-11 . - (0.035398163376647494 4.155848436303279e-11) math:sum 0.03539816341820598 . - [] 1; math:negation -1 . - (1444 2500 0.03539816341820598 0.03539816340144829 -1) :pi true. -} - -_:bng_2115 { - (1443 2500 0.035398163376647494 0.03539816340144829 1) :pi true. -} - -_:bng_2116 { - [] 1442; math:notEqualTo 2500 . - (1442 1) math:sum 1443 . - (2 1442) math:product 2884 . - (2884 1) math:sum 2885 . - (2884 2) math:sum 2886 . - (2884 2885 2886) math:product 24012501240 . - (-1 24012501240) math:quotient -4.1644974424163736e-11 . - (0.035398163418292466 -4.1644974424163736e-11) math:sum 0.035398163376647494 . - [] -1; math:negation 1 . - (1443 2500 0.035398163376647494 0.03539816340144829 1) :pi true. -} - -_:bng_2117 { - (1442 2500 0.035398163418292466 0.03539816340144829 -1) :pi true. -} - -_:bng_2118 { - [] 1441; math:notEqualTo 2500 . - (1441 1) math:sum 1442 . - (2 1441) math:product 2882 . - (2882 1) math:sum 2883 . - (2882 2) math:sum 2884 . - (2882 2883 2884) math:product 23962596504 . - (1 23962596504) math:quotient 4.1731704652001016e-11 . - (0.035398163376560765 4.1731704652001016e-11) math:sum 0.035398163418292466 . - [] 1; math:negation -1 . - (1442 2500 0.035398163418292466 0.03539816340144829 -1) :pi true. -} - -_:bng_2119 { - (1441 2500 0.035398163376560765 0.03539816340144829 1) :pi true. -} - -_:bng_2120 { - [] 1440; math:notEqualTo 2500 . - (1440 1) math:sum 1441 . - (2 1440) math:product 2880 . - (2880 1) math:sum 2881 . - (2880 2) math:sum 2882 . - (2880 2881 2882) math:product 23912760960 . - (-1 23912760960) math:quotient -4.181867588074614e-11 . - (0.03539816341837944 -4.181867588074614e-11) math:sum 0.035398163376560765 . - [] -1; math:negation 1 . - (1441 2500 0.035398163376560765 0.03539816340144829 1) :pi true. -} - -_:bng_2121 { - (1440 2500 0.03539816341837944 0.03539816340144829 -1) :pi true. -} - -_:bng_2122 { - [] 1439; math:notEqualTo 2500 . - (1439 1) math:sum 1440 . - (2 1439) math:product 2878 . - (2878 1) math:sum 2879 . - (2878 2) math:sum 2880 . - (2878 2879 2880) math:product 23862994560 . - (1 23862994560) math:quotient 4.190588894808012e-11 . - (0.03539816337647355 4.190588894808012e-11) math:sum 0.03539816341837944 . - [] 1; math:negation -1 . - (1440 2500 0.03539816341837944 0.03539816340144829 -1) :pi true. -} - -_:bng_2123 { - (1439 2500 0.03539816337647355 0.03539816340144829 1) :pi true. -} - -_:bng_2124 { - [] 1438; math:notEqualTo 2500 . - (1438 1) math:sum 1439 . - (2 1438) math:product 2876 . - (2876 1) math:sum 2877 . - (2876 2) math:sum 2878 . - (2876 2877 2878) math:product 23813297256 . - (-1 23813297256) math:quotient -4.199334469518033e-11 . - (0.035398163418466896 -4.199334469518033e-11) math:sum 0.03539816337647355 . - [] -1; math:negation 1 . - (1439 2500 0.03539816337647355 0.03539816340144829 1) :pi true. -} - -_:bng_2125 { - (1438 2500 0.035398163418466896 0.03539816340144829 -1) :pi true. -} - -_:bng_2126 { - [] 1437; math:notEqualTo 2500 . - (1437 1) math:sum 1438 . - (2 1437) math:product 2874 . - (2874 1) math:sum 2875 . - (2874 2) math:sum 2876 . - (2874 2875 2876) math:product 23763669000 . - (1 23763669000) math:quotient 4.2081043966737627e-11 . - (0.03539816337638585 4.2081043966737627e-11) math:sum 0.035398163418466896 . - [] 1; math:negation -1 . - (1438 2500 0.035398163418466896 0.03539816340144829 -1) :pi true. -} - -_:bng_2127 { - (1437 2500 0.03539816337638585 0.03539816340144829 1) :pi true. -} - -_:bng_2128 { - [] 1436; math:notEqualTo 2500 . - (1436 1) math:sum 1437 . - (2 1436) math:product 2872 . - (2872 1) math:sum 2873 . - (2872 2) math:sum 2874 . - (2872 2873 2874) math:product 23714109744 . - (-1 23714109744) math:quotient -4.2168987610973415e-11 . - (0.03539816341855484 -4.2168987610973415e-11) math:sum 0.03539816337638585 . - [] -1; math:negation 1 . - (1437 2500 0.03539816337638585 0.03539816340144829 1) :pi true. -} - -_:bng_2129 { - (1436 2500 0.03539816341855484 0.03539816340144829 -1) :pi true. -} - -_:bng_2130 { - [] 1435; math:notEqualTo 2500 . - (1435 1) math:sum 1436 . - (2 1435) math:product 2870 . - (2870 1) math:sum 2871 . - (2870 2) math:sum 2872 . - (2870 2871 2872) math:product 23664619440 . - (1 23664619440) math:quotient 4.225717647965692e-11 . - (0.03539816337629766 4.225717647965692e-11) math:sum 0.03539816341855484 . - [] 1; math:negation -1 . - (1436 2500 0.03539816341855484 0.03539816340144829 -1) :pi true. -} - -_:bng_2131 { - (1435 2500 0.03539816337629766 0.03539816340144829 1) :pi true. -} - -_:bng_2132 { - [] 1434; math:notEqualTo 2500 . - (1434 1) math:sum 1435 . - (2 1434) math:product 2868 . - (2868 1) math:sum 2869 . - (2868 2) math:sum 2870 . - (2868 2869 2870) math:product 23615198040 . - (-1 23615198040) math:quotient -4.23456114281225e-11 . - (0.035398163418643276 -4.23456114281225e-11) math:sum 0.03539816337629766 . - [] -1; math:negation 1 . - (1435 2500 0.03539816337629766 0.03539816340144829 1) :pi true. -} - -_:bng_2133 { - (1434 2500 0.035398163418643276 0.03539816340144829 -1) :pi true. -} - -_:bng_2134 { - [] 1433; math:notEqualTo 2500 . - (1433 1) math:sum 1434 . - (2 1433) math:product 2866 . - (2866 1) math:sum 2867 . - (2866 2) math:sum 2868 . - (2866 2867 2868) math:product 23565845496 . - (1 23565845496) math:quotient 4.243429331528704e-11 . - (0.035398163376208984 4.243429331528704e-11) math:sum 0.035398163418643276 . - [] 1; math:negation -1 . - (1434 2500 0.035398163418643276 0.03539816340144829 -1) :pi true. -} - -_:bng_2135 { - (1433 2500 0.035398163376208984 0.03539816340144829 1) :pi true. -} - -_:bng_2136 { - [] 1432; math:notEqualTo 2500 . - (1432 1) math:sum 1433 . - (2 1432) math:product 2864 . - (2864 1) math:sum 2865 . - (2864 2) math:sum 2866 . - (2864 2865 2866) math:product 23516561760 . - (-1 23516561760) math:quotient -4.2523223003667523e-11 . - (0.035398163418732205 -4.2523223003667523e-11) math:sum 0.035398163376208984 . - [] -1; math:negation 1 . - (1433 2500 0.035398163376208984 0.03539816340144829 1) :pi true. -} - -_:bng_2137 { - (1432 2500 0.035398163418732205 0.03539816340144829 -1) :pi true. -} - -_:bng_2138 { - [] 1431; math:notEqualTo 2500 . - (1431 1) math:sum 1432 . - (2 1431) math:product 2862 . - (2862 1) math:sum 2863 . - (2862 2) math:sum 2864 . - (2862 2863 2864) math:product 23467346784 . - (1 23467346784) math:quotient 4.26124013593986e-11 . - (0.035398163376119805 4.26124013593986e-11) math:sum 0.035398163418732205 . - [] 1; math:negation -1 . - (1432 2500 0.035398163418732205 0.03539816340144829 -1) :pi true. -} - -_:bng_2139 { - (1431 2500 0.035398163376119805 0.03539816340144829 1) :pi true. -} - -_:bng_2140 { - [] 1430; math:notEqualTo 2500 . - (1430 1) math:sum 1431 . - (2 1430) math:product 2860 . - (2860 1) math:sum 2861 . - (2860 2) math:sum 2862 . - (2860 2861 2862) math:product 23418200520 . - (-1 23418200520) math:quotient -4.270182925225033e-11 . - (0.035398163418821633 -4.270182925225033e-11) math:sum 0.035398163376119805 . - [] -1; math:negation 1 . - (1431 2500 0.035398163376119805 0.03539816340144829 1) :pi true. -} - -_:bng_2141 { - (1430 2500 0.035398163418821633 0.03539816340144829 -1) :pi true. -} - -_:bng_2142 { - [] 1429; math:notEqualTo 2500 . - (1429 1) math:sum 1430 . - (2 1429) math:product 2858 . - (2858 1) math:sum 2859 . - (2858 2) math:sum 2860 . - (2858 2859 2860) math:product 23369122920 . - (1 23369122920) math:quotient 4.2791507555645993e-11 . - (0.03539816337603013 4.2791507555645993e-11) math:sum 0.035398163418821633 . - [] 1; math:negation -1 . - (1430 2500 0.035398163418821633 0.03539816340144829 -1) :pi true. -} - -_:bng_2143 { - (1429 2500 0.03539816337603013 0.03539816340144829 1) :pi true. -} - -_:bng_2144 { - [] 1428; math:notEqualTo 2500 . - (1428 1) math:sum 1429 . - (2 1428) math:product 2856 . - (2856 1) math:sum 2857 . - (2856 2) math:sum 2858 . - (2856 2857 2858) math:product 23320113936 . - (-1 23320113936) math:quotient -4.2881437146679984e-11 . - (0.03539816341891156 -4.2881437146679984e-11) math:sum 0.03539816337603013 . - [] -1; math:negation 1 . - (1429 2500 0.03539816337603013 0.03539816340144829 1) :pi true. -} - -_:bng_2145 { - (1428 2500 0.03539816341891156 0.03539816340144829 -1) :pi true. -} - -_:bng_2146 { - [] 1427; math:notEqualTo 2500 . - (1427 1) math:sum 1428 . - (2 1427) math:product 2854 . - (2854 1) math:sum 2855 . - (2854 2) math:sum 2856 . - (2854 2855 2856) math:product 23271173520 . - (1 23271173520) math:quotient 4.2971618906135853e-11 . - (0.03539816337593994 4.2971618906135853e-11) math:sum 0.03539816341891156 . - [] 1; math:negation -1 . - (1428 2500 0.03539816341891156 0.03539816340144829 -1) :pi true. -} - -_:bng_2147 { - (1427 2500 0.03539816337593994 0.03539816340144829 1) :pi true. -} - -_:bng_2148 { - [] 1426; math:notEqualTo 2500 . - (1426 1) math:sum 1427 . - (2 1426) math:product 2852 . - (2852 1) math:sum 2853 . - (2852 2) math:sum 2854 . - (2852 2853 2854) math:product 23222301624 . - (-1 23222301624) math:quotient -4.30620537185044e-11 . - (0.035398163419001996 -4.30620537185044e-11) math:sum 0.03539816337593994 . - [] -1; math:negation 1 . - (1427 2500 0.03539816337593994 0.03539816340144829 1) :pi true. -} - -_:bng_2149 { - (1426 2500 0.035398163419001996 0.03539816340144829 -1) :pi true. -} - -_:bng_2150 { - [] 1425; math:notEqualTo 2500 . - (1425 1) math:sum 1426 . - (2 1425) math:product 2850 . - (2850 1) math:sum 2851 . - (2850 2) math:sum 2852 . - (2850 2851 2852) math:product 23173498200 . - (1 23173498200) math:quotient 4.315274247200192e-11 . - (0.03539816337584925 4.315274247200192e-11) math:sum 0.035398163419001996 . - [] 1; math:negation -1 . - (1426 2500 0.035398163419001996 0.03539816340144829 -1) :pi true. -} - -_:bng_2151 { - (1425 2500 0.03539816337584925 0.03539816340144829 1) :pi true. -} - -_:bng_2152 { - [] 1424; math:notEqualTo 2500 . - (1424 1) math:sum 1425 . - (2 1424) math:product 2848 . - (2848 1) math:sum 2849 . - (2848 2) math:sum 2850 . - (2848 2849 2850) math:product 23124763200 . - (-1 23124763200) math:quotient -4.3243686058588485e-11 . - (0.03539816341909294 -4.3243686058588485e-11) math:sum 0.03539816337584925 . - [] -1; math:negation 1 . - (1425 2500 0.03539816337584925 0.03539816340144829 1) :pi true. -} - -_:bng_2153 { - (1424 2500 0.03539816341909294 0.03539816340144829 -1) :pi true. -} - -_:bng_2154 { - [] 1423; math:notEqualTo 2500 . - (1423 1) math:sum 1424 . - (2 1423) math:product 2846 . - (2846 1) math:sum 2847 . - (2846 2) math:sum 2848 . - (2846 2847 2848) math:product 23076096576 . - (1 23076096576) math:quotient 4.33348853739864e-11 . - (0.03539816337575805 4.33348853739864e-11) math:sum 0.03539816341909294 . - [] 1; math:negation -1 . - (1424 2500 0.03539816341909294 0.03539816340144829 -1) :pi true. -} - -_:bng_2155 { - (1423 2500 0.03539816337575805 0.03539816340144829 1) :pi true. -} - -_:bng_2156 { - [] 1422; math:notEqualTo 2500 . - (1422 1) math:sum 1423 . - (2 1422) math:product 2844 . - (2844 1) math:sum 2845 . - (2844 2) math:sum 2846 . - (2844 2845 2846) math:product 23027498280 . - (-1 23027498280) math:quotient -4.342634131769871e-11 . - (0.03539816341918439 -4.342634131769871e-11) math:sum 0.03539816337575805 . - [] -1; math:negation 1 . - (1423 2500 0.03539816337575805 0.03539816340144829 1) :pi true. -} - -_:bng_2157 { - (1422 2500 0.03539816341918439 0.03539816340144829 -1) :pi true. -} - -_:bng_2158 { - [] 1421; math:notEqualTo 2500 . - (1421 1) math:sum 1422 . - (2 1421) math:product 2842 . - (2842 1) math:sum 2843 . - (2842 2) math:sum 2844 . - (2842 2843 2844) math:product 22978968264 . - (1 22978968264) math:quotient 4.351805479302785e-11 . - (0.035398163375666335 4.351805479302785e-11) math:sum 0.03539816341918439 . - [] 1; math:negation -1 . - (1422 2500 0.03539816341918439 0.03539816340144829 -1) :pi true. -} - -_:bng_2159 { - (1421 2500 0.035398163375666335 0.03539816340144829 1) :pi true. -} - -_:bng_2160 { - [] 1420; math:notEqualTo 2500 . - (1420 1) math:sum 1421 . - (2 1420) math:product 2840 . - (2840 1) math:sum 2841 . - (2840 2) math:sum 2842 . - (2840 2841 2842) math:product 22930506480 . - (-1 22930506480) math:quotient -4.3610026707094345e-11 . - (0.03539816341927636 -4.3610026707094345e-11) math:sum 0.035398163375666335 . - [] -1; math:negation 1 . - (1421 2500 0.035398163375666335 0.03539816340144829 1) :pi true. -} - -_:bng_2161 { - (1420 2500 0.03539816341927636 0.03539816340144829 -1) :pi true. -} - -_:bng_2162 { - [] 1419; math:notEqualTo 2500 . - (1419 1) math:sum 1420 . - (2 1419) math:product 2838 . - (2838 1) math:sum 2839 . - (2838 2) math:sum 2840 . - (2838 2839 2840) math:product 22882112880 . - (1 22882112880) math:quotient 4.3702257970855706e-11 . - (0.0353981633755741 4.3702257970855706e-11) math:sum 0.03539816341927636 . - [] 1; math:negation -1 . - (1420 2500 0.03539816341927636 0.03539816340144829 -1) :pi true. -} - -_:bng_2163 { - (1419 2500 0.0353981633755741 0.03539816340144829 1) :pi true. -} - -_:bng_2164 { - [] 1418; math:notEqualTo 2500 . - (1418 1) math:sum 1419 . - (2 1418) math:product 2836 . - (2836 1) math:sum 2837 . - (2836 2) math:sum 2838 . - (2836 2837 2838) math:product 22833787416 . - (-1 22833787416) math:quotient -4.379474949912532e-11 . - (0.035398163419368855 -4.379474949912532e-11) math:sum 0.0353981633755741 . - [] -1; math:negation 1 . - (1419 2500 0.0353981633755741 0.03539816340144829 1) :pi true. -} - -_:bng_2165 { - (1418 2500 0.035398163419368855 0.03539816340144829 -1) :pi true. -} - -_:bng_2166 { - [] 1417; math:notEqualTo 2500 . - (1417 1) math:sum 1418 . - (2 1417) math:product 2834 . - (2834 1) math:sum 2835 . - (2834 2) math:sum 2836 . - (2834 2835 2836) math:product 22785530040 . - (1 22785530040) math:quotient 4.388750221059154e-11 . - (0.03539816337548135 4.388750221059154e-11) math:sum 0.035398163419368855 . - [] 1; math:negation -1 . - (1418 2500 0.035398163419368855 0.03539816340144829 -1) :pi true. -} - -_:bng_2167 { - (1417 2500 0.03539816337548135 0.03539816340144829 1) :pi true. -} - -_:bng_2168 { - [] 1416; math:notEqualTo 2500 . - (1416 1) math:sum 1417 . - (2 1416) math:product 2832 . - (2832 1) math:sum 2833 . - (2832 2) math:sum 2834 . - (2832 2833 2834) math:product 22737340704 . - (-1 22737340704) math:quotient -4.398051702783685e-11 . - (0.035398163419461864 -4.398051702783685e-11) math:sum 0.03539816337548135 . - [] -1; math:negation 1 . - (1417 2500 0.03539816337548135 0.03539816340144829 1) :pi true. -} - -_:bng_2169 { - (1416 2500 0.035398163419461864 0.03539816340144829 -1) :pi true. -} - -_:bng_2170 { - [] 1415; math:notEqualTo 2500 . - (1415 1) math:sum 1416 . - (2 1415) math:product 2830 . - (2830 1) math:sum 2831 . - (2830 2) math:sum 2832 . - (2830 2831 2832) math:product 22689219360 . - (1 22689219360) math:quotient 4.407379487735712e-11 . - (0.03539816337538807 4.407379487735712e-11) math:sum 0.035398163419461864 . - [] 1; math:negation -1 . - (1416 2500 0.035398163419461864 0.03539816340144829 -1) :pi true. -} - -_:bng_2171 { - (1415 2500 0.03539816337538807 0.03539816340144829 1) :pi true. -} - -_:bng_2172 { - [] 1414; math:notEqualTo 2500 . - (1414 1) math:sum 1415 . - (2 1414) math:product 2828 . - (2828 1) math:sum 2829 . - (2828 2) math:sum 2830 . - (2828 2829 2830) math:product 22641165960 . - (-1 22641165960) math:quotient -4.416733668958098e-11 . - (0.03539816341955541 -4.416733668958098e-11) math:sum 0.03539816337538807 . - [] -1; math:negation 1 . - (1415 2500 0.03539816337538807 0.03539816340144829 1) :pi true. -} - -_:bng_2173 { - (1414 2500 0.03539816341955541 0.03539816340144829 -1) :pi true. -} - -_:bng_2174 { - [] 1413; math:notEqualTo 2500 . - (1413 1) math:sum 1414 . - (2 1413) math:product 2826 . - (2826 1) math:sum 2827 . - (2826 2) math:sum 2828 . - (2826 2827 2828) math:product 22593180456 . - (1 22593180456) math:quotient 4.426114339888934e-11 . - (0.035398163375294264 4.426114339888934e-11) math:sum 0.03539816341955541 . - [] 1; math:negation -1 . - (1414 2500 0.03539816341955541 0.03539816340144829 -1) :pi true. -} - -_:bng_2175 { - (1413 2500 0.035398163375294264 0.03539816340144829 1) :pi true. -} - -_:bng_2176 { - [] 1412; math:notEqualTo 2500 . - (1412 1) math:sum 1413 . - (2 1412) math:product 2824 . - (2824 1) math:sum 2825 . - (2824 2) math:sum 2826 . - (2824 2825 2826) math:product 22545262800 . - (-1 22545262800) math:quotient -4.435521594363495e-11 . - (0.03539816341964948 -4.435521594363495e-11) math:sum 0.035398163375294264 . - [] -1; math:negation 1 . - (1413 2500 0.035398163375294264 0.03539816340144829 1) :pi true. -} - -_:bng_2177 { - (1412 2500 0.03539816341964948 0.03539816340144829 -1) :pi true. -} - -_:bng_2178 { - [] 1411; math:notEqualTo 2500 . - (1411 1) math:sum 1412 . - (2 1411) math:product 2822 . - (2822 1) math:sum 2823 . - (2822 2) math:sum 2824 . - (2822 2823 2824) math:product 22497412944 . - (1 22497412944) math:quotient 4.4449555266162165e-11 . - (0.03539816337519992 4.4449555266162165e-11) math:sum 0.03539816341964948 . - [] 1; math:negation -1 . - (1412 2500 0.03539816341964948 0.03539816340144829 -1) :pi true. -} - -_:bng_2179 { - (1411 2500 0.03539816337519992 0.03539816340144829 1) :pi true. -} - -_:bng_2180 { - [] 1410; math:notEqualTo 2500 . - (1410 1) math:sum 1411 . - (2 1410) math:product 2820 . - (2820 1) math:sum 2821 . - (2820 2) math:sum 2822 . - (2820 2821 2822) math:product 22449630840 . - (-1 22449630840) math:quotient -4.45441623128267e-11 . - (0.03539816341974408 -4.45441623128267e-11) math:sum 0.03539816337519992 . - [] -1; math:negation 1 . - (1411 2500 0.03539816337519992 0.03539816340144829 1) :pi true. -} - -_:bng_2181 { - (1410 2500 0.03539816341974408 0.03539816340144829 -1) :pi true. -} - -_:bng_2182 { - [] 1409; math:notEqualTo 2500 . - (1409 1) math:sum 1410 . - (2 1409) math:product 2818 . - (2818 1) math:sum 2819 . - (2818 2) math:sum 2820 . - (2818 2819 2820) math:product 22401916440 . - (1 22401916440) math:quotient 4.463903803401563e-11 . - (0.03539816337510505 4.463903803401563e-11) math:sum 0.03539816341974408 . - [] 1; math:negation -1 . - (1410 2500 0.03539816341974408 0.03539816340144829 -1) :pi true. -} - -_:bng_2183 { - (1409 2500 0.03539816337510505 0.03539816340144829 1) :pi true. -} - -_:bng_2184 { - [] 1408; math:notEqualTo 2500 . - (1408 1) math:sum 1409 . - (2 1408) math:product 2816 . - (2816 1) math:sum 2817 . - (2816 2) math:sum 2818 . - (2816 2817 2818) math:product 22354269696 . - (-1 22354269696) math:quotient -4.4734183384167396e-11 . - (0.03539816341983923 -4.4734183384167396e-11) math:sum 0.03539816337510505 . - [] -1; math:negation 1 . - (1409 2500 0.03539816337510505 0.03539816340144829 1) :pi true. -} - -_:bng_2185 { - (1408 2500 0.03539816341983923 0.03539816340144829 -1) :pi true. -} - -_:bng_2186 { - [] 1407; math:notEqualTo 2500 . - (1407 1) math:sum 1408 . - (2 1407) math:product 2814 . - (2814 1) math:sum 2815 . - (2814 2) math:sum 2816 . - (2814 2815 2816) math:product 22306690560 . - (1 22306690560) math:quotient 4.4829599321792e-11 . - (0.03539816337500963 4.4829599321792e-11) math:sum 0.03539816341983923 . - [] 1; math:negation -1 . - (1408 2500 0.03539816341983923 0.03539816340144829 -1) :pi true. -} - -_:bng_2187 { - (1407 2500 0.03539816337500963 0.03539816340144829 1) :pi true. -} - -_:bng_2188 { - [] 1406; math:notEqualTo 2500 . - (1406 1) math:sum 1407 . - (2 1406) math:product 2812 . - (2812 1) math:sum 2813 . - (2812 2) math:sum 2814 . - (2812 2813 2814) math:product 22259178984 . - (-1 22259178984) math:quotient -4.4925286809491245e-11 . - (0.03539816341993492 -4.4925286809491245e-11) math:sum 0.03539816337500963 . - [] -1; math:negation 1 . - (1407 2500 0.03539816337500963 0.03539816340144829 1) :pi true. -} - -_:bng_2189 { - (1406 2500 0.03539816341993492 0.03539816340144829 -1) :pi true. -} - -_:bng_2190 { - [] 1405; math:notEqualTo 2500 . - (1405 1) math:sum 1406 . - (2 1405) math:product 2810 . - (2810 1) math:sum 2811 . - (2810 2) math:sum 2812 . - (2810 2811 2812) math:product 22211734920 . - (1 22211734920) math:quotient 4.502124681397918e-11 . - (0.03539816337491367 4.502124681397918e-11) math:sum 0.03539816341993492 . - [] 1; math:negation -1 . - (1406 2500 0.03539816341993492 0.03539816340144829 -1) :pi true. -} - -_:bng_2191 { - (1405 2500 0.03539816337491367 0.03539816340144829 1) :pi true. -} - -_:bng_2192 { - [] 1404; math:notEqualTo 2500 . - (1404 1) math:sum 1405 . - (2 1404) math:product 2808 . - (2808 1) math:sum 2809 . - (2808 2) math:sum 2810 . - (2808 2809 2810) math:product 22164358320 . - (-1 22164358320) math:quotient -4.511748030610254e-11 . - (0.03539816342003115 -4.511748030610254e-11) math:sum 0.03539816337491367 . - [] -1; math:negation 1 . - (1405 2500 0.03539816337491367 0.03539816340144829 1) :pi true. -} - -_:bng_2193 { - (1404 2500 0.03539816342003115 0.03539816340144829 -1) :pi true. -} - -_:bng_2194 { - [] 1403; math:notEqualTo 2500 . - (1403 1) math:sum 1404 . - (2 1403) math:product 2806 . - (2806 1) math:sum 2807 . - (2806 2) math:sum 2808 . - (2806 2807 2808) math:product 22117049136 . - (1 22117049136) math:quotient 4.5213988260861455e-11 . - (0.03539816337481717 4.5213988260861455e-11) math:sum 0.03539816342003115 . - [] 1; math:negation -1 . - (1404 2500 0.03539816342003115 0.03539816340144829 -1) :pi true. -} - -_:bng_2195 { - (1403 2500 0.03539816337481717 0.03539816340144829 1) :pi true. -} - -_:bng_2196 { - [] 1402; math:notEqualTo 2500 . - (1402 1) math:sum 1403 . - (2 1402) math:product 2804 . - (2804 1) math:sum 2805 . - (2804 2) math:sum 2806 . - (2804 2805 2806) math:product 22069807320 . - (-1 22069807320) math:quotient -4.531077165743013e-11 . - (0.035398163420127936 -4.531077165743013e-11) math:sum 0.03539816337481717 . - [] -1; math:negation 1 . - (1403 2500 0.03539816337481717 0.03539816340144829 1) :pi true. -} - -_:bng_2197 { - (1402 2500 0.035398163420127936 0.03539816340144829 -1) :pi true. -} - -_:bng_2198 { - [] 1401; math:notEqualTo 2500 . - (1401 1) math:sum 1402 . - (2 1401) math:product 2802 . - (2802 1) math:sum 2803 . - (2802 2) math:sum 2804 . - (2802 2803 2804) math:product 22022632824 . - (1 22022632824) math:quotient 4.540783147917773e-11 . - (0.035398163374720105 4.540783147917773e-11) math:sum 0.035398163420127936 . - [] 1; math:negation -1 . - (1402 2500 0.035398163420127936 0.03539816340144829 -1) :pi true. -} - -_:bng_2199 { - (1401 2500 0.035398163374720105 0.03539816340144829 1) :pi true. -} - -_:bng_2200 { - [] 1400; math:notEqualTo 2500 . - (1400 1) math:sum 1401 . - (2 1400) math:product 2800 . - (2800 1) math:sum 2801 . - (2800 2) math:sum 2802 . - (2800 2801 2802) math:product 21975525600 . - (-1 21975525600) math:quotient -4.550516871368938e-11 . - (0.035398163420225275 -4.550516871368938e-11) math:sum 0.035398163374720105 . - [] -1; math:negation 1 . - (1401 2500 0.035398163374720105 0.03539816340144829 1) :pi true. -} - -_:bng_2201 { - (1400 2500 0.035398163420225275 0.03539816340144829 -1) :pi true. -} - -_:bng_2202 { - [] 1399; math:notEqualTo 2500 . - (1399 1) math:sum 1400 . - (2 1399) math:product 2798 . - (2798 1) math:sum 2799 . - (2798 2) math:sum 2800 . - (2798 2799 2800) math:product 21928485600 . - (1 21928485600) math:quotient 4.5602784352787226e-11 . - (0.03539816337462249 4.5602784352787226e-11) math:sum 0.035398163420225275 . - [] 1; math:negation -1 . - (1400 2500 0.035398163420225275 0.03539816340144829 -1) :pi true. -} - -_:bng_2203 { - (1399 2500 0.03539816337462249 0.03539816340144829 1) :pi true. -} - -_:bng_2204 { - [] 1398; math:notEqualTo 2500 . - (1398 1) math:sum 1399 . - (2 1398) math:product 2796 . - (2796 1) math:sum 2797 . - (2796 2) math:sum 2798 . - (2796 2797 2798) math:product 21881512776 . - (-1 21881512776) math:quotient -4.57006793925517e-11 . - (0.03539816342032317 -4.57006793925517e-11) math:sum 0.03539816337462249 . - [] -1; math:negation 1 . - (1399 2500 0.03539816337462249 0.03539816340144829 1) :pi true. -} - -_:bng_2205 { - (1398 2500 0.03539816342032317 0.03539816340144829 -1) :pi true. -} - -_:bng_2206 { - [] 1397; math:notEqualTo 2500 . - (1397 1) math:sum 1398 . - (2 1397) math:product 2794 . - (2794 1) math:sum 2795 . - (2794 2) math:sum 2796 . - (2794 2795 2796) math:product 21834607080 . - (1 21834607080) math:quotient 4.5798854833342847e-11 . - (0.03539816337452431 4.5798854833342847e-11) math:sum 0.03539816342032317 . - [] 1; math:negation -1 . - (1398 2500 0.03539816342032317 0.03539816340144829 -1) :pi true. -} - -_:bng_2207 { - (1397 2500 0.03539816337452431 0.03539816340144829 1) :pi true. -} - -_:bng_2208 { - [] 1396; math:notEqualTo 2500 . - (1396 1) math:sum 1397 . - (2 1396) math:product 2792 . - (2792 1) math:sum 2793 . - (2792 2) math:sum 2794 . - (2792 2793 2794) math:product 21787768464 . - (-1 21787768464) math:quotient -4.589731167982179e-11 . - (0.035398163420421624 -4.589731167982179e-11) math:sum 0.03539816337452431 . - [] -1; math:negation 1 . - (1397 2500 0.03539816337452431 0.03539816340144829 1) :pi true. -} - -_:bng_2209 { - (1396 2500 0.035398163420421624 0.03539816340144829 -1) :pi true. -} - -_:bng_2210 { - [] 1395; math:notEqualTo 2500 . - (1395 1) math:sum 1396 . - (2 1395) math:product 2790 . - (2790 1) math:sum 2791 . - (2790 2) math:sum 2792 . - (2790 2791 2792) math:product 21740996880 . - (1 21740996880) math:quotient 4.5996050940972305e-11 . - (0.03539816337442557 4.5996050940972305e-11) math:sum 0.035398163420421624 . - [] 1; math:negation -1 . - (1396 2500 0.035398163420421624 0.03539816340144829 -1) :pi true. -} - -_:bng_2211 { - (1395 2500 0.03539816337442557 0.03539816340144829 1) :pi true. -} - -_:bng_2212 { - [] 1394; math:notEqualTo 2500 . - (1394 1) math:sum 1395 . - (2 1394) math:product 2788 . - (2788 1) math:sum 2789 . - (2788 2) math:sum 2790 . - (2788 2789 2790) math:product 21694292280 . - (-1 21694292280) math:quotient -4.6095073630122584e-11 . - (0.03539816342052064 -4.6095073630122584e-11) math:sum 0.03539816337442557 . - [] -1; math:negation 1 . - (1395 2500 0.03539816337442557 0.03539816340144829 1) :pi true. -} - -_:bng_2213 { - (1394 2500 0.03539816342052064 0.03539816340144829 -1) :pi true. -} - -_:bng_2214 { - [] 1393; math:notEqualTo 2500 . - (1393 1) math:sum 1394 . - (2 1393) math:product 2786 . - (2786 1) math:sum 2787 . - (2786 2) math:sum 2788 . - (2786 2787 2788) math:product 21647654616 . - (1 21647654616) math:quotient 4.6194380764967027e-11 . - (0.03539816337432626 4.6194380764967027e-11) math:sum 0.03539816342052064 . - [] 1; math:negation -1 . - (1394 2500 0.03539816342052064 0.03539816340144829 -1) :pi true. -} - -_:bng_2215 { - (1393 2500 0.03539816337432626 0.03539816340144829 1) :pi true. -} - -_:bng_2216 { - [] 1392; math:notEqualTo 2500 . - (1392 1) math:sum 1393 . - (2 1392) math:product 2784 . - (2784 1) math:sum 2785 . - (2784 2) math:sum 2786 . - (2784 2785 2786) math:product 21601083840 . - (-1 21601083840) math:quotient -4.629397336758821e-11 . - (0.035398163420620236 -4.629397336758821e-11) math:sum 0.03539816337432626 . - [] -1; math:negation 1 . - (1393 2500 0.03539816337432626 0.03539816340144829 1) :pi true. -} - -_:bng_2217 { - (1392 2500 0.035398163420620236 0.03539816340144829 -1) :pi true. -} - -_:bng_2218 { - [] 1391; math:notEqualTo 2500 . - (1391 1) math:sum 1392 . - (2 1391) math:product 2782 . - (2782 1) math:sum 2783 . - (2782 2) math:sum 2784 . - (2782 2783 2784) math:product 21554579904 . - (1 21554579904) math:quotient 4.6393852464479e-11 . - (0.03539816337422638 4.6393852464479e-11) math:sum 0.035398163420620236 . - [] 1; math:negation -1 . - (1392 2500 0.035398163420620236 0.03539816340144829 -1) :pi true. -} - -_:bng_2219 { - (1391 2500 0.03539816337422638 0.03539816340144829 1) :pi true. -} - -_:bng_2220 { - [] 1390; math:notEqualTo 2500 . - (1390 1) math:sum 1391 . - (2 1390) math:product 2780 . - (2780 1) math:sum 2781 . - (2780 2) math:sum 2782 . - (2780 2781 2782) math:product 21508142760 . - (-1 21508142760) math:quotient -4.6494019086564773e-11 . - (0.0353981634207204 -4.6494019086564773e-11) math:sum 0.03539816337422638 . - [] -1; math:negation 1 . - (1391 2500 0.03539816337422638 0.03539816340144829 1) :pi true. -} - -_:bng_2221 { - (1390 2500 0.0353981634207204 0.03539816340144829 -1) :pi true. -} - -_:bng_2222 { - [] 1389; math:notEqualTo 2500 . - (1389 1) math:sum 1390 . - (2 1389) math:product 2778 . - (2778 1) math:sum 2779 . - (2778 2) math:sum 2780 . - (2778 2779 2780) math:product 21461772360 . - (1 21461772360) math:quotient 4.659447426922573e-11 . - (0.03539816337412593 4.659447426922573e-11) math:sum 0.0353981634207204 . - [] 1; math:negation -1 . - (1390 2500 0.0353981634207204 0.03539816340144829 -1) :pi true. -} - -_:bng_2223 { - (1389 2500 0.03539816337412593 0.03539816340144829 1) :pi true. -} - -_:bng_2224 { - [] 1388; math:notEqualTo 2500 . - (1388 1) math:sum 1389 . - (2 1388) math:product 2776 . - (2776 1) math:sum 2777 . - (2776 2) math:sum 2778 . - (2776 2777 2778) math:product 21415468656 . - (-1 21415468656) math:quotient -4.669521905231939e-11 . - (0.035398163420821145 -4.669521905231939e-11) math:sum 0.03539816337412593 . - [] -1; math:negation 1 . - (1389 2500 0.03539816337412593 0.03539816340144829 1) :pi true. -} - -_:bng_2225 { - (1388 2500 0.035398163420821145 0.03539816340144829 -1) :pi true. -} - -_:bng_2226 { - [] 1387; math:notEqualTo 2500 . - (1387 1) math:sum 1388 . - (2 1387) math:product 2774 . - (2774 1) math:sum 2775 . - (2774 2) math:sum 2776 . - (2774 2775 2776) math:product 21369231600 . - (1 21369231600) math:quotient 4.679625448020321e-11 . - (0.03539816337402489 4.679625448020321e-11) math:sum 0.035398163420821145 . - [] 1; math:negation -1 . - (1388 2500 0.035398163420821145 0.03539816340144829 -1) :pi true. -} - -_:bng_2227 { - (1387 2500 0.03539816337402489 0.03539816340144829 1) :pi true. -} - -_:bng_2228 { - [] 1386; math:notEqualTo 2500 . - (1386 1) math:sum 1387 . - (2 1386) math:product 2772 . - (2772 1) math:sum 2773 . - (2772 2) math:sum 2774 . - (2772 2773 2774) math:product 21323061144 . - (-1 21323061144) math:quotient -4.689758160175728e-11 . - (0.035398163420922474 -4.689758160175728e-11) math:sum 0.03539816337402489 . - [] -1; math:negation 1 . - (1387 2500 0.03539816337402489 0.03539816340144829 1) :pi true. -} - -_:bng_2229 { - (1386 2500 0.035398163420922474 0.03539816340144829 -1) :pi true. -} - -_:bng_2230 { - [] 1385; math:notEqualTo 2500 . - (1385 1) math:sum 1386 . - (2 1385) math:product 2770 . - (2770 1) math:sum 2771 . - (2770 2) math:sum 2772 . - (2770 2771 2772) math:product 21276957240 . - (1 21276957240) math:quotient 4.699920147040724e-11 . - (0.03539816337392327 4.699920147040724e-11) math:sum 0.035398163420922474 . - [] 1; math:negation -1 . - (1386 2500 0.035398163420922474 0.03539816340144829 -1) :pi true. -} - -_:bng_2231 { - (1385 2500 0.03539816337392327 0.03539816340144829 1) :pi true. -} - -_:bng_2232 { - [] 1384; math:notEqualTo 2500 . - (1384 1) math:sum 1385 . - (2 1384) math:product 2768 . - (2768 1) math:sum 2769 . - (2768 2) math:sum 2770 . - (2768 2769 2770) math:product 21230919840 . - (-1 21230919840) math:quotient -4.7101115144147235e-11 . - (0.035398163421024385 -4.7101115144147235e-11) math:sum 0.03539816337392327 . - [] -1; math:negation 1 . - (1385 2500 0.03539816337392327 0.03539816340144829 1) :pi true. -} - -_:bng_2233 { - (1384 2500 0.035398163421024385 0.03539816340144829 -1) :pi true. -} - -_:bng_2234 { - [] 1383; math:notEqualTo 2500 . - (1383 1) math:sum 1384 . - (2 1383) math:product 2766 . - (2766 1) math:sum 2767 . - (2766 2) math:sum 2768 . - (2766 2767 2768) math:product 21184948896 . - (1 21184948896) math:quotient 4.7203323685563067e-11 . - (0.03539816337382106 4.7203323685563067e-11) math:sum 0.035398163421024385 . - [] 1; math:negation -1 . - (1384 2500 0.035398163421024385 0.03539816340144829 -1) :pi true. -} - -_:bng_2235 { - (1383 2500 0.03539816337382106 0.03539816340144829 1) :pi true. -} - -_:bng_2236 { - [] 1382; math:notEqualTo 2500 . - (1382 1) math:sum 1383 . - (2 1382) math:product 2764 . - (2764 1) math:sum 2765 . - (2764 2) math:sum 2766 . - (2764 2765 2766) math:product 21139044360 . - (-1 21139044360) math:quotient -4.730582816185547e-11 . - (0.03539816342112689 -4.730582816185547e-11) math:sum 0.03539816337382106 . - [] -1; math:negation 1 . - (1383 2500 0.03539816337382106 0.03539816340144829 1) :pi true. -} - -_:bng_2237 { - (1382 2500 0.03539816342112689 0.03539816340144829 -1) :pi true. -} - -_:bng_2238 { - [] 1381; math:notEqualTo 2500 . - (1381 1) math:sum 1382 . - (2 1381) math:product 2762 . - (2762 1) math:sum 2763 . - (2762 2) math:sum 2764 . - (2762 2763 2764) math:product 21093206184 . - (1 21093206184) math:quotient 4.7408629644863476e-11 . - (0.035398163373718254 4.7408629644863476e-11) math:sum 0.03539816342112689 . - [] 1; math:negation -1 . - (1382 2500 0.03539816342112689 0.03539816340144829 -1) :pi true. -} - -_:bng_2239 { - (1381 2500 0.035398163373718254 0.03539816340144829 1) :pi true. -} - -_:bng_2240 { - [] 1380; math:notEqualTo 2500 . - (1380 1) math:sum 1381 . - (2 1380) math:product 2760 . - (2760 1) math:sum 2761 . - (2760 2) math:sum 2762 . - (2760 2761 2762) math:product 21047434320 . - (-1 21047434320) math:quotient -4.7511729211087997e-11 . - (0.035398163421229985 -4.7511729211087997e-11) math:sum 0.035398163373718254 . - [] -1; math:negation 1 . - (1381 2500 0.035398163373718254 0.03539816340144829 1) :pi true. -} - -_:bng_2241 { - (1380 2500 0.035398163421229985 0.03539816340144829 -1) :pi true. -} - -_:bng_2242 { - [] 1379; math:notEqualTo 2500 . - (1379 1) math:sum 1380 . - (2 1379) math:product 2758 . - (2758 1) math:sum 2759 . - (2758 2) math:sum 2760 . - (2758 2759 2760) math:product 21001728720 . - (1 21001728720) math:quotient 4.7615127941715456e-11 . - (0.03539816337361486 4.7615127941715456e-11) math:sum 0.035398163421229985 . - [] 1; math:negation -1 . - (1380 2500 0.035398163421229985 0.03539816340144829 -1) :pi true. -} - -_:bng_2243 { - (1379 2500 0.03539816337361486 0.03539816340144829 1) :pi true. -} - -_:bng_2244 { - [] 1378; math:notEqualTo 2500 . - (1378 1) math:sum 1379 . - (2 1378) math:product 2756 . - (2756 1) math:sum 2757 . - (2756 2) math:sum 2758 . - (2756 2757 2758) math:product 20956089336 . - (-1 20956089336) math:quotient -4.771882692264163e-11 . - (0.03539816342133369 -4.771882692264163e-11) math:sum 0.03539816337361486 . - [] -1; math:negation 1 . - (1379 2500 0.03539816337361486 0.03539816340144829 1) :pi true. -} - -_:bng_2245 { - (1378 2500 0.03539816342133369 0.03539816340144829 -1) :pi true. -} - -_:bng_2246 { - [] 1377; math:notEqualTo 2500 . - (1377 1) math:sum 1378 . - (2 1377) math:product 2754 . - (2754 1) math:sum 2755 . - (2754 2) math:sum 2756 . - (2754 2755 2756) math:product 20910516120 . - (1 20910516120) math:quotient 4.782282724449558e-11 . - (0.03539816337351086 4.782282724449558e-11) math:sum 0.03539816342133369 . - [] 1; math:negation -1 . - (1378 2500 0.03539816342133369 0.03539816340144829 -1) :pi true. -} - -_:bng_2247 { - (1377 2500 0.03539816337351086 0.03539816340144829 1) :pi true. -} - -_:bng_2248 { - [] 1376; math:notEqualTo 2500 . - (1376 1) math:sum 1377 . - (2 1376) math:product 2752 . - (2752 1) math:sum 2753 . - (2752 2) math:sum 2754 . - (2752 2753 2754) math:product 20865009024 . - (-1 20865009024) math:quotient -4.7927130002663735e-11 . - (0.035398163421437985 -4.7927130002663735e-11) math:sum 0.03539816337351086 . - [] -1; math:negation 1 . - (1377 2500 0.03539816337351086 0.03539816340144829 1) :pi true. -} - -_:bng_2249 { - (1376 2500 0.035398163421437985 0.03539816340144829 -1) :pi true. -} - -_:bng_2250 { - [] 1375; math:notEqualTo 2500 . - (1375 1) math:sum 1376 . - (2 1375) math:product 2750 . - (2750 1) math:sum 2751 . - (2750 2) math:sum 2752 . - (2750 2751 2752) math:product 20819568000 . - (1 20819568000) math:quotient 4.803173629731414e-11 . - (0.03539816337340625 4.803173629731414e-11) math:sum 0.035398163421437985 . - [] 1; math:negation -1 . - (1376 2500 0.035398163421437985 0.03539816340144829 -1) :pi true. -} - -_:bng_2251 { - (1375 2500 0.03539816337340625 0.03539816340144829 1) :pi true. -} - -_:bng_2252 { - [] 1374; math:notEqualTo 2500 . - (1374 1) math:sum 1375 . - (2 1374) math:product 2748 . - (2748 1) math:sum 2749 . - (2748 2) math:sum 2750 . - (2748 2749 2750) math:product 20774193000 . - (-1 20774193000) math:quotient -4.813664723342081e-11 . - (0.035398163421542894 -4.813664723342081e-11) math:sum 0.03539816337340625 . - [] -1; math:negation 1 . - (1375 2500 0.03539816337340625 0.03539816340144829 1) :pi true. -} - -_:bng_2253 { - (1374 2500 0.035398163421542894 0.03539816340144829 -1) :pi true. -} - -_:bng_2254 { - [] 1373; math:notEqualTo 2500 . - (1373 1) math:sum 1374 . - (2 1373) math:product 2746 . - (2746 1) math:sum 2747 . - (2746 2) math:sum 2748 . - (2746 2747 2748) math:product 20728883976 . - (1 20728883976) math:quotient 4.8241863920788244e-11 . - (0.03539816337330103 4.8241863920788244e-11) math:sum 0.035398163421542894 . - [] 1; math:negation -1 . - (1374 2500 0.035398163421542894 0.03539816340144829 -1) :pi true. -} - -_:bng_2255 { - (1373 2500 0.03539816337330103 0.03539816340144829 1) :pi true. -} - -_:bng_2256 { - [] 1372; math:notEqualTo 2500 . - (1372 1) math:sum 1373 . - (2 1372) math:product 2744 . - (2744 1) math:sum 2745 . - (2744 2) math:sum 2746 . - (2744 2745 2746) math:product 20683640880 . - (-1 20683640880) math:quotient -4.834738747407608e-11 . - (0.03539816342164842 -4.834738747407608e-11) math:sum 0.03539816337330103 . - [] -1; math:negation 1 . - (1373 2500 0.03539816337330103 0.03539816340144829 1) :pi true. -} - -_:bng_2257 { - (1372 2500 0.03539816342164842 0.03539816340144829 -1) :pi true. -} - -_:bng_2258 { - [] 1371; math:notEqualTo 2500 . - (1371 1) math:sum 1372 . - (2 1371) math:product 2742 . - (2742 1) math:sum 2743 . - (2742 2) math:sum 2744 . - (2742 2743 2744) math:product 20638463664 . - (1 20638463664) math:quotient 4.84532190128239e-11 . - (0.0353981633731952 4.84532190128239e-11) math:sum 0.03539816342164842 . - [] 1; math:negation -1 . - (1372 2500 0.03539816342164842 0.03539816340144829 -1) :pi true. -} - -_:bng_2259 { - (1371 2500 0.0353981633731952 0.03539816340144829 1) :pi true. -} - -_:bng_2260 { - [] 1370; math:notEqualTo 2500 . - (1370 1) math:sum 1371 . - (2 1370) math:product 2740 . - (2740 1) math:sum 2741 . - (2740 2) math:sum 2742 . - (2740 2741 2742) math:product 20593352280 . - (-1 20593352280) math:quotient -4.855935966147616e-11 . - (0.03539816342175456 -4.855935966147616e-11) math:sum 0.0353981633731952 . - [] -1; math:negation 1 . - (1371 2500 0.0353981633731952 0.03539816340144829 1) :pi true. -} - -_:bng_2261 { - (1370 2500 0.03539816342175456 0.03539816340144829 -1) :pi true. -} - -_:bng_2262 { - [] 1369; math:notEqualTo 2500 . - (1369 1) math:sum 1370 . - (2 1369) math:product 2738 . - (2738 1) math:sum 2739 . - (2738 2) math:sum 2740 . - (2738 2739 2740) math:product 20548306680 . - (1 20548306680) math:quotient 4.866581054940728e-11 . - (0.03539816337308875 4.866581054940728e-11) math:sum 0.03539816342175456 . - [] 1; math:negation -1 . - (1370 2500 0.03539816342175456 0.03539816340144829 -1) :pi true. -} - -_:bng_2263 { - (1369 2500 0.03539816337308875 0.03539816340144829 1) :pi true. -} - -_:bng_2264 { - [] 1368; math:notEqualTo 2500 . - (1368 1) math:sum 1369 . - (2 1368) math:product 2736 . - (2736 1) math:sum 2737 . - (2736 2) math:sum 2738 . - (2736 2737 2738) math:product 20503326816 . - (-1 20503326816) math:quotient -4.87725728109469e-11 . - (0.03539816342186133 -4.87725728109469e-11) math:sum 0.03539816337308875 . - [] -1; math:negation 1 . - (1369 2500 0.03539816337308875 0.03539816340144829 1) :pi true. -} - -_:bng_2265 { - (1368 2500 0.03539816342186133 0.03539816340144829 -1) :pi true. -} - -_:bng_2266 { - [] 1367; math:notEqualTo 2500 . - (1367 1) math:sum 1368 . - (2 1367) math:product 2734 . - (2734 1) math:sum 2735 . - (2734 2) math:sum 2736 . - (2734 2735 2736) math:product 20458412640 . - (1 20458412640) math:quotient 4.887964758540524e-11 . - (0.03539816337298168 4.887964758540524e-11) math:sum 0.03539816342186133 . - [] 1; math:negation -1 . - (1368 2500 0.03539816342186133 0.03539816340144829 -1) :pi true. -} - -_:bng_2267 { - (1367 2500 0.03539816337298168 0.03539816340144829 1) :pi true. -} - -_:bng_2268 { - [] 1366; math:notEqualTo 2500 . - (1366 1) math:sum 1367 . - (2 1366) math:product 2732 . - (2732 1) math:sum 2733 . - (2732 2) math:sum 2734 . - (2732 2733 2734) math:product 20413564104 . - (-1 20413564104) math:quotient -4.898703601709864e-11 . - (0.03539816342196871 -4.898703601709864e-11) math:sum 0.03539816337298168 . - [] -1; math:negation 1 . - (1367 2500 0.03539816337298168 0.03539816340144829 1) :pi true. -} - -_:bng_2269 { - (1366 2500 0.03539816342196871 0.03539816340144829 -1) :pi true. -} - -_:bng_2270 { - [] 1365; math:notEqualTo 2500 . - (1365 1) math:sum 1366 . - (2 1365) math:product 2730 . - (2730 1) math:sum 2731 . - (2730 2) math:sum 2732 . - (2730 2731 2732) math:product 20368781160 . - (1 20368781160) math:quotient 4.909473925537526e-11 . - (0.03539816337287397 4.909473925537526e-11) math:sum 0.03539816342196871 . - [] 1; math:negation -1 . - (1366 2500 0.03539816342196871 0.03539816340144829 -1) :pi true. -} - -_:bng_2271 { - (1365 2500 0.03539816337287397 0.03539816340144829 1) :pi true. -} - -_:bng_2272 { - [] 1364; math:notEqualTo 2500 . - (1364 1) math:sum 1365 . - (2 1364) math:product 2728 . - (2728 1) math:sum 2729 . - (2728 2) math:sum 2730 . - (2728 2729 2730) math:product 20324063760 . - (-1 20324063760) math:quotient -4.920275845464087e-11 . - (0.03539816342207673 -4.920275845464087e-11) math:sum 0.03539816337287397 . - [] -1; math:negation 1 . - (1365 2500 0.03539816337287397 0.03539816340144829 1) :pi true. -} - -_:bng_2273 { - (1364 2500 0.03539816342207673 0.03539816340144829 -1) :pi true. -} - -_:bng_2274 { - [] 1363; math:notEqualTo 2500 . - (1363 1) math:sum 1364 . - (2 1363) math:product 2726 . - (2726 1) math:sum 2727 . - (2726 2) math:sum 2728 . - (2726 2727 2728) math:product 20279411856 . - (1 20279411856) math:quotient 4.931109477438486e-11 . - (0.035398163372765634 4.931109477438486e-11) math:sum 0.03539816342207673 . - [] 1; math:negation -1 . - (1364 2500 0.03539816342207673 0.03539816340144829 -1) :pi true. -} - -_:bng_2275 { - (1363 2500 0.035398163372765634 0.03539816340144829 1) :pi true. -} - -_:bng_2276 { - [] 1362; math:notEqualTo 2500 . - (1362 1) math:sum 1363 . - (2 1362) math:product 2724 . - (2724 1) math:sum 2725 . - (2724 2) math:sum 2726 . - (2724 2725 2726) math:product 20234825400 . - (-1 20234825400) math:quotient -4.9419749379206405e-11 . - (0.03539816342218538 -4.9419749379206405e-11) math:sum 0.035398163372765634 . - [] -1; math:negation 1 . - (1363 2500 0.035398163372765634 0.03539816340144829 1) :pi true. -} - -_:bng_2277 { - (1362 2500 0.03539816342218538 0.03539816340144829 -1) :pi true. -} - -_:bng_2278 { - [] 1361; math:notEqualTo 2500 . - (1361 1) math:sum 1362 . - (2 1361) math:product 2722 . - (2722 1) math:sum 2723 . - (2722 2) math:sum 2724 . - (2722 2723 2724) math:product 20190304344 . - (1 20190304344) math:quotient 4.95287234388407e-11 . - (0.03539816337265666 4.95287234388407e-11) math:sum 0.03539816342218538 . - [] 1; math:negation -1 . - (1362 2500 0.03539816342218538 0.03539816340144829 -1) :pi true. -} - -_:bng_2279 { - (1361 2500 0.03539816337265666 0.03539816340144829 1) :pi true. -} - -_:bng_2280 { - [] 1360; math:notEqualTo 2500 . - (1360 1) math:sum 1361 . - (2 1360) math:product 2720 . - (2720 1) math:sum 2721 . - (2720 2) math:sum 2722 . - (2720 2721 2722) math:product 20145848640 . - (-1 20145848640) math:quotient -4.963801812818544e-11 . - (0.035398163422294675 -4.963801812818544e-11) math:sum 0.03539816337265666 . - [] -1; math:negation 1 . - (1361 2500 0.03539816337265666 0.03539816340144829 1) :pi true. -} - -_:bng_2281 { - (1360 2500 0.035398163422294675 0.03539816340144829 -1) :pi true. -} - -_:bng_2282 { - [] 1359; math:notEqualTo 2500 . - (1359 1) math:sum 1360 . - (2 1359) math:product 2718 . - (2718 1) math:sum 2719 . - (2718 2) math:sum 2720 . - (2718 2719 2720) math:product 20101458240 . - (1 20101458240) math:quotient 4.974763462732742e-11 . - (0.03539816337254704 4.974763462732742e-11) math:sum 0.035398163422294675 . - [] 1; math:negation -1 . - (1360 2500 0.035398163422294675 0.03539816340144829 -1) :pi true. -} - -_:bng_2283 { - (1359 2500 0.03539816337254704 0.03539816340144829 1) :pi true. -} - -_:bng_2284 { - [] 1358; math:notEqualTo 2500 . - (1358 1) math:sum 1359 . - (2 1358) math:product 2716 . - (2716 1) math:sum 2717 . - (2716 2) math:sum 2718 . - (2716 2717 2718) math:product 20057133096 . - (-1 20057133096) math:quotient -4.9857574121569266e-11 . - (0.035398163422404615 -4.9857574121569266e-11) math:sum 0.03539816337254704 . - [] -1; math:negation 1 . - (1359 2500 0.03539816337254704 0.03539816340144829 1) :pi true. -} - -_:bng_2285 { - (1358 2500 0.035398163422404615 0.03539816340144829 -1) :pi true. -} - -_:bng_2286 { - [] 1357; math:notEqualTo 2500 . - (1357 1) math:sum 1358 . - (2 1357) math:product 2714 . - (2714 1) math:sum 2715 . - (2714 2) math:sum 2716 . - (2714 2715 2716) math:product 20012873160 . - (1 20012873160) math:quotient 4.996783780145639e-11 . - (0.03539816337243678 4.996783780145639e-11) math:sum 0.035398163422404615 . - [] 1; math:negation -1 . - (1358 2500 0.035398163422404615 0.03539816340144829 -1) :pi true. -} - -_:bng_2287 { - (1357 2500 0.03539816337243678 0.03539816340144829 1) :pi true. -} - -_:bng_2288 { - [] 1356; math:notEqualTo 2500 . - (1356 1) math:sum 1357 . - (2 1356) math:product 2712 . - (2712 1) math:sum 2713 . - (2712 2) math:sum 2714 . - (2712 2713 2714) math:product 19968678384 . - (-1 19968678384) math:quotient -5.007842686280404e-11 . - (0.03539816342251521 -5.007842686280404e-11) math:sum 0.03539816337243678 . - [] -1; math:negation 1 . - (1357 2500 0.03539816337243678 0.03539816340144829 1) :pi true. -} - -_:bng_2289 { - (1356 2500 0.03539816342251521 0.03539816340144829 -1) :pi true. -} - -_:bng_2290 { - [] 1355; math:notEqualTo 2500 . - (1355 1) math:sum 1356 . - (2 1355) math:product 2710 . - (2710 1) math:sum 2711 . - (2710 2) math:sum 2712 . - (2710 2711 2712) math:product 19924548720 . - (1 19924548720) math:quotient 5.018934250672454e-11 . - (0.03539816337232586 5.018934250672454e-11) math:sum 0.03539816342251521 . - [] 1; math:negation -1 . - (1356 2500 0.03539816342251521 0.03539816340144829 -1) :pi true. -} - -_:bng_2291 { - (1355 2500 0.03539816337232586 0.03539816340144829 1) :pi true. -} - -_:bng_2292 { - [] 1354; math:notEqualTo 2500 . - (1354 1) math:sum 1355 . - (2 1354) math:product 2708 . - (2708 1) math:sum 2709 . - (2708 2) math:sum 2710 . - (2708 2709 2710) math:product 19880484120 . - (-1 19880484120) math:quotient -5.030058593965467e-11 . - (0.035398163422626444 -5.030058593965467e-11) math:sum 0.03539816337232586 . - [] -1; math:negation 1 . - (1355 2500 0.03539816337232586 0.03539816340144829 1) :pi true. -} - -_:bng_2293 { - (1354 2500 0.035398163422626444 0.03539816340144829 -1) :pi true. -} - -_:bng_2294 { - [] 1353; math:notEqualTo 2500 . - (1353 1) math:sum 1354 . - (2 1353) math:product 2706 . - (2706 1) math:sum 2707 . - (2706 2) math:sum 2708 . - (2706 2707 2708) math:product 19836484536 . - (1 19836484536) math:quotient 5.041215837338326e-11 . - (0.035398163372214284 5.041215837338326e-11) math:sum 0.035398163422626444 . - [] 1; math:negation -1 . - (1354 2500 0.035398163422626444 0.03539816340144829 -1) :pi true. -} - -_:bng_2295 { - (1353 2500 0.035398163372214284 0.03539816340144829 1) :pi true. -} - -_:bng_2296 { - [] 1352; math:notEqualTo 2500 . - (1352 1) math:sum 1353 . - (2 1352) math:product 2704 . - (2704 1) math:sum 2705 . - (2704 2) math:sum 2706 . - (2704 2705 2706) math:product 19792549920 . - (-1 19792549920) math:quotient -5.052406102507888e-11 . - (0.03539816342273835 -5.052406102507888e-11) math:sum 0.035398163372214284 . - [] -1; math:negation 1 . - (1353 2500 0.035398163372214284 0.03539816340144829 1) :pi true. -} - -_:bng_2297 { - (1352 2500 0.03539816342273835 0.03539816340144829 -1) :pi true. -} - -_:bng_2298 { - [] 1351; math:notEqualTo 2500 . - (1351 1) math:sum 1352 . - (2 1351) math:product 2702 . - (2702 1) math:sum 2703 . - (2702 2) math:sum 2704 . - (2702 2703 2704) math:product 19748680224 . - (1 19748680224) math:quotient 5.063629511731771e-11 . - (0.035398163372102054 5.063629511731771e-11) math:sum 0.03539816342273835 . - [] 1; math:negation -1 . - (1352 2500 0.03539816342273835 0.03539816340144829 -1) :pi true. -} - -_:bng_2299 { - (1351 2500 0.035398163372102054 0.03539816340144829 1) :pi true. -} - -_:bng_2300 { - [] 1350; math:notEqualTo 2500 . - (1350 1) math:sum 1351 . - (2 1350) math:product 2700 . - (2700 1) math:sum 2701 . - (2700 2) math:sum 2702 . - (2700 2701 2702) math:product 19704875400 . - (-1 19704875400) math:quotient -5.074886187811165e-11 . - (0.03539816342285092 -5.074886187811165e-11) math:sum 0.035398163372102054 . - [] -1; math:negation 1 . - (1351 2500 0.035398163372102054 0.03539816340144829 1) :pi true. -} - -_:bng_2301 { - (1350 2500 0.03539816342285092 0.03539816340144829 -1) :pi true. -} - -_:bng_2302 { - [] 1349; math:notEqualTo 2500 . - (1349 1) math:sum 1350 . - (2 1349) math:product 2698 . - (2698 1) math:sum 2699 . - (2698 2) math:sum 2700 . - (2698 2699 2700) math:product 19661135400 . - (1 19661135400) math:quotient 5.086176254093647e-11 . - (0.03539816337198916 5.086176254093647e-11) math:sum 0.03539816342285092 . - [] 1; math:negation -1 . - (1350 2500 0.03539816342285092 0.03539816340144829 -1) :pi true. -} - -_:bng_2303 { - (1349 2500 0.03539816337198916 0.03539816340144829 1) :pi true. -} - -_:bng_2304 { - [] 1348; math:notEqualTo 2500 . - (1348 1) math:sum 1349 . - (2 1348) math:product 2696 . - (2696 1) math:sum 2697 . - (2696 2) math:sum 2698 . - (2696 2697 2698) math:product 19617460176 . - (-1 19617460176) math:quotient -5.097499834476024e-11 . - (0.03539816342296415 -5.097499834476024e-11) math:sum 0.03539816337198916 . - [] -1; math:negation 1 . - (1349 2500 0.03539816337198916 0.03539816340144829 1) :pi true. -} - -_:bng_2305 { - (1348 2500 0.03539816342296415 0.03539816340144829 -1) :pi true. -} - -_:bng_2306 { - [] 1347; math:notEqualTo 2500 . - (1347 1) math:sum 1348 . - (2 1347) math:product 2694 . - (2694 1) math:sum 2695 . - (2694 2) math:sum 2696 . - (2694 2695 2696) math:product 19573849680 . - (1 19573849680) math:quotient 5.108857053407187e-11 . - (0.03539816337187558 5.108857053407187e-11) math:sum 0.03539816342296415 . - [] 1; math:negation -1 . - (1348 2500 0.03539816342296415 0.03539816340144829 -1) :pi true. -} - -_:bng_2307 { - (1347 2500 0.03539816337187558 0.03539816340144829 1) :pi true. -} - -_:bng_2308 { - [] 1346; math:notEqualTo 2500 . - (1346 1) math:sum 1347 . - (2 1346) math:product 2692 . - (2692 1) math:sum 2693 . - (2692 2) math:sum 2694 . - (2692 2693 2694) math:product 19530303864 . - (-1 19530303864) math:quotient -5.120248035890979e-11 . - (0.03539816342307806 -5.120248035890979e-11) math:sum 0.03539816337187558 . - [] -1; math:negation 1 . - (1347 2500 0.03539816337187558 0.03539816340144829 1) :pi true. -} - -_:bng_2309 { - (1346 2500 0.03539816342307806 0.03539816340144829 -1) :pi true. -} - -_:bng_2310 { - [] 1345; math:notEqualTo 2500 . - (1345 1) math:sum 1346 . - (2 1345) math:product 2690 . - (2690 1) math:sum 2691 . - (2690 2) math:sum 2692 . - (2690 2691 2692) math:product 19486822680 . - (1 19486822680) math:quotient 5.131672907489093e-11 . - (0.03539816337176133 5.131672907489093e-11) math:sum 0.03539816342307806 . - [] 1; math:negation -1 . - (1346 2500 0.03539816342307806 0.03539816340144829 -1) :pi true. -} - -_:bng_2311 { - (1345 2500 0.03539816337176133 0.03539816340144829 1) :pi true. -} - -_:bng_2312 { - [] 1344; math:notEqualTo 2500 . - (1344 1) math:sum 1345 . - (2 1344) math:product 2688 . - (2688 1) math:sum 2689 . - (2688 2) math:sum 2690 . - (2688 2689 2690) math:product 19443406080 . - (-1 19443406080) math:quotient -5.143131794323971e-11 . - (0.03539816342319265 -5.143131794323971e-11) math:sum 0.03539816337176133 . - [] -1; math:negation 1 . - (1345 2500 0.03539816337176133 0.03539816340144829 1) :pi true. -} - -_:bng_2313 { - (1344 2500 0.03539816342319265 0.03539816340144829 -1) :pi true. -} - -_:bng_2314 { - [] 1343; math:notEqualTo 2500 . - (1343 1) math:sum 1344 . - (2 1343) math:product 2686 . - (2686 1) math:sum 2687 . - (2686 2) math:sum 2688 . - (2686 2687 2688) math:product 19400054016 . - (1 19400054016) math:quotient 5.15462482308173e-11 . - (0.035398163371646404 5.15462482308173e-11) math:sum 0.03539816342319265 . - [] 1; math:negation -1 . - (1344 2500 0.03539816342319265 0.03539816340144829 -1) :pi true. -} - -_:bng_2315 { - (1343 2500 0.035398163371646404 0.03539816340144829 1) :pi true. -} - -_:bng_2316 { - [] 1342; math:notEqualTo 2500 . - (1342 1) math:sum 1343 . - (2 1342) math:product 2684 . - (2684 1) math:sum 2685 . - (2684 2) math:sum 2686 . - (2684 2685 2686) math:product 19356766440 . - (-1 19356766440) math:quotient -5.166152121015105e-11 . - (0.03539816342330793 -5.166152121015105e-11) math:sum 0.035398163371646404 . - [] -1; math:negation 1 . - (1343 2500 0.035398163371646404 0.03539816340144829 1) :pi true. -} - -_:bng_2317 { - (1342 2500 0.03539816342330793 0.03539816340144829 -1) :pi true. -} - -_:bng_2318 { - [] 1341; math:notEqualTo 2500 . - (1341 1) math:sum 1342 . - (2 1341) math:product 2682 . - (2682 1) math:sum 2683 . - (2682 2) math:sum 2684 . - (2682 2683 2684) math:product 19313543304 . - (1 19313543304) math:quotient 5.177713815946406e-11 . - (0.03539816337153079 5.177713815946406e-11) math:sum 0.03539816342330793 . - [] 1; math:negation -1 . - (1342 2500 0.03539816342330793 0.03539816340144829 -1) :pi true. -} - -_:bng_2319 { - (1341 2500 0.03539816337153079 0.03539816340144829 1) :pi true. -} - -_:bng_2320 { - [] 1340; math:notEqualTo 2500 . - (1340 1) math:sum 1341 . - (2 1340) math:product 2680 . - (2680 1) math:sum 2681 . - (2680 2) math:sum 2682 . - (2680 2681 2682) math:product 19270384560 . - (-1 19270384560) math:quotient -5.1893100362704954e-11 . - (0.03539816342342389 -5.1893100362704954e-11) math:sum 0.03539816337153079 . - [] -1; math:negation 1 . - (1341 2500 0.03539816337153079 0.03539816340144829 1) :pi true. -} - -_:bng_2321 { - (1340 2500 0.03539816342342389 0.03539816340144829 -1) :pi true. -} - -_:bng_2322 { - [] 1339; math:notEqualTo 2500 . - (1339 1) math:sum 1340 . - (2 1339) math:product 2678 . - (2678 1) math:sum 2679 . - (2678 2) math:sum 2680 . - (2678 2679 2680) math:product 19227290160 . - (1 19227290160) math:quotient 5.200940910957782e-11 . - (0.03539816337141448 5.200940910957782e-11) math:sum 0.03539816342342389 . - [] 1; math:negation -1 . - (1340 2500 0.03539816342342389 0.03539816340144829 -1) :pi true. -} - -_:bng_2323 { - (1339 2500 0.03539816337141448 0.03539816340144829 1) :pi true. -} - -_:bng_2324 { - [] 1338; math:notEqualTo 2500 . - (1338 1) math:sum 1339 . - (2 1338) math:product 2676 . - (2676 1) math:sum 2677 . - (2676 2) math:sum 2678 . - (2676 2677 2678) math:product 19184260056 . - (-1 19184260056) math:quotient -5.212606569557233e-11 . - (0.035398163423540546 -5.212606569557233e-11) math:sum 0.03539816337141448 . - [] -1; math:negation 1 . - (1339 2500 0.03539816337141448 0.03539816340144829 1) :pi true. -} - -_:bng_2325 { - (1338 2500 0.035398163423540546 0.03539816340144829 -1) :pi true. -} - -_:bng_2326 { - [] 1337; math:notEqualTo 2500 . - (1337 1) math:sum 1338 . - (2 1337) math:product 2674 . - (2674 1) math:sum 2675 . - (2674 2) math:sum 2676 . - (2674 2675 2676) math:product 19141294200 . - (1 19141294200) math:quotient 5.224307142199402e-11 . - (0.035398163371297475 5.224307142199402e-11) math:sum 0.035398163423540546 . - [] 1; math:negation -1 . - (1338 2500 0.035398163423540546 0.03539816340144829 -1) :pi true. -} - -_:bng_2327 { - (1337 2500 0.035398163371297475 0.03539816340144829 1) :pi true. -} - -_:bng_2328 { - [] 1336; math:notEqualTo 2500 . - (1336 1) math:sum 1337 . - (2 1336) math:product 2672 . - (2672 1) math:sum 2673 . - (2672 2) math:sum 2674 . - (2672 2673 2674) math:product 19098392544 . - (-1 19098392544) math:quotient -5.236042759599486e-11 . - (0.035398163423657904 -5.236042759599486e-11) math:sum 0.035398163371297475 . - [] -1; math:negation 1 . - (1337 2500 0.035398163371297475 0.03539816340144829 1) :pi true. -} - -_:bng_2329 { - (1336 2500 0.035398163423657904 0.03539816340144829 -1) :pi true. -} - -_:bng_2330 { - [] 1335; math:notEqualTo 2500 . - (1335 1) math:sum 1336 . - (2 1335) math:product 2670 . - (2670 1) math:sum 2671 . - (2670 2) math:sum 2672 . - (2670 2671 2672) math:product 19055555040 . - (1 19055555040) math:quotient 5.2478135530603785e-11 . - (0.03539816337117977 5.2478135530603785e-11) math:sum 0.035398163423657904 . - [] 1; math:negation -1 . - (1336 2500 0.035398163423657904 0.03539816340144829 -1) :pi true. -} - -_:bng_2331 { - (1335 2500 0.03539816337117977 0.03539816340144829 1) :pi true. -} - -_:bng_2332 { - [] 1334; math:notEqualTo 2500 . - (1334 1) math:sum 1335 . - (2 1334) math:product 2668 . - (2668 1) math:sum 2669 . - (2668 2) math:sum 2670 . - (2668 2669 2670) math:product 19012781640 . - (-1 19012781640) math:quotient -5.2596196544757667e-11 . - (0.03539816342377597 -5.2596196544757667e-11) math:sum 0.03539816337117977 . - [] -1; math:negation 1 . - (1335 2500 0.03539816337117977 0.03539816340144829 1) :pi true. -} - -_:bng_2333 { - (1334 2500 0.03539816342377597 0.03539816340144829 -1) :pi true. -} - -_:bng_2334 { - [] 1333; math:notEqualTo 2500 . - (1333 1) math:sum 1334 . - (2 1333) math:product 2666 . - (2666 1) math:sum 2667 . - (2666 2) math:sum 2668 . - (2666 2667 2668) math:product 18970072296 . - (1 18970072296) math:quotient 5.271461196333229e-11 . - (0.03539816337106136 5.271461196333229e-11) math:sum 0.03539816342377597 . - [] 1; math:negation -1 . - (1334 2500 0.03539816342377597 0.03539816340144829 -1) :pi true. -} - -_:bng_2335 { - (1333 2500 0.03539816337106136 0.03539816340144829 1) :pi true. -} - -_:bng_2336 { - [] 1332; math:notEqualTo 2500 . - (1332 1) math:sum 1333 . - (2 1332) math:product 2664 . - (2664 1) math:sum 2665 . - (2664 2) math:sum 2666 . - (2664 2665 2666) math:product 18927426960 . - (-1 18927426960) math:quotient -5.283338311717358e-11 . - (0.03539816342389474 -5.283338311717358e-11) math:sum 0.03539816337106136 . - [] -1; math:negation 1 . - (1333 2500 0.03539816337106136 0.03539816340144829 1) :pi true. -} - -_:bng_2337 { - (1332 2500 0.03539816342389474 0.03539816340144829 -1) :pi true. -} - -_:bng_2338 { - [] 1331; math:notEqualTo 2500 . - (1331 1) math:sum 1332 . - (2 1331) math:product 2662 . - (2662 1) math:sum 2663 . - (2662 2) math:sum 2664 . - (2662 2663 2664) math:product 18884845584 . - (1 18884845584) math:quotient 5.2952511343129024e-11 . - (0.03539816337094223 5.2952511343129024e-11) math:sum 0.03539816342389474 . - [] 1; math:negation -1 . - (1332 2500 0.03539816342389474 0.03539816340144829 -1) :pi true. -} - -_:bng_2339 { - (1331 2500 0.03539816337094223 0.03539816340144829 1) :pi true. -} - -_:bng_2340 { - [] 1330; math:notEqualTo 2500 . - (1330 1) math:sum 1331 . - (2 1330) math:product 2660 . - (2660 1) math:sum 2661 . - (2660 2) math:sum 2662 . - (2660 2661 2662) math:product 18842328120 . - (-1 18842328120) math:quotient -5.307199798407926e-11 . - (0.03539816342401423 -5.307199798407926e-11) math:sum 0.03539816337094223 . - [] -1; math:negation 1 . - (1331 2500 0.03539816337094223 0.03539816340144829 1) :pi true. -} - -_:bng_2341 { - (1330 2500 0.03539816342401423 0.03539816340144829 -1) :pi true. -} - -_:bng_2342 { - [] 1329; math:notEqualTo 2500 . - (1329 1) math:sum 1330 . - (2 1329) math:product 2658 . - (2658 1) math:sum 2659 . - (2658 2) math:sum 2660 . - (2658 2659 2660) math:product 18799874520 . - (1 18799874520) math:quotient 5.319184438896989e-11 . - (0.03539816337082238 5.319184438896989e-11) math:sum 0.03539816342401423 . - [] 1; math:negation -1 . - (1330 2500 0.03539816342401423 0.03539816340144829 -1) :pi true. -} - -_:bng_2343 { - (1329 2500 0.03539816337082238 0.03539816340144829 1) :pi true. -} - -_:bng_2344 { - [] 1328; math:notEqualTo 2500 . - (1328 1) math:sum 1329 . - (2 1328) math:product 2656 . - (2656 1) math:sum 2657 . - (2656 2) math:sum 2658 . - (2656 2657 2658) math:product 18757484736 . - (-1 18757484736) math:quotient -5.331205191284342e-11 . - (0.03539816342413443 -5.331205191284342e-11) math:sum 0.03539816337082238 . - [] -1; math:negation 1 . - (1329 2500 0.03539816337082238 0.03539816340144829 1) :pi true. -} - -_:bng_2345 { - (1328 2500 0.03539816342413443 0.03539816340144829 -1) :pi true. -} - -_:bng_2346 { - [] 1327; math:notEqualTo 2500 . - (1327 1) math:sum 1328 . - (2 1327) math:product 2654 . - (2654 1) math:sum 2655 . - (2654 2) math:sum 2656 . - (2654 2655 2656) math:product 18715158720 . - (1 18715158720) math:quotient 5.343262191687146e-11 . - (0.03539816337070181 5.343262191687146e-11) math:sum 0.03539816342413443 . - [] 1; math:negation -1 . - (1328 2500 0.03539816342413443 0.03539816340144829 -1) :pi true. -} - -_:bng_2347 { - (1327 2500 0.03539816337070181 0.03539816340144829 1) :pi true. -} - -_:bng_2348 { - [] 1326; math:notEqualTo 2500 . - (1326 1) math:sum 1327 . - (2 1326) math:product 2652 . - (2652 1) math:sum 2653 . - (2652 2) math:sum 2654 . - (2652 2653 2654) math:product 18672896424 . - (-1 18672896424) math:quotient -5.35535557683871e-11 . - (0.03539816342425537 -5.35535557683871e-11) math:sum 0.03539816337070181 . - [] -1; math:negation 1 . - (1327 2500 0.03539816337070181 0.03539816340144829 1) :pi true. -} - -_:bng_2349 { - (1326 2500 0.03539816342425537 0.03539816340144829 -1) :pi true. -} - -_:bng_2350 { - [] 1325; math:notEqualTo 2500 . - (1325 1) math:sum 1326 . - (2 1325) math:product 2650 . - (2650 1) math:sum 2651 . - (2650 2) math:sum 2652 . - (2650 2651 2652) math:product 18630697800 . - (1 18630697800) math:quotient 5.3674854840917444e-11 . - (0.035398163370580514 5.3674854840917444e-11) math:sum 0.03539816342425537 . - [] 1; math:negation -1 . - (1326 2500 0.03539816342425537 0.03539816340144829 -1) :pi true. -} - -_:bng_2351 { - (1325 2500 0.035398163370580514 0.03539816340144829 1) :pi true. -} - -_:bng_2352 { - [] 1324; math:notEqualTo 2500 . - (1324 1) math:sum 1325 . - (2 1324) math:product 2648 . - (2648 1) math:sum 2649 . - (2648 2) math:sum 2650 . - (2648 2649 2650) math:product 18588562800 . - (-1 18588562800) math:quotient -5.3796520514216406e-11 . - (0.03539816342437704 -5.3796520514216406e-11) math:sum 0.035398163370580514 . - [] -1; math:negation 1 . - (1325 2500 0.035398163370580514 0.03539816340144829 1) :pi true. -} - -_:bng_2353 { - (1324 2500 0.03539816342437704 0.03539816340144829 -1) :pi true. -} - -_:bng_2354 { - [] 1323; math:notEqualTo 2500 . - (1323 1) math:sum 1324 . - (2 1323) math:product 2646 . - (2646 1) math:sum 2647 . - (2646 2) math:sum 2648 . - (2646 2647 2648) math:product 18546491376 . - (1 18546491376) math:quotient 5.391855417429764e-11 . - (0.03539816337045848 5.391855417429764e-11) math:sum 0.03539816342437704 . - [] 1; math:negation -1 . - (1324 2500 0.03539816342437704 0.03539816340144829 -1) :pi true. -} - -_:bng_2355 { - (1323 2500 0.03539816337045848 0.03539816340144829 1) :pi true. -} - -_:bng_2356 { - [] 1322; math:notEqualTo 2500 . - (1322 1) math:sum 1323 . - (2 1322) math:product 2644 . - (2644 1) math:sum 2645 . - (2644 2) math:sum 2646 . - (2644 2645 2646) math:product 18504483480 . - (-1 18504483480) math:quotient -5.404095721346771e-11 . - (0.03539816342449944 -5.404095721346771e-11) math:sum 0.03539816337045848 . - [] -1; math:negation 1 . - (1323 2500 0.03539816337045848 0.03539816340144829 1) :pi true. -} - -_:bng_2357 { - (1322 2500 0.03539816342449944 0.03539816340144829 -1) :pi true. -} - -_:bng_2358 { - [] 1321; math:notEqualTo 2500 . - (1321 1) math:sum 1322 . - (2 1321) math:product 2642 . - (2642 1) math:sum 2643 . - (2642 2) math:sum 2644 . - (2642 2643 2644) math:product 18462539064 . - (1 18462539064) math:quotient 5.4163731030359434e-11 . - (0.03539816337033571 5.4163731030359434e-11) math:sum 0.03539816342449944 . - [] 1; math:negation -1 . - (1322 2500 0.03539816342449944 0.03539816340144829 -1) :pi true. -} - -_:bng_2359 { - (1321 2500 0.03539816337033571 0.03539816340144829 1) :pi true. -} - -_:bng_2360 { - [] 1320; math:notEqualTo 2500 . - (1320 1) math:sum 1321 . - (2 1320) math:product 2640 . - (2640 1) math:sum 2641 . - (2640 2) math:sum 2642 . - (2640 2641 2642) math:product 18420658080 . - (-1 18420658080) math:quotient -5.428687702996548e-11 . - (0.035398163424622583 -5.428687702996548e-11) math:sum 0.03539816337033571 . - [] -1; math:negation 1 . - (1321 2500 0.03539816337033571 0.03539816340144829 1) :pi true. -} - -_:bng_2361 { - (1320 2500 0.035398163424622583 0.03539816340144829 -1) :pi true. -} - -_:bng_2362 { - [] 1319; math:notEqualTo 2500 . - (1319 1) math:sum 1320 . - (2 1319) math:product 2638 . - (2638 1) math:sum 2639 . - (2638 2) math:sum 2640 . - (2638 2639 2640) math:product 18378840480 . - (1 18378840480) math:quotient 5.441039662367209e-11 . - (0.035398163370212184 5.441039662367209e-11) math:sum 0.035398163424622583 . - [] 1; math:negation -1 . - (1320 2500 0.035398163424622583 0.03539816340144829 -1) :pi true. -} - -_:bng_2363 { - (1319 2500 0.035398163370212184 0.03539816340144829 1) :pi true. -} - -_:bng_2364 { - [] 1318; math:notEqualTo 2500 . - (1318 1) math:sum 1319 . - (2 1318) math:product 2636 . - (2636 1) math:sum 2637 . - (2636 2) math:sum 2638 . - (2636 2637 2638) math:product 18337086216 . - (-1 18337086216) math:quotient -5.453429122929309e-11 . - (0.03539816342474648 -5.453429122929309e-11) math:sum 0.035398163370212184 . - [] -1; math:negation 1 . - (1319 2500 0.035398163370212184 0.03539816340144829 1) :pi true. -} - -_:bng_2365 { - (1318 2500 0.03539816342474648 0.03539816340144829 -1) :pi true. -} - -_:bng_2366 { - [] 1317; math:notEqualTo 2500 . - (1317 1) math:sum 1318 . - (2 1317) math:product 2634 . - (2634 1) math:sum 2635 . - (2634 2) math:sum 2636 . - (2634 2635 2636) math:product 18295395240 . - (1 18295395240) math:quotient 5.465856227110402e-11 . - (0.035398163370087915 5.465856227110402e-11) math:sum 0.03539816342474648 . - [] 1; math:negation -1 . - (1318 2500 0.03539816342474648 0.03539816340144829 -1) :pi true. -} - -_:bng_2367 { - (1317 2500 0.035398163370087915 0.03539816340144829 1) :pi true. -} - -_:bng_2368 { - [] 1316; math:notEqualTo 2500 . - (1316 1) math:sum 1317 . - (2 1316) math:product 2632 . - (2632 1) math:sum 2633 . - (2632 2) math:sum 2634 . - (2632 2633 2634) math:product 18253767504 . - (-1 18253767504) math:quotient -5.4783211179876547e-11 . - (0.03539816342487113 -5.4783211179876547e-11) math:sum 0.035398163370087915 . - [] -1; math:negation 1 . - (1317 2500 0.035398163370087915 0.03539816340144829 1) :pi true. -} - -_:bng_2369 { - (1316 2500 0.03539816342487113 0.03539816340144829 -1) :pi true. -} - -_:bng_2370 { - [] 1315; math:notEqualTo 2500 . - (1315 1) math:sum 1316 . - (2 1315) math:product 2630 . - (2630 1) math:sum 2631 . - (2630 2) math:sum 2632 . - (2630 2631 2632) math:product 18212202960 . - (1 18212202960) math:quotient 5.490823939291307e-11 . - (0.03539816336996289 5.490823939291307e-11) math:sum 0.03539816342487113 . - [] 1; math:negation -1 . - (1316 2500 0.03539816342487113 0.03539816340144829 -1) :pi true. -} - -_:bng_2371 { - (1315 2500 0.03539816336996289 0.03539816340144829 1) :pi true. -} - -_:bng_2372 { - [] 1314; math:notEqualTo 2500 . - (1314 1) math:sum 1315 . - (2 1314) math:product 2628 . - (2628 1) math:sum 2629 . - (2628 2) math:sum 2630 . - (2628 2629 2630) math:product 18170701560 . - (-1 18170701560) math:quotient -5.5033648354081494e-11 . - (0.03539816342499654 -5.5033648354081494e-11) math:sum 0.03539816336996289 . - [] -1; math:negation 1 . - (1315 2500 0.03539816336996289 0.03539816340144829 1) :pi true. -} - -_:bng_2373 { - (1314 2500 0.03539816342499654 0.03539816340144829 -1) :pi true. -} - -_:bng_2374 { - [] 1313; math:notEqualTo 2500 . - (1313 1) math:sum 1314 . - (2 1313) math:product 2626 . - (2626 1) math:sum 2627 . - (2626 2) math:sum 2628 . - (2626 2627 2628) math:product 18129263256 . - (1 18129263256) math:quotient 5.515943951385026e-11 . - (0.0353981633698371 5.515943951385026e-11) math:sum 0.03539816342499654 . - [] 1; math:negation -1 . - (1314 2500 0.03539816342499654 0.03539816340144829 -1) :pi true. -} - -_:bng_2375 { - (1313 2500 0.0353981633698371 0.03539816340144829 1) :pi true. -} - -_:bng_2376 { - [] 1312; math:notEqualTo 2500 . - (1312 1) math:sum 1313 . - (2 1312) math:product 2624 . - (2624 1) math:sum 2625 . - (2624 2) math:sum 2626 . - (2624 2625 2626) math:product 18087888000 . - (-1 18087888000) math:quotient -5.528561432932358e-11 . - (0.03539816342512272 -5.528561432932358e-11) math:sum 0.0353981633698371 . - [] -1; math:negation 1 . - (1313 2500 0.0353981633698371 0.03539816340144829 1) :pi true. -} - -_:bng_2377 { - (1312 2500 0.03539816342512272 0.03539816340144829 -1) :pi true. -} - -_:bng_2378 { - [] 1311; math:notEqualTo 2500 . - (1311 1) math:sum 1312 . - (2 1311) math:product 2622 . - (2622 1) math:sum 2623 . - (2622 2) math:sum 2624 . - (2622 2623 2624) math:product 18046575744 . - (1 18046575744) math:quotient 5.541217426427687e-11 . - (0.03539816336971054 5.541217426427687e-11) math:sum 0.03539816342512272 . - [] 1; math:negation -1 . - (1312 2500 0.03539816342512272 0.03539816340144829 -1) :pi true. -} - -_:bng_2379 { - (1311 2500 0.03539816336971054 0.03539816340144829 1) :pi true. -} - -_:bng_2380 { - [] 1310; math:notEqualTo 2500 . - (1310 1) math:sum 1311 . - (2 1310) math:product 2620 . - (2620 1) math:sum 2621 . - (2620 2) math:sum 2622 . - (2620 2621 2622) math:product 18005326440 . - (-1 18005326440) math:quotient -5.5539120789192426e-11 . - (0.035398163425249665 -5.5539120789192426e-11) math:sum 0.03539816336971054 . - [] -1; math:negation 1 . - (1311 2500 0.03539816336971054 0.03539816340144829 1) :pi true. -} - -_:bng_2381 { - (1310 2500 0.035398163425249665 0.03539816340144829 -1) :pi true. -} - -_:bng_2382 { - [] 1309; math:notEqualTo 2500 . - (1309 1) math:sum 1310 . - (2 1309) math:product 2618 . - (2618 1) math:sum 2619 . - (2618 2) math:sum 2620 . - (2618 2619 2620) math:product 17964140040 . - (1 17964140040) math:quotient 5.566645538129528e-11 . - (0.03539816336958321 5.566645538129528e-11) math:sum 0.035398163425249665 . - [] 1; math:negation -1 . - (1310 2500 0.035398163425249665 0.03539816340144829 -1) :pi true. -} - -_:bng_2383 { - (1309 2500 0.03539816336958321 0.03539816340144829 1) :pi true. -} - -_:bng_2384 { - [] 1308; math:notEqualTo 2500 . - (1308 1) math:sum 1309 . - (2 1308) math:product 2616 . - (2616 1) math:sum 2617 . - (2616 2) math:sum 2618 . - (2616 2617 2618) math:product 17923016496 . - (-1 17923016496) math:quotient -5.579417952458933e-11 . - (0.03539816342537739 -5.579417952458933e-11) math:sum 0.03539816336958321 . - [] -1; math:negation 1 . - (1309 2500 0.03539816336958321 0.03539816340144829 1) :pi true. -} - -_:bng_2385 { - (1308 2500 0.03539816342537739 0.03539816340144829 -1) :pi true. -} - -_:bng_2386 { - [] 1307; math:notEqualTo 2500 . - (1307 1) math:sum 1308 . - (2 1307) math:product 2614 . - (2614 1) math:sum 2615 . - (2614 2) math:sum 2616 . - (2614 2615 2616) math:product 17881955760 . - (1 17881955760) math:quotient 5.592229470989363e-11 . - (0.035398163369455095 5.592229470989363e-11) math:sum 0.03539816342537739 . - [] 1; math:negation -1 . - (1308 2500 0.03539816342537739 0.03539816340144829 -1) :pi true. -} - -_:bng_2387 { - (1307 2500 0.035398163369455095 0.03539816340144829 1) :pi true. -} - -_:bng_2388 { - [] 1306; math:notEqualTo 2500 . - (1306 1) math:sum 1307 . - (2 1306) math:product 2612 . - (2612 1) math:sum 2613 . - (2612 2) math:sum 2614 . - (2612 2613 2614) math:product 17840957784 . - (-1 17840957784) math:quotient -5.605080243487896e-11 . - (0.0353981634255059 -5.605080243487896e-11) math:sum 0.035398163369455095 . - [] -1; math:negation 1 . - (1307 2500 0.035398163369455095 0.03539816340144829 1) :pi true. -} - -_:bng_2389 { - (1306 2500 0.0353981634255059 0.03539816340144829 -1) :pi true. -} - -_:bng_2390 { - [] 1305; math:notEqualTo 2500 . - (1305 1) math:sum 1306 . - (2 1305) math:product 2610 . - (2610 1) math:sum 2611 . - (2610 2) math:sum 2612 . - (2610 2611 2612) math:product 17800022520 . - (1 17800022520) math:quotient 5.617970420410457e-11 . - (0.03539816336932619 5.617970420410457e-11) math:sum 0.0353981634255059 . - [] 1; math:negation -1 . - (1306 2500 0.0353981634255059 0.03539816340144829 -1) :pi true. -} - -_:bng_2391 { - (1305 2500 0.03539816336932619 0.03539816340144829 1) :pi true. -} - -_:bng_2392 { - [] 1304; math:notEqualTo 2500 . - (1304 1) math:sum 1305 . - (2 1304) math:product 2608 . - (2608 1) math:sum 2609 . - (2608 2) math:sum 2610 . - (2608 2609 2610) math:product 17759149920 . - (-1 17759149920) math:quotient -5.630900152905517e-11 . - (0.03539816342563519 -5.630900152905517e-11) math:sum 0.03539816336932619 . - [] -1; math:negation 1 . - (1305 2500 0.03539816336932619 0.03539816340144829 1) :pi true. -} - -_:bng_2393 { - (1304 2500 0.03539816342563519 0.03539816340144829 -1) :pi true. -} - -_:bng_2394 { - [] 1303; math:notEqualTo 2500 . - (1303 1) math:sum 1304 . - (2 1303) math:product 2606 . - (2606 1) math:sum 2607 . - (2606 2) math:sum 2608 . - (2606 2607 2608) math:product 17718339936 . - (1 17718339936) math:quotient 5.643869592817818e-11 . - (0.035398163369196496 5.643869592817818e-11) math:sum 0.03539816342563519 . - [] 1; math:negation -1 . - (1304 2500 0.03539816342563519 0.03539816340144829 -1) :pi true. -} - -_:bng_2395 { - (1303 2500 0.035398163369196496 0.03539816340144829 1) :pi true. -} - -_:bng_2396 { - [] 1302; math:notEqualTo 2500 . - (1302 1) math:sum 1303 . - (2 1302) math:product 2604 . - (2604 1) math:sum 2605 . - (2604 2) math:sum 2606 . - (2604 2605 2606) math:product 17677592520 . - (-1 17677592520) math:quotient -5.656878892692114e-11 . - (0.03539816342576529 -5.656878892692114e-11) math:sum 0.035398163369196496 . - [] -1; math:negation 1 . - (1303 2500 0.035398163369196496 0.03539816340144829 1) :pi true. -} - -_:bng_2397 { - (1302 2500 0.03539816342576529 0.03539816340144829 -1) :pi true. -} - -_:bng_2398 { - [] 1301; math:notEqualTo 2500 . - (1301 1) math:sum 1302 . - (2 1301) math:product 2602 . - (2602 1) math:sum 2603 . - (2602 2) math:sum 2604 . - (2602 2603 2604) math:product 17636907624 . - (1 17636907624) math:quotient 5.669928205776943e-11 . - (0.035398163369066 5.669928205776943e-11) math:sum 0.03539816342576529 . - [] 1; math:negation -1 . - (1302 2500 0.03539816342576529 0.03539816340144829 -1) :pi true. -} - -_:bng_2399 { - (1301 2500 0.035398163369066 0.03539816340144829 1) :pi true. -} - -_:bng_2400 { - [] 1300; math:notEqualTo 2500 . - (1300 1) math:sum 1301 . - (2 1300) math:product 2600 . - (2600 1) math:sum 2601 . - (2600 2) math:sum 2602 . - (2600 2601 2602) math:product 17596285200 . - (-1 17596285200) math:quotient -5.6830176860284126e-11 . - (0.03539816342589618 -5.6830176860284126e-11) math:sum 0.035398163369066 . - [] -1; math:negation 1 . - (1301 2500 0.035398163369066 0.03539816340144829 1) :pi true. -} - -_:bng_2401 { - (1300 2500 0.03539816342589618 0.03539816340144829 -1) :pi true. -} - -_:bng_2402 { - [] 1299; math:notEqualTo 2500 . - (1299 1) math:sum 1300 . - (2 1299) math:product 2598 . - (2598 1) math:sum 2599 . - (2598 2) math:sum 2600 . - (2598 2599 2600) math:product 17555725200 . - (1 17555725200) math:quotient 5.6961474881140196e-11 . - (0.035398163368934706 5.6961474881140196e-11) math:sum 0.03539816342589618 . - [] 1; math:negation -1 . - (1300 2500 0.03539816342589618 0.03539816340144829 -1) :pi true. -} - -_:bng_2403 { - (1299 2500 0.035398163368934706 0.03539816340144829 1) :pi true. -} - -_:bng_2404 { - [] 1298; math:notEqualTo 2500 . - (1298 1) math:sum 1299 . - (2 1298) math:product 2596 . - (2596 1) math:sum 2597 . - (2596 2) math:sum 2598 . - (2596 2597 2598) math:product 17515227576 . - (-1 17515227576) math:quotient -5.7093177674164864e-11 . - (0.03539816342602788 -5.7093177674164864e-11) math:sum 0.035398163368934706 . - [] -1; math:negation 1 . - (1299 2500 0.035398163368934706 0.03539816340144829 1) :pi true. -} - -_:bng_2405 { - (1298 2500 0.03539816342602788 0.03539816340144829 -1) :pi true. -} - -_:bng_2406 { - [] 1297; math:notEqualTo 2500 . - (1297 1) math:sum 1298 . - (2 1297) math:product 2594 . - (2594 1) math:sum 2595 . - (2594 2) math:sum 2596 . - (2594 2595 2596) math:product 17474792280 . - (1 17474792280) math:quotient 5.7225286800376205e-11 . - (0.035398163368802596 5.7225286800376205e-11) math:sum 0.03539816342602788 . - [] 1; math:negation -1 . - (1298 2500 0.03539816342602788 0.03539816340144829 -1) :pi true. -} - -_:bng_2407 { - (1297 2500 0.035398163368802596 0.03539816340144829 1) :pi true. -} - -_:bng_2408 { - [] 1296; math:notEqualTo 2500 . - (1296 1) math:sum 1297 . - (2 1296) math:product 2592 . - (2592 1) math:sum 2593 . - (2592 2) math:sum 2594 . - (2592 2593 2594) math:product 17434419264 . - (-1 17434419264) math:quotient -5.735780382802202e-11 . - (0.0353981634261604 -5.735780382802202e-11) math:sum 0.035398163368802596 . - [] -1; math:negation 1 . - (1297 2500 0.035398163368802596 0.03539816340144829 1) :pi true. -} - -_:bng_2409 { - (1296 2500 0.0353981634261604 0.03539816340144829 -1) :pi true. -} - -_:bng_2410 { - [] 1295; math:notEqualTo 2500 . - (1295 1) math:sum 1296 . - (2 1295) math:product 2590 . - (2590 1) math:sum 2591 . - (2590 2) math:sum 2592 . - (2590 2591 2592) math:product 17394108480 . - (1 17394108480) math:quotient 5.749073033261892e-11 . - (0.035398163368669675 5.749073033261892e-11) math:sum 0.0353981634261604 . - [] 1; math:negation -1 . - (1296 2500 0.0353981634261604 0.03539816340144829 -1) :pi true. -} - -_:bng_2411 { - (1295 2500 0.035398163368669675 0.03539816340144829 1) :pi true. -} - -_:bng_2412 { - [] 1294; math:notEqualTo 2500 . - (1294 1) math:sum 1295 . - (2 1294) math:product 2588 . - (2588 1) math:sum 2589 . - (2588 2) math:sum 2590 . - (2588 2589 2590) math:product 17353859880 . - (-1 17353859880) math:quotient -5.762406789699169e-11 . - (0.03539816342629374 -5.762406789699169e-11) math:sum 0.035398163368669675 . - [] -1; math:negation 1 . - (1295 2500 0.035398163368669675 0.03539816340144829 1) :pi true. -} - -_:bng_2413 { - (1294 2500 0.03539816342629374 0.03539816340144829 -1) :pi true. -} - -_:bng_2414 { - [] 1293; math:notEqualTo 2500 . - (1293 1) math:sum 1294 . - (2 1293) math:product 2586 . - (2586 1) math:sum 2587 . - (2586 2) math:sum 2588 . - (2586 2587 2588) math:product 17313673416 . - (1 17313673416) math:quotient 5.775781811131281e-11 . - (0.03539816336853592 5.775781811131281e-11) math:sum 0.03539816342629374 . - [] 1; math:negation -1 . - (1294 2500 0.03539816342629374 0.03539816340144829 -1) :pi true. -} - -_:bng_2415 { - (1293 2500 0.03539816336853592 0.03539816340144829 1) :pi true. -} - -_:bng_2416 { - [] 1292; math:notEqualTo 2500 . - (1292 1) math:sum 1293 . - (2 1292) math:product 2584 . - (2584 1) math:sum 2585 . - (2584 2) math:sum 2586 . - (2584 2585 2586) math:product 17273549040 . - (-1 17273549040) math:quotient -5.7891982573142364e-11 . - (0.0353981634264279 -5.7891982573142364e-11) math:sum 0.03539816336853592 . - [] -1; math:negation 1 . - (1293 2500 0.03539816336853592 0.03539816340144829 1) :pi true. -} - -_:bng_2417 { - (1292 2500 0.0353981634264279 0.03539816340144829 -1) :pi true. -} - -_:bng_2418 { - [] 1291; math:notEqualTo 2500 . - (1291 1) math:sum 1292 . - (2 1291) math:product 2582 . - (2582 1) math:sum 2583 . - (2582 2) math:sum 2584 . - (2582 2583 2584) math:product 17233486704 . - (1 17233486704) math:quotient 5.802656288746802e-11 . - (0.03539816336840134 5.802656288746802e-11) math:sum 0.0353981634264279 . - [] 1; math:negation -1 . - (1292 2500 0.0353981634264279 0.03539816340144829 -1) :pi true. -} - -_:bng_2419 { - (1291 2500 0.03539816336840134 0.03539816340144829 1) :pi true. -} - -_:bng_2420 { - [] 1290; math:notEqualTo 2500 . - (1290 1) math:sum 1291 . - (2 1290) math:product 2580 . - (2580 1) math:sum 2581 . - (2580 2) math:sum 2582 . - (2580 2581 2582) math:product 17193486360 . - (-1 17193486360) math:quotient -5.816156066674543e-11 . - (0.0353981634265629 -5.816156066674543e-11) math:sum 0.03539816336840134 . - [] -1; math:negation 1 . - (1291 2500 0.03539816336840134 0.03539816340144829 1) :pi true. -} - -_:bng_2421 { - (1290 2500 0.0353981634265629 0.03539816340144829 -1) :pi true. -} - -_:bng_2422 { - [] 1289; math:notEqualTo 2500 . - (1289 1) math:sum 1290 . - (2 1289) math:product 2578 . - (2578 1) math:sum 2579 . - (2578 2) math:sum 2580 . - (2578 2579 2580) math:product 17153547960 . - (1 17153547960) math:quotient 5.829697753093874e-11 . - (0.03539816336826592 5.829697753093874e-11) math:sum 0.0353981634265629 . - [] 1; math:negation -1 . - (1290 2500 0.0353981634265629 0.03539816340144829 -1) :pi true. -} - -_:bng_2423 { - (1289 2500 0.03539816336826592 0.03539816340144829 1) :pi true. -} - -_:bng_2424 { - [] 1288; math:notEqualTo 2500 . - (1288 1) math:sum 1289 . - (2 1288) math:product 2576 . - (2576 1) math:sum 2577 . - (2576 2) math:sum 2578 . - (2576 2577 2578) math:product 17113671456 . - (-1 17113671456) math:quotient -5.843281510756145e-11 . - (0.035398163426698735 -5.843281510756145e-11) math:sum 0.03539816336826592 . - [] -1; math:negation 1 . - (1289 2500 0.03539816336826592 0.03539816340144829 1) :pi true. -} - -_:bng_2425 { - (1288 2500 0.035398163426698735 0.03539816340144829 -1) :pi true. -} - -_:bng_2426 { - [] 1287; math:notEqualTo 2500 . - (1287 1) math:sum 1288 . - (2 1287) math:product 2574 . - (2574 1) math:sum 2575 . - (2574 2) math:sum 2576 . - (2574 2575 2576) math:product 17073856800 . - (1 17073856800) math:quotient 5.856907503171749e-11 . - (0.03539816336812966 5.856907503171749e-11) math:sum 0.035398163426698735 . - [] 1; math:negation -1 . - (1288 2500 0.035398163426698735 0.03539816340144829 -1) :pi true. -} - -_:bng_2427 { - (1287 2500 0.03539816336812966 0.03539816340144829 1) :pi true. -} - -_:bng_2428 { - [] 1286; math:notEqualTo 2500 . - (1286 1) math:sum 1287 . - (2 1286) math:product 2572 . - (2572 1) math:sum 2573 . - (2572 2) math:sum 2574 . - (2572 2573 2574) math:product 17034103944 . - (-1 17034103944) math:quotient -5.870575894614254e-11 . - (0.03539816342683542 -5.870575894614254e-11) math:sum 0.03539816336812966 . - [] -1; math:negation 1 . - (1287 2500 0.03539816336812966 0.03539816340144829 1) :pi true. -} - -_:bng_2429 { - (1286 2500 0.03539816342683542 0.03539816340144829 -1) :pi true. -} - -_:bng_2430 { - [] 1285; math:notEqualTo 2500 . - (1285 1) math:sum 1286 . - (2 1285) math:product 2570 . - (2570 1) math:sum 2571 . - (2570 2) math:sum 2572 . - (2570 2571 2572) math:product 16994412840 . - (1 16994412840) math:quotient 5.884286850124562e-11 . - (0.03539816336799255 5.884286850124562e-11) math:sum 0.03539816342683542 . - [] 1; math:negation -1 . - (1286 2500 0.03539816342683542 0.03539816340144829 -1) :pi true. -} - -_:bng_2431 { - (1285 2500 0.03539816336799255 0.03539816340144829 1) :pi true. -} - -_:bng_2432 { - [] 1284; math:notEqualTo 2500 . - (1284 1) math:sum 1285 . - (2 1284) math:product 2568 . - (2568 1) math:sum 2569 . - (2568 2) math:sum 2570 . - (2568 2569 2570) math:product 16954783440 . - (-1 16954783440) math:quotient -5.898040535515091e-11 . - (0.03539816342697295 -5.898040535515091e-11) math:sum 0.03539816336799255 . - [] -1; math:negation 1 . - (1285 2500 0.03539816336799255 0.03539816340144829 1) :pi true. -} - -_:bng_2433 { - (1284 2500 0.03539816342697295 0.03539816340144829 -1) :pi true. -} - -_:bng_2434 { - [] 1283; math:notEqualTo 2500 . - (1283 1) math:sum 1284 . - (2 1283) math:product 2566 . - (2566 1) math:sum 2567 . - (2566 2) math:sum 2568 . - (2566 2567 2568) math:product 16915215696 . - (1 16915215696) math:quotient 5.911837117373995e-11 . - (0.03539816336785458 5.911837117373995e-11) math:sum 0.03539816342697295 . - [] 1; math:negation -1 . - (1284 2500 0.03539816342697295 0.03539816340144829 -1) :pi true. -} - -_:bng_2435 { - (1283 2500 0.03539816336785458 0.03539816340144829 1) :pi true. -} - -_:bng_2436 { - [] 1282; math:notEqualTo 2500 . - (1282 1) math:sum 1283 . - (2 1282) math:product 2564 . - (2564 1) math:sum 2565 . - (2564 2) math:sum 2566 . - (2564 2565 2566) math:product 16875709560 . - (-1 16875709560) math:quotient -5.925676763069393e-11 . - (0.03539816342711135 -5.925676763069393e-11) math:sum 0.03539816336785458 . - [] -1; math:negation 1 . - (1283 2500 0.03539816336785458 0.03539816340144829 1) :pi true. -} - -_:bng_2437 { - (1282 2500 0.03539816342711135 0.03539816340144829 -1) :pi true. -} - -_:bng_2438 { - [] 1281; math:notEqualTo 2500 . - (1281 1) math:sum 1282 . - (2 1281) math:product 2562 . - (2562 1) math:sum 2563 . - (2562 2) math:sum 2564 . - (2562 2563 2564) math:product 16836264984 . - (1 16836264984) math:quotient 5.939559640753633e-11 . - (0.03539816336771575 5.939559640753633e-11) math:sum 0.03539816342711135 . - [] 1; math:negation -1 . - (1282 2500 0.03539816342711135 0.03539816340144829 -1) :pi true. -} - -_:bng_2439 { - (1281 2500 0.03539816336771575 0.03539816340144829 1) :pi true. -} - -_:bng_2440 { - [] 1280; math:notEqualTo 2500 . - (1280 1) math:sum 1281 . - (2 1280) math:product 2560 . - (2560 1) math:sum 2561 . - (2560 2) math:sum 2562 . - (2560 2561 2562) math:product 16796881920 . - (-1 16796881920) math:quotient -5.953485919367587e-11 . - (0.035398163427250606 -5.953485919367587e-11) math:sum 0.03539816336771575 . - [] -1; math:negation 1 . - (1281 2500 0.03539816336771575 0.03539816340144829 1) :pi true. -} - -_:bng_2441 { - (1280 2500 0.035398163427250606 0.03539816340144829 -1) :pi true. -} - -_:bng_2442 { - [] 1279; math:notEqualTo 2500 . - (1279 1) math:sum 1280 . - (2 1279) math:product 2558 . - (2558 1) math:sum 2559 . - (2558 2) math:sum 2560 . - (2558 2559 2560) math:product 16757560320 . - (1 16757560320) math:quotient 5.967455768644967e-11 . - (0.03539816336757605 5.967455768644967e-11) math:sum 0.035398163427250606 . - [] 1; math:negation -1 . - (1280 2500 0.035398163427250606 0.03539816340144829 -1) :pi true. -} - -_:bng_2443 { - (1279 2500 0.03539816336757605 0.03539816340144829 1) :pi true. -} - -_:bng_2444 { - [] 1278; math:notEqualTo 2500 . - (1278 1) math:sum 1279 . - (2 1278) math:product 2556 . - (2556 1) math:sum 2557 . - (2556 2) math:sum 2558 . - (2556 2557 2558) math:product 16718300136 . - (-1 16718300136) math:quotient -5.981469359116666e-11 . - (0.035398163427390744 -5.981469359116666e-11) math:sum 0.03539816336757605 . - [] -1; math:negation 1 . - (1279 2500 0.03539816336757605 0.03539816340144829 1) :pi true. -} - -_:bng_2445 { - (1278 2500 0.035398163427390744 0.03539816340144829 -1) :pi true. -} - -_:bng_2446 { - [] 1277; math:notEqualTo 2500 . - (1277 1) math:sum 1278 . - (2 1277) math:product 2554 . - (2554 1) math:sum 2555 . - (2554 2) math:sum 2556 . - (2554 2555 2556) math:product 16679101320 . - (1 16679101320) math:quotient 5.995526862115135e-11 . - (0.035398163367435474 5.995526862115135e-11) math:sum 0.035398163427390744 . - [] 1; math:negation -1 . - (1278 2500 0.035398163427390744 0.03539816340144829 -1) :pi true. -} - -_:bng_2447 { - (1277 2500 0.035398163367435474 0.03539816340144829 1) :pi true. -} - -_:bng_2448 { - [] 1276; math:notEqualTo 2500 . - (1276 1) math:sum 1277 . - (2 1276) math:product 2552 . - (2552 1) math:sum 2553 . - (2552 2) math:sum 2554 . - (2552 2553 2554) math:product 16639963824 . - (-1 16639963824) math:quotient -6.009628449778775e-11 . - (0.035398163427531756 -6.009628449778775e-11) math:sum 0.035398163367435474 . - [] -1; math:negation 1 . - (1277 2500 0.035398163367435474 0.03539816340144829 1) :pi true. -} - -_:bng_2449 { - (1276 2500 0.035398163427531756 0.03539816340144829 -1) :pi true. -} - -_:bng_2450 { - [] 1275; math:notEqualTo 2500 . - (1275 1) math:sum 1276 . - (2 1275) math:product 2550 . - (2550 1) math:sum 2551 . - (2550 2) math:sum 2552 . - (2550 2551 2552) math:product 16600887600 . - (1 16600887600) math:quotient 6.023774295056368e-11 . - (0.03539816336729401 6.023774295056368e-11) math:sum 0.035398163427531756 . - [] 1; math:negation -1 . - (1276 2500 0.035398163427531756 0.03539816340144829 -1) :pi true. -} - -_:bng_2451 { - (1275 2500 0.03539816336729401 0.03539816340144829 1) :pi true. -} - -_:bng_2452 { - [] 1274; math:notEqualTo 2500 . - (1274 1) math:sum 1275 . - (2 1274) math:product 2548 . - (2548 1) math:sum 2549 . - (2548 2) math:sum 2550 . - (2548 2549 2550) math:product 16561872600 . - (-1 16561872600) math:quotient -6.037964571711535e-11 . - (0.03539816342767366 -6.037964571711535e-11) math:sum 0.03539816336729401 . - [] -1; math:negation 1 . - (1275 2500 0.03539816336729401 0.03539816340144829 1) :pi true. -} - -_:bng_2453 { - (1274 2500 0.03539816342767366 0.03539816340144829 -1) :pi true. -} - -_:bng_2454 { - [] 1273; math:notEqualTo 2500 . - (1273 1) math:sum 1274 . - (2 1273) math:product 2546 . - (2546 1) math:sum 2547 . - (2546 2) math:sum 2548 . - (2546 2547 2548) math:product 16522918776 . - (1 16522918776) math:quotient 6.052199454327209e-11 . - (0.03539816336715166 6.052199454327209e-11) math:sum 0.03539816342767366 . - [] 1; math:negation -1 . - (1274 2500 0.03539816342767366 0.03539816340144829 -1) :pi true. -} - -_:bng_2455 { - (1273 2500 0.03539816336715166 0.03539816340144829 1) :pi true. -} - -_:bng_2456 { - [] 1272; math:notEqualTo 2500 . - (1272 1) math:sum 1273 . - (2 1272) math:product 2544 . - (2544 1) math:sum 2545 . - (2544 2) math:sum 2546 . - (2544 2545 2546) math:product 16484026080 . - (-1 16484026080) math:quotient -6.066479118310155e-11 . - (0.03539816342781645 -6.066479118310155e-11) math:sum 0.03539816336715166 . - [] -1; math:negation 1 . - (1273 2500 0.03539816336715166 0.03539816340144829 1) :pi true. -} - -_:bng_2457 { - (1272 2500 0.03539816342781645 0.03539816340144829 -1) :pi true. -} - -_:bng_2458 { - [] 1271; math:notEqualTo 2500 . - (1271 1) math:sum 1272 . - (2 1271) math:product 2542 . - (2542 1) math:sum 2543 . - (2542 2) math:sum 2544 . - (2542 2543 2544) math:product 16445194464 . - (1 16445194464) math:quotient 6.080803739895502e-11 . - (0.03539816336700841 6.080803739895502e-11) math:sum 0.03539816342781645 . - [] 1; math:negation -1 . - (1272 2500 0.03539816342781645 0.03539816340144829 -1) :pi true. -} - -_:bng_2459 { - (1271 2500 0.03539816336700841 0.03539816340144829 1) :pi true. -} - -_:bng_2460 { - [] 1270; math:notEqualTo 2500 . - (1270 1) math:sum 1271 . - (2 1270) math:product 2540 . - (2540 1) math:sum 2541 . - (2540 2) math:sum 2542 . - (2540 2541 2542) math:product 16406423880 . - (-1 16406423880) math:quotient -6.095173496151314e-11 . - (0.03539816342796015 -6.095173496151314e-11) math:sum 0.03539816336700841 . - [] -1; math:negation 1 . - (1271 2500 0.03539816336700841 0.03539816340144829 1) :pi true. -} - -_:bng_2461 { - (1270 2500 0.03539816342796015 0.03539816340144829 -1) :pi true. -} - -_:bng_2462 { - [] 1269; math:notEqualTo 2500 . - (1269 1) math:sum 1270 . - (2 1269) math:product 2538 . - (2538 1) math:sum 2539 . - (2538 2) math:sum 2540 . - (2538 2539 2540) math:product 16367714280 . - (1 16367714280) math:quotient 6.109588564983186e-11 . - (0.035398163366864265 6.109588564983186e-11) math:sum 0.03539816342796015 . - [] 1; math:negation -1 . - (1270 2500 0.03539816342796015 0.03539816340144829 -1) :pi true. -} - -_:bng_2463 { - (1269 2500 0.035398163366864265 0.03539816340144829 1) :pi true. -} - -_:bng_2464 { - [] 1268; math:notEqualTo 2500 . - (1268 1) math:sum 1269 . - (2 1268) math:product 2536 . - (2536 1) math:sum 2537 . - (2536 2) math:sum 2538 . - (2536 2537 2538) math:product 16329065616 . - (-1 16329065616) math:quotient -6.12404912513887e-11 . - (0.035398163428104756 -6.12404912513887e-11) math:sum 0.035398163366864265 . - [] -1; math:negation 1 . - (1269 2500 0.035398163366864265 0.03539816340144829 1) :pi true. -} - -_:bng_2465 { - (1268 2500 0.035398163428104756 0.03539816340144829 -1) :pi true. -} - -_:bng_2466 { - [] 1267; math:notEqualTo 2500 . - (1267 1) math:sum 1268 . - (2 1267) math:product 2534 . - (2534 1) math:sum 2535 . - (2534 2) math:sum 2536 . - (2534 2535 2536) math:product 16290477840 . - (1 16290477840) math:quotient 6.138555356212928e-11 . - (0.0353981633667192 6.138555356212928e-11) math:sum 0.035398163428104756 . - [] 1; math:negation -1 . - (1268 2500 0.035398163428104756 0.03539816340144829 -1) :pi true. -} - -_:bng_2467 { - (1267 2500 0.0353981633667192 0.03539816340144829 1) :pi true. -} - -_:bng_2468 { - [] 1266; math:notEqualTo 2500 . - (1266 1) math:sum 1267 . - (2 1266) math:product 2532 . - (2532 1) math:sum 2533 . - (2532 2) math:sum 2534 . - (2532 2533 2534) math:product 16251950904 . - (-1 16251950904) math:quotient -6.153107438651416e-11 . - (0.03539816342825027 -6.153107438651416e-11) math:sum 0.0353981633667192 . - [] -1; math:negation 1 . - (1267 2500 0.0353981633667192 0.03539816340144829 1) :pi true. -} - -_:bng_2469 { - (1266 2500 0.03539816342825027 0.03539816340144829 -1) :pi true. -} - -_:bng_2470 { - [] 1265; math:notEqualTo 2500 . - (1265 1) math:sum 1266 . - (2 1265) math:product 2530 . - (2530 1) math:sum 2531 . - (2530 2) math:sum 2532 . - (2530 2531 2532) math:product 16213484760 . - (1 16213484760) math:quotient 6.1677055537566e-11 . - (0.03539816336657322 6.1677055537566e-11) math:sum 0.03539816342825027 . - [] 1; math:negation -1 . - (1266 2500 0.03539816342825027 0.03539816340144829 -1) :pi true. -} - -_:bng_2471 { - (1265 2500 0.03539816336657322 0.03539816340144829 1) :pi true. -} - -_:bng_2472 { - [] 1264; math:notEqualTo 2500 . - (1264 1) math:sum 1265 . - (2 1264) math:product 2528 . - (2528 1) math:sum 2529 . - (2528 2) math:sum 2530 . - (2528 2529 2530) math:product 16175079360 . - (-1 16175079360) math:quotient -6.182349883691698e-11 . - (0.03539816342839672 -6.182349883691698e-11) math:sum 0.03539816336657322 . - [] -1; math:negation 1 . - (1265 2500 0.03539816336657322 0.03539816340144829 1) :pi true. -} - -_:bng_2473 { - (1264 2500 0.03539816342839672 0.03539816340144829 -1) :pi true. -} - -_:bng_2474 { - [] 1263; math:notEqualTo 2500 . - (1263 1) math:sum 1264 . - (2 1263) math:product 2526 . - (2526 1) math:sum 2527 . - (2526 2) math:sum 2528 . - (2526 2527 2528) math:product 16136734656 . - (1 16136734656) math:quotient 6.197040611485654e-11 . - (0.03539816336642631 6.197040611485654e-11) math:sum 0.03539816342839672 . - [] 1; math:negation -1 . - (1264 2500 0.03539816342839672 0.03539816340144829 -1) :pi true. -} - -_:bng_2475 { - (1263 2500 0.03539816336642631 0.03539816340144829 1) :pi true. -} - -_:bng_2476 { - [] 1262; math:notEqualTo 2500 . - (1262 1) math:sum 1263 . - (2 1262) math:product 2524 . - (2524 1) math:sum 2525 . - (2524 2) math:sum 2526 . - (2524 2525 2526) math:product 16098450600 . - (-1 16098450600) math:quotient -6.211777921037941e-11 . - (0.035398163428544085 -6.211777921037941e-11) math:sum 0.03539816336642631 . - [] -1; math:negation 1 . - (1263 2500 0.03539816336642631 0.03539816340144829 1) :pi true. -} - -_:bng_2477 { - (1262 2500 0.035398163428544085 0.03539816340144829 -1) :pi true. -} - -_:bng_2478 { - [] 1261; math:notEqualTo 2500 . - (1261 1) math:sum 1262 . - (2 1261) math:product 2522 . - (2522 1) math:sum 2523 . - (2522 2) math:sum 2524 . - (2522 2523 2524) math:product 16060227144 . - (1 16060227144) math:quotient 6.226561997123395e-11 . - (0.03539816336627846 6.226561997123395e-11) math:sum 0.035398163428544085 . - [] 1; math:negation -1 . - (1262 2500 0.035398163428544085 0.03539816340144829 -1) :pi true. -} - -_:bng_2479 { - (1261 2500 0.03539816336627846 0.03539816340144829 1) :pi true. -} - -_:bng_2480 { - [] 1260; math:notEqualTo 2500 . - (1260 1) math:sum 1261 . - (2 1260) math:product 2520 . - (2520 1) math:sum 2521 . - (2520 2) math:sum 2522 . - (2520 2521 2522) math:product 16022064240 . - (-1 16022064240) math:quotient -6.241393025397082e-11 . - (0.03539816342869239 -6.241393025397082e-11) math:sum 0.03539816336627846 . - [] -1; math:negation 1 . - (1261 2500 0.03539816336627846 0.03539816340144829 1) :pi true. -} - -_:bng_2481 { - (1260 2500 0.03539816342869239 0.03539816340144829 -1) :pi true. -} - -_:bng_2482 { - [] 1259; math:notEqualTo 2500 . - (1259 1) math:sum 1260 . - (2 1259) math:product 2518 . - (2518 1) math:sum 2519 . - (2518 2) math:sum 2520 . - (2518 2519 2520) math:product 15983961840 . - (1 15983961840) math:quotient 6.256271192399193e-11 . - (0.03539816336612968 6.256271192399193e-11) math:sum 0.03539816342869239 . - [] 1; math:negation -1 . - (1260 2500 0.03539816342869239 0.03539816340144829 -1) :pi true. -} - -_:bng_2483 { - (1259 2500 0.03539816336612968 0.03539816340144829 1) :pi true. -} - -_:bng_2484 { - [] 1258; math:notEqualTo 2500 . - (1258 1) math:sum 1259 . - (2 1258) math:product 2516 . - (2516 1) math:sum 2517 . - (2516 2) math:sum 2518 . - (2516 2517 2518) math:product 15945919896 . - (-1 15945919896) math:quotient -6.271196685559971e-11 . - (0.035398163428841646 -6.271196685559971e-11) math:sum 0.03539816336612968 . - [] -1; math:negation 1 . - (1259 2500 0.03539816336612968 0.03539816340144829 1) :pi true. -} - -_:bng_2485 { - (1258 2500 0.035398163428841646 0.03539816340144829 -1) :pi true. -} - -_:bng_2486 { - [] 1257; math:notEqualTo 2500 . - (1257 1) math:sum 1258 . - (2 1257) math:product 2514 . - (2514 1) math:sum 2515 . - (2514 2) math:sum 2516 . - (2514 2515 2516) math:product 15907938360 . - (1 15907938360) math:quotient 6.286169693204669e-11 . - (0.03539816336597995 6.286169693204669e-11) math:sum 0.035398163428841646 . - [] 1; math:negation -1 . - (1258 2500 0.035398163428841646 0.03539816340144829 -1) :pi true. -} - -_:bng_2487 { - (1257 2500 0.03539816336597995 0.03539816340144829 1) :pi true. -} - -_:bng_2488 { - [] 1256; math:notEqualTo 2500 . - (1256 1) math:sum 1257 . - (2 1256) math:product 2512 . - (2512 1) math:sum 2513 . - (2512 2) math:sum 2514 . - (2512 2513 2514) math:product 15870017184 . - (-1 15870017184) math:quotient -6.301190404558543e-11 . - (0.03539816342899185 -6.301190404558543e-11) math:sum 0.03539816336597995 . - [] -1; math:negation 1 . - (1257 2500 0.03539816336597995 0.03539816340144829 1) :pi true. -} - -_:bng_2489 { - (1256 2500 0.03539816342899185 0.03539816340144829 -1) :pi true. -} - -_:bng_2490 { - [] 1255; math:notEqualTo 2500 . - (1255 1) math:sum 1256 . - (2 1255) math:product 2510 . - (2510 1) math:sum 2511 . - (2510 2) math:sum 2512 . - (2510 2511 2512) math:product 15832156320 . - (1 15832156320) math:quotient 6.316259009751869e-11 . - (0.03539816336582926 6.316259009751869e-11) math:sum 0.03539816342899185 . - [] 1; math:negation -1 . - (1256 2500 0.03539816342899185 0.03539816340144829 -1) :pi true. -} - -_:bng_2491 { - (1255 2500 0.03539816336582926 0.03539816340144829 1) :pi true. -} - -_:bng_2492 { - [] 1254; math:notEqualTo 2500 . - (1254 1) math:sum 1255 . - (2 1254) math:product 2508 . - (2508 1) math:sum 2509 . - (2508 2) math:sum 2510 . - (2508 2509 2510) math:product 15794355720 . - (-1 15794355720) math:quotient -6.331375699825e-11 . - (0.035398163429143016 -6.331375699825e-11) math:sum 0.03539816336582926 . - [] -1; math:negation 1 . - (1255 2500 0.03539816336582926 0.03539816340144829 1) :pi true. -} - -_:bng_2493 { - (1254 2500 0.035398163429143016 0.03539816340144829 -1) :pi true. -} - -_:bng_2494 { - [] 1253; math:notEqualTo 2500 . - (1253 1) math:sum 1254 . - (2 1253) math:product 2506 . - (2506 1) math:sum 2507 . - (2506 2) math:sum 2508 . - (2506 2507 2508) math:product 15756615336 . - (1 15756615336) math:quotient 6.346540666733454e-11 . - (0.03539816336567761 6.346540666733454e-11) math:sum 0.035398163429143016 . - [] 1; math:negation -1 . - (1254 2500 0.035398163429143016 0.03539816340144829 -1) :pi true. -} - -_:bng_2495 { - (1253 2500 0.03539816336567761 0.03539816340144829 1) :pi true. -} - -_:bng_2496 { - [] 1252; math:notEqualTo 2500 . - (1252 1) math:sum 1253 . - (2 1252) math:product 2504 . - (2504 1) math:sum 2505 . - (2504 2) math:sum 2506 . - (2504 2505 2506) math:product 15718935120 . - (-1 15718935120) math:quotient -6.361754103353026e-11 . - (0.03539816342929515 -6.361754103353026e-11) math:sum 0.03539816336567761 . - [] -1; math:negation 1 . - (1253 2500 0.03539816336567761 0.03539816340144829 1) :pi true. -} - -_:bng_2497 { - (1252 2500 0.03539816342929515 0.03539816340144829 -1) :pi true. -} - -_:bng_2498 { - [] 1251; math:notEqualTo 2500 . - (1251 1) math:sum 1252 . - (2 1251) math:product 2502 . - (2502 1) math:sum 2503 . - (2502 2) math:sum 2504 . - (2502 2503 2504) math:product 15681315024 . - (1 15681315024) math:quotient 6.377016203484951e-11 . - (0.03539816336552499 6.377016203484951e-11) math:sum 0.03539816342929515 . - [] 1; math:negation -1 . - (1252 2500 0.03539816342929515 0.03539816340144829 -1) :pi true. -} - -_:bng_2499 { - (1251 2500 0.03539816336552499 0.03539816340144829 1) :pi true. -} - -_:bng_2500 { - [] 1250; math:notEqualTo 2500 . - (1250 1) math:sum 1251 . - (2 1250) math:product 2500 . - (2500 1) math:sum 2501 . - (2500 2) math:sum 2502 . - (2500 2501 2502) math:product 15643755000 . - (-1 15643755000) math:quotient -6.392327161861075e-11 . - (0.03539816342944826 -6.392327161861075e-11) math:sum 0.03539816336552499 . - [] -1; math:negation 1 . - (1251 2500 0.03539816336552499 0.03539816340144829 1) :pi true. -} - -_:bng_2501 { - (1250 2500 0.03539816342944826 0.03539816340144829 -1) :pi true. -} - -_:bng_2502 { - [] 1249; math:notEqualTo 2500 . - (1249 1) math:sum 1250 . - (2 1249) math:product 2498 . - (2498 1) math:sum 2499 . - (2498 2) math:sum 2500 . - (2498 2499 2500) math:product 15606255000 . - (1 15606255000) math:quotient 6.407687174149084e-11 . - (0.03539816336537139 6.407687174149084e-11) math:sum 0.03539816342944826 . - [] 1; math:negation -1 . - (1250 2500 0.03539816342944826 0.03539816340144829 -1) :pi true. -} - -_:bng_2503 { - (1249 2500 0.03539816336537139 0.03539816340144829 1) :pi true. -} - -_:bng_2504 { - [] 1248; math:notEqualTo 2500 . - (1248 1) math:sum 1249 . - (2 1248) math:product 2496 . - (2496 1) math:sum 2497 . - (2496 2) math:sum 2498 . - (2496 2497 2498) math:product 15568814976 . - (-1 15568814976) math:quotient -6.423096436957747e-11 . - (0.03539816342960236 -6.423096436957747e-11) math:sum 0.03539816336537139 . - [] -1; math:negation 1 . - (1249 2500 0.03539816336537139 0.03539816340144829 1) :pi true. -} - -_:bng_2505 { - (1248 2500 0.03539816342960236 0.03539816340144829 -1) :pi true. -} - -_:bng_2506 { - [] 1247; math:notEqualTo 2500 . - (1247 1) math:sum 1248 . - (2 1247) math:product 2494 . - (2494 1) math:sum 2495 . - (2494 2) math:sum 2496 . - (2494 2495 2496) math:product 15531434880 . - (1 15531434880) math:quotient 6.438555147842207e-11 . - (0.035398163365216805 6.438555147842207e-11) math:sum 0.03539816342960236 . - [] 1; math:negation -1 . - (1248 2500 0.03539816342960236 0.03539816340144829 -1) :pi true. -} - -_:bng_2507 { - (1247 2500 0.035398163365216805 0.03539816340144829 1) :pi true. -} - -_:bng_2508 { - [] 1246; math:notEqualTo 2500 . - (1246 1) math:sum 1247 . - (2 1246) math:product 2492 . - (2492 1) math:sum 2493 . - (2492 2) math:sum 2494 . - (2492 2493 2494) math:product 15494114664 . - (-1 15494114664) math:quotient -6.454063505309295e-11 . - (0.03539816342975744 -6.454063505309295e-11) math:sum 0.035398163365216805 . - [] -1; math:negation 1 . - (1247 2500 0.035398163365216805 0.03539816340144829 1) :pi true. -} - -_:bng_2509 { - (1246 2500 0.03539816342975744 0.03539816340144829 -1) :pi true. -} - -_:bng_2510 { - [] 1245; math:notEqualTo 2500 . - (1245 1) math:sum 1246 . - (2 1245) math:product 2490 . - (2490 1) math:sum 2491 . - (2490 2) math:sum 2492 . - (2490 2491 2492) math:product 15456854280 . - (1 15456854280) math:quotient 6.46962170882289e-11 . - (0.03539816336506123 6.46962170882289e-11) math:sum 0.03539816342975744 . - [] 1; math:negation -1 . - (1246 2500 0.03539816342975744 0.03539816340144829 -1) :pi true. -} - -_:bng_2511 { - (1245 2500 0.03539816336506123 0.03539816340144829 1) :pi true. -} - -_:bng_2512 { - [] 1244; math:notEqualTo 2500 . - (1244 1) math:sum 1245 . - (2 1244) math:product 2488 . - (2488 1) math:sum 2489 . - (2488 2) math:sum 2490 . - (2488 2489 2490) math:product 15419653680 . - (-1 15419653680) math:quotient -6.485229958809295e-11 . - (0.035398163429913525 -6.485229958809295e-11) math:sum 0.03539816336506123 . - [] -1; math:negation 1 . - (1245 2500 0.03539816336506123 0.03539816340144829 1) :pi true. -} - -_:bng_2513 { - (1244 2500 0.035398163429913525 0.03539816340144829 -1) :pi true. -} - -_:bng_2514 { - [] 1243; math:notEqualTo 2500 . - (1243 1) math:sum 1244 . - (2 1243) math:product 2486 . - (2486 1) math:sum 2487 . - (2486 2) math:sum 2488 . - (2486 2487 2488) math:product 15382512816 . - (1 15382512816) math:quotient 6.500888456662671e-11 . - (0.03539816336490464 6.500888456662671e-11) math:sum 0.035398163429913525 . - [] 1; math:negation -1 . - (1244 2500 0.035398163429913525 0.03539816340144829 -1) :pi true. -} - -_:bng_2515 { - (1243 2500 0.03539816336490464 0.03539816340144829 1) :pi true. -} - -_:bng_2516 { - [] 1242; math:notEqualTo 2500 . - (1242 1) math:sum 1243 . - (2 1242) math:product 2484 . - (2484 1) math:sum 2485 . - (2484 2) math:sum 2486 . - (2484 2485 2486) math:product 15345431640 . - (-1 15345431640) math:quotient -6.516597404750486e-11 . - (0.035398163430070614 -6.516597404750486e-11) math:sum 0.03539816336490464 . - [] -1; math:negation 1 . - (1243 2500 0.03539816336490464 0.03539816340144829 1) :pi true. -} - -_:bng_2517 { - (1242 2500 0.035398163430070614 0.03539816340144829 -1) :pi true. -} - -_:bng_2518 { - [] 1241; math:notEqualTo 2500 . - (1241 1) math:sum 1242 . - (2 1241) math:product 2482 . - (2482 1) math:sum 2483 . - (2482 2) math:sum 2484 . - (2482 2483 2484) math:product 15308410104 . - (1 15308410104) math:quotient 6.532357006419013e-11 . - (0.03539816336474704 6.532357006419013e-11) math:sum 0.035398163430070614 . - [] 1; math:negation -1 . - (1242 2500 0.035398163430070614 0.03539816340144829 -1) :pi true. -} - -_:bng_2519 { - (1241 2500 0.03539816336474704 0.03539816340144829 1) :pi true. -} - -_:bng_2520 { - [] 1240; math:notEqualTo 2500 . - (1240 1) math:sum 1241 . - (2 1240) math:product 2480 . - (2480 1) math:sum 2481 . - (2480 2) math:sum 2482 . - (2480 2481 2482) math:product 15271448160 . - (-1 15271448160) math:quotient -6.54816746599885e-11 . - (0.03539816343022872 -6.54816746599885e-11) math:sum 0.03539816336474704 . - [] -1; math:negation 1 . - (1241 2500 0.03539816336474704 0.03539816340144829 1) :pi true. -} - -_:bng_2521 { - (1240 2500 0.03539816343022872 0.03539816340144829 -1) :pi true. -} - -_:bng_2522 { - [] 1239; math:notEqualTo 2500 . - (1239 1) math:sum 1240 . - (2 1239) math:product 2478 . - (2478 1) math:sum 2479 . - (2478 2) math:sum 2480 . - (2478 2479 2480) math:product 15234545760 . - (1 15234545760) math:quotient 6.564028988810494e-11 . - (0.035398163364588425 6.564028988810494e-11) math:sum 0.03539816343022872 . - [] 1; math:negation -1 . - (1240 2500 0.03539816343022872 0.03539816340144829 -1) :pi true. -} - -_:bng_2523 { - (1239 2500 0.035398163364588425 0.03539816340144829 1) :pi true. -} - -_:bng_2524 { - [] 1238; math:notEqualTo 2500 . - (1238 1) math:sum 1239 . - (2 1238) math:product 2476 . - (2476 1) math:sum 2477 . - (2476 2) math:sum 2478 . - (2476 2477 2478) math:product 15197702856 . - (-1 15197702856) math:quotient -6.579941781169932e-11 . - (0.03539816343038784 -6.579941781169932e-11) math:sum 0.035398163364588425 . - [] -1; math:negation 1 . - (1239 2500 0.035398163364588425 0.03539816340144829 1) :pi true. -} - -_:bng_2525 { - (1238 2500 0.03539816343038784 0.03539816340144829 -1) :pi true. -} - -_:bng_2526 { - [] 1237; math:notEqualTo 2500 . - (1237 1) math:sum 1238 . - (2 1237) math:product 2474 . - (2474 1) math:sum 2475 . - (2474 2) math:sum 2476 . - (2474 2475 2476) math:product 15160919400 . - (1 15160919400) math:quotient 6.595906050394279e-11 . - (0.03539816336442878 6.595906050394279e-11) math:sum 0.03539816343038784 . - [] 1; math:negation -1 . - (1238 2500 0.03539816343038784 0.03539816340144829 -1) :pi true. -} - -_:bng_2527 { - (1237 2500 0.03539816336442878 0.03539816340144829 1) :pi true. -} - -_:bng_2528 { - [] 1236; math:notEqualTo 2500 . - (1236 1) math:sum 1237 . - (2 1236) math:product 2472 . - (2472 1) math:sum 2473 . - (2472 2) math:sum 2474 . - (2472 2473 2474) math:product 15124195344 . - (-1 15124195344) math:quotient -6.611922004807451e-11 . - (0.035398163430548 -6.611922004807451e-11) math:sum 0.03539816336442878 . - [] -1; math:negation 1 . - (1237 2500 0.03539816336442878 0.03539816340144829 1) :pi true. -} - -_:bng_2529 { - (1236 2500 0.035398163430548 0.03539816340144829 -1) :pi true. -} - -_:bng_2530 { - [] 1235; math:notEqualTo 2500 . - (1235 1) math:sum 1236 . - (2 1235) math:product 2470 . - (2470 1) math:sum 2471 . - (2470 2) math:sum 2472 . - (2470 2471 2472) math:product 15087530640 . - (1 15087530640) math:quotient 6.627989853745875e-11 . - (0.035398163364268105 6.627989853745875e-11) math:sum 0.035398163430548 . - [] 1; math:negation -1 . - (1236 2500 0.035398163430548 0.03539816340144829 -1) :pi true. -} - -_:bng_2531 { - (1235 2500 0.035398163364268105 0.03539816340144829 1) :pi true. -} - -_:bng_2532 { - [] 1234; math:notEqualTo 2500 . - (1234 1) math:sum 1235 . - (2 1234) math:product 2468 . - (2468 1) math:sum 2469 . - (2468 2) math:sum 2470 . - (2468 2469 2470) math:product 15050925240 . - (-1 15050925240) math:quotient -6.644109807564229e-11 . - (0.0353981634307092 -6.644109807564229e-11) math:sum 0.035398163364268105 . - [] -1; math:negation 1 . - (1235 2500 0.035398163364268105 0.03539816340144829 1) :pi true. -} - -_:bng_2533 { - (1234 2500 0.0353981634307092 0.03539816340144829 -1) :pi true. -} - -_:bng_2534 { - [] 1233; math:notEqualTo 2500 . - (1233 1) math:sum 1234 . - (2 1233) math:product 2466 . - (2466 1) math:sum 2467 . - (2466 2) math:sum 2468 . - (2466 2467 2468) math:product 15014379096 . - (1 15014379096) math:quotient 6.660282077641235e-11 . - (0.03539816336410638 6.660282077641235e-11) math:sum 0.0353981634307092 . - [] 1; math:negation -1 . - (1234 2500 0.0353981634307092 0.03539816340144829 -1) :pi true. -} - -_:bng_2535 { - (1233 2500 0.03539816336410638 0.03539816340144829 1) :pi true. -} - -_:bng_2536 { - [] 1232; math:notEqualTo 2500 . - (1232 1) math:sum 1233 . - (2 1232) math:product 2464 . - (2464 1) math:sum 2465 . - (2464 2) math:sum 2466 . - (2464 2465 2466) math:product 14977892160 . - (-1 14977892160) math:quotient -6.676506876385469e-11 . - (0.035398163430871446 -6.676506876385469e-11) math:sum 0.03539816336410638 . - [] -1; math:negation 1 . - (1233 2500 0.03539816336410638 0.03539816340144829 1) :pi true. -} - -_:bng_2537 { - (1232 2500 0.035398163430871446 0.03539816340144829 -1) :pi true. -} - -_:bng_2538 { - [] 1231; math:notEqualTo 2500 . - (1231 1) math:sum 1232 . - (2 1231) math:product 2462 . - (2462 1) math:sum 2463 . - (2462 2) math:sum 2464 . - (2462 2463 2464) math:product 14941464384 . - (1 14941464384) math:quotient 6.692784417241228e-11 . - (0.0353981633639436 6.692784417241228e-11) math:sum 0.035398163430871446 . - [] 1; math:negation -1 . - (1232 2500 0.035398163430871446 0.03539816340144829 -1) :pi true. -} - -_:bng_2539 { - (1231 2500 0.0353981633639436 0.03539816340144829 1) :pi true. -} - -_:bng_2540 { - [] 1230; math:notEqualTo 2500 . - (1230 1) math:sum 1231 . - (2 1230) math:product 2460 . - (2460 1) math:sum 2461 . - (2460 2) math:sum 2462 . - (2460 2461 2462) math:product 14905095720 . - (-1 14905095720) math:quotient -6.709114914694422e-11 . - (0.03539816343103475 -6.709114914694422e-11) math:sum 0.0353981633639436 . - [] -1; math:negation 1 . - (1231 2500 0.0353981633639436 0.03539816340144829 1) :pi true. -} - -_:bng_2541 { - (1230 2500 0.03539816343103475 0.03539816340144829 -1) :pi true. -} - -_:bng_2542 { - [] 1229; math:notEqualTo 2500 . - (1229 1) math:sum 1230 . - (2 1229) math:product 2458 . - (2458 1) math:sum 2459 . - (2458 2) math:sum 2460 . - (2458 2459 2460) math:product 14868786120 . - (1 14868786120) math:quotient 6.725498584278513e-11 . - (0.03539816336377977 6.725498584278513e-11) math:sum 0.03539816343103475 . - [] 1; math:negation -1 . - (1230 2500 0.03539816343103475 0.03539816340144829 -1) :pi true. -} - -_:bng_2543 { - (1229 2500 0.03539816336377977 0.03539816340144829 1) :pi true. -} - -_:bng_2544 { - [] 1228; math:notEqualTo 2500 . - (1228 1) math:sum 1229 . - (2 1228) math:product 2456 . - (2456 1) math:sum 2457 . - (2456 2) math:sum 2458 . - (2456 2457 2458) math:product 14832535536 . - (-1 14832535536) math:quotient -6.741935642580482e-11 . - (0.03539816343119912 -6.741935642580482e-11) math:sum 0.03539816336377977 . - [] -1; math:negation 1 . - (1229 2500 0.03539816336377977 0.03539816340144829 1) :pi true. -} - -_:bng_2545 { - (1228 2500 0.03539816343119912 0.03539816340144829 -1) :pi true. -} - -_:bng_2546 { - [] 1227; math:notEqualTo 2500 . - (1227 1) math:sum 1228 . - (2 1227) math:product 2454 . - (2454 1) math:sum 2455 . - (2454 2) math:sum 2456 . - (2454 2455 2456) math:product 14796343920 . - (1 14796343920) math:quotient 6.758426307246852e-11 . - (0.03539816336361486 6.758426307246852e-11) math:sum 0.03539816343119912 . - [] 1; math:negation -1 . - (1228 2500 0.03539816343119912 0.03539816340144829 -1) :pi true. -} - -_:bng_2547 { - (1227 2500 0.03539816336361486 0.03539816340144829 1) :pi true. -} - -_:bng_2548 { - [] 1226; math:notEqualTo 2500 . - (1226 1) math:sum 1227 . - (2 1226) math:product 2452 . - (2452 1) math:sum 2453 . - (2452 2) math:sum 2454 . - (2452 2453 2454) math:product 14760211224 . - (-1 14760211224) math:quotient -6.774970796989728e-11 . - (0.035398163431364565 -6.774970796989728e-11) math:sum 0.03539816336361486 . - [] -1; math:negation 1 . - (1227 2500 0.03539816336361486 0.03539816340144829 1) :pi true. -} - -_:bng_2549 { - (1226 2500 0.035398163431364565 0.03539816340144829 -1) :pi true. -} - -_:bng_2550 { - [] 1225; math:notEqualTo 2500 . - (1225 1) math:sum 1226 . - (2 1225) math:product 2450 . - (2450 1) math:sum 2451 . - (2450 2) math:sum 2452 . - (2450 2451 2452) math:product 14724137400 . - (1 14724137400) math:quotient 6.791569331592898e-11 . - (0.03539816336344887 6.791569331592898e-11) math:sum 0.035398163431364565 . - [] 1; math:negation -1 . - (1226 2500 0.035398163431364565 0.03539816340144829 -1) :pi true. -} - -_:bng_2551 { - (1225 2500 0.03539816336344887 0.03539816340144829 1) :pi true. -} - -_:bng_2552 { - [] 1224; math:notEqualTo 2500 . - (1224 1) math:sum 1225 . - (2 1224) math:product 2448 . - (2448 1) math:sum 2449 . - (2448 2) math:sum 2450 . - (2448 2449 2450) math:product 14688122400 . - (-1 14688122400) math:quotient -6.808222131917964e-11 . - (0.03539816343153109 -6.808222131917964e-11) math:sum 0.03539816336344887 . - [] -1; math:negation 1 . - (1225 2500 0.03539816336344887 0.03539816340144829 1) :pi true. -} - -_:bng_2553 { - (1224 2500 0.03539816343153109 0.03539816340144829 -1) :pi true. -} - -_:bng_2554 { - [] 1223; math:notEqualTo 2500 . - (1223 1) math:sum 1224 . - (2 1223) math:product 2446 . - (2446 1) math:sum 2447 . - (2446 2) math:sum 2448 . - (2446 2447 2448) math:product 14652166176 . - (1 14652166176) math:quotient 6.824929419910505e-11 . - (0.0353981633632818 6.824929419910505e-11) math:sum 0.03539816343153109 . - [] 1; math:negation -1 . - (1224 2500 0.03539816343153109 0.03539816340144829 -1) :pi true. -} - -_:bng_2555 { - (1223 2500 0.0353981633632818 0.03539816340144829 1) :pi true. -} - -_:bng_2556 { - [] 1222; math:notEqualTo 2500 . - (1222 1) math:sum 1223 . - (2 1222) math:product 2444 . - (2444 1) math:sum 2445 . - (2444 2) math:sum 2446 . - (2444 2445 2446) math:product 14616268680 . - (-1 14616268680) math:quotient -6.841691418606298e-11 . - (0.03539816343169871 -6.841691418606298e-11) math:sum 0.0353981633632818 . - [] -1; math:negation 1 . - (1223 2500 0.0353981633632818 0.03539816340144829 1) :pi true. -} - -_:bng_2557 { - (1222 2500 0.03539816343169871 0.03539816340144829 -1) :pi true. -} - -_:bng_2558 { - [] 1221; math:notEqualTo 2500 . - (1221 1) math:sum 1222 . - (2 1221) math:product 2442 . - (2442 1) math:sum 2443 . - (2442 2) math:sum 2444 . - (2442 2443 2444) math:product 14580429864 . - (1 14580429864) math:quotient 6.858508352137567e-11 . - (0.035398163363113626 6.858508352137567e-11) math:sum 0.03539816343169871 . - [] 1; math:negation -1 . - (1222 2500 0.03539816343169871 0.03539816340144829 -1) :pi true. -} - -_:bng_2559 { - (1221 2500 0.035398163363113626 0.03539816340144829 1) :pi true. -} - -_:bng_2560 { - [] 1220; math:notEqualTo 2500 . - (1220 1) math:sum 1221 . - (2 1220) math:product 2440 . - (2440 1) math:sum 2441 . - (2440 2) math:sum 2442 . - (2440 2441 2442) math:product 14544649680 . - (-1 14544649680) math:quotient -6.875380445739274e-11 . - (0.03539816343186743 -6.875380445739274e-11) math:sum 0.035398163363113626 . - [] -1; math:negation 1 . - (1221 2500 0.035398163363113626 0.03539816340144829 1) :pi true. -} - -_:bng_2561 { - (1220 2500 0.03539816343186743 0.03539816340144829 -1) :pi true. -} - -_:bng_2562 { - [] 1219; math:notEqualTo 2500 . - (1219 1) math:sum 1220 . - (2 1219) math:product 2438 . - (2438 1) math:sum 2439 . - (2438 2) math:sum 2440 . - (2438 2439 2440) math:product 14508928080 . - (1 14508928080) math:quotient 6.892307925755463e-11 . - (0.035398163362944345 6.892307925755463e-11) math:sum 0.03539816343186743 . - [] 1; math:negation -1 . - (1220 2500 0.03539816343186743 0.03539816340144829 -1) :pi true. -} - -_:bng_2563 { - (1219 2500 0.035398163362944345 0.03539816340144829 1) :pi true. -} - -_:bng_2564 { - [] 1218; math:notEqualTo 2500 . - (1218 1) math:sum 1219 . - (2 1218) math:product 2436 . - (2436 1) math:sum 2437 . - (2436 2) math:sum 2438 . - (2436 2437 2438) math:product 14473265016 . - (-1 14473265016) math:quotient -6.909291019645625e-11 . - (0.035398163432037257 -6.909291019645625e-11) math:sum 0.035398163362944345 . - [] -1; math:negation 1 . - (1219 2500 0.035398163362944345 0.03539816340144829 1) :pi true. -} - -_:bng_2565 { - (1218 2500 0.035398163432037257 0.03539816340144829 -1) :pi true. -} - -_:bng_2566 { - [] 1217; math:notEqualTo 2500 . - (1217 1) math:sum 1218 . - (2 1217) math:product 2434 . - (2434 1) math:sum 2435 . - (2434 2) math:sum 2436 . - (2434 2435 2436) math:product 14437660440 . - (1 14437660440) math:quotient 6.926329955991124e-11 . - (0.03539816336277396 6.926329955991124e-11) math:sum 0.035398163432037257 . - [] 1; math:negation -1 . - (1218 2500 0.035398163432037257 0.03539816340144829 -1) :pi true. -} - -_:bng_2567 { - (1217 2500 0.03539816336277396 0.03539816340144829 1) :pi true. -} - -_:bng_2568 { - [] 1216; math:notEqualTo 2500 . - (1216 1) math:sum 1217 . - (2 1216) math:product 2432 . - (2432 1) math:sum 2433 . - (2432 2) math:sum 2434 . - (2432 2433 2434) math:product 14402114304 . - (-1 14402114304) math:quotient -6.943424964501656e-11 . - (0.03539816343220821 -6.943424964501656e-11) math:sum 0.03539816336277396 . - [] -1; math:negation 1 . - (1217 2500 0.03539816336277396 0.03539816340144829 1) :pi true. -} - -_:bng_2569 { - (1216 2500 0.03539816343220821 0.03539816340144829 -1) :pi true. -} - -_:bng_2570 { - [] 1215; math:notEqualTo 2500 . - (1215 1) math:sum 1216 . - (2 1215) math:product 2430 . - (2430 1) math:sum 2431 . - (2430 2) math:sum 2432 . - (2430 2431 2432) math:product 14366626560 . - (1 14366626560) math:quotient 6.960576276021753e-11 . - (0.035398163362602444 6.960576276021753e-11) math:sum 0.03539816343220821 . - [] 1; math:negation -1 . - (1216 2500 0.03539816343220821 0.03539816340144829 -1) :pi true. -} - -_:bng_2571 { - (1215 2500 0.035398163362602444 0.03539816340144829 1) :pi true. -} - -_:bng_2572 { - [] 1214; math:notEqualTo 2500 . - (1214 1) math:sum 1215 . - (2 1214) math:product 2428 . - (2428 1) math:sum 2429 . - (2428 2) math:sum 2430 . - (2428 2429 2430) math:product 14331197160 . - (-1 14331197160) math:quotient -6.977784122537325e-11 . - (0.03539816343238029 -6.977784122537325e-11) math:sum 0.035398163362602444 . - [] -1; math:negation 1 . - (1215 2500 0.035398163362602444 0.03539816340144829 1) :pi true. -} - -_:bng_2573 { - (1214 2500 0.03539816343238029 0.03539816340144829 -1) :pi true. -} - -_:bng_2574 { - [] 1213; math:notEqualTo 2500 . - (1213 1) math:sum 1214 . - (2 1213) math:product 2426 . - (2426 1) math:sum 2427 . - (2426 2) math:sum 2428 . - (2426 2427 2428) math:product 14295826056 . - (1 14295826056) math:quotient 6.995048737182256e-11 . - (0.0353981633624298 6.995048737182256e-11) math:sum 0.03539816343238029 . - [] 1; math:negation -1 . - (1214 2500 0.03539816343238029 0.03539816340144829 -1) :pi true. -} - -_:bng_2575 { - (1213 2500 0.0353981633624298 0.03539816340144829 1) :pi true. -} - -_:bng_2576 { - [] 1212; math:notEqualTo 2500 . - (1212 1) math:sum 1213 . - (2 1212) math:product 2424 . - (2424 1) math:sum 2425 . - (2424 2) math:sum 2426 . - (2424 2425 2426) math:product 14260513200 . - (-1 14260513200) math:quotient -7.012370354245035e-11 . - (0.0353981634325535 -7.012370354245035e-11) math:sum 0.0353981633624298 . - [] -1; math:negation 1 . - (1213 2500 0.0353981633624298 0.03539816340144829 1) :pi true. -} - -_:bng_2577 { - (1212 2500 0.0353981634325535 0.03539816340144829 -1) :pi true. -} - -_:bng_2578 { - [] 1211; math:notEqualTo 2500 . - (1211 1) math:sum 1212 . - (2 1211) math:product 2422 . - (2422 1) math:sum 2423 . - (2422 2) math:sum 2424 . - (2422 2423 2424) math:product 14225258544 . - (1 14225258544) math:quotient 7.029749209175428e-11 . - (0.03539816336225601 7.029749209175428e-11) math:sum 0.0353981634325535 . - [] 1; math:negation -1 . - (1212 2500 0.0353981634325535 0.03539816340144829 -1) :pi true. -} - -_:bng_2579 { - (1211 2500 0.03539816336225601 0.03539816340144829 1) :pi true. -} - -_:bng_2580 { - [] 1210; math:notEqualTo 2500 . - (1210 1) math:sum 1211 . - (2 1210) math:product 2420 . - (2420 1) math:sum 2421 . - (2420 2) math:sum 2422 . - (2420 2421 2422) math:product 14190062040 . - (-1 14190062040) math:quotient -7.047185538591204e-11 . - (0.03539816343272787 -7.047185538591204e-11) math:sum 0.03539816336225601 . - [] -1; math:negation 1 . - (1211 2500 0.03539816336225601 0.03539816340144829 1) :pi true. -} - -_:bng_2581 { - (1210 2500 0.03539816343272787 0.03539816340144829 -1) :pi true. -} - -_:bng_2582 { - [] 1209; math:notEqualTo 2500 . - (1209 1) math:sum 1210 . - (2 1209) math:product 2418 . - (2418 1) math:sum 2419 . - (2418 2) math:sum 2420 . - (2418 2419 2420) math:product 14154923640 . - (1 14154923640) math:quotient 7.064679580284899e-11 . - (0.03539816336208108 7.064679580284899e-11) math:sum 0.03539816343272787 . - [] 1; math:negation -1 . - (1210 2500 0.03539816343272787 0.03539816340144829 -1) :pi true. -} - -_:bng_2583 { - (1209 2500 0.03539816336208108 0.03539816340144829 1) :pi true. -} - -_:bng_2584 { - [] 1208; math:notEqualTo 2500 . - (1208 1) math:sum 1209 . - (2 1208) math:product 2416 . - (2416 1) math:sum 2417 . - (2416 2) math:sum 2418 . - (2416 2417 2418) math:product 14119843296 . - (-1 14119843296) math:quotient -7.082231573230627e-11 . - (0.03539816343290339 -7.082231573230627e-11) math:sum 0.03539816336208108 . - [] -1; math:negation 1 . - (1209 2500 0.03539816336208108 0.03539816340144829 1) :pi true. -} - -_:bng_2585 { - (1208 2500 0.03539816343290339 0.03539816340144829 -1) :pi true. -} - -_:bng_2586 { - [] 1207; math:notEqualTo 2500 . - (1207 1) math:sum 1208 . - (2 1207) math:product 2414 . - (2414 1) math:sum 2415 . - (2414 2) math:sum 2416 . - (2414 2415 2416) math:product 14084820960 . - (1 14084820960) math:quotient 7.099841757590933e-11 . - (0.035398163361904975 7.099841757590933e-11) math:sum 0.03539816343290339 . - [] 1; math:negation -1 . - (1208 2500 0.03539816343290339 0.03539816340144829 -1) :pi true. -} - -_:bng_2587 { - (1207 2500 0.035398163361904975 0.03539816340144829 1) :pi true. -} - -_:bng_2588 { - [] 1206; math:notEqualTo 2500 . - (1206 1) math:sum 1207 . - (2 1206) math:product 2412 . - (2412 1) math:sum 2413 . - (2412 2) math:sum 2414 . - (2412 2413 2414) math:product 14049856584 . - (-1 14049856584) math:quotient -7.117510374723694e-11 . - (0.035398163433080075 -7.117510374723694e-11) math:sum 0.035398163361904975 . - [] -1; math:negation 1 . - (1207 2500 0.035398163361904975 0.03539816340144829 1) :pi true. -} - -_:bng_2589 { - (1206 2500 0.035398163433080075 0.03539816340144829 -1) :pi true. -} - -_:bng_2590 { - [] 1205; math:notEqualTo 2500 . - (1205 1) math:sum 1206 . - (2 1205) math:product 2410 . - (2410 1) math:sum 2411 . - (2410 2) math:sum 2412 . - (2410 2411 2412) math:product 14014950120 . - (1 14014950120) math:quotient 7.135237667189072e-11 . - (0.0353981633617277 7.135237667189072e-11) math:sum 0.035398163433080075 . - [] 1; math:negation -1 . - (1206 2500 0.035398163433080075 0.03539816340144829 -1) :pi true. -} - -_:bng_2591 { - (1205 2500 0.0353981633617277 0.03539816340144829 1) :pi true. -} - -_:bng_2592 { - [] 1204; math:notEqualTo 2500 . - (1204 1) math:sum 1205 . - (2 1204) math:product 2408 . - (2408 1) math:sum 2409 . - (2408 2) math:sum 2410 . - (2408 2409 2410) math:product 13980101520 . - (-1 13980101520) math:quotient -7.153023878756497e-11 . - (0.03539816343325794 -7.153023878756497e-11) math:sum 0.0353981633617277 . - [] -1; math:negation 1 . - (1205 2500 0.0353981633617277 0.03539816340144829 1) :pi true. -} - -_:bng_2593 { - (1204 2500 0.03539816343325794 0.03539816340144829 -1) :pi true. -} - -_:bng_2594 { - [] 1203; math:notEqualTo 2500 . - (1203 1) math:sum 1204 . - (2 1203) math:product 2406 . - (2406 1) math:sum 2407 . - (2406 2) math:sum 2408 . - (2406 2407 2408) math:product 13945310736 . - (1 13945310736) math:quotient 7.170869254411714e-11 . - (0.035398163361549245 7.170869254411714e-11) math:sum 0.03539816343325794 . - [] 1; math:negation -1 . - (1204 2500 0.03539816343325794 0.03539816340144829 -1) :pi true. -} - -_:bng_2595 { - (1203 2500 0.035398163361549245 0.03539816340144829 1) :pi true. -} - -_:bng_2596 { - [] 1202; math:notEqualTo 2500 . - (1202 1) math:sum 1203 . - (2 1202) math:product 2404 . - (2404 1) math:sum 2405 . - (2404 2) math:sum 2406 . - (2404 2405 2406) math:product 13910577720 . - (-1 13910577720) math:quotient -7.188774040363867e-11 . - (0.035398163433436984 -7.188774040363867e-11) math:sum 0.035398163361549245 . - [] -1; math:negation 1 . - (1203 2500 0.035398163361549245 0.03539816340144829 1) :pi true. -} - -_:bng_2597 { - (1202 2500 0.035398163433436984 0.03539816340144829 -1) :pi true. -} - -_:bng_2598 { - [] 1201; math:notEqualTo 2500 . - (1201 1) math:sum 1202 . - (2 1201) math:product 2402 . - (2402 1) math:sum 2403 . - (2402 2) math:sum 2404 . - (2402 2403 2404) math:product 13875902424 . - (1 13875902424) math:quotient 7.206738484052632e-11 . - (0.0353981633613696 7.206738484052632e-11) math:sum 0.035398163433436984 . - [] 1; math:negation -1 . - (1202 2500 0.035398163433436984 0.03539816340144829 -1) :pi true. -} - -_:bng_2599 { - (1201 2500 0.0353981633613696 0.03539816340144829 1) :pi true. -} - -_:bng_2600 { - [] 1200; math:notEqualTo 2500 . - (1200 1) math:sum 1201 . - (2 1200) math:product 2400 . - (2400 1) math:sum 2401 . - (2400 2) math:sum 2402 . - (2400 2401 2402) math:product 13841284800 . - (-1 13841284800) math:quotient -7.224762834155396e-11 . - (0.03539816343361723 -7.224762834155396e-11) math:sum 0.0353981633613696 . - [] -1; math:negation 1 . - (1201 2500 0.0353981633613696 0.03539816340144829 1) :pi true. -} - -_:bng_2601 { - (1200 2500 0.03539816343361723 0.03539816340144829 -1) :pi true. -} - -_:bng_2602 { - [] 1199; math:notEqualTo 2500 . - (1199 1) math:sum 1200 . - (2 1199) math:product 2398 . - (2398 1) math:sum 2399 . - (2398 2) math:sum 2400 . - (2398 2399 2400) math:product 13806724800 . - (1 13806724800) math:quotient 7.24284734059449e-11 . - (0.035398163361188756 7.24284734059449e-11) math:sum 0.03539816343361723 . - [] 1; math:negation -1 . - (1200 2500 0.03539816343361723 0.03539816340144829 -1) :pi true. -} - -_:bng_2603 { - (1199 2500 0.035398163361188756 0.03539816340144829 1) :pi true. -} - -_:bng_2604 { - [] 1198; math:notEqualTo 2500 . - (1198 1) math:sum 1199 . - (2 1198) math:product 2396 . - (2396 1) math:sum 2397 . - (2396 2) math:sum 2398 . - (2396 2397 2398) math:product 13772222376 . - (-1 13772222376) math:quotient -7.260992254544467e-11 . - (0.03539816343379868 -7.260992254544467e-11) math:sum 0.035398163361188756 . - [] -1; math:negation 1 . - (1199 2500 0.035398163361188756 0.03539816340144829 1) :pi true. -} - -_:bng_2605 { - (1198 2500 0.03539816343379868 0.03539816340144829 -1) :pi true. -} - -_:bng_2606 { - [] 1197; math:notEqualTo 2500 . - (1197 1) math:sum 1198 . - (2 1197) math:product 2394 . - (2394 1) math:sum 2395 . - (2394 2) math:sum 2396 . - (2394 2395 2396) math:product 13737777480 . - (1 13737777480) math:quotient 7.279197828439423e-11 . - (0.0353981633610067 7.279197828439423e-11) math:sum 0.03539816343379868 . - [] 1; math:negation -1 . - (1198 2500 0.03539816343379868 0.03539816340144829 -1) :pi true. -} - -_:bng_2607 { - (1197 2500 0.0353981633610067 0.03539816340144829 1) :pi true. -} - -_:bng_2608 { - [] 1196; math:notEqualTo 2500 . - (1196 1) math:sum 1197 . - (2 1196) math:product 2392 . - (2392 1) math:sum 2393 . - (2392 2) math:sum 2394 . - (2392 2393 2394) math:product 13703390064 . - (-1 13703390064) math:quotient -7.297464315980373e-11 . - (0.03539816343398134 -7.297464315980373e-11) math:sum 0.0353981633610067 . - [] -1; math:negation 1 . - (1197 2500 0.0353981633610067 0.03539816340144829 1) :pi true. -} - -_:bng_2609 { - (1196 2500 0.03539816343398134 0.03539816340144829 -1) :pi true. -} - -_:bng_2610 { - [] 1195; math:notEqualTo 2500 . - (1195 1) math:sum 1196 . - (2 1195) math:product 2390 . - (2390 1) math:sum 2391 . - (2390 2) math:sum 2392 . - (2390 2391 2392) math:product 13669060080 . - (1 13669060080) math:quotient 7.315791972142682e-11 . - (0.03539816336082342 7.315791972142682e-11) math:sum 0.03539816343398134 . - [] 1; math:negation -1 . - (1196 2500 0.03539816343398134 0.03539816340144829 -1) :pi true. -} - -_:bng_2611 { - (1195 2500 0.03539816336082342 0.03539816340144829 1) :pi true. -} - -_:bng_2612 { - [] 1194; math:notEqualTo 2500 . - (1194 1) math:sum 1195 . - (2 1194) math:product 2388 . - (2388 1) math:sum 2389 . - (2388 2) math:sum 2390 . - (2388 2389 2390) math:product 13634787480 . - (-1 13634787480) math:quotient -7.33418105318353e-11 . - (0.035398163434165235 -7.33418105318353e-11) math:sum 0.03539816336082342 . - [] -1; math:negation 1 . - (1195 2500 0.03539816336082342 0.03539816340144829 1) :pi true. -} - -_:bng_2613 { - (1194 2500 0.035398163434165235 0.03539816340144829 -1) :pi true. -} - -_:bng_2614 { - [] 1193; math:notEqualTo 2500 . - (1193 1) math:sum 1194 . - (2 1193) math:product 2386 . - (2386 1) math:sum 2387 . - (2386 2) math:sum 2388 . - (2386 2387 2388) math:product 13600572216 . - (1 13600572216) math:quotient 7.352631816649442e-11 . - (0.03539816336063892 7.352631816649442e-11) math:sum 0.035398163434165235 . - [] 1; math:negation -1 . - (1194 2500 0.035398163434165235 0.03539816340144829 -1) :pi true. -} - -_:bng_2615 { - (1193 2500 0.03539816336063892 0.03539816340144829 1) :pi true. -} - -_:bng_2616 { - [] 1192; math:notEqualTo 2500 . - (1192 1) math:sum 1193 . - (2 1192) math:product 2384 . - (2384 1) math:sum 2385 . - (2384 2) math:sum 2386 . - (2384 2385 2386) math:product 13566414240 . - (-1 13566414240) math:quotient -7.371144521383862e-11 . - (0.035398163434350365 -7.371144521383862e-11) math:sum 0.03539816336063892 . - [] -1; math:negation 1 . - (1193 2500 0.03539816336063892 0.03539816340144829 1) :pi true. -} - -_:bng_2617 { - (1192 2500 0.035398163434350365 0.03539816340144829 -1) :pi true. -} - -_:bng_2618 { - [] 1191; math:notEqualTo 2500 . - (1191 1) math:sum 1192 . - (2 1191) math:product 2382 . - (2382 1) math:sum 2383 . - (2382 2) math:sum 2384 . - (2382 2383 2384) math:product 13532313504 . - (1 13532313504) math:quotient 7.389719427534777e-11 . - (0.03539816336045317 7.389719427534777e-11) math:sum 0.035398163434350365 . - [] 1; math:negation -1 . - (1192 2500 0.035398163434350365 0.03539816340144829 -1) :pi true. -} - -_:bng_2619 { - (1191 2500 0.03539816336045317 0.03539816340144829 1) :pi true. -} - -_:bng_2620 { - [] 1190; math:notEqualTo 2500 . - (1190 1) math:sum 1191 . - (2 1190) math:product 2380 . - (2380 1) math:sum 2381 . - (2380 2) math:sum 2382 . - (2380 2381 2382) math:product 13498269960 . - (-1 13498269960) math:quotient -7.408356796562395e-11 . - (0.035398163434536736 -7.408356796562395e-11) math:sum 0.03539816336045317 . - [] -1; math:negation 1 . - (1191 2500 0.03539816336045317 0.03539816340144829 1) :pi true. -} - -_:bng_2621 { - (1190 2500 0.035398163434536736 0.03539816340144829 -1) :pi true. -} - -_:bng_2622 { - [] 1189; math:notEqualTo 2500 . - (1189 1) math:sum 1190 . - (2 1189) math:product 2378 . - (2378 1) math:sum 2379 . - (2378 2) math:sum 2380 . - (2378 2379 2380) math:product 13464283560 . - (1 13464283560) math:quotient 7.427056891246875e-11 . - (0.03539816336026617 7.427056891246875e-11) math:sum 0.035398163434536736 . - [] 1; math:negation -1 . - (1190 2500 0.035398163434536736 0.03539816340144829 -1) :pi true. -} - -_:bng_2623 { - (1189 2500 0.03539816336026617 0.03539816340144829 1) :pi true. -} - -_:bng_2624 { - [] 1188; math:notEqualTo 2500 . - (1188 1) math:sum 1189 . - (2 1188) math:product 2376 . - (2376 1) math:sum 2377 . - (2376 2) math:sum 2378 . - (2376 2377 2378) math:product 13430354256 . - (-1 13430354256) math:quotient -7.445819975696105e-11 . - (0.035398163434724364 -7.445819975696105e-11) math:sum 0.03539816336026617 . - [] -1; math:negation 1 . - (1189 2500 0.03539816336026617 0.03539816340144829 1) :pi true. -} - -_:bng_2625 { - (1188 2500 0.035398163434724364 0.03539816340144829 -1) :pi true. -} - -_:bng_2626 { - [] 1187; math:notEqualTo 2500 . - (1187 1) math:sum 1188 . - (2 1187) math:product 2374 . - (2374 1) math:sum 2375 . - (2374 2) math:sum 2376 . - (2374 2375 2376) math:product 13396482000 . - (1 13396482000) math:quotient 7.464646315353539e-11 . - (0.0353981633600779 7.464646315353539e-11) math:sum 0.035398163434724364 . - [] 1; math:negation -1 . - (1188 2500 0.035398163434724364 0.03539816340144829 -1) :pi true. -} - -_:bng_2627 { - (1187 2500 0.0353981633600779 0.03539816340144829 1) :pi true. -} - -_:bng_2628 { - [] 1186; math:notEqualTo 2500 . - (1186 1) math:sum 1187 . - (2 1186) math:product 2372 . - (2372 1) math:sum 2373 . - (2372 2) math:sum 2374 . - (2372 2373 2374) math:product 13362666744 . - (-1 13362666744) math:quotient -7.483536177006077e-11 . - (0.03539816343491326 -7.483536177006077e-11) math:sum 0.0353981633600779 . - [] -1; math:negation 1 . - (1187 2500 0.0353981633600779 0.03539816340144829 1) :pi true. -} - -_:bng_2629 { - (1186 2500 0.03539816343491326 0.03539816340144829 -1) :pi true. -} - -_:bng_2630 { - [] 1185; math:notEqualTo 2500 . - (1185 1) math:sum 1186 . - (2 1185) math:product 2370 . - (2370 1) math:sum 2371 . - (2370 2) math:sum 2372 . - (2370 2371 2372) math:product 13328908440 . - (1 13328908440) math:quotient 7.502489828792012e-11 . - (0.035398163359888365 7.502489828792012e-11) math:sum 0.03539816343491326 . - [] 1; math:negation -1 . - (1186 2500 0.03539816343491326 0.03539816340144829 -1) :pi true. -} - -_:bng_2631 { - (1185 2500 0.035398163359888365 0.03539816340144829 1) :pi true. -} - -_:bng_2632 { - [] 1184; math:notEqualTo 2500 . - (1184 1) math:sum 1185 . - (2 1184) math:product 2368 . - (2368 1) math:sum 2369 . - (2368 2) math:sum 2370 . - (2368 2369 2370) math:product 13295207040 . - (-1 13295207040) math:quotient -7.521507540209016e-11 . - (0.03539816343510344 -7.521507540209016e-11) math:sum 0.035398163359888365 . - [] -1; math:negation 1 . - (1185 2500 0.035398163359888365 0.03539816340144829 1) :pi true. -} - -_:bng_2633 { - (1184 2500 0.03539816343510344 0.03539816340144829 -1) :pi true. -} - -_:bng_2634 { - [] 1183; math:notEqualTo 2500 . - (1183 1) math:sum 1184 . - (2 1183) math:product 2366 . - (2366 1) math:sum 2367 . - (2366 2) math:sum 2368 . - (2366 2367 2368) math:product 13261562496 . - (1 13261562496) math:quotient 7.540589582122194e-11 . - (0.035398163359697546 7.540589582122194e-11) math:sum 0.03539816343510344 . - [] 1; math:negation -1 . - (1184 2500 0.03539816343510344 0.03539816340144829 -1) :pi true. -} - -_:bng_2635 { - (1183 2500 0.035398163359697546 0.03539816340144829 1) :pi true. -} - -_:bng_2636 { - [] 1182; math:notEqualTo 2500 . - (1182 1) math:sum 1183 . - (2 1182) math:product 2364 . - (2364 1) math:sum 2365 . - (2364 2) math:sum 2366 . - (2364 2365 2366) math:product 13227974760 . - (-1 13227974760) math:quotient -7.559736226772178e-11 . - (0.03539816343529491 -7.559736226772178e-11) math:sum 0.035398163359697546 . - [] -1; math:negation 1 . - (1183 2500 0.035398163359697546 0.03539816340144829 1) :pi true. -} - -_:bng_2637 { - (1182 2500 0.03539816343529491 0.03539816340144829 -1) :pi true. -} - -_:bng_2638 { - [] 1181; math:notEqualTo 2500 . - (1181 1) math:sum 1182 . - (2 1181) math:product 2362 . - (2362 1) math:sum 2363 . - (2362 2) math:sum 2364 . - (2362 2363 2364) math:product 13194443784 . - (1 13194443784) math:quotient 7.578947747783288e-11 . - (0.03539816335950543 7.578947747783288e-11) math:sum 0.03539816343529491 . - [] 1; math:negation -1 . - (1182 2500 0.03539816343529491 0.03539816340144829 -1) :pi true. -} - -_:bng_2639 { - (1181 2500 0.03539816335950543 0.03539816340144829 1) :pi true. -} - -_:bng_2640 { - [] 1180; math:notEqualTo 2500 . - (1180 1) math:sum 1181 . - (2 1180) math:product 2360 . - (2360 1) math:sum 2361 . - (2360 2) math:sum 2362 . - (2360 2361 2362) math:product 13160969520 . - (-1 13160969520) math:quotient -7.598224420171745e-11 . - (0.03539816343548767 -7.598224420171745e-11) math:sum 0.03539816335950543 . - [] -1; math:negation 1 . - (1181 2500 0.03539816335950543 0.03539816340144829 1) :pi true. -} - -_:bng_2641 { - (1180 2500 0.03539816343548767 0.03539816340144829 -1) :pi true. -} - -_:bng_2642 { - [] 1179; math:notEqualTo 2500 . - (1179 1) math:sum 1180 . - (2 1179) math:product 2358 . - (2358 1) math:sum 2359 . - (2358 2) math:sum 2360 . - (2358 2359 2360) math:product 13127551920 . - (1 13127551920) math:quotient 7.617566520353933e-11 . - (0.03539816335931201 7.617566520353933e-11) math:sum 0.03539816343548767 . - [] 1; math:negation -1 . - (1180 2500 0.03539816343548767 0.03539816340144829 -1) :pi true. -} - -_:bng_2643 { - (1179 2500 0.03539816335931201 0.03539816340144829 1) :pi true. -} - -_:bng_2644 { - [] 1178; math:notEqualTo 2500 . - (1178 1) math:sum 1179 . - (2 1178) math:product 2356 . - (2356 1) math:sum 2357 . - (2356 2) math:sum 2358 . - (2356 2357 2358) math:product 13094190936 . - (-1 13094190936) math:quotient -7.636974326154731e-11 . - (0.03539816343568175 -7.636974326154731e-11) math:sum 0.03539816335931201 . - [] -1; math:negation 1 . - (1179 2500 0.03539816335931201 0.03539816340144829 1) :pi true. -} - -_:bng_2645 { - (1178 2500 0.03539816343568175 0.03539816340144829 -1) :pi true. -} - -_:bng_2646 { - [] 1177; math:notEqualTo 2500 . - (1177 1) math:sum 1178 . - (2 1177) math:product 2354 . - (2354 1) math:sum 2355 . - (2354 2) math:sum 2356 . - (2354 2355 2356) math:product 13060886520 . - (1 13060886520) math:quotient 7.656448116815887e-11 . - (0.03539816335911727 7.656448116815887e-11) math:sum 0.03539816343568175 . - [] 1; math:negation -1 . - (1178 2500 0.03539816343568175 0.03539816340144829 -1) :pi true. -} - -_:bng_2647 { - (1177 2500 0.03539816335911727 0.03539816340144829 1) :pi true. -} - -_:bng_2648 { - [] 1176; math:notEqualTo 2500 . - (1176 1) math:sum 1177 . - (2 1176) math:product 2352 . - (2352 1) math:sum 2353 . - (2352 2) math:sum 2354 . - (2352 2353 2354) math:product 13027638624 . - (-1 13027638624) math:quotient -7.675988173004453e-11 . - (0.03539816343587715 -7.675988173004453e-11) math:sum 0.03539816335911727 . - [] -1; math:negation 1 . - (1177 2500 0.03539816335911727 0.03539816340144829 1) :pi true. -} - -_:bng_2649 { - (1176 2500 0.03539816343587715 0.03539816340144829 -1) :pi true. -} - -_:bng_2650 { - [] 1175; math:notEqualTo 2500 . - (1175 1) math:sum 1176 . - (2 1175) math:product 2350 . - (2350 1) math:sum 2351 . - (2350 2) math:sum 2352 . - (2350 2351 2352) math:product 12994447200 . - (1 12994447200) math:quotient 7.695594776821288e-11 . - (0.0353981633589212 7.695594776821288e-11) math:sum 0.03539816343587715 . - [] 1; math:negation -1 . - (1176 2500 0.03539816343587715 0.03539816340144829 -1) :pi true. -} - -_:bng_2651 { - (1175 2500 0.0353981633589212 0.03539816340144829 1) :pi true. -} - -_:bng_2652 { - [] 1174; math:notEqualTo 2500 . - (1174 1) math:sum 1175 . - (2 1174) math:product 2348 . - (2348 1) math:sum 2349 . - (2348 2) math:sum 2350 . - (2348 2349 2350) math:product 12961312200 . - (-1 12961312200) math:quotient -7.715268211809603e-11 . - (0.03539816343607388 -7.715268211809603e-11) math:sum 0.0353981633589212 . - [] -1; math:negation 1 . - (1175 2500 0.0353981633589212 0.03539816340144829 1) :pi true. -} - -_:bng_2653 { - (1174 2500 0.03539816343607388 0.03539816340144829 -1) :pi true. -} - -_:bng_2654 { - [] 1173; math:notEqualTo 2500 . - (1173 1) math:sum 1174 . - (2 1173) math:product 2346 . - (2346 1) math:sum 2347 . - (2346 2) math:sum 2348 . - (2346 2347 2348) math:product 12928233576 . - (1 12928233576) math:quotient 7.735008762963582e-11 . - (0.0353981633587238 7.735008762963582e-11) math:sum 0.03539816343607388 . - [] 1; math:negation -1 . - (1174 2500 0.03539816343607388 0.03539816340144829 -1) :pi true. -} - -_:bng_2655 { - (1173 2500 0.0353981633587238 0.03539816340144829 1) :pi true. -} - -_:bng_2656 { - [] 1172; math:notEqualTo 2500 . - (1172 1) math:sum 1173 . - (2 1172) math:product 2344 . - (2344 1) math:sum 2345 . - (2344 2) math:sum 2346 . - (2344 2345 2346) math:product 12895211280 . - (-1 12895211280) math:quotient -7.754816716737037e-11 . - (0.035398163436271966 -7.754816716737037e-11) math:sum 0.0353981633587238 . - [] -1; math:negation 1 . - (1173 2500 0.0353981633587238 0.03539816340144829 1) :pi true. -} - -_:bng_2657 { - (1172 2500 0.035398163436271966 0.03539816340144829 -1) :pi true. -} - -_:bng_2658 { - [] 1171; math:notEqualTo 2500 . - (1171 1) math:sum 1172 . - (2 1171) math:product 2342 . - (2342 1) math:sum 2343 . - (2342 2) math:sum 2344 . - (2342 2343 2344) math:product 12862245264 . - (1 12862245264) math:quotient 7.77469236105215e-11 . - (0.03539816335852504 7.77469236105215e-11) math:sum 0.035398163436271966 . - [] 1; math:negation -1 . - (1172 2500 0.035398163436271966 0.03539816340144829 -1) :pi true. -} - -_:bng_2659 { - (1171 2500 0.03539816335852504 0.03539816340144829 1) :pi true. -} - -_:bng_2660 { - [] 1170; math:notEqualTo 2500 . - (1170 1) math:sum 1171 . - (2 1170) math:product 2340 . - (2340 1) math:sum 2341 . - (2340 2) math:sum 2342 . - (2340 2341 2342) math:product 12829335480 . - (-1 12829335480) math:quotient -7.794635985308258e-11 . - (0.0353981634364714 -7.794635985308258e-11) math:sum 0.03539816335852504 . - [] -1; math:negation 1 . - (1171 2500 0.03539816335852504 0.03539816340144829 1) :pi true. -} - -_:bng_2661 { - (1170 2500 0.0353981634364714 0.03539816340144829 -1) :pi true. -} - -_:bng_2662 { - [] 1169; math:notEqualTo 2500 . - (1169 1) math:sum 1170 . - (2 1169) math:product 2338 . - (2338 1) math:sum 2339 . - (2338 2) math:sum 2340 . - (2338 2339 2340) math:product 12796481880 . - (1 12796481880) math:quotient 7.8146478803907e-11 . - (0.03539816335832492 7.8146478803907e-11) math:sum 0.0353981634364714 . - [] 1; math:negation -1 . - (1170 2500 0.0353981634364714 0.03539816340144829 -1) :pi true. -} - -_:bng_2663 { - (1169 2500 0.03539816335832492 0.03539816340144829 1) :pi true. -} - -_:bng_2664 { - [] 1168; math:notEqualTo 2500 . - (1168 1) math:sum 1169 . - (2 1168) math:product 2336 . - (2336 1) math:sum 2337 . - (2336 2) math:sum 2338 . - (2336 2337 2338) math:product 12763684416 . - (-1 12763684416) math:quotient -7.834728338679728e-11 . - (0.0353981634366722 -7.834728338679728e-11) math:sum 0.03539816335832492 . - [] -1; math:negation 1 . - (1169 2500 0.03539816335832492 0.03539816340144829 1) :pi true. -} - -_:bng_2665 { - (1168 2500 0.0353981634366722 0.03539816340144829 -1) :pi true. -} - -_:bng_2666 { - [] 1167; math:notEqualTo 2500 . - (1167 1) math:sum 1168 . - (2 1167) math:product 2334 . - (2334 1) math:sum 2335 . - (2334 2) math:sum 2336 . - (2334 2335 2336) math:product 12730943040 . - (1 12730943040) math:quotient 7.854877654059475e-11 . - (0.03539816335812342 7.854877654059475e-11) math:sum 0.0353981634366722 . - [] 1; math:negation -1 . - (1168 2500 0.0353981634366722 0.03539816340144829 -1) :pi true. -} - -_:bng_2667 { - (1167 2500 0.03539816335812342 0.03539816340144829 1) :pi true. -} - -_:bng_2668 { - [] 1166; math:notEqualTo 2500 . - (1166 1) math:sum 1167 . - (2 1166) math:product 2332 . - (2332 1) math:sum 2333 . - (2332 2) math:sum 2334 . - (2332 2333 2334) math:product 12698257704 . - (-1 12698257704) math:quotient -7.875096121926996e-11 . - (0.03539816343687439 -7.875096121926996e-11) math:sum 0.03539816335812342 . - [] -1; math:negation 1 . - (1167 2500 0.03539816335812342 0.03539816340144829 1) :pi true. -} - -_:bng_2669 { - (1166 2500 0.03539816343687439 0.03539816340144829 -1) :pi true. -} - -_:bng_2670 { - [] 1165; math:notEqualTo 2500 . - (1165 1) math:sum 1166 . - (2 1165) math:product 2330 . - (2330 1) math:sum 2331 . - (2330 2) math:sum 2332 . - (2330 2331 2332) math:product 12665628360 . - (1 12665628360) math:quotient 7.895384039201352e-11 . - (0.035398163357920544 7.895384039201352e-11) math:sum 0.03539816343687439 . - [] 1; math:negation -1 . - (1166 2500 0.03539816343687439 0.03539816340144829 -1) :pi true. -} - -_:bng_2671 { - (1165 2500 0.035398163357920544 0.03539816340144829 1) :pi true. -} - -_:bng_2672 { - [] 1164; math:notEqualTo 2500 . - (1164 1) math:sum 1165 . - (2 1164) math:product 2328 . - (2328 1) math:sum 2329 . - (2328 2) math:sum 2330 . - (2328 2329 2330) math:product 12633054960 . - (-1 12633054960) math:quotient -7.915741704332774e-11 . - (0.03539816343707796 -7.915741704332774e-11) math:sum 0.035398163357920544 . - [] -1; math:negation 1 . - (1165 2500 0.035398163357920544 0.03539816340144829 1) :pi true. -} - -_:bng_2673 { - (1164 2500 0.03539816343707796 0.03539816340144829 -1) :pi true. -} - -_:bng_2674 { - [] 1163; math:notEqualTo 2500 . - (1163 1) math:sum 1164 . - (2 1163) math:product 2326 . - (2326 1) math:sum 2327 . - (2326 2) math:sum 2328 . - (2326 2327 2328) math:product 12600537456 . - (1 12600537456) math:quotient 7.936169417311878e-11 . - (0.03539816335771627 7.936169417311878e-11) math:sum 0.03539816343707796 . - [] 1; math:negation -1 . - (1164 2500 0.03539816343707796 0.03539816340144829 -1) :pi true. -} - -_:bng_2675 { - (1163 2500 0.03539816335771627 0.03539816340144829 1) :pi true. -} - -_:bng_2676 { - [] 1162; math:notEqualTo 2500 . - (1162 1) math:sum 1163 . - (2 1162) math:product 2324 . - (2324 1) math:sum 2325 . - (2324 2) math:sum 2326 . - (2324 2325 2326) math:product 12568075800 . - (-1 12568075800) math:quotient -7.95666747967895e-11 . - (0.03539816343728294 -7.95666747967895e-11) math:sum 0.03539816335771627 . - [] -1; math:negation 1 . - (1163 2500 0.03539816335771627 0.03539816340144829 1) :pi true. -} - -_:bng_2677 { - (1162 2500 0.03539816343728294 0.03539816340144829 -1) :pi true. -} - -_:bng_2678 { - [] 1161; math:notEqualTo 2500 . - (1161 1) math:sum 1162 . - (2 1161) math:product 2322 . - (2322 1) math:sum 2323 . - (2322 2) math:sum 2324 . - (2322 2323 2324) math:product 12535669944 . - (1 12535669944) math:quotient 7.977236194533298e-11 . - (0.03539816335751058 7.977236194533298e-11) math:sum 0.03539816343728294 . - [] 1; math:negation -1 . - (1162 2500 0.03539816343728294 0.03539816340144829 -1) :pi true. -} - -_:bng_2679 { - (1161 2500 0.03539816335751058 0.03539816340144829 1) :pi true. -} - -_:bng_2680 { - [] 1160; math:notEqualTo 2500 . - (1160 1) math:sum 1161 . - (2 1160) math:product 2320 . - (2320 1) math:sum 2321 . - (2320 2) math:sum 2322 . - (2320 2321 2322) math:product 12503319840 . - (-1 12503319840) math:quotient -7.997875866542658e-11 . - (0.03539816343748934 -7.997875866542658e-11) math:sum 0.03539816335751058 . - [] -1; math:negation 1 . - (1161 2500 0.03539816335751058 0.03539816340144829 1) :pi true. -} - -_:bng_2681 { - (1160 2500 0.03539816343748934 0.03539816340144829 -1) :pi true. -} - -_:bng_2682 { - [] 1159; math:notEqualTo 2500 . - (1159 1) math:sum 1160 . - (2 1159) math:product 2318 . - (2318 1) math:sum 2319 . - (2318 2) math:sum 2320 . - (2318 2319 2320) math:product 12471025440 . - (1 12471025440) math:quotient 8.018586801952671e-11 . - (0.035398163357303475 8.018586801952671e-11) math:sum 0.03539816343748934 . - [] 1; math:negation -1 . - (1160 2500 0.03539816343748934 0.03539816340144829 -1) :pi true. -} - -_:bng_2683 { - (1159 2500 0.035398163357303475 0.03539816340144829 1) :pi true. -} - -_:bng_2684 { - [] 1158; math:notEqualTo 2500 . - (1158 1) math:sum 1159 . - (2 1158) math:product 2316 . - (2316 1) math:sum 2317 . - (2316 2) math:sum 2318 . - (2316 2317 2318) math:product 12438786696 . - (-1 12438786696) math:quotient -8.03936930859643e-11 . - (0.03539816343769717 -8.03936930859643e-11) math:sum 0.035398163357303475 . - [] -1; math:negation 1 . - (1159 2500 0.035398163357303475 0.03539816340144829 1) :pi true. -} - -_:bng_2685 { - (1158 2500 0.03539816343769717 0.03539816340144829 -1) :pi true. -} - -_:bng_2686 { - [] 1157; math:notEqualTo 2500 . - (1157 1) math:sum 1158 . - (2 1157) math:product 2314 . - (2314 1) math:sum 2315 . - (2314 2) math:sum 2316 . - (2314 2315 2316) math:product 12406603560 . - (1 12406603560) math:quotient 8.060223695904086e-11 . - (0.035398163357094926 8.060223695904086e-11) math:sum 0.03539816343769717 . - [] 1; math:negation -1 . - (1158 2500 0.03539816343769717 0.03539816340144829 -1) :pi true. -} - -_:bng_2687 { - (1157 2500 0.035398163357094926 0.03539816340144829 1) :pi true. -} - -_:bng_2688 { - [] 1156; math:notEqualTo 2500 . - (1156 1) math:sum 1157 . - (2 1156) math:product 2312 . - (2312 1) math:sum 2313 . - (2312 2) math:sum 2314 . - (2312 2313 2314) math:product 12374475984 . - (-1 12374475984) math:quotient -8.081150274912522e-11 . - (0.03539816343790643 -8.081150274912522e-11) math:sum 0.035398163357094926 . - [] -1; math:negation 1 . - (1157 2500 0.035398163357094926 0.03539816340144829 1) :pi true. -} - -_:bng_2689 { - (1156 2500 0.03539816343790643 0.03539816340144829 -1) :pi true. -} - -_:bng_2690 { - [] 1155; math:notEqualTo 2500 . - (1155 1) math:sum 1156 . - (2 1155) math:product 2310 . - (2310 1) math:sum 2311 . - (2310 2) math:sum 2312 . - (2310 2311 2312) math:product 12342403920 . - (1 12342403920) math:quotient 8.102149358275094e-11 . - (0.035398163356884935 8.102149358275094e-11) math:sum 0.03539816343790643 . - [] 1; math:negation -1 . - (1156 2500 0.03539816343790643 0.03539816340144829 -1) :pi true. -} - -_:bng_2691 { - (1155 2500 0.035398163356884935 0.03539816340144829 1) :pi true. -} - -_:bng_2692 { - [] 1154; math:notEqualTo 2500 . - (1154 1) math:sum 1155 . - (2 1154) math:product 2308 . - (2308 1) math:sum 2309 . - (2308 2) math:sum 2310 . - (2308 2309 2310) math:product 12310387320 . - (-1 12310387320) math:quotient -8.123221260271444e-11 . - (0.03539816343811715 -8.123221260271444e-11) math:sum 0.035398163356884935 . - [] -1; math:negation 1 . - (1155 2500 0.035398163356884935 0.03539816340144829 1) :pi true. -} - -_:bng_2693 { - (1154 2500 0.03539816343811715 0.03539816340144829 -1) :pi true. -} - -_:bng_2694 { - [] 1153; math:notEqualTo 2500 . - (1153 1) math:sum 1154 . - (2 1153) math:product 2306 . - (2306 1) math:sum 2307 . - (2306 2) math:sum 2308 . - (2306 2307 2308) math:product 12278426136 . - (1 12278426136) math:quotient 8.144366296817375e-11 . - (0.035398163356673486 8.144366296817375e-11) math:sum 0.03539816343811715 . - [] 1; math:negation -1 . - (1154 2500 0.03539816343811715 0.03539816340144829 -1) :pi true. -} - -_:bng_2695 { - (1153 2500 0.035398163356673486 0.03539816340144829 1) :pi true. -} - -_:bng_2696 { - [] 1152; math:notEqualTo 2500 . - (1152 1) math:sum 1153 . - (2 1152) math:product 2304 . - (2304 1) math:sum 2305 . - (2304 2) math:sum 2306 . - (2304 2305 2306) math:product 12246520320 . - (-1 12246520320) math:quotient -8.165584785474801e-11 . - (0.035398163438329334 -8.165584785474801e-11) math:sum 0.035398163356673486 . - [] -1; math:negation 1 . - (1153 2500 0.035398163356673486 0.03539816340144829 1) :pi true. -} - -_:bng_2697 { - (1152 2500 0.035398163438329334 0.03539816340144829 -1) :pi true. -} - -_:bng_2698 { - [] 1151; math:notEqualTo 2500 . - (1151 1) math:sum 1152 . - (2 1151) math:product 2302 . - (2302 1) math:sum 2303 . - (2302 2) math:sum 2304 . - (2302 2303 2304) math:product 12214669824 . - (1 12214669824) math:quotient 8.186877045461757e-11 . - (0.035398163356460566 8.186877045461757e-11) math:sum 0.035398163438329334 . - [] 1; math:negation -1 . - (1152 2500 0.035398163438329334 0.03539816340144829 -1) :pi true. -} - -_:bng_2699 { - (1151 2500 0.035398163356460566 0.03539816340144829 1) :pi true. -} - -_:bng_2700 { - [] 1150; math:notEqualTo 2500 . - (1150 1) math:sum 1151 . - (2 1150) math:product 2300 . - (2300 1) math:sum 2301 . - (2300 2) math:sum 2302 . - (2300 2301 2302) math:product 12182874600 . - (-1 12182874600) math:quotient -8.208243397662486e-11 . - (0.035398163438543 -8.208243397662486e-11) math:sum 0.035398163356460566 . - [] -1; math:negation 1 . - (1151 2500 0.035398163356460566 0.03539816340144829 1) :pi true. -} - -_:bng_2701 { - (1150 2500 0.035398163438543 0.03539816340144829 -1) :pi true. -} - -_:bng_2702 { - [] 1149; math:notEqualTo 2500 . - (1149 1) math:sum 1150 . - (2 1149) math:product 2298 . - (2298 1) math:sum 2299 . - (2298 2) math:sum 2300 . - (2298 2299 2300) math:product 12151134600 . - (1 12151134600) math:quotient 8.229684164637597e-11 . - (0.035398163356246154 8.229684164637597e-11) math:sum 0.035398163438543 . - [] 1; math:negation -1 . - (1150 2500 0.035398163438543 0.03539816340144829 -1) :pi true. -} - -_:bng_2703 { - (1149 2500 0.035398163356246154 0.03539816340144829 1) :pi true. -} - -_:bng_2704 { - [] 1148; math:notEqualTo 2500 . - (1148 1) math:sum 1149 . - (2 1148) math:product 2296 . - (2296 1) math:sum 2297 . - (2296 2) math:sum 2298 . - (2296 2297 2298) math:product 12119449776 . - (-1 12119449776) math:quotient -8.251199670634289e-11 . - (0.03539816343875815 -8.251199670634289e-11) math:sum 0.035398163356246154 . - [] -1; math:negation 1 . - (1149 2500 0.035398163356246154 0.03539816340144829 1) :pi true. -} - -_:bng_2705 { - (1148 2500 0.03539816343875815 0.03539816340144829 -1) :pi true. -} - -_:bng_2706 { - [] 1147; math:notEqualTo 2500 . - (1147 1) math:sum 1148 . - (2 1147) math:product 2294 . - (2294 1) math:sum 2295 . - (2294 2) math:sum 2296 . - (2294 2295 2296) math:product 12087820080 . - (1 12087820080) math:quotient 8.272790241596647e-11 . - (0.03539816335603025 8.272790241596647e-11) math:sum 0.03539816343875815 . - [] 1; math:negation -1 . - (1148 2500 0.03539816343875815 0.03539816340144829 -1) :pi true. -} - -_:bng_2707 { - (1147 2500 0.03539816335603025 0.03539816340144829 1) :pi true. -} - -_:bng_2708 { - [] 1146; math:notEqualTo 2500 . - (1146 1) math:sum 1147 . - (2 1146) math:product 2292 . - (2292 1) math:sum 2293 . - (2292 2) math:sum 2294 . - (2292 2293 2294) math:product 12056245464 . - (-1 12056245464) math:quotient -8.294456205176016e-11 . - (0.03539816343897481 -8.294456205176016e-11) math:sum 0.03539816335603025 . - [] -1; math:negation 1 . - (1147 2500 0.03539816335603025 0.03539816340144829 1) :pi true. -} - -_:bng_2709 { - (1146 2500 0.03539816343897481 0.03539816340144829 -1) :pi true. -} - -_:bng_2710 { - [] 1145; math:notEqualTo 2500 . - (1145 1) math:sum 1146 . - (2 1145) math:product 2290 . - (2290 1) math:sum 2291 . - (2290 2) math:sum 2292 . - (2290 2291 2292) math:product 12024725880 . - (1 12024725880) math:quotient 8.31619789074144e-11 . - (0.035398163355812834 8.31619789074144e-11) math:sum 0.03539816343897481 . - [] 1; math:negation -1 . - (1146 2500 0.03539816343897481 0.03539816340144829 -1) :pi true. -} - -_:bng_2711 { - (1145 2500 0.035398163355812834 0.03539816340144829 1) :pi true. -} - -_:bng_2712 { - [] 1144; math:notEqualTo 2500 . - (1144 1) math:sum 1145 . - (2 1144) math:product 2288 . - (2288 1) math:sum 2289 . - (2288 2) math:sum 2290 . - (2288 2289 2290) math:product 11993261280 . - (-1 11993261280) math:quotient -8.338015629390173e-11 . - (0.03539816343919299 -8.338015629390173e-11) math:sum 0.035398163355812834 . - [] -1; math:negation 1 . - (1145 2500 0.035398163355812834 0.03539816340144829 1) :pi true. -} - -_:bng_2713 { - (1144 2500 0.03539816343919299 0.03539816340144829 -1) :pi true. -} - -_:bng_2714 { - [] 1143; math:notEqualTo 2500 . - (1143 1) math:sum 1144 . - (2 1143) math:product 2286 . - (2286 1) math:sum 2287 . - (2286 2) math:sum 2288 . - (2286 2287 2288) math:product 11961851616 . - (1 11961851616) math:quotient 8.359909753958279e-11 . - (0.03539816335559389 8.359909753958279e-11) math:sum 0.03539816343919299 . - [] 1; math:negation -1 . - (1144 2500 0.03539816343919299 0.03539816340144829 -1) :pi true. -} - -_:bng_2715 { - (1143 2500 0.03539816335559389 0.03539816340144829 1) :pi true. -} - -_:bng_2716 { - [] 1142; math:notEqualTo 2500 . - (1142 1) math:sum 1143 . - (2 1142) math:product 2284 . - (2284 1) math:sum 2285 . - (2284 2) math:sum 2286 . - (2284 2285 2286) math:product 11930496840 . - (-1 11930496840) math:quotient -8.381880599031281e-11 . - (0.0353981634394127 -8.381880599031281e-11) math:sum 0.03539816335559389 . - [] -1; math:negation 1 . - (1143 2500 0.03539816335559389 0.03539816340144829 1) :pi true. -} - -_:bng_2717 { - (1142 2500 0.0353981634394127 0.03539816340144829 -1) :pi true. -} - -_:bng_2718 { - [] 1141; math:notEqualTo 2500 . - (1141 1) math:sum 1142 . - (2 1141) math:product 2282 . - (2282 1) math:sum 2283 . - (2282 2) math:sum 2284 . - (2282 2283 2284) math:product 11899196904 . - (1 11899196904) math:quotient 8.403928500954907e-11 . - (0.035398163355373415 8.403928500954907e-11) math:sum 0.0353981634394127 . - [] 1; math:negation -1 . - (1142 2500 0.0353981634394127 0.03539816340144829 -1) :pi true. -} - -_:bng_2719 { - (1141 2500 0.035398163355373415 0.03539816340144829 1) :pi true. -} - -_:bng_2720 { - [] 1140; math:notEqualTo 2500 . - (1140 1) math:sum 1141 . - (2 1140) math:product 2280 . - (2280 1) math:sum 2281 . - (2280 2) math:sum 2282 . - (2280 2281 2282) math:product 11867951760 . - (-1 11867951760) math:quotient -8.426053797845906e-11 . - (0.03539816343963395 -8.426053797845906e-11) math:sum 0.035398163355373415 . - [] -1; math:negation 1 . - (1141 2500 0.035398163355373415 0.03539816340144829 1) :pi true. -} - -_:bng_2721 { - (1140 2500 0.03539816343963395 0.03539816340144829 -1) :pi true. -} - -_:bng_2722 { - [] 1139; math:notEqualTo 2500 . - (1139 1) math:sum 1140 . - (2 1139) math:product 2278 . - (2278 1) math:sum 2279 . - (2278 2) math:sum 2280 . - (2278 2279 2280) math:product 11836761360 . - (1 11836761360) math:quotient 8.448256829602925e-11 . - (0.035398163355151384 8.448256829602925e-11) math:sum 0.03539816343963395 . - [] 1; math:negation -1 . - (1140 2500 0.03539816343963395 0.03539816340144829 -1) :pi true. -} - -_:bng_2723 { - (1139 2500 0.035398163355151384 0.03539816340144829 1) :pi true. -} - -_:bng_2724 { - [] 1138; math:notEqualTo 2500 . - (1138 1) math:sum 1139 . - (2 1138) math:product 2276 . - (2276 1) math:sum 2277 . - (2276 2) math:sum 2278 . - (2276 2277 2278) math:product 11805625656 . - (-1 11805625656) math:quotient -8.470537937917485e-11 . - (0.035398163439856765 -8.470537937917485e-11) math:sum 0.035398163355151384 . - [] -1; math:negation 1 . - (1139 2500 0.035398163355151384 0.03539816340144829 1) :pi true. -} - -_:bng_2725 { - (1138 2500 0.035398163439856765 0.03539816340144829 -1) :pi true. -} - -_:bng_2726 { - [] 1137; math:notEqualTo 2500 . - (1137 1) math:sum 1138 . - (2 1137) math:product 2274 . - (2274 1) math:sum 2275 . - (2274 2) math:sum 2276 . - (2274 2275 2276) math:product 11774544600 . - (1 11774544600) math:quotient 8.492897466285024e-11 . - (0.03539816335492779 8.492897466285024e-11) math:sum 0.035398163439856765 . - [] 1; math:negation -1 . - (1138 2500 0.035398163439856765 0.03539816340144829 -1) :pi true. -} - -_:bng_2727 { - (1137 2500 0.03539816335492779 0.03539816340144829 1) :pi true. -} - -_:bng_2728 { - [] 1136; math:notEqualTo 2500 . - (1136 1) math:sum 1137 . - (2 1136) math:product 2272 . - (2272 1) math:sum 2273 . - (2272 2) math:sum 2274 . - (2272 2273 2274) math:product 11743518144 . - (-1 11743518144) math:quotient -8.515335760016006e-11 . - (0.03539816344008115 -8.515335760016006e-11) math:sum 0.03539816335492779 . - [] -1; math:negation 1 . - (1137 2500 0.03539816335492779 0.03539816340144829 1) :pi true. -} - -_:bng_2729 { - (1136 2500 0.03539816344008115 0.03539816340144829 -1) :pi true. -} - -_:bng_2730 { - [] 1135; math:notEqualTo 2500 . - (1135 1) math:sum 1136 . - (2 1135) math:product 2270 . - (2270 1) math:sum 2271 . - (2270 2) math:sum 2272 . - (2270 2271 2272) math:product 11712546240 . - (1 11712546240) math:quotient 8.537853166247137e-11 . - (0.03539816335470262 8.537853166247137e-11) math:sum 0.03539816344008115 . - [] 1; math:negation -1 . - (1136 2500 0.03539816344008115 0.03539816340144829 -1) :pi true. -} - -_:bng_2731 { - (1135 2500 0.03539816335470262 0.03539816340144829 1) :pi true. -} - -_:bng_2732 { - [] 1134; math:notEqualTo 2500 . - (1134 1) math:sum 1135 . - (2 1134) math:product 2268 . - (2268 1) math:sum 2269 . - (2268 2) math:sum 2270 . - (2268 2269 2270) math:product 11681628840 . - (-1 11681628840) math:quotient -8.560450033952628e-11 . - (0.03539816344030712 -8.560450033952628e-11) math:sum 0.03539816335470262 . - [] -1; math:negation 1 . - (1135 2500 0.03539816335470262 0.03539816340144829 1) :pi true. -} - -_:bng_2733 { - (1134 2500 0.03539816344030712 0.03539816340144829 -1) :pi true. -} - -_:bng_2734 { - [] 1133; math:notEqualTo 2500 . - (1133 1) math:sum 1134 . - (2 1133) math:product 2266 . - (2266 1) math:sum 2267 . - (2266 2) math:sum 2268 . - (2266 2267 2268) math:product 11650765896 . - (1 11650765896) math:quotient 8.583126713955561e-11 . - (0.035398163354475855 8.583126713955561e-11) math:sum 0.03539816344030712 . - [] 1; math:negation -1 . - (1134 2500 0.03539816344030712 0.03539816340144829 -1) :pi true. -} - -_:bng_2735 { - (1133 2500 0.035398163354475855 0.03539816340144829 1) :pi true. -} - -_:bng_2736 { - [] 1132; math:notEqualTo 2500 . - (1132 1) math:sum 1133 . - (2 1132) math:product 2264 . - (2264 1) math:sum 2265 . - (2264 2) math:sum 2266 . - (2264 2265 2266) math:product 11619957360 . - (-1 11619957360) math:quotient -8.605883558939324e-11 . - (0.03539816344053469 -8.605883558939324e-11) math:sum 0.035398163354475855 . - [] -1; math:negation 1 . - (1133 2500 0.035398163354475855 0.03539816340144829 1) :pi true. -} - -_:bng_2737 { - (1132 2500 0.03539816344053469 0.03539816340144829 -1) :pi true. -} - -_:bng_2738 { - [] 1131; math:notEqualTo 2500 . - (1131 1) math:sum 1132 . - (2 1131) math:product 2262 . - (2262 1) math:sum 2263 . - (2262 2) math:sum 2264 . - (2262 2263 2264) math:product 11589203184 . - (1 11589203184) math:quotient 8.628720923459132e-11 . - (0.03539816335424748 8.628720923459132e-11) math:sum 0.03539816344053469 . - [] 1; math:negation -1 . - (1132 2500 0.03539816344053469 0.03539816340144829 -1) :pi true. -} - -_:bng_2739 { - (1131 2500 0.03539816335424748 0.03539816340144829 1) :pi true. -} - -_:bng_2740 { - [] 1130; math:notEqualTo 2500 . - (1130 1) math:sum 1131 . - (2 1130) math:product 2260 . - (2260 1) math:sum 2261 . - (2260 2) math:sum 2262 . - (2260 2261 2262) math:product 11558503320 . - (-1 11558503320) math:quotient -8.651639163953625e-11 . - (0.03539816344076387 -8.651639163953625e-11) math:sum 0.03539816335424748 . - [] -1; math:negation 1 . - (1131 2500 0.03539816335424748 0.03539816340144829 1) :pi true. -} - -_:bng_2741 { - (1130 2500 0.03539816344076387 0.03539816340144829 -1) :pi true. -} - -_:bng_2742 { - [] 1129; math:notEqualTo 2500 . - (1129 1) math:sum 1130 . - (2 1129) math:product 2258 . - (2258 1) math:sum 2259 . - (2258 2) math:sum 2260 . - (2258 2259 2260) math:product 11527857720 . - (1 11527857720) math:quotient 8.674638638756552e-11 . - (0.035398163354017485 8.674638638756552e-11) math:sum 0.03539816344076387 . - [] 1; math:negation -1 . - (1130 2500 0.03539816344076387 0.03539816340144829 -1) :pi true. -} - -_:bng_2743 { - (1129 2500 0.035398163354017485 0.03539816340144829 1) :pi true. -} - -_:bng_2744 { - [] 1128; math:notEqualTo 2500 . - (1128 1) math:sum 1129 . - (2 1128) math:product 2256 . - (2256 1) math:sum 2257 . - (2256 2) math:sum 2258 . - (2256 2257 2258) math:product 11497266336 . - (-1 11497266336) math:quotient -8.697719708108535e-11 . - (0.03539816344099468 -8.697719708108535e-11) math:sum 0.035398163354017485 . - [] -1; math:negation 1 . - (1129 2500 0.035398163354017485 0.03539816340144829 1) :pi true. -} - -_:bng_2745 { - (1128 2500 0.03539816344099468 0.03539816340144829 -1) :pi true. -} - -_:bng_2746 { - [] 1127; math:notEqualTo 2500 . - (1127 1) math:sum 1128 . - (2 1127) math:product 2254 . - (2254 1) math:sum 2255 . - (2254 2) math:sum 2256 . - (2254 2255 2256) math:product 11466729120 . - (1 11466729120) math:quotient 8.720882734168922e-11 . - (0.03539816335378585 8.720882734168922e-11) math:sum 0.03539816344099468 . - [] 1; math:negation -1 . - (1128 2500 0.03539816344099468 0.03539816340144829 -1) :pi true. -} - -_:bng_2747 { - (1127 2500 0.03539816335378585 0.03539816340144829 1) :pi true. -} - -_:bng_2748 { - [] 1126; math:notEqualTo 2500 . - (1126 1) math:sum 1127 . - (2 1126) math:product 2252 . - (2252 1) math:sum 2253 . - (2252 2) math:sum 2254 . - (2252 2253 2254) math:product 11436246024 . - (-1 11436246024) math:quotient -8.744128081027719e-11 . - (0.035398163441227135 -8.744128081027719e-11) math:sum 0.03539816335378585 . - [] -1; math:negation 1 . - (1127 2500 0.03539816335378585 0.03539816340144829 1) :pi true. -} - -_:bng_2749 { - (1126 2500 0.035398163441227135 0.03539816340144829 -1) :pi true. -} - -_:bng_2750 { - [] 1125; math:notEqualTo 2500 . - (1125 1) math:sum 1126 . - (2 1125) math:product 2250 . - (2250 1) math:sum 2251 . - (2250 2) math:sum 2252 . - (2250 2251 2252) math:product 11405817000 . - (1 11405817000) math:quotient 8.767456114717604e-11 . - (0.03539816335355257 8.767456114717604e-11) math:sum 0.035398163441227135 . - [] 1; math:negation -1 . - (1126 2500 0.035398163441227135 0.03539816340144829 -1) :pi true. -} - -_:bng_2751 { - (1125 2500 0.03539816335355257 0.03539816340144829 1) :pi true. -} - -_:bng_2752 { - [] 1124; math:notEqualTo 2500 . - (1124 1) math:sum 1125 . - (2 1124) math:product 2248 . - (2248 1) math:sum 2249 . - (2248 2) math:sum 2250 . - (2248 2249 2250) math:product 11375442000 . - (-1 11375442000) math:quotient -8.790867203226037e-11 . - (0.035398163441461246 -8.790867203226037e-11) math:sum 0.03539816335355257 . - [] -1; math:negation 1 . - (1125 2500 0.03539816335355257 0.03539816340144829 1) :pi true. -} - -_:bng_2753 { - (1124 2500 0.035398163441461246 0.03539816340144829 -1) :pi true. -} - -_:bng_2754 { - [] 1123; math:notEqualTo 2500 . - (1123 1) math:sum 1124 . - (2 1123) math:product 2246 . - (2246 1) math:sum 2247 . - (2246 2) math:sum 2248 . - (2246 2247 2248) math:product 11345120976 . - (1 11345120976) math:quotient 8.814361716507447e-11 . - (0.03539816335331763 8.814361716507447e-11) math:sum 0.035398163441461246 . - [] 1; math:negation -1 . - (1124 2500 0.035398163441461246 0.03539816340144829 -1) :pi true. -} - -_:bng_2755 { - (1123 2500 0.03539816335331763 0.03539816340144829 1) :pi true. -} - -_:bng_2756 { - [] 1122; math:notEqualTo 2500 . - (1122 1) math:sum 1123 . - (2 1122) math:product 2244 . - (2244 1) math:sum 2245 . - (2244 2) math:sum 2246 . - (2244 2245 2246) math:product 11314853880 . - (-1 11314853880) math:quotient -8.837940026495507e-11 . - (0.03539816344169703 -8.837940026495507e-11) math:sum 0.03539816335331763 . - [] -1; math:negation 1 . - (1123 2500 0.03539816335331763 0.03539816340144829 1) :pi true. -} - -_:bng_2757 { - (1122 2500 0.03539816344169703 0.03539816340144829 -1) :pi true. -} - -_:bng_2758 { - [] 1121; math:notEqualTo 2500 . - (1121 1) math:sum 1122 . - (2 1121) math:product 2242 . - (2242 1) math:sum 2243 . - (2242 2) math:sum 2244 . - (2242 2243 2244) math:product 11284640664 . - (1 11284640664) math:quotient 8.861602507115507e-11 . - (0.035398163353081005 8.861602507115507e-11) math:sum 0.03539816344169703 . - [] 1; math:negation -1 . - (1122 2500 0.03539816344169703 0.03539816340144829 -1) :pi true. -} - -_:bng_2759 { - (1121 2500 0.035398163353081005 0.03539816340144829 1) :pi true. -} - -_:bng_2760 { - [] 1120; math:notEqualTo 2500 . - (1120 1) math:sum 1121 . - (2 1120) math:product 2240 . - (2240 1) math:sum 2241 . - (2240 2) math:sum 2242 . - (2240 2241 2242) math:product 11254481280 . - (-1 11254481280) math:quotient -8.885349534296796e-11 . - (0.0353981634419345 -8.885349534296796e-11) math:sum 0.035398163353081005 . - [] -1; math:negation 1 . - (1121 2500 0.035398163353081005 0.03539816340144829 1) :pi true. -} - -_:bng_2761 { - (1120 2500 0.0353981634419345 0.03539816340144829 -1) :pi true. -} - -_:bng_2762 { - [] 1119; math:notEqualTo 2500 . - (1119 1) math:sum 1120 . - (2 1119) math:product 2238 . - (2238 1) math:sum 2239 . - (2238 2) math:sum 2240 . - (2238 2239 2240) math:product 11224375680 . - (1 11224375680) math:quotient 8.90918148598533e-11 . - (0.03539816335284268 8.90918148598533e-11) math:sum 0.0353981634419345 . - [] 1; math:negation -1 . - (1120 2500 0.0353981634419345 0.03539816340144829 -1) :pi true. -} - -_:bng_2763 { - (1119 2500 0.03539816335284268 0.03539816340144829 1) :pi true. -} - -_:bng_2764 { - [] 1118; math:notEqualTo 2500 . - (1118 1) math:sum 1119 . - (2 1118) math:product 2236 . - (2236 1) math:sum 2237 . - (2236 2) math:sum 2238 . - (2236 2237 2238) math:product 11194323816 . - (-1 11194323816) math:quotient -8.933098742156308e-11 . - (0.03539816344217367 -8.933098742156308e-11) math:sum 0.03539816335284268 . - [] -1; math:negation 1 . - (1119 2500 0.03539816335284268 0.03539816340144829 1) :pi true. -} - -_:bng_2765 { - (1118 2500 0.03539816344217367 0.03539816340144829 -1) :pi true. -} - -_:bng_2766 { - [] 1117; math:notEqualTo 2500 . - (1117 1) math:sum 1118 . - (2 1117) math:product 2234 . - (2234 1) math:sum 2235 . - (2234 2) math:sum 2236 . - (2234 2235 2236) math:product 11164325640 . - (1 11164325640) math:quotient 8.957101684826886e-11 . - (0.03539816335260265 8.957101684826886e-11) math:sum 0.03539816344217367 . - [] 1; math:negation -1 . - (1118 2500 0.03539816344217367 0.03539816340144829 -1) :pi true. -} - -_:bng_2767 { - (1117 2500 0.03539816335260265 0.03539816340144829 1) :pi true. -} - -_:bng_2768 { - [] 1116; math:notEqualTo 2500 . - (1116 1) math:sum 1117 . - (2 1116) math:product 2232 . - (2232 1) math:sum 2233 . - (2232 2) math:sum 2234 . - (2232 2233 2234) math:product 11134381104 . - (-1 11134381104) math:quotient -8.981190698068997e-11 . - (0.03539816344241456 -8.981190698068997e-11) math:sum 0.03539816335260265 . - [] -1; math:negation 1 . - (1117 2500 0.03539816335260265 0.03539816340144829 1) :pi true. -} - -_:bng_2769 { - (1116 2500 0.03539816344241456 0.03539816340144829 -1) :pi true. -} - -_:bng_2770 { - [] 1115; math:notEqualTo 2500 . - (1115 1) math:sum 1116 . - (2 1115) math:product 2230 . - (2230 1) math:sum 2231 . - (2230 2) math:sum 2232 . - (2230 2231 2232) math:product 11104490160 . - (1 11104490160) math:quotient 9.005366168022252e-11 . - (0.0353981633523609 9.005366168022252e-11) math:sum 0.03539816344241456 . - [] 1; math:negation -1 . - (1116 2500 0.03539816344241456 0.03539816340144829 -1) :pi true. -} - -_:bng_2771 { - (1115 2500 0.0353981633523609 0.03539816340144829 1) :pi true. -} - -_:bng_2772 { - [] 1114; math:notEqualTo 2500 . - (1114 1) math:sum 1115 . - (2 1114) math:product 2228 . - (2228 1) math:sum 2229 . - (2228 2) math:sum 2230 . - (2228 2229 2230) math:product 11074652760 . - (-1 11074652760) math:quotient -9.029628482906944e-11 . - (0.035398163442657185 -9.029628482906944e-11) math:sum 0.0353981633523609 . - [] -1; math:negation 1 . - (1115 2500 0.0353981633523609 0.03539816340144829 1) :pi true. -} - -_:bng_2773 { - (1114 2500 0.035398163442657185 0.03539816340144829 -1) :pi true. -} - -_:bng_2774 { - [] 1113; math:notEqualTo 2500 . - (1113 1) math:sum 1114 . - (2 1113) math:product 2226 . - (2226 1) math:sum 2227 . - (2226 2) math:sum 2228 . - (2226 2227 2228) math:product 11044868856 . - (1 11044868856) math:quotient 9.053978033037136e-11 . - (0.03539816335211741 9.053978033037136e-11) math:sum 0.035398163442657185 . - [] 1; math:negation -1 . - (1114 2500 0.035398163442657185 0.03539816340144829 -1) :pi true. -} - -_:bng_2775 { - (1113 2500 0.03539816335211741 0.03539816340144829 1) :pi true. -} - -_:bng_2776 { - [] 1112; math:notEqualTo 2500 . - (1112 1) math:sum 1113 . - (2 1112) math:product 2224 . - (2224 1) math:sum 2225 . - (2224 2) math:sum 2226 . - (2224 2225 2226) math:product 11015138400 . - (-1 11015138400) math:quotient -9.078415210833847e-11 . - (0.03539816344290156 -9.078415210833847e-11) math:sum 0.03539816335211741 . - [] -1; math:negation 1 . - (1113 2500 0.03539816335211741 0.03539816340144829 1) :pi true. -} - -_:bng_2777 { - (1112 2500 0.03539816344290156 0.03539816340144829 -1) :pi true. -} - -_:bng_2778 { - [] 1111; math:notEqualTo 2500 . - (1111 1) math:sum 1112 . - (2 1111) math:product 2222 . - (2222 1) math:sum 2223 . - (2222 2) math:sum 2224 . - (2222 2223 2224) math:product 10985461344 . - (1 10985461344) math:quotient 9.102940410838334e-11 . - (0.03539816335187215 9.102940410838334e-11) math:sum 0.03539816344290156 . - [] 1; math:negation -1 . - (1112 2500 0.03539816344290156 0.03539816340144829 -1) :pi true. -} - -_:bng_2779 { - (1111 2500 0.03539816335187215 0.03539816340144829 1) :pi true. -} - -_:bng_2780 { - [] 1110; math:notEqualTo 2500 . - (1110 1) math:sum 1111 . - (2 1110) math:product 2220 . - (2220 1) math:sum 2221 . - (2220 2) math:sum 2222 . - (2220 2221 2222) math:product 10955837640 . - (-1 10955837640) math:quotient -9.127554029725471e-11 . - (0.035398163443147695 -9.127554029725471e-11) math:sum 0.03539816335187215 . - [] -1; math:negation 1 . - (1111 2500 0.03539816335187215 0.03539816340144829 1) :pi true. -} - -_:bng_2781 { - (1110 2500 0.035398163443147695 0.03539816340144829 -1) :pi true. -} - -_:bng_2782 { - [] 1109; math:notEqualTo 2500 . - (1109 1) math:sum 1110 . - (2 1109) math:product 2218 . - (2218 1) math:sum 2219 . - (2218 2) math:sum 2220 . - (2218 2219 2220) math:product 10926267240 . - (1 10926267240) math:quotient 9.15225646631722e-11 . - (0.03539816335162513 9.15225646631722e-11) math:sum 0.035398163443147695 . - [] 1; math:negation -1 . - (1110 2500 0.035398163443147695 0.03539816340144829 -1) :pi true. -} - -_:bng_2783 { - (1109 2500 0.03539816335162513 0.03539816340144829 1) :pi true. -} - -_:bng_2784 { - [] 1108; math:notEqualTo 2500 . - (1108 1) math:sum 1109 . - (2 1108) math:product 2216 . - (2216 1) math:sum 2217 . - (2216 2) math:sum 2218 . - (2216 2217 2218) math:product 10896750096 . - (-1 10896750096) math:quotient -9.177048121596199e-11 . - (0.03539816344339561 -9.177048121596199e-11) math:sum 0.03539816335162513 . - [] -1; math:negation 1 . - (1109 2500 0.03539816335162513 0.03539816340144829 1) :pi true. -} - -_:bng_2785 { - (1108 2500 0.03539816344339561 0.03539816340144829 -1) :pi true. -} - -_:bng_2786 { - [] 1107; math:notEqualTo 2500 . - (1107 1) math:sum 1108 . - (2 1107) math:product 2214 . - (2214 1) math:sum 2215 . - (2214 2) math:sum 2216 . - (2214 2215 2216) math:product 10867286160 . - (1 10867286160) math:quotient 9.201929398719358e-11 . - (0.03539816335137631 9.201929398719358e-11) math:sum 0.03539816344339561 . - [] 1; math:negation -1 . - (1108 2500 0.03539816344339561 0.03539816340144829 -1) :pi true. -} - -_:bng_2787 { - (1107 2500 0.03539816335137631 0.03539816340144829 1) :pi true. -} - -_:bng_2788 { - [] 1106; math:notEqualTo 2500 . - (1106 1) math:sum 1107 . - (2 1106) math:product 2212 . - (2212 1) math:sum 2213 . - (2212 2) math:sum 2214 . - (2212 2213 2214) math:product 10837875384 . - (-1 10837875384) math:quotient -9.226900703031741e-11 . - (0.03539816344364532 -9.226900703031741e-11) math:sum 0.03539816335137631 . - [] -1; math:negation 1 . - (1107 2500 0.03539816335137631 0.03539816340144829 1) :pi true. -} - -_:bng_2789 { - (1106 2500 0.03539816344364532 0.03539816340144829 -1) :pi true. -} - -_:bng_2790 { - [] 1105; math:notEqualTo 2500 . - (1105 1) math:sum 1106 . - (2 1105) math:product 2210 . - (2210 1) math:sum 2211 . - (2210 2) math:sum 2212 . - (2210 2211 2212) math:product 10808517720 . - (1 10808517720) math:quotient 9.251962442080356e-11 . - (0.035398163351125694 9.251962442080356e-11) math:sum 0.03539816344364532 . - [] 1; math:negation -1 . - (1106 2500 0.03539816344364532 0.03539816340144829 -1) :pi true. -} - -_:bng_2791 { - (1105 2500 0.035398163351125694 0.03539816340144829 1) :pi true. -} - -_:bng_2792 { - [] 1104; math:notEqualTo 2500 . - (1104 1) math:sum 1105 . - (2 1104) math:product 2208 . - (2208 1) math:sum 2209 . - (2208 2) math:sum 2210 . - (2208 2209 2210) math:product 10779213120 . - (-1 10779213120) math:quotient -9.277115025628141e-11 . - (0.035398163443896846 -9.277115025628141e-11) math:sum 0.035398163351125694 . - [] -1; math:negation 1 . - (1105 2500 0.035398163351125694 0.03539816340144829 1) :pi true. -} - -_:bng_2793 { - (1104 2500 0.035398163443896846 0.03539816340144829 -1) :pi true. -} - -_:bng_2794 { - [] 1103; math:notEqualTo 2500 . - (1103 1) math:sum 1104 . - (2 1103) math:product 2206 . - (2206 1) math:sum 2207 . - (2206 2) math:sum 2208 . - (2206 2207 2208) math:product 10749961536 . - (1 10749961536) math:quotient 9.302358865668038e-11 . - (0.03539816335087326 9.302358865668038e-11) math:sum 0.035398163443896846 . - [] 1; math:negation -1 . - (1104 2500 0.035398163443896846 0.03539816340144829 -1) :pi true. -} - -_:bng_2795 { - (1103 2500 0.03539816335087326 0.03539816340144829 1) :pi true. -} - -_:bng_2796 { - [] 1102; math:notEqualTo 2500 . - (1102 1) math:sum 1103 . - (2 1102) math:product 2204 . - (2204 1) math:sum 2205 . - (2204 2) math:sum 2206 . - (2204 2205 2206) math:product 10720762920 . - (-1 10720762920) math:quotient -9.327694376437157e-11 . - (0.0353981634441502 -9.327694376437157e-11) math:sum 0.03539816335087326 . - [] -1; math:negation 1 . - (1103 2500 0.03539816335087326 0.03539816340144829 1) :pi true. -} - -_:bng_2797 { - (1102 2500 0.0353981634441502 0.03539816340144829 -1) :pi true. -} - -_:bng_2798 { - [] 1101; math:notEqualTo 2500 . - (1101 1) math:sum 1102 . - (2 1101) math:product 2202 . - (2202 1) math:sum 2203 . - (2202 2) math:sum 2204 . - (2202 2203 2204) math:product 10691617224 . - (1 10691617224) math:quotient 9.35312197443106e-11 . - (0.03539816335061898 9.35312197443106e-11) math:sum 0.0353981634441502 . - [] 1; math:negation -1 . - (1102 2500 0.0353981634441502 0.03539816340144829 -1) :pi true. -} - -_:bng_2799 { - (1101 2500 0.03539816335061898 0.03539816340144829 1) :pi true. -} - -_:bng_2800 { - [] 1100; math:notEqualTo 2500 . - (1100 1) math:sum 1101 . - (2 1100) math:product 2200 . - (2200 1) math:sum 2201 . - (2200 2) math:sum 2202 . - (2200 2201 2202) math:product 10662524400 . - (-1 10662524400) math:quotient -9.378642078418128e-11 . - (0.035398163444405405 -9.378642078418128e-11) math:sum 0.03539816335061898 . - [] -1; math:negation 1 . - (1101 2500 0.03539816335061898 0.03539816340144829 1) :pi true. -} - -_:bng_2801 { - (1100 2500 0.035398163444405405 0.03539816340144829 -1) :pi true. -} - -_:bng_2802 { - [] 1099; math:notEqualTo 2500 . - (1099 1) math:sum 1100 . - (2 1099) math:product 2198 . - (2198 1) math:sum 2199 . - (2198 2) math:sum 2200 . - (2198 2199 2200) math:product 10633484400 . - (1 10633484400) math:quotient 9.404255109454056e-11 . - (0.03539816335036285 9.404255109454056e-11) math:sum 0.035398163444405405 . - [] 1; math:negation -1 . - (1100 2500 0.035398163444405405 0.03539816340144829 -1) :pi true. -} - -_:bng_2803 { - (1099 2500 0.03539816335036285 0.03539816340144829 1) :pi true. -} - -_:bng_2804 { - [] 1098; math:notEqualTo 2500 . - (1098 1) math:sum 1099 . - (2 1098) math:product 2196 . - (2196 1) math:sum 2197 . - (2196 2) math:sum 2198 . - (2196 2197 2198) math:product 10604497176 . - (-1 10604497176) math:quotient -9.429961490896436e-11 . - (0.03539816344466247 -9.429961490896436e-11) math:sum 0.03539816335036285 . - [] -1; math:negation 1 . - (1099 2500 0.03539816335036285 0.03539816340144829 1) :pi true. -} - -_:bng_2805 { - (1098 2500 0.03539816344466247 0.03539816340144829 -1) :pi true. -} - -_:bng_2806 { - [] 1097; math:notEqualTo 2500 . - (1097 1) math:sum 1098 . - (2 1097) math:product 2194 . - (2194 1) math:sum 2195 . - (2194 2) math:sum 2196 . - (2194 2195 2196) math:product 10575562680 . - (1 10575562680) math:quotient 9.455761648419449e-11 . - (0.03539816335010485 9.455761648419449e-11) math:sum 0.03539816344466247 . - [] 1; math:negation -1 . - (1098 2500 0.03539816344466247 0.03539816340144829 -1) :pi true. -} - -_:bng_2807 { - (1097 2500 0.03539816335010485 0.03539816340144829 1) :pi true. -} - -_:bng_2808 { - [] 1096; math:notEqualTo 2500 . - (1096 1) math:sum 1097 . - (2 1096) math:product 2192 . - (2192 1) math:sum 2193 . - (2192 2) math:sum 2194 . - (2192 2193 2194) math:product 10546680864 . - (-1 10546680864) math:quotient -9.481656010028674e-11 . - (0.03539816344492141 -9.481656010028674e-11) math:sum 0.03539816335010485 . - [] -1; math:negation 1 . - (1097 2500 0.03539816335010485 0.03539816340144829 1) :pi true. -} - -_:bng_2809 { - (1096 2500 0.03539816344492141 0.03539816340144829 -1) :pi true. -} - -_:bng_2810 { - [] 1095; math:notEqualTo 2500 . - (1095 1) math:sum 1096 . - (2 1095) math:product 2190 . - (2190 1) math:sum 2191 . - (2190 2) math:sum 2192 . - (2190 2191 2192) math:product 10517851680 . - (1 10517851680) math:quotient 9.507645006075993e-11 . - (0.03539816334984496 9.507645006075993e-11) math:sum 0.03539816344492141 . - [] 1; math:negation -1 . - (1096 2500 0.03539816344492141 0.03539816340144829 -1) :pi true. -} - -_:bng_2811 { - (1095 2500 0.03539816334984496 0.03539816340144829 1) :pi true. -} - -_:bng_2812 { - [] 1094; math:notEqualTo 2500 . - (1094 1) math:sum 1095 . - (2 1094) math:product 2188 . - (2188 1) math:sum 2189 . - (2188 2) math:sum 2190 . - (2188 2189 2190) math:product 10489075080 . - (-1 10489075080) math:quotient -9.533729069274619e-11 . - (0.035398163445182255 -9.533729069274619e-11) math:sum 0.03539816334984496 . - [] -1; math:negation 1 . - (1095 2500 0.03539816334984496 0.03539816340144829 1) :pi true. -} - -_:bng_2813 { - (1094 2500 0.035398163445182255 0.03539816340144829 -1) :pi true. -} - -_:bng_2814 { - [] 1093; math:notEqualTo 2500 . - (1093 1) math:sum 1094 . - (2 1093) math:product 2186 . - (2186 1) math:sum 2187 . - (2186 2) math:sum 2188 . - (2186 2187 2188) math:product 10460351016 . - (1 10460351016) math:quotient 9.559908634714214e-11 . - (0.03539816334958317 9.559908634714214e-11) math:sum 0.035398163445182255 . - [] 1; math:negation -1 . - (1094 2500 0.035398163445182255 0.03539816340144829 -1) :pi true. -} - -_:bng_2815 { - (1093 2500 0.03539816334958317 0.03539816340144829 1) :pi true. -} - -_:bng_2816 { - [] 1092; math:notEqualTo 2500 . - (1092 1) math:sum 1093 . - (2 1092) math:product 2184 . - (2184 1) math:sum 2185 . - (2184 2) math:sum 2186 . - (2184 2185 2186) math:product 10431679440 . - (-1 10431679440) math:quotient -9.586184139876139e-11 . - (0.03539816344544501 -9.586184139876139e-11) math:sum 0.03539816334958317 . - [] -1; math:negation 1 . - (1093 2500 0.03539816334958317 0.03539816340144829 1) :pi true. -} - -_:bng_2817 { - (1092 2500 0.03539816344544501 0.03539816340144829 -1) :pi true. -} - -_:bng_2818 { - [] 1091; math:notEqualTo 2500 . - (1091 1) math:sum 1092 . - (2 1091) math:product 2182 . - (2182 1) math:sum 2183 . - (2182 2) math:sum 2184 . - (2182 2183 2184) math:product 10403060304 . - (1 10403060304) math:quotient 9.612556024648803e-11 . - (0.03539816334931945 9.612556024648803e-11) math:sum 0.03539816344544501 . - [] 1; math:negation -1 . - (1092 2500 0.03539816344544501 0.03539816340144829 -1) :pi true. -} - -_:bng_2819 { - (1091 2500 0.03539816334931945 0.03539816340144829 1) :pi true. -} - -_:bng_2820 { - [] 1090; math:notEqualTo 2500 . - (1090 1) math:sum 1091 . - (2 1090) math:product 2180 . - (2180 1) math:sum 2181 . - (2180 2) math:sum 2182 . - (2180 2181 2182) math:product 10374493560 . - (-1 10374493560) math:quotient -9.639024731343127e-11 . - (0.0353981634457097 -9.639024731343127e-11) math:sum 0.03539816334931945 . - [] -1; math:negation 1 . - (1091 2500 0.03539816334931945 0.03539816340144829 1) :pi true. -} - -_:bng_2821 { - (1090 2500 0.0353981634457097 0.03539816340144829 -1) :pi true. -} - -_:bng_2822 { - [] 1089; math:notEqualTo 2500 . - (1089 1) math:sum 1090 . - (2 1089) math:product 2178 . - (2178 1) math:sum 2179 . - (2178 2) math:sum 2180 . - (2178 2179 2180) math:product 10345979160 . - (1 10345979160) math:quotient 9.665590704708127e-11 . - (0.035398163349053796 9.665590704708127e-11) math:sum 0.0353981634457097 . - [] 1; math:negation -1 . - (1090 2500 0.0353981634457097 0.03539816340144829 -1) :pi true. -} - -_:bng_2823 { - (1089 2500 0.035398163349053796 0.03539816340144829 1) :pi true. -} - -_:bng_2824 { - [] 1088; math:notEqualTo 2500 . - (1088 1) math:sum 1089 . - (2 1088) math:product 2176 . - (2176 1) math:sum 2177 . - (2176 2) math:sum 2178 . - (2176 2177 2178) math:product 10317517056 . - (-1 10317517056) math:quotient -9.692254391946604e-11 . - (0.03539816344597634 -9.692254391946604e-11) math:sum 0.035398163349053796 . - [] -1; math:negation 1 . - (1089 2500 0.035398163349053796 0.03539816340144829 1) :pi true. -} - -_:bng_2825 { - (1088 2500 0.03539816344597634 0.03539816340144829 -1) :pi true. -} - -_:bng_2826 { - [] 1087; math:notEqualTo 2500 . - (1087 1) math:sum 1088 . - (2 1087) math:product 2174 . - (2174 1) math:sum 2175 . - (2174 2) math:sum 2176 . - (2174 2175 2176) math:product 10289107200 . - (1 10289107200) math:quotient 9.719016242730953e-11 . - (0.03539816334878618 9.719016242730953e-11) math:sum 0.03539816344597634 . - [] 1; math:negation -1 . - (1088 2500 0.03539816344597634 0.03539816340144829 -1) :pi true. -} - -_:bng_2827 { - (1087 2500 0.03539816334878618 0.03539816340144829 1) :pi true. -} - -_:bng_2828 { - [] 1086; math:notEqualTo 2500 . - (1086 1) math:sum 1087 . - (2 1086) math:product 2172 . - (2172 1) math:sum 2173 . - (2172 2) math:sum 2174 . - (2172 2173 2174) math:product 10260749544 . - (-1 10260749544) math:quotient -9.74587670921909e-11 . - (0.03539816344624495 -9.74587670921909e-11) math:sum 0.03539816334878618 . - [] -1; math:negation 1 . - (1087 2500 0.03539816334878618 0.03539816340144829 1) :pi true. -} - -_:bng_2829 { - (1086 2500 0.03539816344624495 0.03539816340144829 -1) :pi true. -} - -_:bng_2830 { - [] 1085; math:notEqualTo 2500 . - (1085 1) math:sum 1086 . - (2 1085) math:product 2170 . - (2170 1) math:sum 2171 . - (2170 2) math:sum 2172 . - (2170 2171 2172) math:product 10232444040 . - (1 10232444040) math:quotient 9.772836246070494e-11 . - (0.03539816334851659 9.772836246070494e-11) math:sum 0.03539816344624495 . - [] 1; math:negation -1 . - (1086 2500 0.03539816344624495 0.03539816340144829 -1) :pi true. -} - -_:bng_2831 { - (1085 2500 0.03539816334851659 0.03539816340144829 1) :pi true. -} - -_:bng_2832 { - [] 1084; math:notEqualTo 2500 . - (1084 1) math:sum 1085 . - (2 1084) math:product 2168 . - (2168 1) math:sum 2169 . - (2168 2) math:sum 2170 . - (2168 2169 2170) math:product 10204190640 . - (-1 10204190640) math:quotient -9.799895310462369e-11 . - (0.03539816344651554 -9.799895310462369e-11) math:sum 0.03539816334851659 . - [] -1; math:negation 1 . - (1085 2500 0.03539816334851659 0.03539816340144829 1) :pi true. -} - -_:bng_2833 { - (1084 2500 0.03539816344651554 0.03539816340144829 -1) :pi true. -} - -_:bng_2834 { - [] 1083; math:notEqualTo 2500 . - (1083 1) math:sum 1084 . - (2 1083) math:product 2166 . - (2166 1) math:sum 2167 . - (2166 2) math:sum 2168 . - (2166 2167 2168) math:product 10175989296 . - (1 10175989296) math:quotient 9.827054362105925e-11 . - (0.035398163348245 9.827054362105925e-11) math:sum 0.03539816344651554 . - [] 1; math:negation -1 . - (1084 2500 0.03539816344651554 0.03539816340144829 -1) :pi true. -} - -_:bng_2835 { - (1083 2500 0.035398163348245 0.03539816340144829 1) :pi true. -} - -_:bng_2836 { - [] 1082; math:notEqualTo 2500 . - (1082 1) math:sum 1083 . - (2 1082) math:product 2164 . - (2164 1) math:sum 2165 . - (2164 2) math:sum 2166 . - (2164 2165 2166) math:product 10147839960 . - (-1 10147839960) math:quotient -9.854313863262779e-11 . - (0.03539816344678814 -9.854313863262779e-11) math:sum 0.035398163348245 . - [] -1; math:negation 1 . - (1083 2500 0.035398163348245 0.03539816340144829 1) :pi true. -} - -_:bng_2837 { - (1082 2500 0.03539816344678814 0.03539816340144829 -1) :pi true. -} - -_:bng_2838 { - [] 1081; math:notEqualTo 2500 . - (1081 1) math:sum 1082 . - (2 1081) math:product 2162 . - (2162 1) math:sum 2163 . - (2162 2) math:sum 2164 . - (2162 2163 2164) math:product 10119742584 . - (1 10119742584) math:quotient 9.881674278761476e-11 . - (0.0353981633479714 9.881674278761476e-11) math:sum 0.03539816344678814 . - [] 1; math:negation -1 . - (1082 2500 0.03539816344678814 0.03539816340144829 -1) :pi true. -} - -_:bng_2839 { - (1081 2500 0.0353981633479714 0.03539816340144829 1) :pi true. -} - -_:bng_2840 { - [] 1080; math:notEqualTo 2500 . - (1080 1) math:sum 1081 . - (2 1080) math:product 2160 . - (2160 1) math:sum 2161 . - (2160 2) math:sum 2162 . - (2160 2161 2162) math:product 10091697120 . - (-1 10091697120) math:quotient -9.90913607601414e-11 . - (0.03539816344706276 -9.90913607601414e-11) math:sum 0.0353981633479714 . - [] -1; math:negation 1 . - (1081 2500 0.0353981633479714 0.03539816340144829 1) :pi true. -} - -_:bng_2841 { - (1080 2500 0.03539816344706276 0.03539816340144829 -1) :pi true. -} - -_:bng_2842 { - [] 1079; math:notEqualTo 2500 . - (1079 1) math:sum 1080 . - (2 1079) math:product 2158 . - (2158 1) math:sum 2159 . - (2158 2) math:sum 2160 . - (2158 2159 2160) math:product 10063703520 . - (1 10063703520) math:quotient 9.936699725033235e-11 . - (0.035398163347695764 9.936699725033235e-11) math:sum 0.03539816344706276 . - [] 1; math:negation -1 . - (1080 2500 0.03539816344706276 0.03539816340144829 -1) :pi true. -} - -_:bng_2843 { - (1079 2500 0.035398163347695764 0.03539816340144829 1) :pi true. -} - -_:bng_2844 { - [] 1078; math:notEqualTo 2500 . - (1078 1) math:sum 1079 . - (2 1078) math:product 2156 . - (2156 1) math:sum 2157 . - (2156 2) math:sum 2158 . - (2156 2157 2158) math:product 10035761736 . - (-1 10035761736) math:quotient -9.964365698448463e-11 . - (0.03539816344733942 -9.964365698448463e-11) math:sum 0.035398163347695764 . - [] -1; math:negation 1 . - (1079 2500 0.035398163347695764 0.03539816340144829 1) :pi true. -} - -_:bng_2845 { - (1078 2500 0.03539816344733942 0.03539816340144829 -1) :pi true. -} - -_:bng_2846 { - [] 1077; math:notEqualTo 2500 . - (1077 1) math:sum 1078 . - (2 1077) math:product 2154 . - (2154 1) math:sum 2155 . - (2154 2) math:sum 2156 . - (2154 2155 2156) math:product 10007871720 . - (1 10007871720) math:quotient 9.992134471523781e-11 . - (0.03539816334741808 9.992134471523781e-11) math:sum 0.03539816344733942 . - [] 1; math:negation -1 . - (1078 2500 0.03539816344733942 0.03539816340144829 -1) :pi true. -} - -_:bng_2847 { - (1077 2500 0.03539816334741808 0.03539816340144829 1) :pi true. -} - -_:bng_2848 { - [] 1076; math:notEqualTo 2500 . - (1076 1) math:sum 1077 . - (2 1076) math:product 2152 . - (2152 1) math:sum 2153 . - (2152 2) math:sum 2154 . - (2152 2153 2154) math:product 9980033424 . - (-1 9980033424) math:quotient -1.0020006522174549e-10 . - (0.03539816344761814 -1.0020006522174549e-10) math:sum 0.03539816334741808 . - [] -1; math:negation 1 . - (1077 2500 0.03539816334741808 0.03539816340144829 1) :pi true. -} - -_:bng_2849 { - (1076 2500 0.03539816344761814 0.03539816340144829 -1) :pi true. -} - -_:bng_2850 { - [] 1075; math:notEqualTo 2500 . - (1075 1) math:sum 1076 . - (2 1075) math:product 2150 . - (2150 1) math:sum 2151 . - (2150 2) math:sum 2152 . - (2150 2151 2152) math:product 9952246800 . - (1 9952246800) math:quotient 1.0047982330984798e-10 . - (0.035398163347138314 1.0047982330984798e-10) math:sum 0.03539816344761814 . - [] 1; math:negation -1 . - (1076 2500 0.03539816344761814 0.03539816340144829 -1) :pi true. -} - -_:bng_2851 { - (1075 2500 0.035398163347138314 0.03539816340144829 1) :pi true. -} - -_:bng_2852 { - [] 1074; math:notEqualTo 2500 . - (1074 1) math:sum 1075 . - (2 1074) math:product 2148 . - (2148 1) math:sum 2149 . - (2148 2) math:sum 2150 . - (2148 2149 2150) math:product 9924511800 . - (-1 9924511800) math:quotient -1.0076062381224636e-10 . - (0.03539816344789894 -1.0076062381224636e-10) math:sum 0.035398163347138314 . - [] -1; math:negation 1 . - (1075 2500 0.035398163347138314 0.03539816340144829 1) :pi true. -} - -_:bng_2853 { - (1074 2500 0.03539816344789894 0.03539816340144829 -1) :pi true. -} - -_:bng_2854 { - [] 1073; math:notEqualTo 2500 . - (1073 1) math:sum 1074 . - (2 1073) math:product 2146 . - (2146 1) math:sum 2147 . - (2146 2) math:sum 2148 . - (2146 2147 2148) math:product 9896828376 . - (1 9896828376) math:quotient 1.0104247158867777e-10 . - (0.035398163346856464 1.0104247158867777e-10) math:sum 0.03539816344789894 . - [] 1; math:negation -1 . - (1074 2500 0.03539816344789894 0.03539816340144829 -1) :pi true. -} - -_:bng_2855 { - (1073 2500 0.035398163346856464 0.03539816340144829 1) :pi true. -} - -_:bng_2856 { - [] 1072; math:notEqualTo 2500 . - (1072 1) math:sum 1073 . - (2 1072) math:product 2144 . - (2144 1) math:sum 2145 . - (2144 2) math:sum 2146 . - (2144 2145 2146) math:product 9869196480 . - (-1 9869196480) math:quotient -1.0132537152609206e-10 . - (0.035398163448181835 -1.0132537152609206e-10) math:sum 0.035398163346856464 . - [] -1; math:negation 1 . - (1073 2500 0.035398163346856464 0.03539816340144829 1) :pi true. -} - -_:bng_2857 { - (1072 2500 0.035398163448181835 0.03539816340144829 -1) :pi true. -} - -_:bng_2858 { - [] 1071; math:notEqualTo 2500 . - (1071 1) math:sum 1072 . - (2 1071) math:product 2142 . - (2142 1) math:sum 2143 . - (2142 2) math:sum 2144 . - (2142 2143 2144) math:product 9841616064 . - (1 9841616064) math:quotient 1.016093285388297e-10 . - (0.03539816334657251 1.016093285388297e-10) math:sum 0.035398163448181835 . - [] 1; math:negation -1 . - (1072 2500 0.035398163448181835 0.03539816340144829 -1) :pi true. -} - -_:bng_2859 { - (1071 2500 0.03539816334657251 0.03539816340144829 1) :pi true. -} - -_:bng_2860 { - [] 1070; math:notEqualTo 2500 . - (1070 1) math:sum 1071 . - (2 1070) math:product 2140 . - (2140 1) math:sum 2141 . - (2140 2) math:sum 2142 . - (2140 2141 2142) math:product 9814087080 . - (-1 9814087080) math:quotient -1.0189434756880107e-10 . - (0.03539816344846686 -1.0189434756880107e-10) math:sum 0.03539816334657251 . - [] -1; math:negation 1 . - (1071 2500 0.03539816334657251 0.03539816340144829 1) :pi true. -} - -_:bng_2861 { - (1070 2500 0.03539816344846686 0.03539816340144829 -1) :pi true. -} - -_:bng_2862 { - [] 1069; math:notEqualTo 2500 . - (1069 1) math:sum 1070 . - (2 1069) math:product 2138 . - (2138 1) math:sum 2139 . - (2138 2) math:sum 2140 . - (2138 2139 2140) math:product 9786609480 . - (1 9786609480) math:quotient 1.021804335856671e-10 . - (0.035398163346286426 1.021804335856671e-10) math:sum 0.03539816344846686 . - [] 1; math:negation -1 . - (1070 2500 0.03539816344846686 0.03539816340144829 -1) :pi true. -} - -_:bng_2863 { - (1069 2500 0.035398163346286426 0.03539816340144829 1) :pi true. -} - -_:bng_2864 { - [] 1068; math:notEqualTo 2500 . - (1068 1) math:sum 1069 . - (2 1068) math:product 2136 . - (2136 1) math:sum 2137 . - (2136 2) math:sum 2138 . - (2136 2137 2138) math:product 9759183216 . - (-1 9759183216) math:quotient -1.0246759158702119e-10 . - (0.035398163448754016 -1.0246759158702119e-10) math:sum 0.035398163346286426 . - [] -1; math:negation 1 . - (1069 2500 0.035398163346286426 0.03539816340144829 1) :pi true. -} - -_:bng_2865 { - (1068 2500 0.035398163448754016 0.03539816340144829 -1) :pi true. -} - -_:bng_2866 { - [] 1067; math:notEqualTo 2500 . - (1067 1) math:sum 1068 . - (2 1067) math:product 2134 . - (2134 1) math:sum 2135 . - (2134 2) math:sum 2136 . - (2134 2135 2136) math:product 9731808240 . - (1 9731808240) math:quotient 1.027558265985726e-10 . - (0.03539816334599819 1.027558265985726e-10) math:sum 0.035398163448754016 . - [] 1; math:negation -1 . - (1068 2500 0.035398163448754016 0.03539816340144829 -1) :pi true. -} - -_:bng_2867 { - (1067 2500 0.03539816334599819 0.03539816340144829 1) :pi true. -} - -_:bng_2868 { - [] 1066; math:notEqualTo 2500 . - (1066 1) math:sum 1067 . - (2 1066) math:product 2132 . - (2132 1) math:sum 2133 . - (2132 2) math:sum 2134 . - (2132 2133 2134) math:product 9704484504 . - (-1 9704484504) math:quotient -1.0304514367433112e-10 . - (0.035398163449043334 -1.0304514367433112e-10) math:sum 0.03539816334599819 . - [] -1; math:negation 1 . - (1067 2500 0.03539816334599819 0.03539816340144829 1) :pi true. -} - -_:bng_2869 { - (1066 2500 0.035398163449043334 0.03539816340144829 -1) :pi true. -} - -_:bng_2870 { - [] 1065; math:notEqualTo 2500 . - (1065 1) math:sum 1066 . - (2 1065) math:product 2130 . - (2130 1) math:sum 2131 . - (2130 2) math:sum 2132 . - (2130 2131 2132) math:product 9677211960 . - (1 9677211960) math:quotient 1.033355478967932e-10 . - (0.035398163345707785 1.033355478967932e-10) math:sum 0.035398163449043334 . - [] 1; math:negation -1 . - (1066 2500 0.035398163449043334 0.03539816340144829 -1) :pi true. -} - -_:bng_2871 { - (1065 2500 0.035398163345707785 0.03539816340144829 1) :pi true. -} - -_:bng_2872 { - [] 1064; math:notEqualTo 2500 . - (1064 1) math:sum 1065 . - (2 1064) math:product 2128 . - (2128 1) math:sum 2129 . - (2128 2) math:sum 2130 . - (2128 2129 2130) math:product 9649990560 . - (-1 9649990560) math:quotient -1.0362704437712942e-10 . - (0.03539816344933483 -1.0362704437712942e-10) math:sum 0.035398163345707785 . - [] -1; math:negation 1 . - (1065 2500 0.035398163345707785 0.03539816340144829 1) :pi true. -} - -_:bng_2873 { - (1064 2500 0.03539816344933483 0.03539816340144829 -1) :pi true. -} - -_:bng_2874 { - [] 1063; math:notEqualTo 2500 . - (1063 1) math:sum 1064 . - (2 1063) math:product 2126 . - (2126 1) math:sum 2127 . - (2126 2) math:sum 2128 . - (2126 2127 2128) math:product 9622820256 . - (1 9622820256) math:quotient 1.0391963825537344e-10 . - (0.03539816334541519 1.0391963825537344e-10) math:sum 0.03539816344933483 . - [] 1; math:negation -1 . - (1064 2500 0.03539816344933483 0.03539816340144829 -1) :pi true. -} - -_:bng_2875 { - (1063 2500 0.03539816334541519 0.03539816340144829 1) :pi true. -} - -_:bng_2876 { - [] 1062; math:notEqualTo 2500 . - (1062 1) math:sum 1063 . - (2 1062) math:product 2124 . - (2124 1) math:sum 2125 . - (2124 2) math:sum 2126 . - (2124 2125 2126) math:product 9595701000 . - (-1 9595701000) math:quotient -1.0421333470061228e-10 . - (0.035398163449628525 -1.0421333470061228e-10) math:sum 0.03539816334541519 . - [] -1; math:negation 1 . - (1063 2500 0.03539816334541519 0.03539816340144829 1) :pi true. -} - -_:bng_2877 { - (1062 2500 0.035398163449628525 0.03539816340144829 -1) :pi true. -} - -_:bng_2878 { - [] 1061; math:notEqualTo 2500 . - (1061 1) math:sum 1062 . - (2 1061) math:product 2122 . - (2122 1) math:sum 2123 . - (2122 2) math:sum 2124 . - (2122 2123 2124) math:product 9568632744 . - (1 9568632744) math:quotient 1.0450813891117817e-10 . - (0.03539816334512039 1.0450813891117817e-10) math:sum 0.035398163449628525 . - [] 1; math:negation -1 . - (1062 2500 0.035398163449628525 0.03539816340144829 -1) :pi true. -} - -_:bng_2879 { - (1061 2500 0.03539816334512039 0.03539816340144829 1) :pi true. -} - -_:bng_2880 { - [] 1060; math:notEqualTo 2500 . - (1060 1) math:sum 1061 . - (2 1060) math:product 2120 . - (2120 1) math:sum 2121 . - (2120 2) math:sum 2122 . - (2120 2121 2122) math:product 9541615440 . - (-1 9541615440) math:quotient -1.048040561148417e-10 . - (0.03539816344992444 -1.048040561148417e-10) math:sum 0.03539816334512039 . - [] -1; math:negation 1 . - (1061 2500 0.03539816334512039 0.03539816340144829 1) :pi true. -} - -_:bng_2881 { - (1060 2500 0.03539816344992444 0.03539816340144829 -1) :pi true. -} - -_:bng_2882 { - [] 1059; math:notEqualTo 2500 . - (1059 1) math:sum 1060 . - (2 1059) math:product 2118 . - (2118 1) math:sum 2119 . - (2118 2) math:sum 2120 . - (2118 2119 2120) math:product 9514649040 . - (1 9514649040) math:quotient 1.0510109156900653e-10 . - (0.03539816334482335 1.0510109156900653e-10) math:sum 0.03539816344992444 . - [] 1; math:negation -1 . - (1060 2500 0.03539816344992444 0.03539816340144829 -1) :pi true. -} - -_:bng_2883 { - (1059 2500 0.03539816334482335 0.03539816340144829 1) :pi true. -} - -_:bng_2884 { - [] 1058; math:notEqualTo 2500 . - (1058 1) math:sum 1059 . - (2 1058) math:product 2116 . - (2116 1) math:sum 2117 . - (2116 2) math:sum 2118 . - (2116 2117 2118) math:product 9487733496 . - (-1 9487733496) math:quotient -1.0539925056090551e-10 . - (0.0353981634502226 -1.0539925056090551e-10) math:sum 0.03539816334482335 . - [] -1; math:negation 1 . - (1059 2500 0.03539816334482335 0.03539816340144829 1) :pi true. -} - -_:bng_2885 { - (1058 2500 0.0353981634502226 0.03539816340144829 -1) :pi true. -} - -_:bng_2886 { - [] 1057; math:notEqualTo 2500 . - (1057 1) math:sum 1058 . - (2 1057) math:product 2114 . - (2114 1) math:sum 2115 . - (2114 2) math:sum 2116 . - (2114 2115 2116) math:product 9460868760 . - (1 9460868760) math:quotient 1.056985384077984e-10 . - (0.03539816334452406 1.056985384077984e-10) math:sum 0.0353981634502226 . - [] 1; math:negation -1 . - (1058 2500 0.0353981634502226 0.03539816340144829 -1) :pi true. -} - -_:bng_2887 { - (1057 2500 0.03539816334452406 0.03539816340144829 1) :pi true. -} - -_:bng_2888 { - [] 1056; math:notEqualTo 2500 . - (1056 1) math:sum 1057 . - (2 1056) math:product 2112 . - (2112 1) math:sum 2113 . - (2112 2) math:sum 2114 . - (2112 2113 2114) math:product 9434054784 . - (-1 9434054784) math:quotient -1.059989604571709e-10 . - (0.03539816345052302 -1.059989604571709e-10) math:sum 0.03539816334452406 . - [] -1; math:negation 1 . - (1057 2500 0.03539816334452406 0.03539816340144829 1) :pi true. -} - -_:bng_2889 { - (1056 2500 0.03539816345052302 0.03539816340144829 -1) :pi true. -} - -_:bng_2890 { - [] 1055; math:notEqualTo 2500 . - (1055 1) math:sum 1056 . - (2 1055) math:product 2110 . - (2110 1) math:sum 2111 . - (2110 2) math:sum 2112 . - (2110 2111 2112) math:product 9407291520 . - (1 9407291520) math:quotient 1.0630052208693539e-10 . - (0.035398163344222494 1.0630052208693539e-10) math:sum 0.03539816345052302 . - [] 1; math:negation -1 . - (1056 2500 0.03539816345052302 0.03539816340144829 -1) :pi true. -} - -_:bng_2891 { - (1055 2500 0.035398163344222494 0.03539816340144829 1) :pi true. -} - -_:bng_2892 { - [] 1054; math:notEqualTo 2500 . - (1054 1) math:sum 1055 . - (2 1054) math:product 2108 . - (2108 1) math:sum 2109 . - (2108 2) math:sum 2110 . - (2108 2109 2110) math:product 9380578920 . - (-1 9380578920) math:quotient -1.0660322870563301e-10 . - (0.03539816345082572 -1.0660322870563301e-10) math:sum 0.035398163344222494 . - [] -1; math:negation 1 . - (1055 2500 0.035398163344222494 0.03539816340144829 1) :pi true. -} - -_:bng_2893 { - (1054 2500 0.03539816345082572 0.03539816340144829 -1) :pi true. -} - -_:bng_2894 { - [] 1053; math:notEqualTo 2500 . - (1053 1) math:sum 1054 . - (2 1053) math:product 2106 . - (2106 1) math:sum 2107 . - (2106 2) math:sum 2108 . - (2106 2107 2108) math:product 9353916936 . - (1 9353916936) math:quotient 1.0690708575263747e-10 . - (0.03539816334391863 1.0690708575263747e-10) math:sum 0.03539816345082572 . - [] 1; math:negation -1 . - (1054 2500 0.03539816345082572 0.03539816340144829 -1) :pi true. -} - -_:bng_2895 { - (1053 2500 0.03539816334391863 0.03539816340144829 1) :pi true. -} - -_:bng_2896 { - [] 1052; math:notEqualTo 2500 . - (1052 1) math:sum 1053 . - (2 1052) math:product 2104 . - (2104 1) math:sum 2105 . - (2104 2) math:sum 2106 . - (2104 2105 2106) math:product 9327305520 . - (-1 9327305520) math:quotient -1.0721209869836022e-10 . - (0.03539816345113073 -1.0721209869836022e-10) math:sum 0.03539816334391863 . - [] -1; math:negation 1 . - (1053 2500 0.03539816334391863 0.03539816340144829 1) :pi true. -} - -_:bng_2897 { - (1052 2500 0.03539816345113073 0.03539816340144829 -1) :pi true. -} - -_:bng_2898 { - [] 1051; math:notEqualTo 2500 . - (1051 1) math:sum 1052 . - (2 1051) math:product 2102 . - (2102 1) math:sum 2103 . - (2102 2) math:sum 2104 . - (2102 2103 2104) math:product 9300744624 . - (1 9300744624) math:quotient 1.0751827304445726e-10 . - (0.03539816334361246 1.0751827304445726e-10) math:sum 0.03539816345113073 . - [] 1; math:negation -1 . - (1052 2500 0.03539816345113073 0.03539816340144829 -1) :pi true. -} - -_:bng_2899 { - (1051 2500 0.03539816334361246 0.03539816340144829 1) :pi true. -} - -_:bng_2900 { - [] 1050; math:notEqualTo 2500 . - (1050 1) math:sum 1051 . - (2 1050) math:product 2100 . - (2100 1) math:sum 2101 . - (2100 2) math:sum 2102 . - (2100 2101 2102) math:product 9274234200 . - (-1 9274234200) math:quotient -1.0782561432403767e-10 . - (0.03539816345143808 -1.0782561432403767e-10) math:sum 0.03539816334361246 . - [] -1; math:negation 1 . - (1051 2500 0.03539816334361246 0.03539816340144829 1) :pi true. -} - -_:bng_2901 { - (1050 2500 0.03539816345143808 0.03539816340144829 -1) :pi true. -} - -_:bng_2902 { - [] 1049; math:notEqualTo 2500 . - (1049 1) math:sum 1050 . - (2 1049) math:product 2098 . - (2098 1) math:sum 2099 . - (2098 2) math:sum 2100 . - (2098 2099 2100) math:product 9247774200 . - (1 9247774200) math:quotient 1.0813412810187342e-10 . - (0.03539816334330395 1.0813412810187342e-10) math:sum 0.03539816345143808 . - [] 1; math:negation -1 . - (1050 2500 0.03539816345143808 0.03539816340144829 -1) :pi true. -} - -_:bng_2903 { - (1049 2500 0.03539816334330395 0.03539816340144829 1) :pi true. -} - -_:bng_2904 { - [] 1048; math:notEqualTo 2500 . - (1048 1) math:sum 1049 . - (2 1048) math:product 2096 . - (2096 1) math:sum 2097 . - (2096 2) math:sum 2098 . - (2096 2097 2098) math:product 9221364576 . - (-1 9221364576) math:quotient -1.084438199746111e-10 . - (0.035398163451747774 -1.084438199746111e-10) math:sum 0.03539816334330395 . - [] -1; math:negation 1 . - (1049 2500 0.03539816334330395 0.03539816340144829 1) :pi true. -} - -_:bng_2905 { - (1048 2500 0.035398163451747774 0.03539816340144829 -1) :pi true. -} - -_:bng_2906 { - [] 1047; math:notEqualTo 2500 . - (1047 1) math:sum 1048 . - (2 1047) math:product 2094 . - (2094 1) math:sum 2095 . - (2094 2) math:sum 2096 . - (2094 2095 2096) math:product 9195005280 . - (1 9195005280) math:quotient 1.0875469557098503e-10 . - (0.03539816334299308 1.0875469557098503e-10) math:sum 0.035398163451747774 . - [] 1; math:negation -1 . - (1048 2500 0.035398163451747774 0.03539816340144829 -1) :pi true. -} - -_:bng_2907 { - (1047 2500 0.03539816334299308 0.03539816340144829 1) :pi true. -} - -_:bng_2908 { - [] 1046; math:notEqualTo 2500 . - (1046 1) math:sum 1047 . - (2 1046) math:product 2092 . - (2092 1) math:sum 2093 . - (2092 2) math:sum 2094 . - (2092 2093 2094) math:product 9168696264 . - (-1 9168696264) math:quotient -1.0906676055203217e-10 . - (0.035398163452059844 -1.0906676055203217e-10) math:sum 0.03539816334299308 . - [] -1; math:negation 1 . - (1047 2500 0.03539816334299308 0.03539816340144829 1) :pi true. -} - -_:bng_2909 { - (1046 2500 0.035398163452059844 0.03539816340144829 -1) :pi true. -} - -_:bng_2910 { - [] 1045; math:notEqualTo 2500 . - (1045 1) math:sum 1046 . - (2 1045) math:product 2090 . - (2090 1) math:sum 2091 . - (2090 2) math:sum 2092 . - (2090 2091 2092) math:product 9142437480 . - (1 9142437480) math:quotient 1.0938002061130857e-10 . - (0.035398163342679825 1.0938002061130857e-10) math:sum 0.035398163452059844 . - [] 1; math:negation -1 . - (1046 2500 0.035398163452059844 0.03539816340144829 -1) :pi true. -} - -_:bng_2911 { - (1045 2500 0.035398163342679825 0.03539816340144829 1) :pi true. -} - -_:bng_2912 { - [] 1044; math:notEqualTo 2500 . - (1044 1) math:sum 1045 . - (2 1044) math:product 2088 . - (2088 1) math:sum 2089 . - (2088 2) math:sum 2090 . - (2088 2089 2090) math:product 9116228880 . - (-1 9116228880) math:quotient -1.096944814751075e-10 . - (0.03539816345237431 -1.096944814751075e-10) math:sum 0.035398163342679825 . - [] -1; math:negation 1 . - (1045 2500 0.035398163342679825 0.03539816340144829 1) :pi true. -} - -_:bng_2913 { - (1044 2500 0.03539816345237431 0.03539816340144829 -1) :pi true. -} - -_:bng_2914 { - [] 1043; math:notEqualTo 2500 . - (1043 1) math:sum 1044 . - (2 1043) math:product 2086 . - (2086 1) math:sum 2087 . - (2086 2) math:sum 2088 . - (2086 2087 2088) math:product 9090070416 . - (1 9090070416) math:quotient 1.100101489026793e-10 . - (0.03539816334236416 1.100101489026793e-10) math:sum 0.03539816345237431 . - [] 1; math:negation -1 . - (1044 2500 0.03539816345237431 0.03539816340144829 -1) :pi true. -} - -_:bng_2915 { - (1043 2500 0.03539816334236416 0.03539816340144829 1) :pi true. -} - -_:bng_2916 { - [] 1042; math:notEqualTo 2500 . - (1042 1) math:sum 1043 . - (2 1042) math:product 2084 . - (2084 1) math:sum 2085 . - (2084 2) math:sum 2086 . - (2084 2085 2086) math:product 9063962040 . - (-1 9063962040) math:quotient -1.1032702868645288e-10 . - (0.035398163452691186 -1.1032702868645288e-10) math:sum 0.03539816334236416 . - [] -1; math:negation 1 . - (1043 2500 0.03539816334236416 0.03539816340144829 1) :pi true. -} - -_:bng_2917 { - (1042 2500 0.035398163452691186 0.03539816340144829 -1) :pi true. -} - -_:bng_2918 { - [] 1041; math:notEqualTo 2500 . - (1041 1) math:sum 1042 . - (2 1041) math:product 2082 . - (2082 1) math:sum 2083 . - (2082 2) math:sum 2084 . - (2082 2083 2084) math:product 9037903704 . - (1 9037903704) math:quotient 1.1064512665225892e-10 . - (0.03539816334204606 1.1064512665225892e-10) math:sum 0.035398163452691186 . - [] 1; math:negation -1 . - (1042 2500 0.035398163452691186 0.03539816340144829 -1) :pi true. -} - -_:bng_2919 { - (1041 2500 0.03539816334204606 0.03539816340144829 1) :pi true. -} - -_:bng_2920 { - [] 1040; math:notEqualTo 2500 . - (1040 1) math:sum 1041 . - (2 1040) math:product 2080 . - (2080 1) math:sum 2081 . - (2080 2) math:sum 2082 . - (2080 2081 2082) math:product 9011895360 . - (-1 9011895360) math:quotient -1.1096444865955478e-10 . - (0.03539816345301051 -1.1096444865955478e-10) math:sum 0.03539816334204606 . - [] -1; math:negation 1 . - (1041 2500 0.03539816334204606 0.03539816340144829 1) :pi true. -} - -_:bng_2921 { - (1040 2500 0.03539816345301051 0.03539816340144829 -1) :pi true. -} - -_:bng_2922 { - [] 1039; math:notEqualTo 2500 . - (1039 1) math:sum 1040 . - (2 1039) math:product 2078 . - (2078 1) math:sum 2079 . - (2078 2) math:sum 2080 . - (2078 2079 2080) math:product 8985936960 . - (1 8985936960) math:quotient 1.1128500060165122e-10 . - (0.035398163341725505 1.1128500060165122e-10) math:sum 0.03539816345301051 . - [] 1; math:negation -1 . - (1040 2500 0.03539816345301051 0.03539816340144829 -1) :pi true. -} - -_:bng_2923 { - (1039 2500 0.035398163341725505 0.03539816340144829 1) :pi true. -} - -_:bng_2924 { - [] 1038; math:notEqualTo 2500 . - (1038 1) math:sum 1039 . - (2 1038) math:product 2076 . - (2076 1) math:sum 2077 . - (2076 2) math:sum 2078 . - (2076 2077 2078) math:product 8960028456 . - (-1 8960028456) math:quotient -1.1160678840594074e-10 . - (0.03539816345333229 -1.1160678840594074e-10) math:sum 0.035398163341725505 . - [] -1; math:negation 1 . - (1039 2500 0.035398163341725505 0.03539816340144829 1) :pi true. -} - -_:bng_2925 { - (1038 2500 0.03539816345333229 0.03539816340144829 -1) :pi true. -} - -_:bng_2926 { - [] 1037; math:notEqualTo 2500 . - (1037 1) math:sum 1038 . - (2 1037) math:product 2074 . - (2074 1) math:sum 2075 . - (2074 2) math:sum 2076 . - (2074 2075 2076) math:product 8934169800 . - (1 8934169800) math:quotient 1.119298180341278e-10 . - (0.03539816334140247 1.119298180341278e-10) math:sum 0.03539816345333229 . - [] 1; math:negation -1 . - (1038 2500 0.03539816345333229 0.03539816340144829 -1) :pi true. -} - -_:bng_2927 { - (1037 2500 0.03539816334140247 0.03539816340144829 1) :pi true. -} - -_:bng_2928 { - [] 1036; math:notEqualTo 2500 . - (1036 1) math:sum 1037 . - (2 1036) math:product 2072 . - (2072 1) math:sum 2073 . - (2072 2) math:sum 2074 . - (2072 2073 2074) math:product 8908360944 . - (-1 8908360944) math:quotient -1.1225409548246072e-10 . - (0.03539816345365657 -1.1225409548246072e-10) math:sum 0.03539816334140247 . - [] -1; math:negation 1 . - (1037 2500 0.03539816334140247 0.03539816340144829 1) :pi true. -} - -_:bng_2929 { - (1036 2500 0.03539816345365657 0.03539816340144829 -1) :pi true. -} - -_:bng_2930 { - [] 1035; math:notEqualTo 2500 . - (1035 1) math:sum 1036 . - (2 1035) math:product 2070 . - (2070 1) math:sum 2071 . - (2070 2) math:sum 2072 . - (2070 2071 2072) math:product 8882601840 . - (1 8882601840) math:quotient 1.125796267819655e-10 . - (0.03539816334107694 1.125796267819655e-10) math:sum 0.03539816345365657 . - [] 1; math:negation -1 . - (1036 2500 0.03539816345365657 0.03539816340144829 -1) :pi true. -} - -_:bng_2931 { - (1035 2500 0.03539816334107694 0.03539816340144829 1) :pi true. -} - -_:bng_2932 { - [] 1034; math:notEqualTo 2500 . - (1034 1) math:sum 1035 . - (2 1034) math:product 2068 . - (2068 1) math:sum 2069 . - (2068 2) math:sum 2070 . - (2068 2069 2070) math:product 8856892440 . - (-1 8856892440) math:quotient -1.1290641799868127e-10 . - (0.03539816345398336 -1.1290641799868127e-10) math:sum 0.03539816334107694 . - [] -1; math:negation 1 . - (1035 2500 0.03539816334107694 0.03539816340144829 1) :pi true. -} - -_:bng_2933 { - (1034 2500 0.03539816345398336 0.03539816340144829 -1) :pi true. -} - -_:bng_2934 { - [] 1033; math:notEqualTo 2500 . - (1033 1) math:sum 1034 . - (2 1033) math:product 2066 . - (2066 1) math:sum 2067 . - (2066 2) math:sum 2068 . - (2066 2067 2068) math:product 8831232696 . - (1 8831232696) math:quotient 1.1323447523389775e-10 . - (0.035398163340748884 1.1323447523389775e-10) math:sum 0.03539816345398336 . - [] 1; math:negation -1 . - (1034 2500 0.03539816345398336 0.03539816340144829 -1) :pi true. -} - -_:bng_2935 { - (1033 2500 0.035398163340748884 0.03539816340144829 1) :pi true. -} - -_:bng_2936 { - [] 1032; math:notEqualTo 2500 . - (1032 1) math:sum 1033 . - (2 1032) math:product 2064 . - (2064 1) math:sum 2065 . - (2064 2) math:sum 2066 . - (2064 2065 2066) math:product 8805622560 . - (-1 8805622560) math:quotient -1.1356380462439443e-10 . - (0.03539816345431269 -1.1356380462439443e-10) math:sum 0.035398163340748884 . - [] -1; math:negation 1 . - (1033 2500 0.035398163340748884 0.03539816340144829 1) :pi true. -} - -_:bng_2937 { - (1032 2500 0.03539816345431269 0.03539816340144829 -1) :pi true. -} - -_:bng_2938 { - [] 1031; math:notEqualTo 2500 . - (1031 1) math:sum 1032 . - (2 1031) math:product 2062 . - (2062 1) math:sum 2063 . - (2062 2) math:sum 2064 . - (2062 2063 2064) math:product 8780061984 . - (1 8780061984) math:quotient 1.138944123426817e-10 . - (0.03539816334041827 1.138944123426817e-10) math:sum 0.03539816345431269 . - [] 1; math:negation -1 . - (1032 2500 0.03539816345431269 0.03539816340144829 -1) :pi true. -} - -_:bng_2939 { - (1031 2500 0.03539816334041827 0.03539816340144829 1) :pi true. -} - -_:bng_2940 { - [] 1030; math:notEqualTo 2500 . - (1030 1) math:sum 1031 . - (2 1030) math:product 2060 . - (2060 1) math:sum 2061 . - (2060 2) math:sum 2062 . - (2060 2061 2062) math:product 8754550920 . - (-1 8754550920) math:quotient -1.1422630459724369e-10 . - (0.035398163454644575 -1.1422630459724369e-10) math:sum 0.03539816334041827 . - [] -1; math:negation 1 . - (1031 2500 0.03539816334041827 0.03539816340144829 1) :pi true. -} - -_:bng_2941 { - (1030 2500 0.035398163454644575 0.03539816340144829 -1) :pi true. -} - -_:bng_2942 { - [] 1029; math:notEqualTo 2500 . - (1029 1) math:sum 1030 . - (2 1029) math:product 2058 . - (2058 1) math:sum 2059 . - (2058 2) math:sum 2060 . - (2058 2059 2060) math:product 8729089320 . - (1 8729089320) math:quotient 1.1455948763278321e-10 . - (0.03539816334008509 1.1455948763278321e-10) math:sum 0.035398163454644575 . - [] 1; math:negation -1 . - (1030 2500 0.035398163454644575 0.03539816340144829 -1) :pi true. -} - -_:bng_2943 { - (1029 2500 0.03539816334008509 0.03539816340144829 1) :pi true. -} - -_:bng_2944 { - [] 1028; math:notEqualTo 2500 . - (1028 1) math:sum 1029 . - (2 1028) math:product 2056 . - (2056 1) math:sum 2057 . - (2056 2) math:sum 2058 . - (2056 2057 2058) math:product 8703677136 . - (-1 8703677136) math:quotient -1.1489396773046844e-10 . - (0.03539816345497906 -1.1489396773046844e-10) math:sum 0.03539816334008509 . - [] -1; math:negation 1 . - (1029 2500 0.03539816334008509 0.03539816340144829 1) :pi true. -} - -_:bng_2945 { - (1028 2500 0.03539816345497906 0.03539816340144829 -1) :pi true. -} - -_:bng_2946 { - [] 1027; math:notEqualTo 2500 . - (1027 1) math:sum 1028 . - (2 1027) math:product 2054 . - (2054 1) math:sum 2055 . - (2054 2) math:sum 2056 . - (2054 2055 2056) math:product 8678314320 . - (1 8678314320) math:quotient 1.1522975120818164e-10 . - (0.03539816333974931 1.1522975120818164e-10) math:sum 0.03539816345497906 . - [] 1; math:negation -1 . - (1028 2500 0.03539816345497906 0.03539816340144829 -1) :pi true. -} - -_:bng_2947 { - (1027 2500 0.03539816333974931 0.03539816340144829 1) :pi true. -} - -_:bng_2948 { - [] 1026; math:notEqualTo 2500 . - (1026 1) math:sum 1027 . - (2 1026) math:product 2052 . - (2052 1) math:sum 2053 . - (2052 2) math:sum 2054 . - (2052 2053 2054) math:product 8653000824 . - (-1 8653000824) math:quotient -1.155668444207697e-10 . - (0.035398163455316156 -1.155668444207697e-10) math:sum 0.03539816333974931 . - [] -1; math:negation 1 . - (1027 2500 0.03539816333974931 0.03539816340144829 1) :pi true. -} - -_:bng_2949 { - (1026 2500 0.035398163455316156 0.03539816340144829 -1) :pi true. -} - -_:bng_2950 { - [] 1025; math:notEqualTo 2500 . - (1025 1) math:sum 1026 . - (2 1025) math:product 2050 . - (2050 1) math:sum 2051 . - (2050 2) math:sum 2052 . - (2050 2051 2052) math:product 8627736600 . - (1 8627736600) math:quotient 1.1590525376029676e-10 . - (0.035398163339410905 1.1590525376029676e-10) math:sum 0.035398163455316156 . - [] 1; math:negation -1 . - (1026 2500 0.035398163455316156 0.03539816340144829 -1) :pi true. -} - -_:bng_2951 { - (1025 2500 0.035398163339410905 0.03539816340144829 1) :pi true. -} - -_:bng_2952 { - [] 1024; math:notEqualTo 2500 . - (1024 1) math:sum 1025 . - (2 1024) math:product 2048 . - (2048 1) math:sum 2049 . - (2048 2) math:sum 2050 . - (2048 2049 2050) math:product 8602521600 . - (-1 8602521600) math:quotient -1.1624498565629873e-10 . - (0.03539816345565589 -1.1624498565629873e-10) math:sum 0.035398163339410905 . - [] -1; math:negation 1 . - (1025 2500 0.035398163339410905 0.03539816340144829 1) :pi true. -} - -_:bng_2953 { - (1024 2500 0.03539816345565589 0.03539816340144829 -1) :pi true. -} - -_:bng_2954 { - [] 1023; math:notEqualTo 2500 . - (1023 1) math:sum 1024 . - (2 1023) math:product 2046 . - (2046 1) math:sum 2047 . - (2046 2) math:sum 2048 . - (2046 2047 2048) math:product 8577355776 . - (1 8577355776) math:quotient 1.165860465760398e-10 . - (0.035398163339069845 1.165860465760398e-10) math:sum 0.03539816345565589 . - [] 1; math:negation -1 . - (1024 2500 0.03539816345565589 0.03539816340144829 -1) :pi true. -} - -_:bng_2955 { - (1023 2500 0.035398163339069845 0.03539816340144829 1) :pi true. -} - -_:bng_2956 { - [] 1022; math:notEqualTo 2500 . - (1022 1) math:sum 1023 . - (2 1022) math:product 2044 . - (2044 1) math:sum 2045 . - (2044 2) math:sum 2046 . - (2044 2045 2046) math:product 8552239080 . - (-1 8552239080) math:quotient -1.16928443024771e-10 . - (0.03539816345599829 -1.16928443024771e-10) math:sum 0.035398163339069845 . - [] -1; math:negation 1 . - (1023 2500 0.035398163339069845 0.03539816340144829 1) :pi true. -} - -_:bng_2957 { - (1022 2500 0.03539816345599829 0.03539816340144829 -1) :pi true. -} - -_:bng_2958 { - [] 1021; math:notEqualTo 2500 . - (1021 1) math:sum 1022 . - (2 1021) math:product 2042 . - (2042 1) math:sum 2043 . - (2042 2) math:sum 2044 . - (2042 2043 2044) math:product 8527171464 . - (1 8527171464) math:quotient 1.1727218154599078e-10 . - (0.03539816333872611 1.1727218154599078e-10) math:sum 0.03539816345599829 . - [] 1; math:negation -1 . - (1022 2500 0.03539816345599829 0.03539816340144829 -1) :pi true. -} - -_:bng_2959 { - (1021 2500 0.03539816333872611 0.03539816340144829 1) :pi true. -} - -_:bng_2960 { - [] 1020; math:notEqualTo 2500 . - (1020 1) math:sum 1021 . - (2 1020) math:product 2040 . - (2040 1) math:sum 2041 . - (2040 2) math:sum 2042 . - (2040 2041 2042) math:product 8502152880 . - (-1 8502152880) math:quotient -1.1761726872170757e-10 . - (0.03539816345634338 -1.1761726872170757e-10) math:sum 0.03539816333872611 . - [] -1; math:negation 1 . - (1021 2500 0.03539816333872611 0.03539816340144829 1) :pi true. -} - -_:bng_2961 { - (1020 2500 0.03539816345634338 0.03539816340144829 -1) :pi true. -} - -_:bng_2962 { - [] 1019; math:notEqualTo 2500 . - (1019 1) math:sum 1020 . - (2 1019) math:product 2038 . - (2038 1) math:sum 2039 . - (2038 2) math:sum 2040 . - (2038 2039 2040) math:product 8477183280 . - (1 8477183280) math:quotient 1.1796371117270453e-10 . - (0.035398163338379675 1.1796371117270453e-10) math:sum 0.03539816345634338 . - [] 1; math:negation -1 . - (1020 2500 0.03539816345634338 0.03539816340144829 -1) :pi true. -} - -_:bng_2963 { - (1019 2500 0.035398163338379675 0.03539816340144829 1) :pi true. -} - -_:bng_2964 { - [] 1018; math:notEqualTo 2500 . - (1018 1) math:sum 1019 . - (2 1018) math:product 2036 . - (2036 1) math:sum 2037 . - (2036 2) math:sum 2038 . - (2036 2037 2038) math:product 8452262616 . - (-1 8452262616) math:quotient -1.183115155588062e-10 . - (0.03539816345669119 -1.183115155588062e-10) math:sum 0.035398163338379675 . - [] -1; math:negation 1 . - (1019 2500 0.035398163338379675 0.03539816340144829 1) :pi true. -} - -_:bng_2965 { - (1018 2500 0.03539816345669119 0.03539816340144829 -1) :pi true. -} - -_:bng_2966 { - [] 1017; math:notEqualTo 2500 . - (1017 1) math:sum 1018 . - (2 1017) math:product 2034 . - (2034 1) math:sum 2035 . - (2034 2) math:sum 2036 . - (2034 2035 2036) math:product 8427390840 . - (1 8427390840) math:quotient 1.1866068857914747e-10 . - (0.0353981633380305 1.1866068857914747e-10) math:sum 0.03539816345669119 . - [] 1; math:negation -1 . - (1018 2500 0.03539816345669119 0.03539816340144829 -1) :pi true. -} - -_:bng_2967 { - (1017 2500 0.0353981633380305 0.03539816340144829 1) :pi true. -} - -_:bng_2968 { - [] 1016; math:notEqualTo 2500 . - (1016 1) math:sum 1017 . - (2 1016) math:product 2032 . - (2032 1) math:sum 2033 . - (2032 2) math:sum 2034 . - (2032 2033 2034) math:product 8402567904 . - (-1 8402567904) math:quotient -1.1901123697244446e-10 . - (0.03539816345704174 -1.1901123697244446e-10) math:sum 0.0353981633380305 . - [] -1; math:negation 1 . - (1017 2500 0.0353981633380305 0.03539816340144829 1) :pi true. -} - -_:bng_2969 { - (1016 2500 0.03539816345704174 0.03539816340144829 -1) :pi true. -} - -_:bng_2970 { - [] 1015; math:notEqualTo 2500 . - (1015 1) math:sum 1016 . - (2 1015) math:product 2030 . - (2030 1) math:sum 2031 . - (2030 2) math:sum 2032 . - (2030 2031 2032) math:product 8377793760 . - (1 8377793760) math:quotient 1.193631675172677e-10 . - (0.035398163337678576 1.193631675172677e-10) math:sum 0.03539816345704174 . - [] 1; math:negation -1 . - (1016 2500 0.03539816345704174 0.03539816340144829 -1) :pi true. -} - -_:bng_2971 { - (1015 2500 0.035398163337678576 0.03539816340144829 1) :pi true. -} - -_:bng_2972 { - [] 1014; math:notEqualTo 2500 . - (1014 1) math:sum 1015 . - (2 1014) math:product 2028 . - (2028 1) math:sum 2029 . - (2028 2) math:sum 2030 . - (2028 2029 2030) math:product 8353068360 . - (-1 8353068360) math:quotient -1.197164870323173e-10 . - (0.03539816345739506 -1.197164870323173e-10) math:sum 0.035398163337678576 . - [] -1; math:negation 1 . - (1015 2500 0.035398163337678576 0.03539816340144829 1) :pi true. -} - -_:bng_2973 { - (1014 2500 0.03539816345739506 0.03539816340144829 -1) :pi true. -} - -_:bng_2974 { - [] 1013; math:notEqualTo 2500 . - (1013 1) math:sum 1014 . - (2 1013) math:product 2026 . - (2026 1) math:sum 2027 . - (2026 2) math:sum 2028 . - (2026 2027 2028) math:product 8328391656 . - (1 8328391656) math:quotient 1.2007120237670052e-10 . - (0.03539816333732386 1.2007120237670052e-10) math:sum 0.03539816345739506 . - [] 1; math:negation -1 . - (1014 2500 0.03539816345739506 0.03539816340144829 -1) :pi true. -} - -_:bng_2975 { - (1013 2500 0.03539816333732386 0.03539816340144829 1) :pi true. -} - -_:bng_2976 { - [] 1012; math:notEqualTo 2500 . - (1012 1) math:sum 1013 . - (2 1012) math:product 2024 . - (2024 1) math:sum 2025 . - (2024 2) math:sum 2026 . - (2024 2025 2026) math:product 8303763600 . - (-1 8303763600) math:quotient -1.2042732045021127e-10 . - (0.03539816345775118 -1.2042732045021127e-10) math:sum 0.03539816333732386 . - [] -1; math:negation 1 . - (1013 2500 0.03539816333732386 0.03539816340144829 1) :pi true. -} - -_:bng_2977 { - (1012 2500 0.03539816345775118 0.03539816340144829 -1) :pi true. -} - -_:bng_2978 { - [] 1011; math:notEqualTo 2500 . - (1011 1) math:sum 1012 . - (2 1011) math:product 2022 . - (2022 1) math:sum 2023 . - (2022 2) math:sum 2024 . - (2022 2023 2024) math:product 8279184144 . - (1 8279184144) math:quotient 1.2078484819361207e-10 . - (0.03539816333696633 1.2078484819361207e-10) math:sum 0.03539816345775118 . - [] 1; math:negation -1 . - (1012 2500 0.03539816345775118 0.03539816340144829 -1) :pi true. -} - -_:bng_2979 { - (1011 2500 0.03539816333696633 0.03539816340144829 1) :pi true. -} - -_:bng_2980 { - [] 1010; math:notEqualTo 2500 . - (1010 1) math:sum 1011 . - (2 1010) math:product 2020 . - (2020 1) math:sum 2021 . - (2020 2) math:sum 2022 . - (2020 2021 2022) math:product 8254653240 . - (-1 8254653240) math:quotient -1.21143792588918e-10 . - (0.03539816345811012 -1.21143792588918e-10) math:sum 0.03539816333696633 . - [] -1; math:negation 1 . - (1011 2500 0.03539816333696633 0.03539816340144829 1) :pi true. -} - -_:bng_2981 { - (1010 2500 0.03539816345811012 0.03539816340144829 -1) :pi true. -} - -_:bng_2982 { - [] 1009; math:notEqualTo 2500 . - (1009 1) math:sum 1010 . - (2 1009) math:product 2018 . - (2018 1) math:sum 2019 . - (2018 2) math:sum 2020 . - (2018 2019 2020) math:product 8230170840 . - (1 8230170840) math:quotient 1.2150416065968322e-10 . - (0.03539816333660596 1.2150416065968322e-10) math:sum 0.03539816345811012 . - [] 1; math:negation -1 . - (1010 2500 0.03539816345811012 0.03539816340144829 -1) :pi true. -} - -_:bng_2983 { - (1009 2500 0.03539816333660596 0.03539816340144829 1) :pi true. -} - -_:bng_2984 { - [] 1008; math:notEqualTo 2500 . - (1008 1) math:sum 1009 . - (2 1008) math:product 2016 . - (2016 1) math:sum 2017 . - (2016 2) math:sum 2018 . - (2016 2017 2018) math:product 8205736896 . - (-1 8205736896) math:quotient -1.218659594712894e-10 . - (0.035398163458471923 -1.218659594712894e-10) math:sum 0.03539816333660596 . - [] -1; math:negation 1 . - (1009 2500 0.03539816333660596 0.03539816340144829 1) :pi true. -} - -_:bng_2985 { - (1008 2500 0.035398163458471923 0.03539816340144829 -1) :pi true. -} - -_:bng_2986 { - [] 1007; math:notEqualTo 2500 . - (1007 1) math:sum 1008 . - (2 1007) math:product 2014 . - (2014 1) math:sum 2015 . - (2014 2) math:sum 2016 . - (2014 2015 2016) math:product 8181351360 . - (1 8181351360) math:quotient 1.2222919613123668e-10 . - (0.035398163336242724 1.2222919613123668e-10) math:sum 0.035398163458471923 . - [] 1; math:negation -1 . - (1008 2500 0.035398163458471923 0.03539816340144829 -1) :pi true. -} - -_:bng_2987 { - (1007 2500 0.035398163336242724 0.03539816340144829 1) :pi true. -} - -_:bng_2988 { - [] 1006; math:notEqualTo 2500 . - (1006 1) math:sum 1007 . - (2 1006) math:product 2012 . - (2012 1) math:sum 2013 . - (2012 2) math:sum 2014 . - (2012 2013 2014) math:product 8157014184 . - (-1 8157014184) math:quotient -1.2259387778943698e-10 . - (0.035398163458836604 -1.2259387778943698e-10) math:sum 0.035398163336242724 . - [] -1; math:negation 1 . - (1007 2500 0.035398163336242724 0.03539816340144829 1) :pi true. -} - -_:bng_2989 { - (1006 2500 0.035398163458836604 0.03539816340144829 -1) :pi true. -} - -_:bng_2990 { - [] 1005; math:notEqualTo 2500 . - (1005 1) math:sum 1006 . - (2 1005) math:product 2010 . - (2010 1) math:sum 2011 . - (2010 2) math:sum 2012 . - (2010 2011 2012) math:product 8132725320 . - (1 8132725320) math:quotient 1.229600116385094e-10 . - (0.035398163335876594 1.229600116385094e-10) math:sum 0.035398163458836604 . - [] 1; math:negation -1 . - (1006 2500 0.035398163458836604 0.03539816340144829 -1) :pi true. -} - -_:bng_2991 { - (1005 2500 0.035398163335876594 0.03539816340144829 1) :pi true. -} - -_:bng_2992 { - [] 1004; math:notEqualTo 2500 . - (1004 1) math:sum 1005 . - (2 1004) math:product 2008 . - (2008 1) math:sum 2009 . - (2008 2) math:sum 2010 . - (2008 2009 2010) math:product 8108484720 . - (-1 8108484720) math:quotient -1.233276049140782e-10 . - (0.0353981634592042 -1.233276049140782e-10) math:sum 0.035398163335876594 . - [] -1; math:negation 1 . - (1005 2500 0.035398163335876594 0.03539816340144829 1) :pi true. -} - -_:bng_2993 { - (1004 2500 0.0353981634592042 0.03539816340144829 -1) :pi true. -} - -_:bng_2994 { - [] 1003; math:notEqualTo 2500 . - (1003 1) math:sum 1004 . - (2 1003) math:product 2006 . - (2006 1) math:sum 2007 . - (2006 2) math:sum 2008 . - (2006 2007 2008) math:product 8084292336 . - (1 8084292336) math:quotient 1.2369666489507313e-10 . - (0.035398163335507535 1.2369666489507313e-10) math:sum 0.0353981634592042 . - [] 1; math:negation -1 . - (1004 2500 0.0353981634592042 0.03539816340144829 -1) :pi true. -} - -_:bng_2995 { - (1003 2500 0.035398163335507535 0.03539816340144829 1) :pi true. -} - -_:bng_2996 { - [] 1002; math:notEqualTo 2500 . - (1002 1) math:sum 1003 . - (2 1002) math:product 2004 . - (2004 1) math:sum 2005 . - (2004 2) math:sum 2006 . - (2004 2005 2006) math:product 8060148120 . - (-1 8060148120) math:quotient -1.2406719890403204e-10 . - (0.035398163459574736 -1.2406719890403204e-10) math:sum 0.035398163335507535 . - [] -1; math:negation 1 . - (1003 2500 0.035398163335507535 0.03539816340144829 1) :pi true. -} - -_:bng_2997 { - (1002 2500 0.035398163459574736 0.03539816340144829 -1) :pi true. -} - -_:bng_2998 { - [] 1001; math:notEqualTo 2500 . - (1001 1) math:sum 1002 . - (2 1001) math:product 2002 . - (2002 1) math:sum 2003 . - (2002 2) math:sum 2004 . - (2002 2003 2004) math:product 8036052024 . - (1 8036052024) math:quotient 1.2443921430740602e-10 . - (0.03539816333513552 1.2443921430740602e-10) math:sum 0.035398163459574736 . - [] 1; math:negation -1 . - (1002 2500 0.035398163459574736 0.03539816340144829 -1) :pi true. -} - -_:bng_2999 { - (1001 2500 0.03539816333513552 0.03539816340144829 1) :pi true. -} - -_:bng_3000 { - [] 1000; math:notEqualTo 2500 . - (1000 1) math:sum 1001 . - (2 1000) math:product 2000 . - (2000 1) math:sum 2001 . - (2000 2) math:sum 2002 . - (2000 2001 2002) math:product 8012004000 . - (-1 8012004000) math:quotient -1.2481271851586694e-10 . - (0.035398163459948236 -1.2481271851586694e-10) math:sum 0.03539816333513552 . - [] -1; math:negation 1 . - (1001 2500 0.03539816333513552 0.03539816340144829 1) :pi true. -} - -_:bng_3001 { - (1000 2500 0.035398163459948236 0.03539816340144829 -1) :pi true. -} - -_:bng_3002 { - [] 999; math:notEqualTo 2500 . + [] 999; math:notEqualTo 1000 . (999 1) math:sum 1000 . (2 999) math:product 1998 . (1998 1) math:sum 1999 . @@ -28025,15 +1025,15 @@ _:bng_3002 { (1 7988004000) math:quotient 1.2518771898461743e-10 . (0.035398163334760514 1.2518771898461743e-10) math:sum 0.035398163459948236 . [] 1; math:negation -1 . - (1000 2500 0.035398163459948236 0.03539816340144829 -1) :pi true. + (1000 1000 0.035398163459948236 0.035398163459948236 -1) :pi true. } -_:bng_3003 { - (999 2500 0.035398163334760514 0.03539816340144829 1) :pi true. +_:bng_3 { + (999 1000 0.035398163334760514 0.035398163459948236 1) :pi true. } -_:bng_3004 { - [] 998; math:notEqualTo 2500 . +_:bng_4 { + [] 998; math:notEqualTo 1000 . (998 1) math:sum 999 . (2 998) math:product 1996 . (1996 1) math:sum 1997 . @@ -28042,15 +1042,15 @@ _:bng_3004 { (-1 7964051976) math:quotient -1.2556422321370345e-10 . (0.03539816346032474 -1.2556422321370345e-10) math:sum 0.035398163334760514 . [] -1; math:negation 1 . - (999 2500 0.035398163334760514 0.03539816340144829 1) :pi true. + (999 1000 0.035398163334760514 0.035398163459948236 1) :pi true. } -_:bng_3005 { - (998 2500 0.03539816346032474 0.03539816340144829 -1) :pi true. +_:bng_5 { + (998 1000 0.03539816346032474 0.035398163459948236 -1) :pi true. } -_:bng_3006 { - [] 997; math:notEqualTo 2500 . +_:bng_6 { + [] 997; math:notEqualTo 1000 . (997 1) math:sum 998 . (2 997) math:product 1994 . (1994 1) math:sum 1995 . @@ -28059,15 +1059,15 @@ _:bng_3006 { (1 7940147880) math:quotient 1.259422387483292e-10 . (0.035398163334382504 1.259422387483292e-10) math:sum 0.03539816346032474 . [] 1; math:negation -1 . - (998 2500 0.03539816346032474 0.03539816340144829 -1) :pi true. + (998 1000 0.03539816346032474 0.035398163459948236 -1) :pi true. } -_:bng_3007 { - (997 2500 0.035398163334382504 0.03539816340144829 1) :pi true. +_:bng_7 { + (997 1000 0.035398163334382504 0.035398163459948236 1) :pi true. } -_:bng_3008 { - [] 996; math:notEqualTo 2500 . +_:bng_8 { + [] 996; math:notEqualTo 1000 . (996 1) math:sum 997 . (2 996) math:product 1992 . (1992 1) math:sum 1993 . @@ -28076,15 +1076,15 @@ _:bng_3008 { (-1 7916291664) math:quotient -1.2632177317917476e-10 . (0.03539816346070428 -1.2632177317917476e-10) math:sum 0.035398163334382504 . [] -1; math:negation 1 . - (997 2500 0.035398163334382504 0.03539816340144829 1) :pi true. + (997 1000 0.035398163334382504 0.035398163459948236 1) :pi true. } -_:bng_3009 { - (996 2500 0.03539816346070428 0.03539816340144829 -1) :pi true. +_:bng_9 { + (996 1000 0.03539816346070428 0.035398163459948236 -1) :pi true. } -_:bng_3010 { - [] 995; math:notEqualTo 2500 . +_:bng_10 { + [] 995; math:notEqualTo 1000 . (995 1) math:sum 996 . (2 995) math:product 1990 . (1990 1) math:sum 1991 . @@ -28093,15 +1093,15 @@ _:bng_3010 { (1 7892483280) math:quotient 1.2670283414271611e-10 . (0.03539816333400144 1.2670283414271611e-10) math:sum 0.03539816346070428 . [] 1; math:negation -1 . - (996 2500 0.03539816346070428 0.03539816340144829 -1) :pi true. + (996 1000 0.03539816346070428 0.035398163459948236 -1) :pi true. } -_:bng_3011 { - (995 2500 0.03539816333400144 0.03539816340144829 1) :pi true. +_:bng_11 { + (995 1000 0.03539816333400144 0.035398163459948236 1) :pi true. } -_:bng_3012 { - [] 994; math:notEqualTo 2500 . +_:bng_12 { + [] 994; math:notEqualTo 1000 . (994 1) math:sum 995 . (2 994) math:product 1988 . (1988 1) math:sum 1989 . @@ -28110,15 +1110,15 @@ _:bng_3012 { (-1 7868722680) math:quotient -1.270854293215478e-10 . (0.03539816346108687 -1.270854293215478e-10) math:sum 0.03539816333400144 . [] -1; math:negation 1 . - (995 2500 0.03539816333400144 0.03539816340144829 1) :pi true. + (995 1000 0.03539816333400144 0.035398163459948236 1) :pi true. } -_:bng_3013 { - (994 2500 0.03539816346108687 0.03539816340144829 -1) :pi true. +_:bng_13 { + (994 1000 0.03539816346108687 0.035398163459948236 -1) :pi true. } -_:bng_3014 { - [] 993; math:notEqualTo 2500 . +_:bng_14 { + [] 993; math:notEqualTo 1000 . (993 1) math:sum 994 . (2 993) math:product 1986 . (1986 1) math:sum 1987 . @@ -28127,15 +1127,15 @@ _:bng_3014 { (1 7845009816) math:quotient 1.274695664447082e-10 . (0.035398163333617304 1.274695664447082e-10) math:sum 0.03539816346108687 . [] 1; math:negation -1 . - (994 2500 0.03539816346108687 0.03539816340144829 -1) :pi true. + (994 1000 0.03539816346108687 0.035398163459948236 -1) :pi true. } -_:bng_3015 { - (993 2500 0.035398163333617304 0.03539816340144829 1) :pi true. +_:bng_15 { + (993 1000 0.035398163333617304 0.035398163459948236 1) :pi true. } -_:bng_3016 { - [] 992; math:notEqualTo 2500 . +_:bng_16 { + [] 992; math:notEqualTo 1000 . (992 1) math:sum 993 . (2 992) math:product 1984 . (1984 1) math:sum 1985 . @@ -28144,15 +1144,15 @@ _:bng_3016 { (-1 7821344640) math:quotient -1.2785525328800752e-10 . (0.03539816346147256 -1.2785525328800752e-10) math:sum 0.035398163333617304 . [] -1; math:negation 1 . - (993 2500 0.035398163333617304 0.03539816340144829 1) :pi true. + (993 1000 0.035398163333617304 0.035398163459948236 1) :pi true. } -_:bng_3017 { - (992 2500 0.03539816346147256 0.03539816340144829 -1) :pi true. +_:bng_17 { + (992 1000 0.03539816346147256 0.035398163459948236 -1) :pi true. } -_:bng_3018 { - [] 991; math:notEqualTo 2500 . +_:bng_18 { + [] 991; math:notEqualTo 1000 . (991 1) math:sum 992 . (2 991) math:product 1982 . (1982 1) math:sum 1983 . @@ -28161,15 +1161,15 @@ _:bng_3018 { (1 7797727104) math:quotient 1.2824249767435822e-10 . (0.03539816333323006 1.2824249767435822e-10) math:sum 0.03539816346147256 . [] 1; math:negation -1 . - (992 2500 0.03539816346147256 0.03539816340144829 -1) :pi true. + (992 1000 0.03539816346147256 0.035398163459948236 -1) :pi true. } -_:bng_3019 { - (991 2500 0.03539816333323006 0.03539816340144829 1) :pi true. +_:bng_19 { + (991 1000 0.03539816333323006 0.035398163459948236 1) :pi true. } -_:bng_3020 { - [] 990; math:notEqualTo 2500 . +_:bng_20 { + [] 990; math:notEqualTo 1000 . (990 1) math:sum 991 . (2 990) math:product 1980 . (1980 1) math:sum 1981 . @@ -28178,15 +1178,15 @@ _:bng_3020 { (-1 7774157160) math:quotient -1.2863130747410822e-10 . (0.035398163461861365 -1.2863130747410822e-10) math:sum 0.03539816333323006 . [] -1; math:negation 1 . - (991 2500 0.03539816333323006 0.03539816340144829 1) :pi true. + (991 1000 0.03539816333323006 0.035398163459948236 1) :pi true. } -_:bng_3021 { - (990 2500 0.035398163461861365 0.03539816340144829 -1) :pi true. +_:bng_21 { + (990 1000 0.035398163461861365 0.035398163459948236 -1) :pi true. } -_:bng_3022 { - [] 989; math:notEqualTo 2500 . +_:bng_22 { + [] 989; math:notEqualTo 1000 . (989 1) math:sum 990 . (2 989) math:product 1978 . (1978 1) math:sum 1979 . @@ -28195,15 +1195,15 @@ _:bng_3022 { (1 7750634760) math:quotient 1.2902169060537696e-10 . (0.035398163332839676 1.2902169060537696e-10) math:sum 0.035398163461861365 . [] 1; math:negation -1 . - (990 2500 0.035398163461861365 0.03539816340144829 -1) :pi true. + (990 1000 0.035398163461861365 0.035398163459948236 -1) :pi true. } -_:bng_3023 { - (989 2500 0.035398163332839676 0.03539816340144829 1) :pi true. +_:bng_23 { + (989 1000 0.035398163332839676 0.035398163459948236 1) :pi true. } -_:bng_3024 { - [] 988; math:notEqualTo 2500 . +_:bng_24 { + [] 988; math:notEqualTo 1000 . (988 1) math:sum 989 . (2 988) math:product 1976 . (1976 1) math:sum 1977 . @@ -28212,15 +1212,15 @@ _:bng_3024 { (-1 7727159856) math:quotient -1.294136550343938e-10 . (0.03539816346225333 -1.294136550343938e-10) math:sum 0.035398163332839676 . [] -1; math:negation 1 . - (989 2500 0.035398163332839676 0.03539816340144829 1) :pi true. + (989 1000 0.035398163332839676 0.035398163459948236 1) :pi true. } -_:bng_3025 { - (988 2500 0.03539816346225333 0.03539816340144829 -1) :pi true. +_:bng_25 { + (988 1000 0.03539816346225333 0.035398163459948236 -1) :pi true. } -_:bng_3026 { - [] 987; math:notEqualTo 2500 . +_:bng_26 { + [] 987; math:notEqualTo 1000 . (987 1) math:sum 988 . (2 987) math:product 1974 . (1974 1) math:sum 1975 . @@ -28229,15 +1229,15 @@ _:bng_3026 { (1 7703732400) math:quotient 1.298072087758396e-10 . (0.03539816333244612 1.298072087758396e-10) math:sum 0.03539816346225333 . [] 1; math:negation -1 . - (988 2500 0.03539816346225333 0.03539816340144829 -1) :pi true. + (988 1000 0.03539816346225333 0.035398163459948236 -1) :pi true. } -_:bng_3027 { - (987 2500 0.03539816333244612 0.03539816340144829 1) :pi true. +_:bng_27 { + (987 1000 0.03539816333244612 0.035398163459948236 1) :pi true. } -_:bng_3028 { - [] 986; math:notEqualTo 2500 . +_:bng_28 { + [] 986; math:notEqualTo 1000 . (986 1) math:sum 987 . (2 986) math:product 1972 . (1972 1) math:sum 1973 . @@ -28246,15 +1246,15 @@ _:bng_3028 { (-1 7680352344) math:quotient -1.3020235989319086e-10 . (0.035398163462648485 -1.3020235989319086e-10) math:sum 0.03539816333244612 . [] -1; math:negation 1 . - (987 2500 0.03539816333244612 0.03539816340144829 1) :pi true. + (987 1000 0.03539816333244612 0.035398163459948236 1) :pi true. } -_:bng_3029 { - (986 2500 0.035398163462648485 0.03539816340144829 -1) :pi true. +_:bng_29 { + (986 1000 0.035398163462648485 0.035398163459948236 -1) :pi true. } -_:bng_3030 { - [] 985; math:notEqualTo 2500 . +_:bng_30 { + [] 985; math:notEqualTo 1000 . (985 1) math:sum 986 . (2 985) math:product 1970 . (1970 1) math:sum 1971 . @@ -28263,15 +1263,15 @@ _:bng_3030 { (1 7657019640) math:quotient 1.3059911649906647e-10 . (0.03539816333204937 1.3059911649906647e-10) math:sum 0.035398163462648485 . [] 1; math:negation -1 . - (986 2500 0.035398163462648485 0.03539816340144829 -1) :pi true. + (986 1000 0.035398163462648485 0.035398163459948236 -1) :pi true. } -_:bng_3031 { - (985 2500 0.03539816333204937 0.03539816340144829 1) :pi true. +_:bng_31 { + (985 1000 0.03539816333204937 0.035398163459948236 1) :pi true. } -_:bng_3032 { - [] 984; math:notEqualTo 2500 . +_:bng_32 { + [] 984; math:notEqualTo 1000 . (984 1) math:sum 985 . (2 984) math:product 1968 . (1968 1) math:sum 1969 . @@ -28280,15 +1280,15 @@ _:bng_3032 { (-1 7633734240) math:quotient -1.309974867555777e-10 . (0.035398163463046854 -1.309974867555777e-10) math:sum 0.03539816333204937 . [] -1; math:negation 1 . - (985 2500 0.03539816333204937 0.03539816340144829 1) :pi true. + (985 1000 0.03539816333204937 0.035398163459948236 1) :pi true. } -_:bng_3033 { - (984 2500 0.035398163463046854 0.03539816340144829 -1) :pi true. +_:bng_33 { + (984 1000 0.035398163463046854 0.035398163459948236 -1) :pi true. } -_:bng_3034 { - [] 983; math:notEqualTo 2500 . +_:bng_34 { + [] 983; math:notEqualTo 1000 . (983 1) math:sum 984 . (2 983) math:product 1966 . (1966 1) math:sum 1967 . @@ -28297,15 +1297,15 @@ _:bng_3034 { (1 7610496096) math:quotient 1.3139747887468072e-10 . (0.03539816333164938 1.3139747887468072e-10) math:sum 0.035398163463046854 . [] 1; math:negation -1 . - (984 2500 0.035398163463046854 0.03539816340144829 -1) :pi true. + (984 1000 0.035398163463046854 0.035398163459948236 -1) :pi true. } -_:bng_3035 { - (983 2500 0.03539816333164938 0.03539816340144829 1) :pi true. +_:bng_35 { + (983 1000 0.03539816333164938 0.035398163459948236 1) :pi true. } -_:bng_3036 { - [] 982; math:notEqualTo 2500 . +_:bng_36 { + [] 982; math:notEqualTo 1000 . (982 1) math:sum 983 . (2 982) math:product 1964 . (1964 1) math:sum 1965 . @@ -28314,15 +1314,15 @@ _:bng_3036 { (-1 7587305160) math:quotient -1.3179910111853205e-10 . (0.03539816346344848 -1.3179910111853205e-10) math:sum 0.03539816333164938 . [] -1; math:negation 1 . - (983 2500 0.03539816333164938 0.03539816340144829 1) :pi true. + (983 1000 0.03539816333164938 0.035398163459948236 1) :pi true. } -_:bng_3037 { - (982 2500 0.03539816346344848 0.03539816340144829 -1) :pi true. +_:bng_37 { + (982 1000 0.03539816346344848 0.035398163459948236 -1) :pi true. } -_:bng_3038 { - [] 981; math:notEqualTo 2500 . +_:bng_38 { + [] 981; math:notEqualTo 1000 . (981 1) math:sum 982 . (2 981) math:product 1962 . (1962 1) math:sum 1963 . @@ -28331,15 +1331,15 @@ _:bng_3038 { (1 7564161384) math:quotient 1.3220236179984708e-10 . (0.03539816333124612 1.3220236179984708e-10) math:sum 0.03539816346344848 . [] 1; math:negation -1 . - (982 2500 0.03539816346344848 0.03539816340144829 -1) :pi true. + (982 1000 0.03539816346344848 0.035398163459948236 -1) :pi true. } -_:bng_3039 { - (981 2500 0.03539816333124612 0.03539816340144829 1) :pi true. +_:bng_39 { + (981 1000 0.03539816333124612 0.035398163459948236 1) :pi true. } -_:bng_3040 { - [] 980; math:notEqualTo 2500 . +_:bng_40 { + [] 980; math:notEqualTo 1000 . (980 1) math:sum 981 . (2 980) math:product 1960 . (1960 1) math:sum 1961 . @@ -28348,15 +1348,15 @@ _:bng_3040 { (-1 7541064720) math:quotient -1.3260726928226123e-10 . (0.03539816346385339 -1.3260726928226123e-10) math:sum 0.03539816333124612 . [] -1; math:negation 1 . - (981 2500 0.03539816333124612 0.03539816340144829 1) :pi true. + (981 1000 0.03539816333124612 0.035398163459948236 1) :pi true. } -_:bng_3041 { - (980 2500 0.03539816346385339 0.03539816340144829 -1) :pi true. +_:bng_41 { + (980 1000 0.03539816346385339 0.035398163459948236 -1) :pi true. } -_:bng_3042 { - [] 979; math:notEqualTo 2500 . +_:bng_42 { + [] 979; math:notEqualTo 1000 . (979 1) math:sum 980 . (2 979) math:product 1958 . (1958 1) math:sum 1959 . @@ -28365,15 +1365,15 @@ _:bng_3042 { (1 7518015120) math:quotient 1.3301383198069438e-10 . (0.03539816333083956 1.3301383198069438e-10) math:sum 0.03539816346385339 . [] 1; math:negation -1 . - (980 2500 0.03539816346385339 0.03539816340144829 -1) :pi true. + (980 1000 0.03539816346385339 0.035398163459948236 -1) :pi true. } -_:bng_3043 { - (979 2500 0.03539816333083956 0.03539816340144829 1) :pi true. +_:bng_43 { + (979 1000 0.03539816333083956 0.035398163459948236 1) :pi true. } -_:bng_3044 { - [] 978; math:notEqualTo 2500 . +_:bng_44 { + [] 978; math:notEqualTo 1000 . (978 1) math:sum 979 . (2 978) math:product 1956 . (1956 1) math:sum 1957 . @@ -28382,15 +1382,15 @@ _:bng_3044 { (-1 7495012536) math:quotient -1.33422058361718e-10 . (0.03539816346426162 -1.33422058361718e-10) math:sum 0.03539816333083956 . [] -1; math:negation 1 . - (979 2500 0.03539816333083956 0.03539816340144829 1) :pi true. + (979 1000 0.03539816333083956 0.035398163459948236 1) :pi true. } -_:bng_3045 { - (978 2500 0.03539816346426162 0.03539816340144829 -1) :pi true. +_:bng_45 { + (978 1000 0.03539816346426162 0.035398163459948236 -1) :pi true. } -_:bng_3046 { - [] 977; math:notEqualTo 2500 . +_:bng_46 { + [] 977; math:notEqualTo 1000 . (977 1) math:sum 978 . (2 977) math:product 1954 . (1954 1) math:sum 1955 . @@ -28399,15 +1399,15 @@ _:bng_3046 { (1 7472056920) math:quotient 1.3383195694392543e-10 . (0.03539816333042966 1.3383195694392543e-10) math:sum 0.03539816346426162 . [] 1; math:negation -1 . - (978 2500 0.03539816346426162 0.03539816340144829 -1) :pi true. + (978 1000 0.03539816346426162 0.035398163459948236 -1) :pi true. } -_:bng_3047 { - (977 2500 0.03539816333042966 0.03539816340144829 1) :pi true. +_:bng_47 { + (977 1000 0.03539816333042966 0.035398163459948236 1) :pi true. } -_:bng_3048 { - [] 976; math:notEqualTo 2500 . +_:bng_48 { + [] 976; math:notEqualTo 1000 . (976 1) math:sum 977 . (2 976) math:product 1952 . (1952 1) math:sum 1953 . @@ -28416,15 +1416,15 @@ _:bng_3048 { (-1 7449148224) math:quotient -1.3424353629830523e-10 . (0.03539816346467319 -1.3424353629830523e-10) math:sum 0.03539816333042966 . [] -1; math:negation 1 . - (977 2500 0.03539816333042966 0.03539816340144829 1) :pi true. + (977 1000 0.03539816333042966 0.035398163459948236 1) :pi true. } -_:bng_3049 { - (976 2500 0.03539816346467319 0.03539816340144829 -1) :pi true. +_:bng_49 { + (976 1000 0.03539816346467319 0.035398163459948236 -1) :pi true. } -_:bng_3050 { - [] 975; math:notEqualTo 2500 . +_:bng_50 { + [] 975; math:notEqualTo 1000 . (975 1) math:sum 976 . (2 975) math:product 1950 . (1950 1) math:sum 1951 . @@ -28433,15 +1433,15 @@ _:bng_3050 { (1 7426286400) math:quotient 1.3465680504861758e-10 . (0.035398163330016386 1.3465680504861758e-10) math:sum 0.03539816346467319 . [] 1; math:negation -1 . - (976 2500 0.03539816346467319 0.03539816340144829 -1) :pi true. + (976 1000 0.03539816346467319 0.035398163459948236 -1) :pi true. } -_:bng_3051 { - (975 2500 0.035398163330016386 0.03539816340144829 1) :pi true. +_:bng_51 { + (975 1000 0.035398163330016386 0.035398163459948236 1) :pi true. } -_:bng_3052 { - [] 974; math:notEqualTo 2500 . +_:bng_52 { + [] 974; math:notEqualTo 1000 . (974 1) math:sum 975 . (2 974) math:product 1948 . (1948 1) math:sum 1949 . @@ -28450,15 +1450,15 @@ _:bng_3052 { (-1 7403471400) math:quotient -1.3507177187177356e-10 . (0.03539816346508816 -1.3507177187177356e-10) math:sum 0.035398163330016386 . [] -1; math:negation 1 . - (975 2500 0.035398163330016386 0.03539816340144829 1) :pi true. + (975 1000 0.035398163330016386 0.035398163459948236 1) :pi true. } -_:bng_3053 { - (974 2500 0.03539816346508816 0.03539816340144829 -1) :pi true. +_:bng_53 { + (974 1000 0.03539816346508816 0.035398163459948236 -1) :pi true. } -_:bng_3054 { - [] 973; math:notEqualTo 2500 . +_:bng_54 { + [] 973; math:notEqualTo 1000 . (973 1) math:sum 974 . (2 973) math:product 1946 . (1946 1) math:sum 1947 . @@ -28467,15 +1467,15 @@ _:bng_3054 { (1 7380703176) math:quotient 1.3548844549821793e-10 . (0.03539816332959971 1.3548844549821793e-10) math:sum 0.03539816346508816 . [] 1; math:negation -1 . - (974 2500 0.03539816346508816 0.03539816340144829 -1) :pi true. + (974 1000 0.03539816346508816 0.035398163459948236 -1) :pi true. } -_:bng_3055 { - (973 2500 0.03539816332959971 0.03539816340144829 1) :pi true. +_:bng_55 { + (973 1000 0.03539816332959971 0.035398163459948236 1) :pi true. } -_:bng_3056 { - [] 972; math:notEqualTo 2500 . +_:bng_56 { + [] 972; math:notEqualTo 1000 . (972 1) math:sum 973 . (2 972) math:product 1944 . (1944 1) math:sum 1945 . @@ -28484,15 +1484,15 @@ _:bng_3056 { (-1 7357981680) math:quotient -1.3590683471231474e-10 . (0.035398163465506546 -1.3590683471231474e-10) math:sum 0.03539816332959971 . [] -1; math:negation 1 . - (973 2500 0.03539816332959971 0.03539816340144829 1) :pi true. + (973 1000 0.03539816332959971 0.035398163459948236 1) :pi true. } -_:bng_3057 { - (972 2500 0.035398163465506546 0.03539816340144829 -1) :pi true. +_:bng_57 { + (972 1000 0.035398163465506546 0.035398163459948236 -1) :pi true. } -_:bng_3058 { - [] 971; math:notEqualTo 2500 . +_:bng_58 { + [] 971; math:notEqualTo 1000 . (971 1) math:sum 972 . (2 971) math:product 1942 . (1942 1) math:sum 1943 . @@ -28501,15 +1501,15 @@ _:bng_3058 { (1 7335306864) math:quotient 1.363269483527363e-10 . (0.0353981633291796 1.363269483527363e-10) math:sum 0.035398163465506546 . [] 1; math:negation -1 . - (972 2500 0.035398163465506546 0.03539816340144829 -1) :pi true. + (972 1000 0.035398163465506546 0.035398163459948236 -1) :pi true. } -_:bng_3059 { - (971 2500 0.0353981633291796 0.03539816340144829 1) :pi true. +_:bng_59 { + (971 1000 0.0353981633291796 0.035398163459948236 1) :pi true. } -_:bng_3060 { - [] 970; math:notEqualTo 2500 . +_:bng_60 { + [] 970; math:notEqualTo 1000 . (970 1) math:sum 971 . (2 970) math:product 1940 . (1940 1) math:sum 1941 . @@ -28518,15 +1518,15 @@ _:bng_3060 { (-1 7312678680) math:quotient -1.3674879531285517e-10 . (0.03539816346592839 -1.3674879531285517e-10) math:sum 0.0353981633291796 . [] -1; math:negation 1 . - (971 2500 0.0353981633291796 0.03539816340144829 1) :pi true. + (971 1000 0.0353981633291796 0.035398163459948236 1) :pi true. } -_:bng_3061 { - (970 2500 0.03539816346592839 0.03539816340144829 -1) :pi true. +_:bng_61 { + (970 1000 0.03539816346592839 0.035398163459948236 -1) :pi true. } -_:bng_3062 { - [] 969; math:notEqualTo 2500 . +_:bng_62 { + [] 969; math:notEqualTo 1000 . (969 1) math:sum 970 . (2 969) math:product 1938 . (1938 1) math:sum 1939 . @@ -28535,15 +1535,15 @@ _:bng_3062 { (1 7290097080) math:quotient 1.3717238454113976e-10 . (0.035398163328756005 1.3717238454113976e-10) math:sum 0.03539816346592839 . [] 1; math:negation -1 . - (970 2500 0.03539816346592839 0.03539816340144829 -1) :pi true. + (970 1000 0.03539816346592839 0.035398163459948236 -1) :pi true. } -_:bng_3063 { - (969 2500 0.035398163328756005 0.03539816340144829 1) :pi true. +_:bng_63 { + (969 1000 0.035398163328756005 0.035398163459948236 1) :pi true. } -_:bng_3064 { - [] 968; math:notEqualTo 2500 . +_:bng_64 { + [] 968; math:notEqualTo 1000 . (968 1) math:sum 969 . (2 968) math:product 1936 . (1936 1) math:sum 1937 . @@ -28552,15 +1552,15 @@ _:bng_3064 { (-1 7267562016) math:quotient -1.3759772504155264e-10 . (0.03539816346635373 -1.3759772504155264e-10) math:sum 0.035398163328756005 . [] -1; math:negation 1 . - (969 2500 0.035398163328756005 0.03539816340144829 1) :pi true. + (969 1000 0.035398163328756005 0.035398163459948236 1) :pi true. } -_:bng_3065 { - (968 2500 0.03539816346635373 0.03539816340144829 -1) :pi true. +_:bng_65 { + (968 1000 0.03539816346635373 0.035398163459948236 -1) :pi true. } -_:bng_3066 { - [] 967; math:notEqualTo 2500 . +_:bng_66 { + [] 967; math:notEqualTo 1000 . (967 1) math:sum 968 . (2 967) math:product 1934 . (1934 1) math:sum 1935 . @@ -28569,15 +1569,15 @@ _:bng_3066 { (1 7245073440) math:quotient 1.3802482587395276e-10 . (0.0353981633283289 1.3802482587395276e-10) math:sum 0.03539816346635373 . [] 1; math:negation -1 . - (968 2500 0.03539816346635373 0.03539816340144829 -1) :pi true. + (968 1000 0.03539816346635373 0.035398163459948236 -1) :pi true. } -_:bng_3067 { - (967 2500 0.0353981633283289 0.03539816340144829 1) :pi true. +_:bng_67 { + (967 1000 0.0353981633283289 0.035398163459948236 1) :pi true. } -_:bng_3068 { - [] 966; math:notEqualTo 2500 . +_:bng_68 { + [] 966; math:notEqualTo 1000 . (966 1) math:sum 967 . (2 966) math:product 1932 . (1932 1) math:sum 1933 . @@ -28586,15 +1586,15 @@ _:bng_3068 { (-1 7222631304) math:quotient -1.3845369615450055e-10 . (0.035398163466782595 -1.3845369615450055e-10) math:sum 0.0353981633283289 . [] -1; math:negation 1 . - (967 2500 0.0353981633283289 0.03539816340144829 1) :pi true. + (967 1000 0.0353981633283289 0.035398163459948236 1) :pi true. } -_:bng_3069 { - (966 2500 0.035398163466782595 0.03539816340144829 -1) :pi true. +_:bng_69 { + (966 1000 0.035398163466782595 0.035398163459948236 -1) :pi true. } -_:bng_3070 { - [] 965; math:notEqualTo 2500 . +_:bng_70 { + [] 965; math:notEqualTo 1000 . (965 1) math:sum 966 . (2 965) math:product 1930 . (1930 1) math:sum 1931 . @@ -28603,15 +1603,15 @@ _:bng_3070 { (1 7200235560) math:quotient 1.3888434505606647e-10 . (0.03539816332789825 1.3888434505606647e-10) math:sum 0.035398163466782595 . [] 1; math:negation -1 . - (966 2500 0.035398163466782595 0.03539816340144829 -1) :pi true. + (966 1000 0.035398163466782595 0.035398163459948236 -1) :pi true. } -_:bng_3071 { - (965 2500 0.03539816332789825 0.03539816340144829 1) :pi true. +_:bng_71 { + (965 1000 0.03539816332789825 0.035398163459948236 1) :pi true. } -_:bng_3072 { - [] 964; math:notEqualTo 2500 . +_:bng_72 { + [] 964; math:notEqualTo 1000 . (964 1) math:sum 965 . (2 964) math:product 1928 . (1928 1) math:sum 1929 . @@ -28620,15 +1620,15 @@ _:bng_3072 { (-1 7177886160) math:quotient -1.3931678180864322e-10 . (0.03539816346721503 -1.3931678180864322e-10) math:sum 0.03539816332789825 . [] -1; math:negation 1 . - (965 2500 0.03539816332789825 0.03539816340144829 1) :pi true. + (965 1000 0.03539816332789825 0.035398163459948236 1) :pi true. } -_:bng_3073 { - (964 2500 0.03539816346721503 0.03539816340144829 -1) :pi true. +_:bng_73 { + (964 1000 0.03539816346721503 0.035398163459948236 -1) :pi true. } -_:bng_3074 { - [] 963; math:notEqualTo 2500 . +_:bng_74 { + [] 963; math:notEqualTo 1000 . (963 1) math:sum 964 . (2 963) math:product 1926 . (1926 1) math:sum 1927 . @@ -28637,15 +1637,15 @@ _:bng_3074 { (1 7155583056) math:quotient 1.3975101569976102e-10 . (0.03539816332746401 1.3975101569976102e-10) math:sum 0.03539816346721503 . [] 1; math:negation -1 . - (964 2500 0.03539816346721503 0.03539816340144829 -1) :pi true. + (964 1000 0.03539816346721503 0.035398163459948236 -1) :pi true. } -_:bng_3075 { - (963 2500 0.03539816332746401 0.03539816340144829 1) :pi true. +_:bng_75 { + (963 1000 0.03539816332746401 0.035398163459948236 1) :pi true. } -_:bng_3076 { - [] 962; math:notEqualTo 2500 . +_:bng_76 { + [] 962; math:notEqualTo 1000 . (962 1) math:sum 963 . (2 962) math:product 1924 . (1924 1) math:sum 1925 . @@ -28654,15 +1654,15 @@ _:bng_3076 { (-1 7133326200) math:quotient -1.4018705607490655e-10 . (0.03539816346765107 -1.4018705607490655e-10) math:sum 0.03539816332746401 . [] -1; math:negation 1 . - (963 2500 0.03539816332746401 0.03539816340144829 1) :pi true. + (963 1000 0.03539816332746401 0.035398163459948236 1) :pi true. } -_:bng_3077 { - (962 2500 0.03539816346765107 0.03539816340144829 -1) :pi true. +_:bng_77 { + (962 1000 0.03539816346765107 0.035398163459948236 -1) :pi true. } -_:bng_3078 { - [] 961; math:notEqualTo 2500 . +_:bng_78 { + [] 961; math:notEqualTo 1000 . (961 1) math:sum 962 . (2 961) math:product 1922 . (1922 1) math:sum 1923 . @@ -28671,15 +1671,15 @@ _:bng_3078 { (1 7111115544) math:quotient 1.4062491233794528e-10 . (0.03539816332702615 1.4062491233794528e-10) math:sum 0.03539816346765107 . [] 1; math:negation -1 . - (962 2500 0.03539816346765107 0.03539816340144829 -1) :pi true. + (962 1000 0.03539816346765107 0.035398163459948236 -1) :pi true. } -_:bng_3079 { - (961 2500 0.03539816332702615 0.03539816340144829 1) :pi true. +_:bng_79 { + (961 1000 0.03539816332702615 0.035398163459948236 1) :pi true. } -_:bng_3080 { - [] 960; math:notEqualTo 2500 . +_:bng_80 { + [] 960; math:notEqualTo 1000 . (960 1) math:sum 961 . (2 960) math:product 1920 . (1920 1) math:sum 1921 . @@ -28688,15 +1688,15 @@ _:bng_3080 { (-1 7088951040) math:quotient -1.4106459395154746e-10 . (0.03539816346809074 -1.4106459395154746e-10) math:sum 0.03539816332702615 . [] -1; math:negation 1 . - (961 2500 0.03539816332702615 0.03539816340144829 1) :pi true. + (961 1000 0.03539816332702615 0.035398163459948236 1) :pi true. } -_:bng_3081 { - (960 2500 0.03539816346809074 0.03539816340144829 -1) :pi true. +_:bng_81 { + (960 1000 0.03539816346809074 0.035398163459948236 -1) :pi true. } -_:bng_3082 { - [] 959; math:notEqualTo 2500 . +_:bng_82 { + [] 959; math:notEqualTo 1000 . (959 1) math:sum 960 . (2 959) math:product 1918 . (1918 1) math:sum 1919 . @@ -28705,15 +1705,15 @@ _:bng_3082 { (1 7066832640) math:quotient 1.415061104376175e-10 . (0.03539816332658463 1.415061104376175e-10) math:sum 0.03539816346809074 . [] 1; math:negation -1 . - (960 2500 0.03539816346809074 0.03539816340144829 -1) :pi true. + (960 1000 0.03539816346809074 0.035398163459948236 -1) :pi true. } -_:bng_3083 { - (959 2500 0.03539816332658463 0.03539816340144829 1) :pi true. +_:bng_83 { + (959 1000 0.03539816332658463 0.035398163459948236 1) :pi true. } -_:bng_3084 { - [] 958; math:notEqualTo 2500 . +_:bng_84 { + [] 958; math:notEqualTo 1000 . (958 1) math:sum 959 . (2 958) math:product 1916 . (1916 1) math:sum 1917 . @@ -28722,15 +1722,15 @@ _:bng_3084 { (-1 7044760296) math:quotient -1.4194947137772706e-10 . (0.035398163468534104 -1.4194947137772706e-10) math:sum 0.03539816332658463 . [] -1; math:negation 1 . - (959 2500 0.03539816332658463 0.03539816340144829 1) :pi true. + (959 1000 0.03539816332658463 0.035398163459948236 1) :pi true. } -_:bng_3085 { - (958 2500 0.035398163468534104 0.03539816340144829 -1) :pi true. +_:bng_85 { + (958 1000 0.035398163468534104 0.035398163459948236 -1) :pi true. } -_:bng_3086 { - [] 957; math:notEqualTo 2500 . +_:bng_86 { + [] 957; math:notEqualTo 1000 . (957 1) math:sum 958 . (2 957) math:product 1914 . (1914 1) math:sum 1915 . @@ -28739,15 +1739,15 @@ _:bng_3086 { (1 7022733960) math:quotient 1.4239468641355168e-10 . (0.03539816332613942 1.4239468641355168e-10) math:sum 0.035398163468534104 . [] 1; math:negation -1 . - (958 2500 0.035398163468534104 0.03539816340144829 -1) :pi true. + (958 1000 0.035398163468534104 0.035398163459948236 -1) :pi true. } -_:bng_3087 { - (957 2500 0.03539816332613942 0.03539816340144829 1) :pi true. +_:bng_87 { + (957 1000 0.03539816332613942 0.035398163459948236 1) :pi true. } -_:bng_3088 { - [] 956; math:notEqualTo 2500 . +_:bng_88 { + [] 956; math:notEqualTo 1000 . (956 1) math:sum 957 . (2 956) math:product 1912 . (1912 1) math:sum 1913 . @@ -28756,15 +1756,15 @@ _:bng_3088 { (-1 7000753584) math:quotient -1.4284176524731113e-10 . (0.035398163468981184 -1.4284176524731113e-10) math:sum 0.03539816332613942 . [] -1; math:negation 1 . - (957 2500 0.03539816332613942 0.03539816340144829 1) :pi true. + (957 1000 0.03539816332613942 0.035398163459948236 1) :pi true. } -_:bng_3089 { - (956 2500 0.035398163468981184 0.03539816340144829 -1) :pi true. +_:bng_89 { + (956 1000 0.035398163468981184 0.035398163459948236 -1) :pi true. } -_:bng_3090 { - [] 955; math:notEqualTo 2500 . +_:bng_90 { + [] 955; math:notEqualTo 1000 . (955 1) math:sum 956 . (2 955) math:product 1910 . (1910 1) math:sum 1911 . @@ -28773,15 +1773,15 @@ _:bng_3090 { (1 6978819120) math:quotient 1.4329071764221338e-10 . (0.035398163325690464 1.4329071764221338e-10) math:sum 0.035398163468981184 . [] 1; math:negation -1 . - (956 2500 0.035398163468981184 0.03539816340144829 -1) :pi true. + (956 1000 0.035398163468981184 0.035398163459948236 -1) :pi true. } -_:bng_3091 { - (955 2500 0.035398163325690464 0.03539816340144829 1) :pi true. +_:bng_91 { + (955 1000 0.035398163325690464 0.035398163459948236 1) :pi true. } -_:bng_3092 { - [] 954; math:notEqualTo 2500 . +_:bng_92 { + [] 954; math:notEqualTo 1000 . (954 1) math:sum 955 . (2 954) math:product 1908 . (1908 1) math:sum 1909 . @@ -28790,15 +1790,15 @@ _:bng_3092 { (-1 6956930520) math:quotient -1.4374155342290237e-10 . (0.03539816346943202 -1.4374155342290237e-10) math:sum 0.035398163325690464 . [] -1; math:negation 1 . - (955 2500 0.035398163325690464 0.03539816340144829 1) :pi true. + (955 1000 0.035398163325690464 0.035398163459948236 1) :pi true. } -_:bng_3093 { - (954 2500 0.03539816346943202 0.03539816340144829 -1) :pi true. +_:bng_93 { + (954 1000 0.03539816346943202 0.035398163459948236 -1) :pi true. } -_:bng_3094 { - [] 953; math:notEqualTo 2500 . +_:bng_94 { + [] 953; math:notEqualTo 1000 . (953 1) math:sum 954 . (2 953) math:product 1906 . (1906 1) math:sum 1907 . @@ -28807,15 +1807,15 @@ _:bng_3094 { (1 6935087736) math:quotient 1.4419428247590955e-10 . (0.035398163325237736 1.4419428247590955e-10) math:sum 0.03539816346943202 . [] 1; math:negation -1 . - (954 2500 0.03539816346943202 0.03539816340144829 -1) :pi true. + (954 1000 0.03539816346943202 0.035398163459948236 -1) :pi true. } -_:bng_3095 { - (953 2500 0.035398163325237736 0.03539816340144829 1) :pi true. +_:bng_95 { + (953 1000 0.035398163325237736 0.035398163459948236 1) :pi true. } -_:bng_3096 { - [] 952; math:notEqualTo 2500 . +_:bng_96 { + [] 952; math:notEqualTo 1000 . (952 1) math:sum 953 . (2 952) math:product 1904 . (1904 1) math:sum 1905 . @@ -28824,15 +1824,15 @@ _:bng_3096 { (-1 6913290720) math:quotient -1.4464891475010906e-10 . (0.035398163469886654 -1.4464891475010906e-10) math:sum 0.035398163325237736 . [] -1; math:negation 1 . - (953 2500 0.035398163325237736 0.03539816340144829 1) :pi true. + (953 1000 0.035398163325237736 0.035398163459948236 1) :pi true. } -_:bng_3097 { - (952 2500 0.035398163469886654 0.03539816340144829 -1) :pi true. +_:bng_97 { + (952 1000 0.035398163469886654 0.035398163459948236 -1) :pi true. } -_:bng_3098 { - [] 951; math:notEqualTo 2500 . +_:bng_98 { + [] 951; math:notEqualTo 1000 . (951 1) math:sum 952 . (2 951) math:product 1902 . (1902 1) math:sum 1903 . @@ -28841,15 +1841,15 @@ _:bng_3098 { (1 6891539424) math:quotient 1.4510546025717693e-10 . (0.03539816332478119 1.4510546025717693e-10) math:sum 0.035398163469886654 . [] 1; math:negation -1 . - (952 2500 0.035398163469886654 0.03539816340144829 -1) :pi true. + (952 1000 0.035398163469886654 0.035398163459948236 -1) :pi true. } -_:bng_3099 { - (951 2500 0.03539816332478119 0.03539816340144829 1) :pi true. +_:bng_99 { + (951 1000 0.03539816332478119 0.035398163459948236 1) :pi true. } -_:bng_3100 { - [] 950; math:notEqualTo 2500 . +_:bng_100 { + [] 950; math:notEqualTo 1000 . (950 1) math:sum 951 . (2 950) math:product 1900 . (1900 1) math:sum 1901 . @@ -28858,15 +1858,15 @@ _:bng_3100 { (-1 6869833800) math:quotient -1.4556392907205413e-10 . (0.03539816347034512 -1.4556392907205413e-10) math:sum 0.03539816332478119 . [] -1; math:negation 1 . - (951 2500 0.03539816332478119 0.03539816340144829 1) :pi true. + (951 1000 0.03539816332478119 0.035398163459948236 1) :pi true. } -_:bng_3101 { - (950 2500 0.03539816347034512 0.03539816340144829 -1) :pi true. +_:bng_101 { + (950 1000 0.03539816347034512 0.035398163459948236 -1) :pi true. } -_:bng_3102 { - [] 949; math:notEqualTo 2500 . +_:bng_102 { + [] 949; math:notEqualTo 1000 . (949 1) math:sum 950 . (2 949) math:product 1898 . (1898 1) math:sum 1899 . @@ -28875,15 +1875,15 @@ _:bng_3102 { (1 6848173800) math:quotient 1.460243313334133e-10 . (0.03539816332432079 1.460243313334133e-10) math:sum 0.03539816347034512 . [] 1; math:negation -1 . - (950 2500 0.03539816347034512 0.03539816340144829 -1) :pi true. + (950 1000 0.03539816347034512 0.035398163459948236 -1) :pi true. } -_:bng_3103 { - (949 2500 0.03539816332432079 0.03539816340144829 1) :pi true. +_:bng_103 { + (949 1000 0.03539816332432079 0.035398163459948236 1) :pi true. } -_:bng_3104 { - [] 948; math:notEqualTo 2500 . +_:bng_104 { + [] 948; math:notEqualTo 1000 . (948 1) math:sum 949 . (2 948) math:product 1896 . (1896 1) math:sum 1897 . @@ -28892,15 +1892,15 @@ _:bng_3104 { (-1 6826559376) math:quotient -1.4648667724412979e-10 . (0.035398163470807466 -1.4648667724412979e-10) math:sum 0.03539816332432079 . [] -1; math:negation 1 . - (949 2500 0.03539816332432079 0.03539816340144829 1) :pi true. + (949 1000 0.03539816332432079 0.035398163459948236 1) :pi true. } -_:bng_3105 { - (948 2500 0.035398163470807466 0.03539816340144829 -1) :pi true. +_:bng_105 { + (948 1000 0.035398163470807466 0.035398163459948236 -1) :pi true. } -_:bng_3106 { - [] 947; math:notEqualTo 2500 . +_:bng_106 { + [] 947; math:notEqualTo 1000 . (947 1) math:sum 948 . (2 947) math:product 1894 . (1894 1) math:sum 1895 . @@ -28909,15 +1909,15 @@ _:bng_3106 { (1 6804990480) math:quotient 1.4695097707175632e-10 . (0.03539816332385649 1.4695097707175632e-10) math:sum 0.035398163470807466 . [] 1; math:negation -1 . - (948 2500 0.035398163470807466 0.03539816340144829 -1) :pi true. + (948 1000 0.035398163470807466 0.035398163459948236 -1) :pi true. } -_:bng_3107 { - (947 2500 0.03539816332385649 0.03539816340144829 1) :pi true. +_:bng_107 { + (947 1000 0.03539816332385649 0.035398163459948236 1) :pi true. } -_:bng_3108 { - [] 946; math:notEqualTo 2500 . +_:bng_108 { + [] 946; math:notEqualTo 1000 . (946 1) math:sum 947 . (2 946) math:product 1892 . (1892 1) math:sum 1893 . @@ -28926,15 +1926,15 @@ _:bng_3108 { (-1 6783467064) math:quotient -1.474172411490019e-10 . (0.035398163471273725 -1.474172411490019e-10) math:sum 0.03539816332385649 . [] -1; math:negation 1 . - (947 2500 0.03539816332385649 0.03539816340144829 1) :pi true. + (947 1000 0.03539816332385649 0.035398163459948236 1) :pi true. } -_:bng_3109 { - (946 2500 0.035398163471273725 0.03539816340144829 -1) :pi true. +_:bng_109 { + (946 1000 0.035398163471273725 0.035398163459948236 -1) :pi true. } -_:bng_3110 { - [] 945; math:notEqualTo 2500 . +_:bng_110 { + [] 945; math:notEqualTo 1000 . (945 1) math:sum 946 . (2 945) math:product 1890 . (1890 1) math:sum 1891 . @@ -28943,15 +1943,15 @@ _:bng_3110 { (1 6761989080) math:quotient 1.4788547987421477e-10 . (0.03539816332338824 1.4788547987421477e-10) math:sum 0.035398163471273725 . [] 1; math:negation -1 . - (946 2500 0.035398163471273725 0.03539816340144829 -1) :pi true. + (946 1000 0.035398163471273725 0.035398163459948236 -1) :pi true. } -_:bng_3111 { - (945 2500 0.03539816332338824 0.03539816340144829 1) :pi true. +_:bng_111 { + (945 1000 0.03539816332338824 0.035398163459948236 1) :pi true. } -_:bng_3112 { - [] 944; math:notEqualTo 2500 . +_:bng_112 { + [] 944; math:notEqualTo 1000 . (944 1) math:sum 945 . (2 944) math:product 1888 . (1888 1) math:sum 1889 . @@ -28960,15 +1960,15 @@ _:bng_3112 { (-1 6740556480) math:quotient -1.483557037118692e-10 . (0.035398163471743946 -1.483557037118692e-10) math:sum 0.03539816332338824 . [] -1; math:negation 1 . - (945 2500 0.03539816332338824 0.03539816340144829 1) :pi true. + (945 1000 0.03539816332338824 0.035398163459948236 1) :pi true. } -_:bng_3113 { - (944 2500 0.035398163471743946 0.03539816340144829 -1) :pi true. +_:bng_113 { + (944 1000 0.035398163471743946 0.035398163459948236 -1) :pi true. } -_:bng_3114 { - [] 943; math:notEqualTo 2500 . +_:bng_114 { + [] 943; math:notEqualTo 1000 . (943 1) math:sum 944 . (2 943) math:product 1886 . (1886 1) math:sum 1887 . @@ -28977,15 +1977,15 @@ _:bng_3114 { (1 6719169216) math:quotient 1.4882792319305686e-10 . (0.035398163322916024 1.4882792319305686e-10) math:sum 0.035398163471743946 . [] 1; math:negation -1 . - (944 2500 0.035398163471743946 0.03539816340144829 -1) :pi true. + (944 1000 0.035398163471743946 0.035398163459948236 -1) :pi true. } -_:bng_3115 { - (943 2500 0.035398163322916024 0.03539816340144829 1) :pi true. +_:bng_115 { + (943 1000 0.035398163322916024 0.035398163459948236 1) :pi true. } -_:bng_3116 { - [] 942; math:notEqualTo 2500 . +_:bng_116 { + [] 942; math:notEqualTo 1000 . (942 1) math:sum 943 . (2 942) math:product 1884 . (1884 1) math:sum 1885 . @@ -28994,15 +1994,15 @@ _:bng_3116 { (-1 6697827240) math:quotient -1.493021489159819e-10 . (0.03539816347221817 -1.493021489159819e-10) math:sum 0.035398163322916024 . [] -1; math:negation 1 . - (943 2500 0.035398163322916024 0.03539816340144829 1) :pi true. + (943 1000 0.035398163322916024 0.035398163459948236 1) :pi true. } -_:bng_3117 { - (942 2500 0.03539816347221817 0.03539816340144829 -1) :pi true. +_:bng_117 { + (942 1000 0.03539816347221817 0.035398163459948236 -1) :pi true. } -_:bng_3118 { - [] 941; math:notEqualTo 2500 . +_:bng_118 { + [] 941; math:notEqualTo 1000 . (941 1) math:sum 942 . (2 941) math:product 1882 . (1882 1) math:sum 1883 . @@ -29011,15 +2011,15 @@ _:bng_3118 { (1 6676530504) math:quotient 1.4977839154646062e-10 . (0.03539816332243978 1.4977839154646062e-10) math:sum 0.03539816347221817 . [] 1; math:negation -1 . - (942 2500 0.03539816347221817 0.03539816340144829 -1) :pi true. + (942 1000 0.03539816347221817 0.035398163459948236 -1) :pi true. } -_:bng_3119 { - (941 2500 0.03539816332243978 0.03539816340144829 1) :pi true. +_:bng_119 { + (941 1000 0.03539816332243978 0.035398163459948236 1) :pi true. } -_:bng_3120 { - [] 940; math:notEqualTo 2500 . +_:bng_120 { + [] 940; math:notEqualTo 1000 . (940 1) math:sum 941 . (2 940) math:product 1880 . (1880 1) math:sum 1881 . @@ -29028,15 +2028,15 @@ _:bng_3120 { (-1 6655278960) math:quotient -1.5025666181842512e-10 . (0.03539816347269644 -1.5025666181842512e-10) math:sum 0.03539816332243978 . [] -1; math:negation 1 . - (941 2500 0.03539816332243978 0.03539816340144829 1) :pi true. + (941 1000 0.03539816332243978 0.035398163459948236 1) :pi true. } -_:bng_3121 { - (940 2500 0.03539816347269644 0.03539816340144829 -1) :pi true. +_:bng_121 { + (940 1000 0.03539816347269644 0.035398163459948236 -1) :pi true. } -_:bng_3122 { - [] 939; math:notEqualTo 2500 . +_:bng_122 { + [] 939; math:notEqualTo 1000 . (939 1) math:sum 940 . (2 939) math:product 1878 . (1878 1) math:sum 1879 . @@ -29045,15 +2045,15 @@ _:bng_3122 { (1 6634072560) math:quotient 1.5073697053443143e-10 . (0.03539816332195947 1.5073697053443143e-10) math:sum 0.03539816347269644 . [] 1; math:negation -1 . - (940 2500 0.03539816347269644 0.03539816340144829 -1) :pi true. + (940 1000 0.03539816347269644 0.035398163459948236 -1) :pi true. } -_:bng_3123 { - (939 2500 0.03539816332195947 0.03539816340144829 1) :pi true. +_:bng_123 { + (939 1000 0.03539816332195947 0.035398163459948236 1) :pi true. } -_:bng_3124 { - [] 938; math:notEqualTo 2500 . +_:bng_124 { + [] 938; math:notEqualTo 1000 . (938 1) math:sum 939 . (2 938) math:product 1876 . (1876 1) math:sum 1877 . @@ -29062,15 +2062,15 @@ _:bng_3124 { (-1 6612911256) math:quotient -1.5121932856617183e-10 . (0.0353981634731788 -1.5121932856617183e-10) math:sum 0.03539816332195947 . [] -1; math:negation 1 . - (939 2500 0.03539816332195947 0.03539816340144829 1) :pi true. + (939 1000 0.03539816332195947 0.035398163459948236 1) :pi true. } -_:bng_3125 { - (938 2500 0.0353981634731788 0.03539816340144829 -1) :pi true. +_:bng_125 { + (938 1000 0.0353981634731788 0.035398163459948236 -1) :pi true. } -_:bng_3126 { - [] 937; math:notEqualTo 2500 . +_:bng_126 { + [] 937; math:notEqualTo 1000 . (937 1) math:sum 938 . (2 937) math:product 1874 . (1874 1) math:sum 1875 . @@ -29079,15 +2079,15 @@ _:bng_3126 { (1 6591795000) math:quotient 1.517037468549917e-10 . (0.03539816332147505 1.517037468549917e-10) math:sum 0.0353981634731788 . [] 1; math:negation -1 . - (938 2500 0.0353981634731788 0.03539816340144829 -1) :pi true. + (938 1000 0.0353981634731788 0.035398163459948236 -1) :pi true. } -_:bng_3127 { - (937 2500 0.03539816332147505 0.03539816340144829 1) :pi true. +_:bng_127 { + (937 1000 0.03539816332147505 0.035398163459948236 1) :pi true. } -_:bng_3128 { - [] 936; math:notEqualTo 2500 . +_:bng_128 { + [] 936; math:notEqualTo 1000 . (936 1) math:sum 937 . (2 936) math:product 1872 . (1872 1) math:sum 1873 . @@ -29096,15 +2096,15 @@ _:bng_3128 { (-1 6570723744) math:quotient -1.5219023641241064e-10 . (0.03539816347366529 -1.5219023641241064e-10) math:sum 0.03539816332147505 . [] -1; math:negation 1 . - (937 2500 0.03539816332147505 0.03539816340144829 1) :pi true. + (937 1000 0.03539816332147505 0.035398163459948236 1) :pi true. } -_:bng_3129 { - (936 2500 0.03539816347366529 0.03539816340144829 -1) :pi true. +_:bng_129 { + (936 1000 0.03539816347366529 0.035398163459948236 -1) :pi true. } -_:bng_3130 { - [] 935; math:notEqualTo 2500 . +_:bng_130 { + [] 935; math:notEqualTo 1000 . (935 1) math:sum 936 . (2 935) math:product 1870 . (1870 1) math:sum 1871 . @@ -29113,15 +2113,15 @@ _:bng_3130 { (1 6549697440) math:quotient 1.5267880832064816e-10 . (0.035398163320986484 1.5267880832064816e-10) math:sum 0.03539816347366529 . [] 1; math:negation -1 . - (936 2500 0.03539816347366529 0.03539816340144829 -1) :pi true. + (936 1000 0.03539816347366529 0.035398163459948236 -1) :pi true. } -_:bng_3131 { - (935 2500 0.035398163320986484 0.03539816340144829 1) :pi true. +_:bng_131 { + (935 1000 0.035398163320986484 0.035398163459948236 1) :pi true. } -_:bng_3132 { - [] 934; math:notEqualTo 2500 . +_:bng_132 { + [] 934; math:notEqualTo 1000 . (934 1) math:sum 935 . (2 934) math:product 1868 . (1868 1) math:sum 1869 . @@ -29130,15 +2130,15 @@ _:bng_3132 { (-1 6528716040) math:quotient -1.5316947373315383e-10 . (0.03539816347415596 -1.5316947373315383e-10) math:sum 0.035398163320986484 . [] -1; math:negation 1 . - (935 2500 0.035398163320986484 0.03539816340144829 1) :pi true. + (935 1000 0.035398163320986484 0.035398163459948236 1) :pi true. } -_:bng_3133 { - (934 2500 0.03539816347415596 0.03539816340144829 -1) :pi true. +_:bng_133 { + (934 1000 0.03539816347415596 0.035398163459948236 -1) :pi true. } -_:bng_3134 { - [] 933; math:notEqualTo 2500 . +_:bng_134 { + [] 933; math:notEqualTo 1000 . (933 1) math:sum 934 . (2 933) math:product 1866 . (1866 1) math:sum 1867 . @@ -29147,15 +2147,15 @@ _:bng_3134 { (1 6507779496) math:quotient 1.5366224387514189e-10 . (0.03539816332049372 1.5366224387514189e-10) math:sum 0.03539816347415596 . [] 1; math:negation -1 . - (934 2500 0.03539816347415596 0.03539816340144829 -1) :pi true. + (934 1000 0.03539816347415596 0.035398163459948236 -1) :pi true. } -_:bng_3135 { - (933 2500 0.03539816332049372 0.03539816340144829 1) :pi true. +_:bng_135 { + (933 1000 0.03539816332049372 0.035398163459948236 1) :pi true. } -_:bng_3136 { - [] 932; math:notEqualTo 2500 . +_:bng_136 { + [] 932; math:notEqualTo 1000 . (932 1) math:sum 933 . (2 932) math:product 1864 . (1864 1) math:sum 1865 . @@ -29164,15 +2164,15 @@ _:bng_3136 { (-1 6486887760) math:quotient -1.5415713004413076e-10 . (0.03539816347465085 -1.5415713004413076e-10) math:sum 0.03539816332049372 . [] -1; math:negation 1 . - (933 2500 0.03539816332049372 0.03539816340144829 1) :pi true. + (933 1000 0.03539816332049372 0.035398163459948236 1) :pi true. } -_:bng_3137 { - (932 2500 0.03539816347465085 0.03539816340144829 -1) :pi true. +_:bng_137 { + (932 1000 0.03539816347465085 0.035398163459948236 -1) :pi true. } -_:bng_3138 { - [] 931; math:notEqualTo 2500 . +_:bng_138 { + [] 931; math:notEqualTo 1000 . (931 1) math:sum 932 . (2 931) math:product 1862 . (1862 1) math:sum 1863 . @@ -29181,15 +2181,15 @@ _:bng_3138 { (1 6466040784) math:quotient 1.546541436104867e-10 . (0.035398163319996706 1.546541436104867e-10) math:sum 0.03539816347465085 . [] 1; math:negation -1 . - (932 2500 0.03539816347465085 0.03539816340144829 -1) :pi true. + (932 1000 0.03539816347465085 0.035398163459948236 -1) :pi true. } -_:bng_3139 { - (931 2500 0.035398163319996706 0.03539816340144829 1) :pi true. +_:bng_139 { + (931 1000 0.035398163319996706 0.035398163459948236 1) :pi true. } -_:bng_3140 { - [] 930; math:notEqualTo 2500 . +_:bng_140 { + [] 930; math:notEqualTo 1000 . (930 1) math:sum 931 . (2 930) math:product 1860 . (1860 1) math:sum 1861 . @@ -29198,15 +2198,15 @@ _:bng_3140 { (-1 6445238520) math:quotient -1.5515329601797266e-10 . (0.03539816347515 -1.5515329601797266e-10) math:sum 0.035398163319996706 . [] -1; math:negation 1 . - (931 2500 0.035398163319996706 0.03539816340144829 1) :pi true. + (931 1000 0.035398163319996706 0.035398163459948236 1) :pi true. } -_:bng_3141 { - (930 2500 0.03539816347515 0.03539816340144829 -1) :pi true. +_:bng_141 { + (930 1000 0.03539816347515 0.035398163459948236 -1) :pi true. } -_:bng_3142 { - [] 929; math:notEqualTo 2500 . +_:bng_142 { + [] 929; math:notEqualTo 1000 . (929 1) math:sum 930 . (2 929) math:product 1858 . (1858 1) math:sum 1859 . @@ -29215,15 +2215,15 @@ _:bng_3142 { (1 6424480920) math:quotient 1.5565459878430146e-10 . (0.0353981633194954 1.5565459878430146e-10) math:sum 0.03539816347515 . [] 1; math:negation -1 . - (930 2500 0.03539816347515 0.03539816340144829 -1) :pi true. + (930 1000 0.03539816347515 0.035398163459948236 -1) :pi true. } -_:bng_3143 { - (929 2500 0.0353981633194954 0.03539816340144829 1) :pi true. +_:bng_143 { + (929 1000 0.0353981633194954 0.035398163459948236 1) :pi true. } -_:bng_3144 { - [] 928; math:notEqualTo 2500 . +_:bng_144 { + [] 928; math:notEqualTo 1000 . (928 1) math:sum 929 . (2 928) math:product 1856 . (1856 1) math:sum 1857 . @@ -29232,15 +2232,15 @@ _:bng_3144 { (-1 6403767936) math:quotient -1.5615806350169402e-10 . (0.035398163475653464 -1.5615806350169402e-10) math:sum 0.0353981633194954 . [] -1; math:negation 1 . - (929 2500 0.0353981633194954 0.03539816340144829 1) :pi true. + (929 1000 0.0353981633194954 0.035398163459948236 1) :pi true. } -_:bng_3145 { - (928 2500 0.035398163475653464 0.03539816340144829 -1) :pi true. +_:bng_145 { + (928 1000 0.035398163475653464 0.035398163459948236 -1) :pi true. } -_:bng_3146 { - [] 927; math:notEqualTo 2500 . +_:bng_146 { + [] 927; math:notEqualTo 1000 . (927 1) math:sum 928 . (2 927) math:product 1854 . (1854 1) math:sum 1855 . @@ -29249,15 +2249,15 @@ _:bng_3146 { (1 6383099520) math:quotient 1.5666370183744214e-10 . (0.03539816331898976 1.5666370183744214e-10) math:sum 0.035398163475653464 . [] 1; math:negation -1 . - (928 2500 0.035398163475653464 0.03539816340144829 -1) :pi true. + (928 1000 0.035398163475653464 0.035398163459948236 -1) :pi true. } -_:bng_3147 { - (927 2500 0.03539816331898976 0.03539816340144829 1) :pi true. +_:bng_147 { + (927 1000 0.03539816331898976 0.035398163459948236 1) :pi true. } -_:bng_3148 { - [] 926; math:notEqualTo 2500 . +_:bng_148 { + [] 926; math:notEqualTo 1000 . (926 1) math:sum 927 . (2 926) math:product 1852 . (1852 1) math:sum 1853 . @@ -29266,15 +2266,15 @@ _:bng_3148 { (-1 6362475624) math:quotient -1.5717152553447645e-10 . (0.03539816347616129 -1.5717152553447645e-10) math:sum 0.03539816331898976 . [] -1; math:negation 1 . - (927 2500 0.03539816331898976 0.03539816340144829 1) :pi true. + (927 1000 0.03539816331898976 0.035398163459948236 1) :pi true. } -_:bng_3149 { - (926 2500 0.03539816347616129 0.03539816340144829 -1) :pi true. +_:bng_149 { + (926 1000 0.03539816347616129 0.035398163459948236 -1) :pi true. } -_:bng_3150 { - [] 925; math:notEqualTo 2500 . +_:bng_150 { + [] 925; math:notEqualTo 1000 . (925 1) math:sum 926 . (2 925) math:product 1850 . (1850 1) math:sum 1851 . @@ -29283,15 +2283,15 @@ _:bng_3150 { (1 6341896200) math:quotient 1.5768154641193907e-10 . (0.03539816331847974 1.5768154641193907e-10) math:sum 0.03539816347616129 . [] 1; math:negation -1 . - (926 2500 0.03539816347616129 0.03539816340144829 -1) :pi true. + (926 1000 0.03539816347616129 0.035398163459948236 -1) :pi true. } -_:bng_3151 { - (925 2500 0.03539816331847974 0.03539816340144829 1) :pi true. +_:bng_151 { + (925 1000 0.03539816331847974 0.035398163459948236 1) :pi true. } -_:bng_3152 { - [] 924; math:notEqualTo 2500 . +_:bng_152 { + [] 924; math:notEqualTo 1000 . (924 1) math:sum 925 . (2 924) math:product 1848 . (1848 1) math:sum 1849 . @@ -29300,15 +2300,15 @@ _:bng_3152 { (-1 6321361200) math:quotient -1.5819377636576123e-10 . (0.035398163476673516 -1.5819377636576123e-10) math:sum 0.03539816331847974 . [] -1; math:negation 1 . - (925 2500 0.03539816331847974 0.03539816340144829 1) :pi true. + (925 1000 0.03539816331847974 0.035398163459948236 1) :pi true. } -_:bng_3153 { - (924 2500 0.035398163476673516 0.03539816340144829 -1) :pi true. +_:bng_153 { + (924 1000 0.035398163476673516 0.035398163459948236 -1) :pi true. } -_:bng_3154 { - [] 923; math:notEqualTo 2500 . +_:bng_154 { + [] 923; math:notEqualTo 1000 . (923 1) math:sum 924 . (2 923) math:product 1846 . (1846 1) math:sum 1847 . @@ -29317,15 +2317,15 @@ _:bng_3154 { (1 6300870576) math:quotient 1.58708227369246e-10 . (0.03539816331796529 1.58708227369246e-10) math:sum 0.035398163476673516 . [] 1; math:negation -1 . - (924 2500 0.035398163476673516 0.03539816340144829 -1) :pi true. + (924 1000 0.035398163476673516 0.035398163459948236 -1) :pi true. } -_:bng_3155 { - (923 2500 0.03539816331796529 0.03539816340144829 1) :pi true. +_:bng_155 { + (923 1000 0.03539816331796529 0.035398163459948236 1) :pi true. } -_:bng_3156 { - [] 922; math:notEqualTo 2500 . +_:bng_156 { + [] 922; math:notEqualTo 1000 . (922 1) math:sum 923 . (2 922) math:product 1844 . (1844 1) math:sum 1845 . @@ -29334,15 +2334,15 @@ _:bng_3156 { (-1 6280424280) math:quotient -1.5922491147365604e-10 . (0.0353981634771902 -1.5922491147365604e-10) math:sum 0.03539816331796529 . [] -1; math:negation 1 . - (923 2500 0.03539816331796529 0.03539816340144829 1) :pi true. + (923 1000 0.03539816331796529 0.035398163459948236 1) :pi true. } -_:bng_3157 { - (922 2500 0.0353981634771902 0.03539816340144829 -1) :pi true. +_:bng_157 { + (922 1000 0.0353981634771902 0.035398163459948236 -1) :pi true. } -_:bng_3158 { - [] 921; math:notEqualTo 2500 . +_:bng_158 { + [] 921; math:notEqualTo 1000 . (921 1) math:sum 922 . (2 921) math:product 1842 . (1842 1) math:sum 1843 . @@ -29351,15 +2351,15 @@ _:bng_3158 { (1 6260022264) math:quotient 1.5974384080880643e-10 . (0.03539816331744636 1.5974384080880643e-10) math:sum 0.0353981634771902 . [] 1; math:negation -1 . - (922 2500 0.0353981634771902 0.03539816340144829 -1) :pi true. + (922 1000 0.0353981634771902 0.035398163459948236 -1) :pi true. } -_:bng_3159 { - (921 2500 0.03539816331744636 0.03539816340144829 1) :pi true. +_:bng_159 { + (921 1000 0.03539816331744636 0.035398163459948236 1) :pi true. } -_:bng_3160 { - [] 920; math:notEqualTo 2500 . +_:bng_160 { + [] 920; math:notEqualTo 1000 . (920 1) math:sum 921 . (2 920) math:product 1840 . (1840 1) math:sum 1841 . @@ -29368,15 +2368,15 @@ _:bng_3160 { (-1 6239664480) math:quotient -1.6026502758366263e-10 . (0.03539816347771139 -1.6026502758366263e-10) math:sum 0.03539816331744636 . [] -1; math:negation 1 . - (921 2500 0.03539816331744636 0.03539816340144829 1) :pi true. + (921 1000 0.03539816331744636 0.035398163459948236 1) :pi true. } -_:bng_3161 { - (920 2500 0.03539816347771139 0.03539816340144829 -1) :pi true. +_:bng_161 { + (920 1000 0.03539816347771139 0.035398163459948236 -1) :pi true. } -_:bng_3162 { - [] 919; math:notEqualTo 2500 . +_:bng_162 { + [] 919; math:notEqualTo 1000 . (919 1) math:sum 920 . (2 919) math:product 1838 . (1838 1) math:sum 1839 . @@ -29385,15 +2385,15 @@ _:bng_3162 { (1 6219350880) math:quotient 1.6078848408694382e-10 . (0.0353981633169229 1.6078848408694382e-10) math:sum 0.03539816347771139 . [] 1; math:negation -1 . - (920 2500 0.03539816347771139 0.03539816340144829 -1) :pi true. + (920 1000 0.03539816347771139 0.035398163459948236 -1) :pi true. } -_:bng_3163 { - (919 2500 0.0353981633169229 0.03539816340144829 1) :pi true. +_:bng_163 { + (919 1000 0.0353981633169229 0.035398163459948236 1) :pi true. } -_:bng_3164 { - [] 918; math:notEqualTo 2500 . +_:bng_164 { + [] 918; math:notEqualTo 1000 . (918 1) math:sum 919 . (2 918) math:product 1836 . (1836 1) math:sum 1837 . @@ -29402,15 +2402,15 @@ _:bng_3164 { (-1 6199081416) math:quotient -1.613142226877312e-10 . (0.03539816347823713 -1.613142226877312e-10) math:sum 0.0353981633169229 . [] -1; math:negation 1 . - (919 2500 0.0353981633169229 0.03539816340144829 1) :pi true. + (919 1000 0.0353981633169229 0.035398163459948236 1) :pi true. } -_:bng_3165 { - (918 2500 0.03539816347823713 0.03539816340144829 -1) :pi true. +_:bng_165 { + (918 1000 0.03539816347823713 0.035398163459948236 -1) :pi true. } -_:bng_3166 { - [] 917; math:notEqualTo 2500 . +_:bng_166 { + [] 917; math:notEqualTo 1000 . (917 1) math:sum 918 . (2 917) math:product 1834 . (1834 1) math:sum 1835 . @@ -29419,15 +2419,15 @@ _:bng_3166 { (1 6178856040) math:quotient 1.6184225583608193e-10 . (0.03539816331639487 1.6184225583608193e-10) math:sum 0.03539816347823713 . [] 1; math:negation -1 . - (918 2500 0.03539816347823713 0.03539816340144829 -1) :pi true. + (918 1000 0.03539816347823713 0.035398163459948236 -1) :pi true. } -_:bng_3167 { - (917 2500 0.03539816331639487 0.03539816340144829 1) :pi true. +_:bng_167 { + (917 1000 0.03539816331639487 0.035398163459948236 1) :pi true. } -_:bng_3168 { - [] 916; math:notEqualTo 2500 . +_:bng_168 { + [] 916; math:notEqualTo 1000 . (916 1) math:sum 917 . (2 916) math:product 1832 . (1832 1) math:sum 1833 . @@ -29436,15 +2436,15 @@ _:bng_3168 { (-1 6158674704) math:quotient -1.6237259606364817e-10 . (0.035398163478767466 -1.6237259606364817e-10) math:sum 0.03539816331639487 . [] -1; math:negation 1 . - (917 2500 0.03539816331639487 0.03539816340144829 1) :pi true. + (917 1000 0.03539816331639487 0.035398163459948236 1) :pi true. } -_:bng_3169 { - (916 2500 0.035398163478767466 0.03539816340144829 -1) :pi true. +_:bng_169 { + (916 1000 0.035398163478767466 0.035398163459948236 -1) :pi true. } -_:bng_3170 { - [] 915; math:notEqualTo 2500 . +_:bng_170 { + [] 915; math:notEqualTo 1000 . (915 1) math:sum 916 . (2 915) math:product 1830 . (1830 1) math:sum 1831 . @@ -29453,15 +2453,15 @@ _:bng_3170 { (1 6138537360) math:quotient 1.6290525598430178e-10 . (0.03539816331586221 1.6290525598430178e-10) math:sum 0.035398163478767466 . [] 1; math:negation -1 . - (916 2500 0.035398163478767466 0.03539816340144829 -1) :pi true. + (916 1000 0.035398163478767466 0.035398163459948236 -1) :pi true. } -_:bng_3171 { - (915 2500 0.03539816331586221 0.03539816340144829 1) :pi true. +_:bng_171 { + (915 1000 0.03539816331586221 0.035398163459948236 1) :pi true. } -_:bng_3172 { - [] 914; math:notEqualTo 2500 . +_:bng_172 { + [] 914; math:notEqualTo 1000 . (914 1) math:sum 915 . (2 914) math:product 1828 . (1828 1) math:sum 1829 . @@ -29470,15 +2470,15 @@ _:bng_3172 { (-1 6118443960) math:quotient -1.6344024829476415e-10 . (0.035398163479302455 -1.6344024829476415e-10) math:sum 0.03539816331586221 . [] -1; math:negation 1 . - (915 2500 0.03539816331586221 0.03539816340144829 1) :pi true. + (915 1000 0.03539816331586221 0.035398163459948236 1) :pi true. } -_:bng_3173 { - (914 2500 0.035398163479302455 0.03539816340144829 -1) :pi true. +_:bng_173 { + (914 1000 0.035398163479302455 0.035398163459948236 -1) :pi true. } -_:bng_3174 { - [] 913; math:notEqualTo 2500 . +_:bng_174 { + [] 913; math:notEqualTo 1000 . (913 1) math:sum 914 . (2 913) math:product 1826 . (1826 1) math:sum 1827 . @@ -29487,15 +2487,15 @@ _:bng_3174 { (1 6098394456) math:quotient 1.6397758577524195e-10 . (0.03539816331532487 1.6397758577524195e-10) math:sum 0.035398163479302455 . [] 1; math:negation -1 . - (914 2500 0.035398163479302455 0.03539816340144829 -1) :pi true. + (914 1000 0.035398163479302455 0.035398163459948236 -1) :pi true. } -_:bng_3175 { - (913 2500 0.03539816331532487 0.03539816340144829 1) :pi true. +_:bng_175 { + (913 1000 0.03539816331532487 0.035398163459948236 1) :pi true. } -_:bng_3176 { - [] 912; math:notEqualTo 2500 . +_:bng_176 { + [] 912; math:notEqualTo 1000 . (912 1) math:sum 913 . (2 912) math:product 1824 . (1824 1) math:sum 1825 . @@ -29504,15 +2504,15 @@ _:bng_3176 { (-1 6078388800) math:quotient -1.645172812900682e-10 . (0.03539816347984215 -1.645172812900682e-10) math:sum 0.03539816331532487 . [] -1; math:negation 1 . - (913 2500 0.03539816331532487 0.03539816340144829 1) :pi true. + (913 1000 0.03539816331532487 0.035398163459948236 1) :pi true. } -_:bng_3177 { - (912 2500 0.03539816347984215 0.03539816340144829 -1) :pi true. +_:bng_177 { + (912 1000 0.03539816347984215 0.035398163459948236 -1) :pi true. } -_:bng_3178 { - [] 911; math:notEqualTo 2500 . +_:bng_178 { + [] 911; math:notEqualTo 1000 . (911 1) math:sum 912 . (2 911) math:product 1822 . (1822 1) math:sum 1823 . @@ -29521,15 +2521,15 @@ _:bng_3178 { (1 6058426944) math:quotient 1.6505934778834894e-10 . (0.0353981633147828 1.6505934778834894e-10) math:sum 0.03539816347984215 . [] 1; math:negation -1 . - (912 2500 0.03539816347984215 0.03539816340144829 -1) :pi true. + (912 1000 0.03539816347984215 0.035398163459948236 -1) :pi true. } -_:bng_3179 { - (911 2500 0.0353981633147828 0.03539816340144829 1) :pi true. +_:bng_179 { + (911 1000 0.0353981633147828 0.035398163459948236 1) :pi true. } -_:bng_3180 { - [] 910; math:notEqualTo 2500 . +_:bng_180 { + [] 910; math:notEqualTo 1000 . (910 1) math:sum 911 . (2 910) math:product 1820 . (1820 1) math:sum 1821 . @@ -29538,15 +2538,15 @@ _:bng_3180 { (-1 6038508840) math:quotient -1.656037983046159e-10 . (0.0353981634803866 -1.656037983046159e-10) math:sum 0.0353981633147828 . [] -1; math:negation 1 . - (911 2500 0.0353981633147828 0.03539816340144829 1) :pi true. + (911 1000 0.0353981633147828 0.035398163459948236 1) :pi true. } -_:bng_3181 { - (910 2500 0.0353981634803866 0.03539816340144829 -1) :pi true. +_:bng_181 { + (910 1000 0.0353981634803866 0.035398163459948236 -1) :pi true. } -_:bng_3182 { - [] 909; math:notEqualTo 2500 . +_:bng_182 { + [] 909; math:notEqualTo 1000 . (909 1) math:sum 910 . (2 909) math:product 1818 . (1818 1) math:sum 1819 . @@ -29555,15 +2555,15 @@ _:bng_3182 { (1 6018634440) math:quotient 1.6615064595948445e-10 . (0.03539816331423595 1.6615064595948445e-10) math:sum 0.0353981634803866 . [] 1; math:negation -1 . - (910 2500 0.0353981634803866 0.03539816340144829 -1) :pi true. + (910 1000 0.0353981634803866 0.035398163459948236 -1) :pi true. } -_:bng_3183 { - (909 2500 0.03539816331423595 0.03539816340144829 1) :pi true. +_:bng_183 { + (909 1000 0.03539816331423595 0.035398163459948236 1) :pi true. } -_:bng_3184 { - [] 908; math:notEqualTo 2500 . +_:bng_184 { + [] 908; math:notEqualTo 1000 . (908 1) math:sum 909 . (2 908) math:product 1816 . (1816 1) math:sum 1817 . @@ -29572,15 +2572,15 @@ _:bng_3184 { (-1 5998803696) math:quotient -1.666999039603179e-10 . (0.03539816348093586 -1.666999039603179e-10) math:sum 0.03539816331423595 . [] -1; math:negation 1 . - (909 2500 0.03539816331423595 0.03539816340144829 1) :pi true. + (909 1000 0.03539816331423595 0.035398163459948236 1) :pi true. } -_:bng_3185 { - (908 2500 0.03539816348093586 0.03539816340144829 -1) :pi true. +_:bng_185 { + (908 1000 0.03539816348093586 0.035398163459948236 -1) :pi true. } -_:bng_3186 { - [] 907; math:notEqualTo 2500 . +_:bng_186 { + [] 907; math:notEqualTo 1000 . (907 1) math:sum 908 . (2 907) math:product 1814 . (1814 1) math:sum 1815 . @@ -29589,15 +2589,15 @@ _:bng_3186 { (1 5979016560) math:quotient 1.6725158560189704e-10 . (0.03539816331368427 1.6725158560189704e-10) math:sum 0.03539816348093586 . [] 1; math:negation -1 . - (908 2500 0.03539816348093586 0.03539816340144829 -1) :pi true. + (908 1000 0.03539816348093586 0.035398163459948236 -1) :pi true. } -_:bng_3187 { - (907 2500 0.03539816331368427 0.03539816340144829 1) :pi true. +_:bng_187 { + (907 1000 0.03539816331368427 0.035398163459948236 1) :pi true. } -_:bng_3188 { - [] 906; math:notEqualTo 2500 . +_:bng_188 { + [] 906; math:notEqualTo 1000 . (906 1) math:sum 907 . (2 906) math:product 1812 . (1812 1) math:sum 1813 . @@ -29606,15 +2606,15 @@ _:bng_3188 { (-1 5959272984) math:quotient -1.6780570426709622e-10 . (0.035398163481489976 -1.6780570426709622e-10) math:sum 0.03539816331368427 . [] -1; math:negation 1 . - (907 2500 0.03539816331368427 0.03539816340144829 1) :pi true. + (907 1000 0.03539816331368427 0.035398163459948236 1) :pi true. } -_:bng_3189 { - (906 2500 0.035398163481489976 0.03539816340144829 -1) :pi true. +_:bng_189 { + (906 1000 0.035398163481489976 0.035398163459948236 -1) :pi true. } -_:bng_3190 { - [] 905; math:notEqualTo 2500 . +_:bng_190 { + [] 905; math:notEqualTo 1000 . (905 1) math:sum 906 . (2 905) math:product 1810 . (1810 1) math:sum 1811 . @@ -29623,15 +2623,15 @@ _:bng_3190 { (1 5939572920) math:quotient 1.683622734275649e-10 . (0.0353981633131277 1.683622734275649e-10) math:sum 0.035398163481489976 . [] 1; math:negation -1 . - (906 2500 0.035398163481489976 0.03539816340144829 -1) :pi true. + (906 1000 0.035398163481489976 0.035398163459948236 -1) :pi true. } -_:bng_3191 { - (905 2500 0.0353981633131277 0.03539816340144829 1) :pi true. +_:bng_191 { + (905 1000 0.0353981633131277 0.035398163459948236 1) :pi true. } -_:bng_3192 { - [] 904; math:notEqualTo 2500 . +_:bng_192 { + [] 904; math:notEqualTo 1000 . (904 1) math:sum 905 . (2 904) math:product 1808 . (1808 1) math:sum 1809 . @@ -29640,15 +2640,15 @@ _:bng_3192 { (-1 5919916320) math:quotient -1.6892130664441554e-10 . (0.03539816348204901 -1.6892130664441554e-10) math:sum 0.0353981633131277 . [] -1; math:negation 1 . - (905 2500 0.0353981633131277 0.03539816340144829 1) :pi true. + (905 1000 0.0353981633131277 0.035398163459948236 1) :pi true. } -_:bng_3193 { - (904 2500 0.03539816348204901 0.03539816340144829 -1) :pi true. +_:bng_193 { + (904 1000 0.03539816348204901 0.035398163459948236 -1) :pi true. } -_:bng_3194 { - [] 903; math:notEqualTo 2500 . +_:bng_194 { + [] 903; math:notEqualTo 1000 . (903 1) math:sum 904 . (2 903) math:product 1806 . (1806 1) math:sum 1807 . @@ -29657,15 +2657,15 @@ _:bng_3194 { (1 5900303136) math:quotient 1.6948281756891754e-10 . (0.03539816331256619 1.6948281756891754e-10) math:sum 0.03539816348204901 . [] 1; math:negation -1 . - (904 2500 0.03539816348204901 0.03539816340144829 -1) :pi true. + (904 1000 0.03539816348204901 0.035398163459948236 -1) :pi true. } -_:bng_3195 { - (903 2500 0.03539816331256619 0.03539816340144829 1) :pi true. +_:bng_195 { + (903 1000 0.03539816331256619 0.035398163459948236 1) :pi true. } -_:bng_3196 { - [] 902; math:notEqualTo 2500 . +_:bng_196 { + [] 902; math:notEqualTo 1000 . (902 1) math:sum 903 . (2 902) math:product 1804 . (1804 1) math:sum 1805 . @@ -29674,15 +2674,15 @@ _:bng_3196 { (-1 5880733320) math:quotient -1.7004681994319714e-10 . (0.03539816348261301 -1.7004681994319714e-10) math:sum 0.03539816331256619 . [] -1; math:negation 1 . - (903 2500 0.03539816331256619 0.03539816340144829 1) :pi true. + (903 1000 0.03539816331256619 0.035398163459948236 1) :pi true. } -_:bng_3197 { - (902 2500 0.03539816348261301 0.03539816340144829 -1) :pi true. +_:bng_197 { + (902 1000 0.03539816348261301 0.035398163459948236 -1) :pi true. } -_:bng_3198 { - [] 901; math:notEqualTo 2500 . +_:bng_198 { + [] 901; math:notEqualTo 1000 . (901 1) math:sum 902 . (2 901) math:product 1802 . (1802 1) math:sum 1803 . @@ -29691,15 +2691,15 @@ _:bng_3198 { (1 5861206824) math:quotient 1.706133276009439e-10 . (0.03539816331199968 1.706133276009439e-10) math:sum 0.03539816348261301 . [] 1; math:negation -1 . - (902 2500 0.03539816348261301 0.03539816340144829 -1) :pi true. + (902 1000 0.03539816348261301 0.035398163459948236 -1) :pi true. } -_:bng_3199 { - (901 2500 0.03539816331199968 0.03539816340144829 1) :pi true. +_:bng_199 { + (901 1000 0.03539816331199968 0.035398163459948236 1) :pi true. } -_:bng_3200 { - [] 900; math:notEqualTo 2500 . +_:bng_200 { + [] 900; math:notEqualTo 1000 . (900 1) math:sum 901 . (2 900) math:product 1800 . (1800 1) math:sum 1801 . @@ -29708,15 +2708,15 @@ _:bng_3200 { (-1 5841723600) math:quotient -1.7118235446812307e-10 . (0.03539816348318203 -1.7118235446812307e-10) math:sum 0.03539816331199968 . [] -1; math:negation 1 . - (901 2500 0.03539816331199968 0.03539816340144829 1) :pi true. + (901 1000 0.03539816331199968 0.035398163459948236 1) :pi true. } -_:bng_3201 { - (900 2500 0.03539816348318203 0.03539816340144829 -1) :pi true. +_:bng_201 { + (900 1000 0.03539816348318203 0.035398163459948236 -1) :pi true. } -_:bng_3202 { - [] 899; math:notEqualTo 2500 . +_:bng_202 { + [] 899; math:notEqualTo 1000 . (899 1) math:sum 900 . (2 899) math:product 1798 . (1798 1) math:sum 1799 . @@ -29725,15 +2725,15 @@ _:bng_3202 { (1 5822283600) math:quotient 1.7175391456369456e-10 . (0.035398163311428116 1.7175391456369456e-10) math:sum 0.03539816348318203 . [] 1; math:negation -1 . - (900 2500 0.03539816348318203 0.03539816340144829 -1) :pi true. + (900 1000 0.03539816348318203 0.035398163459948236 -1) :pi true. } -_:bng_3203 { - (899 2500 0.035398163311428116 0.03539816340144829 1) :pi true. +_:bng_203 { + (899 1000 0.035398163311428116 0.035398163459948236 1) :pi true. } -_:bng_3204 { - [] 898; math:notEqualTo 2500 . +_:bng_204 { + [] 898; math:notEqualTo 1000 . (898 1) math:sum 899 . (2 898) math:product 1796 . (1796 1) math:sum 1797 . @@ -29742,15 +2742,15 @@ _:bng_3204 { (-1 5802886776) math:quotient -1.7232802200033826e-10 . (0.035398163483756136 -1.7232802200033826e-10) math:sum 0.035398163311428116 . [] -1; math:negation 1 . - (899 2500 0.035398163311428116 0.03539816340144829 1) :pi true. + (899 1000 0.035398163311428116 0.035398163459948236 1) :pi true. } -_:bng_3205 { - (898 2500 0.035398163483756136 0.03539816340144829 -1) :pi true. +_:bng_205 { + (898 1000 0.035398163483756136 0.035398163459948236 -1) :pi true. } -_:bng_3206 { - [] 897; math:notEqualTo 2500 . +_:bng_206 { + [] 897; math:notEqualTo 1000 . (897 1) math:sum 898 . (2 897) math:product 1794 . (1794 1) math:sum 1795 . @@ -29759,15 +2759,15 @@ _:bng_3206 { (1 5783533080) math:quotient 1.7290469098518583e-10 . (0.035398163310851445 1.7290469098518583e-10) math:sum 0.035398163483756136 . [] 1; math:negation -1 . - (898 2500 0.035398163483756136 0.03539816340144829 -1) :pi true. + (898 1000 0.035398163483756136 0.035398163459948236 -1) :pi true. } -_:bng_3207 { - (897 2500 0.035398163310851445 0.03539816340144829 1) :pi true. +_:bng_207 { + (897 1000 0.035398163310851445 0.035398163459948236 1) :pi true. } -_:bng_3208 { - [] 896; math:notEqualTo 2500 . +_:bng_208 { + [] 896; math:notEqualTo 1000 . (896 1) math:sum 897 . (2 896) math:product 1792 . (1792 1) math:sum 1793 . @@ -29776,15 +2776,15 @@ _:bng_3208 { (-1 5764222464) math:quotient -1.734839358205589e-10 . (0.03539816348433538 -1.734839358205589e-10) math:sum 0.035398163310851445 . [] -1; math:negation 1 . - (897 2500 0.035398163310851445 0.03539816340144829 1) :pi true. + (897 1000 0.035398163310851445 0.035398163459948236 1) :pi true. } -_:bng_3209 { - (896 2500 0.03539816348433538 0.03539816340144829 -1) :pi true. +_:bng_209 { + (896 1000 0.03539816348433538 0.035398163459948236 -1) :pi true. } -_:bng_3210 { - [] 895; math:notEqualTo 2500 . +_:bng_210 { + [] 895; math:notEqualTo 1000 . (895 1) math:sum 896 . (2 895) math:product 1790 . (1790 1) math:sum 1791 . @@ -29793,15 +2793,15 @@ _:bng_3210 { (1 5744954880) math:quotient 1.7406577090471422e-10 . (0.03539816331026961 1.7406577090471422e-10) math:sum 0.03539816348433538 . [] 1; math:negation -1 . - (896 2500 0.03539816348433538 0.03539816340144829 -1) :pi true. + (896 1000 0.03539816348433538 0.035398163459948236 -1) :pi true. } -_:bng_3211 { - (895 2500 0.03539816331026961 0.03539816340144829 1) :pi true. +_:bng_211 { + (895 1000 0.03539816331026961 0.035398163459948236 1) :pi true. } -_:bng_3212 { - [] 894; math:notEqualTo 2500 . +_:bng_212 { + [] 894; math:notEqualTo 1000 . (894 1) math:sum 895 . (2 894) math:product 1788 . (1788 1) math:sum 1789 . @@ -29810,15 +2810,15 @@ _:bng_3212 { (-1 5725730280) math:quotient -1.7465021073259498e-10 . (0.03539816348491982 -1.7465021073259498e-10) math:sum 0.03539816331026961 . [] -1; math:negation 1 . - (895 2500 0.03539816331026961 0.03539816340144829 1) :pi true. + (895 1000 0.03539816331026961 0.035398163459948236 1) :pi true. } -_:bng_3213 { - (894 2500 0.03539816348491982 0.03539816340144829 -1) :pi true. +_:bng_213 { + (894 1000 0.03539816348491982 0.035398163459948236 -1) :pi true. } -_:bng_3214 { - [] 893; math:notEqualTo 2500 . +_:bng_214 { + [] 893; math:notEqualTo 1000 . (893 1) math:sum 894 . (2 893) math:product 1786 . (1786 1) math:sum 1787 . @@ -29827,15 +2827,15 @@ _:bng_3214 { (1 5706548616) math:quotient 1.7523726989658929e-10 . (0.035398163309682554 1.7523726989658929e-10) math:sum 0.03539816348491982 . [] 1; math:negation -1 . - (894 2500 0.03539816348491982 0.03539816340144829 -1) :pi true. + (894 1000 0.03539816348491982 0.035398163459948236 -1) :pi true. } -_:bng_3215 { - (893 2500 0.035398163309682554 0.03539816340144829 1) :pi true. +_:bng_215 { + (893 1000 0.035398163309682554 0.035398163459948236 1) :pi true. } -_:bng_3216 { - [] 892; math:notEqualTo 2500 . +_:bng_216 { + [] 892; math:notEqualTo 1000 . (892 1) math:sum 893 . (2 892) math:product 1784 . (1784 1) math:sum 1785 . @@ -29844,15 +2844,15 @@ _:bng_3216 { (-1 5687409840) math:quotient -1.7582696308729528e-10 . (0.03539816348550952 -1.7582696308729528e-10) math:sum 0.035398163309682554 . [] -1; math:negation 1 . - (893 2500 0.035398163309682554 0.03539816340144829 1) :pi true. + (893 1000 0.035398163309682554 0.035398163459948236 1) :pi true. } -_:bng_3217 { - (892 2500 0.03539816348550952 0.03539816340144829 -1) :pi true. +_:bng_217 { + (892 1000 0.03539816348550952 0.035398163459948236 -1) :pi true. } -_:bng_3218 { - [] 891; math:notEqualTo 2500 . +_:bng_218 { + [] 891; math:notEqualTo 1000 . (891 1) math:sum 892 . (2 891) math:product 1782 . (1782 1) math:sum 1783 . @@ -29861,15 +2861,15 @@ _:bng_3218 { (1 5668313904) math:quotient 1.7641930509429316e-10 . (0.035398163309090215 1.7641930509429316e-10) math:sum 0.03539816348550952 . [] 1; math:negation -1 . - (892 2500 0.03539816348550952 0.03539816340144829 -1) :pi true. + (892 1000 0.03539816348550952 0.035398163459948236 -1) :pi true. } -_:bng_3219 { - (891 2500 0.035398163309090215 0.03539816340144829 1) :pi true. +_:bng_219 { + (891 1000 0.035398163309090215 0.035398163459948236 1) :pi true. } -_:bng_3220 { - [] 890; math:notEqualTo 2500 . +_:bng_220 { + [] 890; math:notEqualTo 1000 . (890 1) math:sum 891 . (2 890) math:product 1780 . (1780 1) math:sum 1781 . @@ -29878,15 +2878,15 @@ _:bng_3220 { (-1 5649260760) math:quotient -1.7701431080692406e-10 . (0.03539816348610453 -1.7701431080692406e-10) math:sum 0.035398163309090215 . [] -1; math:negation 1 . - (891 2500 0.035398163309090215 0.03539816340144829 1) :pi true. + (891 1000 0.035398163309090215 0.035398163459948236 1) :pi true. } -_:bng_3221 { - (890 2500 0.03539816348610453 0.03539816340144829 -1) :pi true. +_:bng_221 { + (890 1000 0.03539816348610453 0.035398163459948236 -1) :pi true. } -_:bng_3222 { - [] 889; math:notEqualTo 2500 . +_:bng_222 { + [] 889; math:notEqualTo 1000 . (889 1) math:sum 890 . (2 889) math:product 1778 . (1778 1) math:sum 1779 . @@ -29895,15 +2895,15 @@ _:bng_3222 { (1 5630250360) math:quotient 1.7761199521507602e-10 . (0.03539816330849253 1.7761199521507602e-10) math:sum 0.03539816348610453 . [] 1; math:negation -1 . - (890 2500 0.03539816348610453 0.03539816340144829 -1) :pi true. + (890 1000 0.03539816348610453 0.035398163459948236 -1) :pi true. } -_:bng_3223 { - (889 2500 0.03539816330849253 0.03539816340144829 1) :pi true. +_:bng_223 { + (889 1000 0.03539816330849253 0.035398163459948236 1) :pi true. } -_:bng_3224 { - [] 888; math:notEqualTo 2500 . +_:bng_224 { + [] 888; math:notEqualTo 1000 . (888 1) math:sum 889 . (2 888) math:product 1776 . (1776 1) math:sum 1777 . @@ -29912,15 +2912,15 @@ _:bng_3224 { (-1 5611282656) math:quotient -1.782123734099771e-10 . (0.03539816348670491 -1.782123734099771e-10) math:sum 0.03539816330849253 . [] -1; math:negation 1 . - (889 2500 0.03539816330849253 0.03539816340144829 1) :pi true. + (889 1000 0.03539816330849253 0.035398163459948236 1) :pi true. } -_:bng_3225 { - (888 2500 0.03539816348670491 0.03539816340144829 -1) :pi true. +_:bng_225 { + (888 1000 0.03539816348670491 0.035398163459948236 -1) :pi true. } -_:bng_3226 { - [] 887; math:notEqualTo 2500 . +_:bng_226 { + [] 887; math:notEqualTo 1000 . (887 1) math:sum 888 . (2 887) math:product 1774 . (1774 1) math:sum 1775 . @@ -29929,15 +2929,15 @@ _:bng_3226 { (1 5592357600) math:quotient 1.788154605849955e-10 . (0.035398163307889446 1.788154605849955e-10) math:sum 0.03539816348670491 . [] 1; math:negation -1 . - (888 2500 0.03539816348670491 0.03539816340144829 -1) :pi true. + (888 1000 0.03539816348670491 0.035398163459948236 -1) :pi true. } -_:bng_3227 { - (887 2500 0.035398163307889446 0.03539816340144829 1) :pi true. +_:bng_227 { + (887 1000 0.035398163307889446 0.035398163459948236 1) :pi true. } -_:bng_3228 { - [] 886; math:notEqualTo 2500 . +_:bng_228 { + [] 886; math:notEqualTo 1000 . (886 1) math:sum 887 . (2 886) math:product 1772 . (1772 1) math:sum 1773 . @@ -29946,15 +2946,15 @@ _:bng_3228 { (-1 5573475144) math:quotient -1.7942127203644707e-10 . (0.035398163487310716 -1.7942127203644707e-10) math:sum 0.035398163307889446 . [] -1; math:negation 1 . - (887 2500 0.035398163307889446 0.03539816340144829 1) :pi true. + (887 1000 0.035398163307889446 0.035398163459948236 1) :pi true. } -_:bng_3229 { - (886 2500 0.035398163487310716 0.03539816340144829 -1) :pi true. +_:bng_229 { + (886 1000 0.035398163487310716 0.035398163459948236 -1) :pi true. } -_:bng_3230 { - [] 885; math:notEqualTo 2500 . +_:bng_230 { + [] 885; math:notEqualTo 1000 . (885 1) math:sum 886 . (2 885) math:product 1770 . (1770 1) math:sum 1771 . @@ -29963,15 +2963,15 @@ _:bng_3230 { (1 5554635240) math:quotient 1.8002982316440998e-10 . (0.03539816330728089 1.8002982316440998e-10) math:sum 0.035398163487310716 . [] 1; math:negation -1 . - (886 2500 0.035398163487310716 0.03539816340144829 -1) :pi true. + (886 1000 0.035398163487310716 0.035398163459948236 -1) :pi true. } -_:bng_3231 { - (885 2500 0.03539816330728089 0.03539816340144829 1) :pi true. +_:bng_231 { + (885 1000 0.03539816330728089 0.035398163459948236 1) :pi true. } -_:bng_3232 { - [] 884; math:notEqualTo 2500 . +_:bng_232 { + [] 884; math:notEqualTo 1000 . (884 1) math:sum 885 . (2 884) math:product 1768 . (1768 1) math:sum 1769 . @@ -29980,15 +2980,15 @@ _:bng_3232 { (-1 5535837840) math:quotient -1.8064112947354687e-10 . (0.03539816348792202 -1.8064112947354687e-10) math:sum 0.03539816330728089 . [] -1; math:negation 1 . - (885 2500 0.03539816330728089 0.03539816340144829 1) :pi true. + (885 1000 0.03539816330728089 0.035398163459948236 1) :pi true. } -_:bng_3233 { - (884 2500 0.03539816348792202 0.03539816340144829 -1) :pi true. +_:bng_233 { + (884 1000 0.03539816348792202 0.035398163459948236 -1) :pi true. } -_:bng_3234 { - [] 883; math:notEqualTo 2500 . +_:bng_234 { + [] 883; math:notEqualTo 1000 . (883 1) math:sum 884 . (2 883) math:product 1766 . (1766 1) math:sum 1767 . @@ -29997,15 +2997,15 @@ _:bng_3234 { (1 5517082896) math:quotient 1.8125520657393434e-10 . (0.03539816330666681 1.8125520657393434e-10) math:sum 0.03539816348792202 . [] 1; math:negation -1 . - (884 2500 0.03539816348792202 0.03539816340144829 -1) :pi true. + (884 1000 0.03539816348792202 0.035398163459948236 -1) :pi true. } -_:bng_3235 { - (883 2500 0.03539816330666681 0.03539816340144829 1) :pi true. +_:bng_235 { + (883 1000 0.03539816330666681 0.035398163459948236 1) :pi true. } -_:bng_3236 { - [] 882; math:notEqualTo 2500 . +_:bng_236 { + [] 882; math:notEqualTo 1000 . (882 1) math:sum 883 . (2 882) math:product 1764 . (1764 1) math:sum 1765 . @@ -30014,15 +3014,15 @@ _:bng_3236 { (-1 5498370360) math:quotient -1.8187207018190023e-10 . (0.035398163488538886 -1.8187207018190023e-10) math:sum 0.03539816330666681 . [] -1; math:negation 1 . - (883 2500 0.03539816330666681 0.03539816340144829 1) :pi true. + (883 1000 0.03539816330666681 0.035398163459948236 1) :pi true. } -_:bng_3237 { - (882 2500 0.035398163488538886 0.03539816340144829 -1) :pi true. +_:bng_237 { + (882 1000 0.035398163488538886 0.035398163459948236 -1) :pi true. } -_:bng_3238 { - [] 881; math:notEqualTo 2500 . +_:bng_238 { + [] 881; math:notEqualTo 1000 . (881 1) math:sum 882 . (2 881) math:product 1762 . (1762 1) math:sum 1763 . @@ -30031,15 +3031,15 @@ _:bng_3238 { (1 5479700184) math:quotient 1.8249173612086802e-10 . (0.03539816330604715 1.8249173612086802e-10) math:sum 0.035398163488538886 . [] 1; math:negation -1 . - (882 2500 0.035398163488538886 0.03539816340144829 -1) :pi true. + (882 1000 0.035398163488538886 0.035398163459948236 -1) :pi true. } -_:bng_3239 { - (881 2500 0.03539816330604715 0.03539816340144829 1) :pi true. +_:bng_239 { + (881 1000 0.03539816330604715 0.035398163459948236 1) :pi true. } -_:bng_3240 { - [] 880; math:notEqualTo 2500 . +_:bng_240 { + [] 880; math:notEqualTo 1000 . (880 1) math:sum 881 . (2 880) math:product 1760 . (1760 1) math:sum 1761 . @@ -30048,15 +3048,15 @@ _:bng_3240 { (-1 5461072320) math:quotient -1.8311422032220955e-10 . (0.03539816348916137 -1.8311422032220955e-10) math:sum 0.03539816330604715 . [] -1; math:negation 1 . - (881 2500 0.03539816330604715 0.03539816340144829 1) :pi true. + (881 1000 0.03539816330604715 0.035398163459948236 1) :pi true. } -_:bng_3241 { - (880 2500 0.03539816348916137 0.03539816340144829 -1) :pi true. +_:bng_241 { + (880 1000 0.03539816348916137 0.035398163459948236 -1) :pi true. } -_:bng_3242 { - [] 879; math:notEqualTo 2500 . +_:bng_242 { + [] 879; math:notEqualTo 1000 . (879 1) math:sum 880 . (2 879) math:product 1758 . (1758 1) math:sum 1759 . @@ -30065,15 +3065,15 @@ _:bng_3242 { (1 5442486720) math:quotient 1.8373953882610485e-10 . (0.03539816330542183 1.8373953882610485e-10) math:sum 0.03539816348916137 . [] 1; math:negation -1 . - (880 2500 0.03539816348916137 0.03539816340144829 -1) :pi true. + (880 1000 0.03539816348916137 0.035398163459948236 -1) :pi true. } -_:bng_3243 { - (879 2500 0.03539816330542183 0.03539816340144829 1) :pi true. +_:bng_243 { + (879 1000 0.03539816330542183 0.035398163459948236 1) :pi true. } -_:bng_3244 { - [] 878; math:notEqualTo 2500 . +_:bng_244 { + [] 878; math:notEqualTo 1000 . (878 1) math:sum 879 . (2 878) math:product 1756 . (1756 1) math:sum 1757 . @@ -30082,15 +3082,15 @@ _:bng_3244 { (-1 5423943336) math:quotient -1.8436770778241035e-10 . (0.03539816348978954 -1.8436770778241035e-10) math:sum 0.03539816330542183 . [] -1; math:negation 1 . - (879 2500 0.03539816330542183 0.03539816340144829 1) :pi true. + (879 1000 0.03539816330542183 0.035398163459948236 1) :pi true. } -_:bng_3245 { - (878 2500 0.03539816348978954 0.03539816340144829 -1) :pi true. +_:bng_245 { + (878 1000 0.03539816348978954 0.035398163459948236 -1) :pi true. } -_:bng_3246 { - [] 877; math:notEqualTo 2500 . +_:bng_246 { + [] 877; math:notEqualTo 1000 . (877 1) math:sum 878 . (2 877) math:product 1754 . (1754 1) math:sum 1755 . @@ -30099,15 +3099,15 @@ _:bng_3246 { (1 5405442120) math:quotient 1.8499874345153472e-10 . (0.03539816330479079 1.8499874345153472e-10) math:sum 0.03539816348978954 . [] 1; math:negation -1 . - (878 2500 0.03539816348978954 0.03539816340144829 -1) :pi true. + (878 1000 0.03539816348978954 0.035398163459948236 -1) :pi true. } -_:bng_3247 { - (877 2500 0.03539816330479079 0.03539816340144829 1) :pi true. +_:bng_247 { + (877 1000 0.03539816330479079 0.035398163459948236 1) :pi true. } -_:bng_3248 { - [] 876; math:notEqualTo 2500 . +_:bng_248 { + [] 876; math:notEqualTo 1000 . (876 1) math:sum 877 . (2 876) math:product 1752 . (1752 1) math:sum 1753 . @@ -30116,15 +3116,15 @@ _:bng_3248 { (-1 5386983024) math:quotient -1.8563266220532273e-10 . (0.035398163490423455 -1.8563266220532273e-10) math:sum 0.03539816330479079 . [] -1; math:negation 1 . - (877 2500 0.03539816330479079 0.03539816340144829 1) :pi true. + (877 1000 0.03539816330479079 0.035398163459948236 1) :pi true. } -_:bng_3249 { - (876 2500 0.035398163490423455 0.03539816340144829 -1) :pi true. +_:bng_249 { + (876 1000 0.035398163490423455 0.035398163459948236 -1) :pi true. } -_:bng_3250 { - [] 875; math:notEqualTo 2500 . +_:bng_250 { + [] 875; math:notEqualTo 1000 . (875 1) math:sum 876 . (2 875) math:product 1750 . (1750 1) math:sum 1751 . @@ -30133,15 +3133,15 @@ _:bng_3250 { (1 5368566000) math:quotient 1.862694805279473e-10 . (0.035398163304153976 1.862694805279473e-10) math:sum 0.035398163490423455 . [] 1; math:negation -1 . - (876 2500 0.035398163490423455 0.03539816340144829 -1) :pi true. + (876 1000 0.035398163490423455 0.035398163459948236 -1) :pi true. } -_:bng_3251 { - (875 2500 0.035398163304153976 0.03539816340144829 1) :pi true. +_:bng_251 { + (875 1000 0.035398163304153976 0.035398163459948236 1) :pi true. } -_:bng_3252 { - [] 874; math:notEqualTo 2500 . +_:bng_252 { + [] 874; math:notEqualTo 1000 . (874 1) math:sum 875 . (2 874) math:product 1748 . (1748 1) math:sum 1749 . @@ -30150,15 +3150,15 @@ _:bng_3252 { (-1 5350191000) math:quotient -1.8690921501680968e-10 . (0.03539816349106319 -1.8690921501680968e-10) math:sum 0.035398163304153976 . [] -1; math:negation 1 . - (875 2500 0.035398163304153976 0.03539816340144829 1) :pi true. + (875 1000 0.035398163304153976 0.035398163459948236 1) :pi true. } -_:bng_3253 { - (874 2500 0.03539816349106319 0.03539816340144829 -1) :pi true. +_:bng_253 { + (874 1000 0.03539816349106319 0.035398163459948236 -1) :pi true. } -_:bng_3254 { - [] 873; math:notEqualTo 2500 . +_:bng_254 { + [] 873; math:notEqualTo 1000 . (873 1) math:sum 874 . (2 873) math:product 1746 . (1746 1) math:sum 1747 . @@ -30167,15 +3167,15 @@ _:bng_3254 { (1 5331857976) math:quotient 1.875518823834478e-10 . (0.03539816330351131 1.875518823834478e-10) math:sum 0.03539816349106319 . [] 1; math:negation -1 . - (874 2500 0.03539816349106319 0.03539816340144829 -1) :pi true. + (874 1000 0.03539816349106319 0.035398163459948236 -1) :pi true. } -_:bng_3255 { - (873 2500 0.03539816330351131 0.03539816340144829 1) :pi true. +_:bng_255 { + (873 1000 0.03539816330351131 0.035398163459948236 1) :pi true. } -_:bng_3256 { - [] 872; math:notEqualTo 2500 . +_:bng_256 { + [] 872; math:notEqualTo 1000 . (872 1) math:sum 873 . (2 872) math:product 1744 . (1744 1) math:sum 1745 . @@ -30184,15 +3184,15 @@ _:bng_3256 { (-1 5313566880) math:quotient -1.881974994544531e-10 . (0.03539816349170881 -1.881974994544531e-10) math:sum 0.03539816330351131 . [] -1; math:negation 1 . - (873 2500 0.03539816330351131 0.03539816340144829 1) :pi true. + (873 1000 0.03539816330351131 0.035398163459948236 1) :pi true. } -_:bng_3257 { - (872 2500 0.03539816349170881 0.03539816340144829 -1) :pi true. +_:bng_257 { + (872 1000 0.03539816349170881 0.035398163459948236 -1) :pi true. } -_:bng_3258 { - [] 871; math:notEqualTo 2500 . +_:bng_258 { + [] 871; math:notEqualTo 1000 . (871 1) math:sum 872 . (2 871) math:product 1742 . (1742 1) math:sum 1743 . @@ -30201,15 +3201,15 @@ _:bng_3258 { (1 5295317664) math:quotient 1.8884608317239568e-10 . (0.035398163302862724 1.8884608317239568e-10) math:sum 0.03539816349170881 . [] 1; math:negation -1 . - (872 2500 0.03539816349170881 0.03539816340144829 -1) :pi true. + (872 1000 0.03539816349170881 0.035398163459948236 -1) :pi true. } -_:bng_3259 { - (871 2500 0.035398163302862724 0.03539816340144829 1) :pi true. +_:bng_259 { + (871 1000 0.035398163302862724 0.035398163459948236 1) :pi true. } -_:bng_3260 { - [] 870; math:notEqualTo 2500 . +_:bng_260 { + [] 870; math:notEqualTo 1000 . (870 1) math:sum 871 . (2 870) math:product 1740 . (1740 1) math:sum 1741 . @@ -30218,15 +3218,15 @@ _:bng_3260 { (-1 5277110280) math:quotient -1.8949765059675805e-10 . (0.03539816349236038 -1.8949765059675805e-10) math:sum 0.035398163302862724 . [] -1; math:negation 1 . - (871 2500 0.035398163302862724 0.03539816340144829 1) :pi true. + (871 1000 0.035398163302862724 0.035398163459948236 1) :pi true. } -_:bng_3261 { - (870 2500 0.03539816349236038 0.03539816340144829 -1) :pi true. +_:bng_261 { + (870 1000 0.03539816349236038 0.035398163459948236 -1) :pi true. } -_:bng_3262 { - [] 869; math:notEqualTo 2500 . +_:bng_262 { + [] 869; math:notEqualTo 1000 . (869 1) math:sum 870 . (2 869) math:product 1738 . (1738 1) math:sum 1739 . @@ -30235,15 +3235,15 @@ _:bng_3262 { (1 5258944680) math:quotient 1.901522189048773e-10 . (0.03539816330220816 1.901522189048773e-10) math:sum 0.03539816349236038 . [] 1; math:negation -1 . - (870 2500 0.03539816349236038 0.03539816340144829 -1) :pi true. + (870 1000 0.03539816349236038 0.035398163459948236 -1) :pi true. } -_:bng_3263 { - (869 2500 0.03539816330220816 0.03539816340144829 1) :pi true. +_:bng_263 { + (869 1000 0.03539816330220816 0.035398163459948236 1) :pi true. } -_:bng_3264 { - [] 868; math:notEqualTo 2500 . +_:bng_264 { + [] 868; math:notEqualTo 1000 . (868 1) math:sum 869 . (2 868) math:product 1736 . (1736 1) math:sum 1737 . @@ -30252,15 +3252,15 @@ _:bng_3264 { (-1 5240820816) math:quotient -1.908098053928963e-10 . (0.03539816349301796 -1.908098053928963e-10) math:sum 0.03539816330220816 . [] -1; math:negation 1 . - (869 2500 0.03539816330220816 0.03539816340144829 1) :pi true. + (869 1000 0.03539816330220816 0.035398163459948236 1) :pi true. } -_:bng_3265 { - (868 2500 0.03539816349301796 0.03539816340144829 -1) :pi true. +_:bng_265 { + (868 1000 0.03539816349301796 0.035398163459948236 -1) :pi true. } -_:bng_3266 { - [] 867; math:notEqualTo 2500 . +_:bng_266 { + [] 867; math:notEqualTo 1000 . (867 1) math:sum 868 . (2 867) math:product 1734 . (1734 1) math:sum 1735 . @@ -30269,15 +3269,15 @@ _:bng_3266 { (1 5222738640) math:quotient 1.9147042747672322e-10 . (0.03539816330154753 1.9147042747672322e-10) math:sum 0.03539816349301796 . [] 1; math:negation -1 . - (868 2500 0.03539816349301796 0.03539816340144829 -1) :pi true. + (868 1000 0.03539816349301796 0.035398163459948236 -1) :pi true. } -_:bng_3267 { - (867 2500 0.03539816330154753 0.03539816340144829 1) :pi true. +_:bng_267 { + (867 1000 0.03539816330154753 0.035398163459948236 1) :pi true. } -_:bng_3268 { - [] 866; math:notEqualTo 2500 . +_:bng_268 { + [] 866; math:notEqualTo 1000 . (866 1) math:sum 867 . (2 866) math:product 1732 . (1732 1) math:sum 1733 . @@ -30286,15 +3286,15 @@ _:bng_3268 { (-1 5204698104) math:quotient -1.921341026930003e-10 . (0.035398163493681634 -1.921341026930003e-10) math:sum 0.03539816330154753 . [] -1; math:negation 1 . - (867 2500 0.03539816330154753 0.03539816340144829 1) :pi true. + (867 1000 0.03539816330154753 0.035398163459948236 1) :pi true. } -_:bng_3269 { - (866 2500 0.035398163493681634 0.03539816340144829 -1) :pi true. +_:bng_269 { + (866 1000 0.035398163493681634 0.035398163459948236 -1) :pi true. } -_:bng_3270 { - [] 865; math:notEqualTo 2500 . +_:bng_270 { + [] 865; math:notEqualTo 1000 . (865 1) math:sum 866 . (2 865) math:product 1730 . (1730 1) math:sum 1731 . @@ -30303,15 +3303,15 @@ _:bng_3270 { (1 5186699160) math:quotient 1.9280084870008154e-10 . (0.03539816330088078 1.9280084870008154e-10) math:sum 0.035398163493681634 . [] 1; math:negation -1 . - (866 2500 0.035398163493681634 0.03539816340144829 -1) :pi true. + (866 1000 0.035398163493681634 0.035398163459948236 -1) :pi true. } -_:bng_3271 { - (865 2500 0.03539816330088078 0.03539816340144829 1) :pi true. +_:bng_271 { + (865 1000 0.03539816330088078 0.035398163459948236 1) :pi true. } -_:bng_3272 { - [] 864; math:notEqualTo 2500 . +_:bng_272 { + [] 864; math:notEqualTo 1000 . (864 1) math:sum 865 . (2 864) math:product 1728 . (1728 1) math:sum 1729 . @@ -30320,15 +3320,15 @@ _:bng_3272 { (-1 5168741760) math:quotient -1.9347068327901915e-10 . (0.035398163494351466 -1.9347068327901915e-10) math:sum 0.03539816330088078 . [] -1; math:negation 1 . - (865 2500 0.03539816330088078 0.03539816340144829 1) :pi true. + (865 1000 0.03539816330088078 0.035398163459948236 1) :pi true. } -_:bng_3273 { - (864 2500 0.035398163494351466 0.03539816340144829 -1) :pi true. +_:bng_273 { + (864 1000 0.035398163494351466 0.035398163459948236 -1) :pi true. } -_:bng_3274 { - [] 863; math:notEqualTo 2500 . +_:bng_274 { + [] 863; math:notEqualTo 1000 . (863 1) math:sum 864 . (2 863) math:product 1726 . (1726 1) math:sum 1727 . @@ -30337,15 +3337,15 @@ _:bng_3274 { (1 5150825856) math:quotient 1.9414362433455952e-10 . (0.03539816330020784 1.9414362433455952e-10) math:sum 0.035398163494351466 . [] 1; math:negation -1 . - (864 2500 0.035398163494351466 0.03539816340144829 -1) :pi true. + (864 1000 0.035398163494351466 0.035398163459948236 -1) :pi true. } -_:bng_3275 { - (863 2500 0.03539816330020784 0.03539816340144829 1) :pi true. +_:bng_275 { + (863 1000 0.03539816330020784 0.035398163459948236 1) :pi true. } -_:bng_3276 { - [] 862; math:notEqualTo 2500 . +_:bng_276 { + [] 862; math:notEqualTo 1000 . (862 1) math:sum 863 . (2 862) math:product 1724 . (1724 1) math:sum 1725 . @@ -30354,15 +3354,15 @@ _:bng_3276 { (-1 5132951400) math:quotient -1.9481968989614824e-10 . (0.03539816349502753 -1.9481968989614824e-10) math:sum 0.03539816330020784 . [] -1; math:negation 1 . - (863 2500 0.03539816330020784 0.03539816340144829 1) :pi true. + (863 1000 0.03539816330020784 0.035398163459948236 1) :pi true. } -_:bng_3277 { - (862 2500 0.03539816349502753 0.03539816340144829 -1) :pi true. +_:bng_277 { + (862 1000 0.03539816349502753 0.035398163459948236 -1) :pi true. } -_:bng_3278 { - [] 861; math:notEqualTo 2500 . +_:bng_278 { + [] 861; math:notEqualTo 1000 . (861 1) math:sum 862 . (2 861) math:product 1722 . (1722 1) math:sum 1723 . @@ -30371,15 +3371,15 @@ _:bng_3278 { (1 5115118344) math:quotient 1.9549889811894448e-10 . (0.035398163299528634 1.9549889811894448e-10) math:sum 0.03539816349502753 . [] 1; math:negation -1 . - (862 2500 0.03539816349502753 0.03539816340144829 -1) :pi true. + (862 1000 0.03539816349502753 0.035398163459948236 -1) :pi true. } -_:bng_3279 { - (861 2500 0.035398163299528634 0.03539816340144829 1) :pi true. +_:bng_279 { + (861 1000 0.035398163299528634 0.035398163459948236 1) :pi true. } -_:bng_3280 { - [] 860; math:notEqualTo 2500 . +_:bng_280 { + [] 860; math:notEqualTo 1000 . (860 1) math:sum 861 . (2 860) math:product 1720 . (1720 1) math:sum 1721 . @@ -30388,15 +3388,15 @@ _:bng_3280 { (-1 5097326640) math:quotient -1.9618126728484482e-10 . (0.0353981634957099 -1.9618126728484482e-10) math:sum 0.035398163299528634 . [] -1; math:negation 1 . - (861 2500 0.035398163299528634 0.03539816340144829 1) :pi true. + (861 1000 0.035398163299528634 0.035398163459948236 1) :pi true. } -_:bng_3281 { - (860 2500 0.0353981634957099 0.03539816340144829 -1) :pi true. +_:bng_281 { + (860 1000 0.0353981634957099 0.035398163459948236 -1) :pi true. } -_:bng_3282 { - [] 859; math:notEqualTo 2500 . +_:bng_282 { + [] 859; math:notEqualTo 1000 . (859 1) math:sum 860 . (2 859) math:product 1718 . (1718 1) math:sum 1719 . @@ -30405,15 +3405,15 @@ _:bng_3282 { (1 5079576240) math:quotient 1.9686681580351672e-10 . (0.035398163298843086 1.9686681580351672e-10) math:sum 0.0353981634957099 . [] 1; math:negation -1 . - (860 2500 0.0353981634957099 0.03539816340144829 -1) :pi true. + (860 1000 0.0353981634957099 0.035398163459948236 -1) :pi true. } -_:bng_3283 { - (859 2500 0.035398163298843086 0.03539816340144829 1) :pi true. +_:bng_283 { + (859 1000 0.035398163298843086 0.035398163459948236 1) :pi true. } -_:bng_3284 { - [] 858; math:notEqualTo 2500 . +_:bng_284 { + [] 858; math:notEqualTo 1000 . (858 1) math:sum 859 . (2 858) math:product 1716 . (1716 1) math:sum 1717 . @@ -30422,15 +3422,15 @@ _:bng_3284 { (-1 5061867096) math:quotient -1.9755556221344142e-10 . (0.03539816349639865 -1.9755556221344142e-10) math:sum 0.035398163298843086 . [] -1; math:negation 1 . - (859 2500 0.035398163298843086 0.03539816340144829 1) :pi true. + (859 1000 0.035398163298843086 0.035398163459948236 1) :pi true. } -_:bng_3285 { - (858 2500 0.03539816349639865 0.03539816340144829 -1) :pi true. +_:bng_285 { + (858 1000 0.03539816349639865 0.035398163459948236 -1) :pi true. } -_:bng_3286 { - [] 857; math:notEqualTo 2500 . +_:bng_286 { + [] 857; math:notEqualTo 1000 . (857 1) math:sum 858 . (2 857) math:product 1714 . (1714 1) math:sum 1715 . @@ -30439,15 +3439,15 @@ _:bng_3286 { (1 5044199160) math:quotient 1.982475251829668e-10 . (0.035398163298151125 1.982475251829668e-10) math:sum 0.03539816349639865 . [] 1; math:negation -1 . - (858 2500 0.03539816349639865 0.03539816340144829 -1) :pi true. + (858 1000 0.03539816349639865 0.035398163459948236 -1) :pi true. } -_:bng_3287 { - (857 2500 0.035398163298151125 0.03539816340144829 1) :pi true. +_:bng_287 { + (857 1000 0.035398163298151125 0.035398163459948236 1) :pi true. } -_:bng_3288 { - [] 856; math:notEqualTo 2500 . +_:bng_288 { + [] 856; math:notEqualTo 1000 . (856 1) math:sum 857 . (2 856) math:product 1712 . (1712 1) math:sum 1713 . @@ -30456,15 +3456,15 @@ _:bng_3288 { (-1 5026572384) math:quotient -1.9894272351137e-10 . (0.03539816349709385 -1.9894272351137e-10) math:sum 0.035398163298151125 . [] -1; math:negation 1 . - (857 2500 0.035398163298151125 0.03539816340144829 1) :pi true. + (857 1000 0.035398163298151125 0.035398163459948236 1) :pi true. } -_:bng_3289 { - (856 2500 0.03539816349709385 0.03539816340144829 -1) :pi true. +_:bng_289 { + (856 1000 0.03539816349709385 0.035398163459948236 -1) :pi true. } -_:bng_3290 { - [] 855; math:notEqualTo 2500 . +_:bng_290 { + [] 855; math:notEqualTo 1000 . (855 1) math:sum 856 . (2 855) math:product 1710 . (1710 1) math:sum 1711 . @@ -30473,15 +3473,15 @@ _:bng_3290 { (1 5008986720) math:quotient 1.9964117612992994e-10 . (0.03539816329745267 1.9964117612992994e-10) math:sum 0.03539816349709385 . [] 1; math:negation -1 . - (856 2500 0.03539816349709385 0.03539816340144829 -1) :pi true. + (856 1000 0.03539816349709385 0.035398163459948236 -1) :pi true. } -_:bng_3291 { - (855 2500 0.03539816329745267 0.03539816340144829 1) :pi true. +_:bng_291 { + (855 1000 0.03539816329745267 0.035398163459948236 1) :pi true. } -_:bng_3292 { - [] 854; math:notEqualTo 2500 . +_:bng_292 { + [] 854; math:notEqualTo 1000 . (854 1) math:sum 855 . (2 854) math:product 1708 . (1708 1) math:sum 1709 . @@ -30490,15 +3490,15 @@ _:bng_3292 { (-1 4991442120) math:quotient -2.0034290210300987e-10 . (0.03539816349779557 -2.0034290210300987e-10) math:sum 0.03539816329745267 . [] -1; math:negation 1 . - (855 2500 0.03539816329745267 0.03539816340144829 1) :pi true. + (855 1000 0.03539816329745267 0.035398163459948236 1) :pi true. } -_:bng_3293 { - (854 2500 0.03539816349779557 0.03539816340144829 -1) :pi true. +_:bng_293 { + (854 1000 0.03539816349779557 0.035398163459948236 -1) :pi true. } -_:bng_3294 { - [] 853; math:notEqualTo 2500 . +_:bng_294 { + [] 853; math:notEqualTo 1000 . (853 1) math:sum 854 . (2 853) math:product 1706 . (1706 1) math:sum 1707 . @@ -30507,15 +3507,15 @@ _:bng_3294 { (1 4973938536) math:quotient 2.010479206291503e-10 . (0.03539816329674765 2.010479206291503e-10) math:sum 0.03539816349779557 . [] 1; math:negation -1 . - (854 2500 0.03539816349779557 0.03539816340144829 -1) :pi true. + (854 1000 0.03539816349779557 0.035398163459948236 -1) :pi true. } -_:bng_3295 { - (853 2500 0.03539816329674765 0.03539816340144829 1) :pi true. +_:bng_295 { + (853 1000 0.03539816329674765 0.035398163459948236 1) :pi true. } -_:bng_3296 { - [] 852; math:notEqualTo 2500 . +_:bng_296 { + [] 852; math:notEqualTo 1000 . (852 1) math:sum 853 . (2 852) math:product 1704 . (1704 1) math:sum 1705 . @@ -30524,15 +3524,15 @@ _:bng_3296 { (-1 4956475920) math:quotient -2.0175625104217191e-10 . (0.0353981634985039 -2.0175625104217191e-10) math:sum 0.03539816329674765 . [] -1; math:negation 1 . - (853 2500 0.03539816329674765 0.03539816340144829 1) :pi true. + (853 1000 0.03539816329674765 0.035398163459948236 1) :pi true. } -_:bng_3297 { - (852 2500 0.0353981634985039 0.03539816340144829 -1) :pi true. +_:bng_297 { + (852 1000 0.0353981634985039 0.035398163459948236 -1) :pi true. } -_:bng_3298 { - [] 851; math:notEqualTo 2500 . +_:bng_298 { + [] 851; math:notEqualTo 1000 . (851 1) math:sum 852 . (2 851) math:product 1702 . (1702 1) math:sum 1703 . @@ -30541,15 +3541,15 @@ _:bng_3298 { (1 4939054224) math:quotient 2.0246791281228907e-10 . (0.03539816329603599 2.0246791281228907e-10) math:sum 0.0353981634985039 . [] 1; math:negation -1 . - (852 2500 0.0353981634985039 0.03539816340144829 -1) :pi true. + (852 1000 0.0353981634985039 0.035398163459948236 -1) :pi true. } -_:bng_3299 { - (851 2500 0.03539816329603599 0.03539816340144829 1) :pi true. +_:bng_299 { + (851 1000 0.03539816329603599 0.035398163459948236 1) :pi true. } -_:bng_3300 { - [] 850; math:notEqualTo 2500 . +_:bng_300 { + [] 850; math:notEqualTo 1000 . (850 1) math:sum 851 . (2 850) math:product 1700 . (1700 1) math:sum 1701 . @@ -30558,15 +3558,15 @@ _:bng_3300 { (-1 4921673400) math:quotient -2.0318292554723358e-10 . (0.03539816349921892 -2.0318292554723358e-10) math:sum 0.03539816329603599 . [] -1; math:negation 1 . - (851 2500 0.03539816329603599 0.03539816340144829 1) :pi true. + (851 1000 0.03539816329603599 0.035398163459948236 1) :pi true. } -_:bng_3301 { - (850 2500 0.03539816349921892 0.03539816340144829 -1) :pi true. +_:bng_301 { + (850 1000 0.03539816349921892 0.035398163459948236 -1) :pi true. } -_:bng_3302 { - [] 849; math:notEqualTo 2500 . +_:bng_302 { + [] 849; math:notEqualTo 1000 . (849 1) math:sum 850 . (2 849) math:product 1698 . (1698 1) math:sum 1699 . @@ -30575,15 +3575,15 @@ _:bng_3302 { (1 4904333400) math:quotient 2.039013089933894e-10 . (0.035398163295317614 2.039013089933894e-10) math:sum 0.03539816349921892 . [] 1; math:negation -1 . - (850 2500 0.03539816349921892 0.03539816340144829 -1) :pi true. + (850 1000 0.03539816349921892 0.035398163459948236 -1) :pi true. } -_:bng_3303 { - (849 2500 0.035398163295317614 0.03539816340144829 1) :pi true. +_:bng_303 { + (849 1000 0.035398163295317614 0.035398163459948236 1) :pi true. } -_:bng_3304 { - [] 848; math:notEqualTo 2500 . +_:bng_304 { + [] 848; math:notEqualTo 1000 . (848 1) math:sum 849 . (2 848) math:product 1696 . (1696 1) math:sum 1697 . @@ -30592,15 +3592,15 @@ _:bng_3304 { (-1 4887034176) math:quotient -2.046230830369376e-10 . (0.035398163499940696 -2.046230830369376e-10) math:sum 0.035398163295317614 . [] -1; math:negation 1 . - (849 2500 0.035398163295317614 0.03539816340144829 1) :pi true. + (849 1000 0.035398163295317614 0.035398163459948236 1) :pi true. } -_:bng_3305 { - (848 2500 0.035398163499940696 0.03539816340144829 -1) :pi true. +_:bng_305 { + (848 1000 0.035398163499940696 0.035398163459948236 -1) :pi true. } -_:bng_3306 { - [] 847; math:notEqualTo 2500 . +_:bng_306 { + [] 847; math:notEqualTo 1000 . (847 1) math:sum 848 . (2 847) math:product 1694 . (1694 1) math:sum 1695 . @@ -30609,15 +3609,15 @@ _:bng_3306 { (1 4869775680) math:quotient 2.0534826770501264e-10 . (0.03539816329459243 2.0534826770501264e-10) math:sum 0.035398163499940696 . [] 1; math:negation -1 . - (848 2500 0.035398163499940696 0.03539816340144829 -1) :pi true. + (848 1000 0.035398163499940696 0.035398163459948236 -1) :pi true. } -_:bng_3307 { - (847 2500 0.03539816329459243 0.03539816340144829 1) :pi true. +_:bng_307 { + (847 1000 0.03539816329459243 0.035398163459948236 1) :pi true. } -_:bng_3308 { - [] 846; math:notEqualTo 2500 . +_:bng_308 { + [] 846; math:notEqualTo 1000 . (846 1) math:sum 847 . (2 846) math:product 1692 . (1692 1) math:sum 1693 . @@ -30626,15 +3626,15 @@ _:bng_3308 { (-1 4852557864) math:quotient -2.0607688316686913e-10 . (0.035398163500669315 -2.0607688316686913e-10) math:sum 0.03539816329459243 . [] -1; math:negation 1 . - (847 2500 0.03539816329459243 0.03539816340144829 1) :pi true. + (847 1000 0.03539816329459243 0.035398163459948236 1) :pi true. } -_:bng_3309 { - (846 2500 0.035398163500669315 0.03539816340144829 -1) :pi true. +_:bng_309 { + (846 1000 0.035398163500669315 0.035398163459948236 -1) :pi true. } -_:bng_3310 { - [] 845; math:notEqualTo 2500 . +_:bng_310 { + [] 845; math:notEqualTo 1000 . (845 1) math:sum 846 . (2 845) math:product 1690 . (1690 1) math:sum 1691 . @@ -30643,15 +3643,15 @@ _:bng_3310 { (1 4835380680) math:quotient 2.0680894973505995e-10 . (0.03539816329386036 2.0680894973505995e-10) math:sum 0.035398163500669315 . [] 1; math:negation -1 . - (846 2500 0.035398163500669315 0.03539816340144829 -1) :pi true. + (846 1000 0.035398163500669315 0.035398163459948236 -1) :pi true. } -_:bng_3311 { - (845 2500 0.03539816329386036 0.03539816340144829 1) :pi true. +_:bng_311 { + (845 1000 0.03539816329386036 0.035398163459948236 1) :pi true. } -_:bng_3312 { - [] 844; math:notEqualTo 2500 . +_:bng_312 { + [] 844; math:notEqualTo 1000 . (844 1) math:sum 845 . (2 844) math:product 1688 . (1688 1) math:sum 1689 . @@ -30660,15 +3660,15 @@ _:bng_3312 { (-1 4818244080) math:quotient -2.0754448786662547e-10 . (0.03539816350140485 -2.0754448786662547e-10) math:sum 0.03539816329386036 . [] -1; math:negation 1 . - (845 2500 0.03539816329386036 0.03539816340144829 1) :pi true. + (845 1000 0.03539816329386036 0.035398163459948236 1) :pi true. } -_:bng_3313 { - (844 2500 0.03539816350140485 0.03539816340144829 -1) :pi true. +_:bng_313 { + (844 1000 0.03539816350140485 0.035398163459948236 -1) :pi true. } -_:bng_3314 { - [] 843; math:notEqualTo 2500 . +_:bng_314 { + [] 843; math:notEqualTo 1000 . (843 1) math:sum 844 . (2 843) math:product 1686 . (1686 1) math:sum 1687 . @@ -30677,15 +3677,15 @@ _:bng_3314 { (1 4801148016) math:quotient 2.0828351816429397e-10 . (0.035398163293121336 2.0828351816429397e-10) math:sum 0.03539816350140485 . [] 1; math:negation -1 . - (844 2500 0.03539816350140485 0.03539816340144829 -1) :pi true. + (844 1000 0.03539816350140485 0.035398163459948236 -1) :pi true. } -_:bng_3315 { - (843 2500 0.035398163293121336 0.03539816340144829 1) :pi true. +_:bng_315 { + (843 1000 0.035398163293121336 0.035398163459948236 1) :pi true. } -_:bng_3316 { - [] 842; math:notEqualTo 2500 . +_:bng_316 { + [] 842; math:notEqualTo 1000 . (842 1) math:sum 843 . (2 842) math:product 1684 . (1684 1) math:sum 1685 . @@ -30694,15 +3694,15 @@ _:bng_3316 { (-1 4784092440) math:quotient -2.090260613776936e-10 . (0.035398163502147396 -2.090260613776936e-10) math:sum 0.035398163293121336 . [] -1; math:negation 1 . - (843 2500 0.035398163293121336 0.03539816340144829 1) :pi true. + (843 1000 0.035398163293121336 0.035398163459948236 1) :pi true. } -_:bng_3317 { - (842 2500 0.035398163502147396 0.03539816340144829 -1) :pi true. +_:bng_317 { + (842 1000 0.035398163502147396 0.035398163459948236 -1) :pi true. } -_:bng_3318 { - [] 841; math:notEqualTo 2500 . +_:bng_318 { + [] 841; math:notEqualTo 1000 . (841 1) math:sum 842 . (2 841) math:product 1682 . (1682 1) math:sum 1683 . @@ -30711,15 +3711,15 @@ _:bng_3318 { (1 4767077304) math:quotient 2.097721384045758e-10 . (0.03539816329237526 2.097721384045758e-10) math:sum 0.035398163502147396 . [] 1; math:negation -1 . - (842 2500 0.035398163502147396 0.03539816340144829 -1) :pi true. + (842 1000 0.035398163502147396 0.035398163459948236 -1) :pi true. } -_:bng_3319 { - (841 2500 0.03539816329237526 0.03539816340144829 1) :pi true. +_:bng_319 { + (841 1000 0.03539816329237526 0.035398163459948236 1) :pi true. } -_:bng_3320 { - [] 840; math:notEqualTo 2500 . +_:bng_320 { + [] 840; math:notEqualTo 1000 . (840 1) math:sum 841 . (2 840) math:product 1680 . (1680 1) math:sum 1681 . @@ -30728,15 +3728,15 @@ _:bng_3320 { (-1 4750102560) math:quotient -2.105217702920503e-10 . (0.03539816350289703 -2.105217702920503e-10) math:sum 0.03539816329237526 . [] -1; math:negation 1 . - (841 2500 0.03539816329237526 0.03539816340144829 1) :pi true. + (841 1000 0.03539816329237526 0.035398163459948236 1) :pi true. } -_:bng_3321 { - (840 2500 0.03539816350289703 0.03539816340144829 -1) :pi true. +_:bng_321 { + (840 1000 0.03539816350289703 0.035398163459948236 -1) :pi true. } -_:bng_3322 { - [] 839; math:notEqualTo 2500 . +_:bng_322 { + [] 839; math:notEqualTo 1000 . (839 1) math:sum 840 . (2 839) math:product 1678 . (1678 1) math:sum 1679 . @@ -30745,15 +3745,15 @@ _:bng_3322 { (1 4733168160) math:quotient 2.1127497823783214e-10 . (0.035398163291622056 2.1127497823783214e-10) math:sum 0.03539816350289703 . [] 1; math:negation -1 . - (840 2500 0.03539816350289703 0.03539816340144829 -1) :pi true. + (840 1000 0.03539816350289703 0.035398163459948236 -1) :pi true. } -_:bng_3323 { - (839 2500 0.035398163291622056 0.03539816340144829 1) :pi true. +_:bng_323 { + (839 1000 0.035398163291622056 0.035398163459948236 1) :pi true. } -_:bng_3324 { - [] 838; math:notEqualTo 2500 . +_:bng_324 { + [] 838; math:notEqualTo 1000 . (838 1) math:sum 839 . (2 838) math:product 1676 . (1676 1) math:sum 1677 . @@ -30762,15 +3762,15 @@ _:bng_3324 { (-1 4716274056) math:quotient -2.1203178359150043e-10 . (0.03539816350365384 -2.1203178359150043e-10) math:sum 0.035398163291622056 . [] -1; math:negation 1 . - (839 2500 0.035398163291622056 0.03539816340144829 1) :pi true. + (839 1000 0.035398163291622056 0.035398163459948236 1) :pi true. } -_:bng_3325 { - (838 2500 0.03539816350365384 0.03539816340144829 -1) :pi true. +_:bng_325 { + (838 1000 0.03539816350365384 0.035398163459948236 -1) :pi true. } -_:bng_3326 { - [] 837; math:notEqualTo 2500 . +_:bng_326 { + [] 837; math:notEqualTo 1000 . (837 1) math:sum 838 . (2 837) math:product 1674 . (1674 1) math:sum 1675 . @@ -30779,15 +3779,15 @@ _:bng_3326 { (1 4699420200) math:quotient 2.127922078557691e-10 . (0.03539816329086163 2.127922078557691e-10) math:sum 0.03539816350365384 . [] 1; math:negation -1 . - (838 2500 0.03539816350365384 0.03539816340144829 -1) :pi true. + (838 1000 0.03539816350365384 0.035398163459948236 -1) :pi true. } -_:bng_3327 { - (837 2500 0.03539816329086163 0.03539816340144829 1) :pi true. +_:bng_327 { + (837 1000 0.03539816329086163 0.035398163459948236 1) :pi true. } -_:bng_3328 { - [] 836; math:notEqualTo 2500 . +_:bng_328 { + [] 836; math:notEqualTo 1000 . (836 1) math:sum 837 . (2 836) math:product 1672 . (1672 1) math:sum 1673 . @@ -30796,15 +3796,15 @@ _:bng_3328 { (-1 4682606544) math:quotient -2.1355627268776995e-10 . (0.0353981635044179 -2.1355627268776995e-10) math:sum 0.03539816329086163 . [] -1; math:negation 1 . - (837 2500 0.03539816329086163 0.03539816340144829 1) :pi true. + (837 1000 0.03539816329086163 0.035398163459948236 1) :pi true. } -_:bng_3329 { - (836 2500 0.0353981635044179 0.03539816340144829 -1) :pi true. +_:bng_329 { + (836 1000 0.0353981635044179 0.035398163459948236 -1) :pi true. } -_:bng_3330 { - [] 835; math:notEqualTo 2500 . +_:bng_330 { + [] 835; math:notEqualTo 1000 . (835 1) math:sum 836 . (2 835) math:product 1670 . (1670 1) math:sum 1671 . @@ -30813,15 +3813,15 @@ _:bng_3330 { (1 4665833040) math:quotient 2.1432399990034792e-10 . (0.0353981632900939 2.1432399990034792e-10) math:sum 0.0353981635044179 . [] 1; math:negation -1 . - (836 2500 0.0353981635044179 0.03539816340144829 -1) :pi true. + (836 1000 0.0353981635044179 0.035398163459948236 -1) :pi true. } -_:bng_3331 { - (835 2500 0.0353981632900939 0.03539816340144829 1) :pi true. +_:bng_331 { + (835 1000 0.0353981632900939 0.035398163459948236 1) :pi true. } -_:bng_3332 { - [] 834; math:notEqualTo 2500 . +_:bng_332 { + [] 834; math:notEqualTo 1000 . (834 1) math:sum 835 . (2 834) math:product 1668 . (1668 1) math:sum 1669 . @@ -30830,15 +3830,15 @@ _:bng_3332 { (-1 4649099640) math:quotient -2.1509541146336885e-10 . (0.03539816350518931 -2.1509541146336885e-10) math:sum 0.0353981632900939 . [] -1; math:negation 1 . - (835 2500 0.0353981632900939 0.03539816340144829 1) :pi true. + (835 1000 0.0353981632900939 0.035398163459948236 1) :pi true. } -_:bng_3333 { - (834 2500 0.03539816350518931 0.03539816340144829 -1) :pi true. +_:bng_333 { + (834 1000 0.03539816350518931 0.035398163459948236 -1) :pi true. } -_:bng_3334 { - [] 833; math:notEqualTo 2500 . +_:bng_334 { + [] 833; math:notEqualTo 1000 . (833 1) math:sum 834 . (2 833) math:product 1666 . (1666 1) math:sum 1667 . @@ -30847,15 +3847,15 @@ _:bng_3334 { (1 4632406296) math:quotient 2.1587052950503976e-10 . (0.03539816328931878 2.1587052950503976e-10) math:sum 0.03539816350518931 . [] 1; math:negation -1 . - (834 2500 0.03539816350518931 0.03539816340144829 -1) :pi true. + (834 1000 0.03539816350518931 0.035398163459948236 -1) :pi true. } -_:bng_3335 { - (833 2500 0.03539816328931878 0.03539816340144829 1) :pi true. +_:bng_335 { + (833 1000 0.03539816328931878 0.035398163459948236 1) :pi true. } -_:bng_3336 { - [] 832; math:notEqualTo 2500 . +_:bng_336 { + [] 832; math:notEqualTo 1000 . (832 1) math:sum 833 . (2 832) math:product 1664 . (1664 1) math:sum 1665 . @@ -30864,15 +3864,15 @@ _:bng_3336 { (-1 4615752960) math:quotient -2.1664937631324187e-10 . (0.03539816350596816 -2.1664937631324187e-10) math:sum 0.03539816328931878 . [] -1; math:negation 1 . - (833 2500 0.03539816328931878 0.03539816340144829 1) :pi true. + (833 1000 0.03539816328931878 0.035398163459948236 1) :pi true. } -_:bng_3337 { - (832 2500 0.03539816350596816 0.03539816340144829 -1) :pi true. +_:bng_337 { + (832 1000 0.03539816350596816 0.035398163459948236 -1) :pi true. } -_:bng_3338 { - [] 831; math:notEqualTo 2500 . +_:bng_338 { + [] 831; math:notEqualTo 1000 . (831 1) math:sum 832 . (2 831) math:product 1662 . (1662 1) math:sum 1663 . @@ -30881,15 +3881,15 @@ _:bng_3338 { (1 4599139584) math:quotient 2.1743197433687632e-10 . (0.035398163288536184 2.1743197433687632e-10) math:sum 0.03539816350596816 . [] 1; math:negation -1 . - (832 2500 0.03539816350596816 0.03539816340144829 -1) :pi true. + (832 1000 0.03539816350596816 0.035398163459948236 -1) :pi true. } -_:bng_3339 { - (831 2500 0.035398163288536184 0.03539816340144829 1) :pi true. +_:bng_339 { + (831 1000 0.035398163288536184 0.035398163459948236 1) :pi true. } -_:bng_3340 { - [] 830; math:notEqualTo 2500 . +_:bng_340 { + [] 830; math:notEqualTo 1000 . (830 1) math:sum 831 . (2 830) math:product 1660 . (1660 1) math:sum 1661 . @@ -30898,15 +3898,15 @@ _:bng_3340 { (-1 4582566120) math:quotient -2.1821834618722314e-10 . (0.03539816350675453 -2.1821834618722314e-10) math:sum 0.035398163288536184 . [] -1; math:negation 1 . - (831 2500 0.035398163288536184 0.03539816340144829 1) :pi true. + (831 1000 0.035398163288536184 0.035398163459948236 1) :pi true. } -_:bng_3341 { - (830 2500 0.03539816350675453 0.03539816340144829 -1) :pi true. +_:bng_341 { + (830 1000 0.03539816350675453 0.035398163459948236 -1) :pi true. } -_:bng_3342 { - [] 829; math:notEqualTo 2500 . +_:bng_342 { + [] 829; math:notEqualTo 1000 . (829 1) math:sum 830 . (2 829) math:product 1658 . (1658 1) math:sum 1659 . @@ -30915,15 +3915,15 @@ _:bng_3342 { (1 4566032520) math:quotient 2.1900851463931317e-10 . (0.03539816328774602 2.1900851463931317e-10) math:sum 0.03539816350675453 . [] 1; math:negation -1 . - (830 2500 0.03539816350675453 0.03539816340144829 -1) :pi true. + (830 1000 0.03539816350675453 0.035398163459948236 -1) :pi true. } -_:bng_3343 { - (829 2500 0.03539816328774602 0.03539816340144829 1) :pi true. +_:bng_343 { + (829 1000 0.03539816328774602 0.035398163459948236 1) :pi true. } -_:bng_3344 { - [] 828; math:notEqualTo 2500 . +_:bng_344 { + [] 828; math:notEqualTo 1000 . (828 1) math:sum 829 . (2 828) math:product 1656 . (1656 1) math:sum 1657 . @@ -30932,15 +3932,15 @@ _:bng_3344 { (-1 4549538736) math:quotient -2.1980250263331312e-10 . (0.03539816350754852 -2.1980250263331312e-10) math:sum 0.03539816328774602 . [] -1; math:negation 1 . - (829 2500 0.03539816328774602 0.03539816340144829 1) :pi true. + (829 1000 0.03539816328774602 0.035398163459948236 1) :pi true. } -_:bng_3345 { - (828 2500 0.03539816350754852 0.03539816340144829 -1) :pi true. +_:bng_345 { + (828 1000 0.03539816350754852 0.035398163459948236 -1) :pi true. } -_:bng_3346 { - [] 827; math:notEqualTo 2500 . +_:bng_346 { + [] 827; math:notEqualTo 1000 . (827 1) math:sum 828 . (2 827) math:product 1654 . (1654 1) math:sum 1655 . @@ -30949,15 +3949,15 @@ _:bng_3346 { (1 4533084720) math:quotient 2.2060033327592431e-10 . (0.035398163286948184 2.2060033327592431e-10) math:sum 0.03539816350754852 . [] 1; math:negation -1 . - (828 2500 0.03539816350754852 0.03539816340144829 -1) :pi true. + (828 1000 0.03539816350754852 0.035398163459948236 -1) :pi true. } -_:bng_3347 { - (827 2500 0.035398163286948184 0.03539816340144829 1) :pi true. +_:bng_347 { + (827 1000 0.035398163286948184 0.035398163459948236 1) :pi true. } -_:bng_3348 { - [] 826; math:notEqualTo 2500 . +_:bng_348 { + [] 826; math:notEqualTo 1000 . (826 1) math:sum 827 . (2 826) math:product 1652 . (1652 1) math:sum 1653 . @@ -30966,15 +3966,15 @@ _:bng_3348 { (-1 4516670424) math:quotient -2.214020298417948e-10 . (0.03539816350835021 -2.214020298417948e-10) math:sum 0.035398163286948184 . [] -1; math:negation 1 . - (827 2500 0.035398163286948184 0.03539816340144829 1) :pi true. + (827 1000 0.035398163286948184 0.035398163459948236 1) :pi true. } -_:bng_3349 { - (826 2500 0.03539816350835021 0.03539816340144829 -1) :pi true. +_:bng_349 { + (826 1000 0.03539816350835021 0.035398163459948236 -1) :pi true. } -_:bng_3350 { - [] 825; math:notEqualTo 2500 . +_:bng_350 { + [] 825; math:notEqualTo 1000 . (825 1) math:sum 826 . (2 825) math:product 1650 . (1650 1) math:sum 1651 . @@ -30983,15 +3983,15 @@ _:bng_3350 { (1 4500295800) math:quotient 2.222076157749453e-10 . (0.0353981632861426 2.222076157749453e-10) math:sum 0.03539816350835021 . [] 1; math:negation -1 . - (826 2500 0.03539816350835021 0.03539816340144829 -1) :pi true. + (826 1000 0.03539816350835021 0.035398163459948236 -1) :pi true. } -_:bng_3351 { - (825 2500 0.0353981632861426 0.03539816340144829 1) :pi true. +_:bng_351 { + (825 1000 0.0353981632861426 0.035398163459948236 1) :pi true. } -_:bng_3352 { - [] 824; math:notEqualTo 2500 . +_:bng_352 { + [] 824; math:notEqualTo 1000 . (824 1) math:sum 825 . (2 824) math:product 1648 . (1648 1) math:sum 1649 . @@ -31000,15 +4000,15 @@ _:bng_3352 { (-1 4483960800) math:quotient -2.230171146902087e-10 . (0.03539816350915971 -2.230171146902087e-10) math:sum 0.0353981632861426 . [] -1; math:negation 1 . - (825 2500 0.0353981632861426 0.03539816340144829 1) :pi true. + (825 1000 0.0353981632861426 0.035398163459948236 1) :pi true. } -_:bng_3353 { - (824 2500 0.03539816350915971 0.03539816340144829 -1) :pi true. +_:bng_353 { + (824 1000 0.03539816350915971 0.035398163459948236 -1) :pi true. } -_:bng_3354 { - [] 823; math:notEqualTo 2500 . +_:bng_354 { + [] 823; math:notEqualTo 1000 . (823 1) math:sum 824 . (2 823) math:product 1646 . (1646 1) math:sum 1647 . @@ -31017,15 +4017,15 @@ _:bng_3354 { (1 4467665376) math:quotient 2.238305503746841e-10 . (0.03539816328532916 2.238305503746841e-10) math:sum 0.03539816350915971 . [] 1; math:negation -1 . - (824 2500 0.03539816350915971 0.03539816340144829 -1) :pi true. + (824 1000 0.03539816350915971 0.035398163459948236 -1) :pi true. } -_:bng_3355 { - (823 2500 0.03539816328532916 0.03539816340144829 1) :pi true. +_:bng_355 { + (823 1000 0.03539816328532916 0.035398163459948236 1) :pi true. } -_:bng_3356 { - [] 822; math:notEqualTo 2500 . +_:bng_356 { + [] 822; math:notEqualTo 1000 . (822 1) math:sum 823 . (2 822) math:product 1644 . (1644 1) math:sum 1645 . @@ -31034,15 +4034,15 @@ _:bng_3356 { (-1 4451409480) math:quotient -2.246479467892044e-10 . (0.035398163509977106 -2.246479467892044e-10) math:sum 0.03539816328532916 . [] -1; math:negation 1 . - (823 2500 0.03539816328532916 0.03539816340144829 1) :pi true. + (823 1000 0.03539816328532916 0.035398163459948236 1) :pi true. } -_:bng_3357 { - (822 2500 0.035398163509977106 0.03539816340144829 -1) :pi true. +_:bng_357 { + (822 1000 0.035398163509977106 0.035398163459948236 -1) :pi true. } -_:bng_3358 { - [] 821; math:notEqualTo 2500 . +_:bng_358 { + [] 821; math:notEqualTo 1000 . (821 1) math:sum 822 . (2 821) math:product 1642 . (1642 1) math:sum 1643 . @@ -31051,15 +4051,15 @@ _:bng_3358 { (1 4435193064) math:quotient 2.2546932806981862e-10 . (0.035398163284507775 2.2546932806981862e-10) math:sum 0.035398163509977106 . [] 1; math:negation -1 . - (822 2500 0.035398163509977106 0.03539816340144829 -1) :pi true. + (822 1000 0.035398163509977106 0.035398163459948236 -1) :pi true. } -_:bng_3359 { - (821 2500 0.035398163284507775 0.03539816340144829 1) :pi true. +_:bng_359 { + (821 1000 0.035398163284507775 0.035398163459948236 1) :pi true. } -_:bng_3360 { - [] 820; math:notEqualTo 2500 . +_:bng_360 { + [] 820; math:notEqualTo 1000 . (820 1) math:sum 821 . (2 820) math:product 1640 . (1640 1) math:sum 1641 . @@ -31068,15 +4068,15 @@ _:bng_3360 { (-1 4419016080) math:quotient -2.2629471852928855e-10 . (0.035398163510802494 -2.2629471852928855e-10) math:sum 0.035398163284507775 . [] -1; math:negation 1 . - (821 2500 0.035398163284507775 0.03539816340144829 1) :pi true. + (821 1000 0.035398163284507775 0.035398163459948236 1) :pi true. } -_:bng_3361 { - (820 2500 0.035398163510802494 0.03539816340144829 -1) :pi true. +_:bng_361 { + (820 1000 0.035398163510802494 0.035398163459948236 -1) :pi true. } -_:bng_3362 { - [] 819; math:notEqualTo 2500 . +_:bng_362 { + [] 819; math:notEqualTo 1000 . (819 1) math:sum 820 . (2 819) math:product 1638 . (1638 1) math:sum 1639 . @@ -31085,15 +4085,15 @@ _:bng_3362 { (1 4402878480) math:quotient 2.2712414265860003e-10 . (0.03539816328367835 2.2712414265860003e-10) math:sum 0.035398163510802494 . [] 1; math:negation -1 . - (820 2500 0.035398163510802494 0.03539816340144829 -1) :pi true. + (820 1000 0.035398163510802494 0.035398163459948236 -1) :pi true. } -_:bng_3363 { - (819 2500 0.03539816328367835 0.03539816340144829 1) :pi true. +_:bng_363 { + (819 1000 0.03539816328367835 0.035398163459948236 1) :pi true. } -_:bng_3364 { - [] 818; math:notEqualTo 2500 . +_:bng_364 { + [] 818; math:notEqualTo 1000 . (818 1) math:sum 819 . (2 818) math:product 1636 . (1636 1) math:sum 1637 . @@ -31102,15 +4102,15 @@ _:bng_3364 { (-1 4386780216) math:quotient -2.27957625128489e-10 . (0.03539816351163597 -2.27957625128489e-10) math:sum 0.03539816328367835 . [] -1; math:negation 1 . - (819 2500 0.03539816328367835 0.03539816340144829 1) :pi true. + (819 1000 0.03539816328367835 0.035398163459948236 1) :pi true. } -_:bng_3365 { - (818 2500 0.03539816351163597 0.03539816340144829 -1) :pi true. +_:bng_365 { + (818 1000 0.03539816351163597 0.035398163459948236 -1) :pi true. } -_:bng_3366 { - [] 817; math:notEqualTo 2500 . +_:bng_366 { + [] 817; math:notEqualTo 1000 . (817 1) math:sum 818 . (2 817) math:product 1634 . (1634 1) math:sum 1635 . @@ -31119,15 +4119,15 @@ _:bng_3366 { (1 4370721240) math:quotient 2.287951907909826e-10 . (0.03539816328284078 2.287951907909826e-10) math:sum 0.03539816351163597 . [] 1; math:negation -1 . - (818 2500 0.03539816351163597 0.03539816340144829 -1) :pi true. + (818 1000 0.03539816351163597 0.035398163459948236 -1) :pi true. } -_:bng_3367 { - (817 2500 0.03539816328284078 0.03539816340144829 1) :pi true. +_:bng_367 { + (817 1000 0.03539816328284078 0.035398163459948236 1) :pi true. } -_:bng_3368 { - [] 816; math:notEqualTo 2500 . +_:bng_368 { + [] 816; math:notEqualTo 1000 . (816 1) math:sum 817 . (2 816) math:product 1632 . (1632 1) math:sum 1633 . @@ -31136,15 +4136,15 @@ _:bng_3368 { (-1 4354701504) math:quotient -2.2963686468095519e-10 . (0.03539816351247765 -2.2963686468095519e-10) math:sum 0.03539816328284078 . [] -1; math:negation 1 . - (817 2500 0.03539816328284078 0.03539816340144829 1) :pi true. + (817 1000 0.03539816328284078 0.035398163459948236 1) :pi true. } -_:bng_3369 { - (816 2500 0.03539816351247765 0.03539816340144829 -1) :pi true. +_:bng_369 { + (816 1000 0.03539816351247765 0.035398163459948236 -1) :pi true. } -_:bng_3370 { - [] 815; math:notEqualTo 2500 . +_:bng_370 { + [] 815; math:notEqualTo 1000 . (815 1) math:sum 816 . (2 815) math:product 1630 . (1630 1) math:sum 1631 . @@ -31153,15 +4153,15 @@ _:bng_3370 { (1 4338720960) math:quotient 2.304826720176999e-10 . (0.03539816328199497 2.304826720176999e-10) math:sum 0.03539816351247765 . [] 1; math:negation -1 . - (816 2500 0.03539816351247765 0.03539816340144829 -1) :pi true. + (816 1000 0.03539816351247765 0.035398163459948236 -1) :pi true. } -_:bng_3371 { - (815 2500 0.03539816328199497 0.03539816340144829 1) :pi true. +_:bng_371 { + (815 1000 0.03539816328199497 0.035398163459948236 1) :pi true. } -_:bng_3372 { - [] 814; math:notEqualTo 2500 . +_:bng_372 { + [] 814; math:notEqualTo 1000 . (814 1) math:sum 815 . (2 814) math:product 1628 . (1628 1) math:sum 1629 . @@ -31170,15 +4170,15 @@ _:bng_3372 { (-1 4322779560) math:quotient -2.3133263820651544e-10 . (0.03539816351332761 -2.3133263820651544e-10) math:sum 0.03539816328199497 . [] -1; math:negation 1 . - (815 2500 0.03539816328199497 0.03539816340144829 1) :pi true. + (815 1000 0.03539816328199497 0.035398163459948236 1) :pi true. } -_:bng_3373 { - (814 2500 0.03539816351332761 0.03539816340144829 -1) :pi true. +_:bng_373 { + (814 1000 0.03539816351332761 0.035398163459948236 -1) :pi true. } -_:bng_3374 { - [] 813; math:notEqualTo 2500 . +_:bng_374 { + [] 813; math:notEqualTo 1000 . (813 1) math:sum 814 . (2 813) math:product 1626 . (1626 1) math:sum 1627 . @@ -31187,15 +4187,15 @@ _:bng_3374 { (1 4306877256) math:quotient 2.3218678884030868e-10 . (0.03539816328114082 2.3218678884030868e-10) math:sum 0.03539816351332761 . [] 1; math:negation -1 . - (814 2500 0.03539816351332761 0.03539816340144829 -1) :pi true. + (814 1000 0.03539816351332761 0.035398163459948236 -1) :pi true. } -_:bng_3375 { - (813 2500 0.03539816328114082 0.03539816340144829 1) :pi true. +_:bng_375 { + (813 1000 0.03539816328114082 0.035398163459948236 1) :pi true. } -_:bng_3376 { - [] 812; math:notEqualTo 2500 . +_:bng_376 { + [] 812; math:notEqualTo 1000 . (812 1) math:sum 813 . (2 812) math:product 1624 . (1624 1) math:sum 1625 . @@ -31204,15 +4204,15 @@ _:bng_3376 { (-1 4291014000) math:quotient -2.330451497012128e-10 . (0.035398163514185975 -2.330451497012128e-10) math:sum 0.03539816328114082 . [] -1; math:negation 1 . - (813 2500 0.03539816328114082 0.03539816340144829 1) :pi true. + (813 1000 0.03539816328114082 0.035398163459948236 1) :pi true. } -_:bng_3377 { - (812 2500 0.035398163514185975 0.03539816340144829 -1) :pi true. +_:bng_377 { + (812 1000 0.035398163514185975 0.035398163459948236 -1) :pi true. } -_:bng_3378 { - [] 811; math:notEqualTo 2500 . +_:bng_378 { + [] 811; math:notEqualTo 1000 . (811 1) math:sum 812 . (2 811) math:product 1622 . (1622 1) math:sum 1623 . @@ -31221,15 +4221,15 @@ _:bng_3378 { (1 4275189744) math:quotient 2.3390774676222186e-10 . (0.03539816328027823 2.3390774676222186e-10) math:sum 0.035398163514185975 . [] 1; math:negation -1 . - (812 2500 0.035398163514185975 0.03539816340144829 -1) :pi true. + (812 1000 0.035398163514185975 0.035398163459948236 -1) :pi true. } -_:bng_3379 { - (811 2500 0.03539816328027823 0.03539816340144829 1) :pi true. +_:bng_379 { + (811 1000 0.03539816328027823 0.035398163459948236 1) :pi true. } -_:bng_3380 { - [] 810; math:notEqualTo 2500 . +_:bng_380 { + [] 810; math:notEqualTo 1000 . (810 1) math:sum 811 . (2 810) math:product 1620 . (1620 1) math:sum 1621 . @@ -31238,15 +4238,15 @@ _:bng_3380 { (-1 4259404440) math:quotient -2.3477460618884083e-10 . (0.03539816351505284 -2.3477460618884083e-10) math:sum 0.03539816328027823 . [] -1; math:negation 1 . - (811 2500 0.03539816328027823 0.03539816340144829 1) :pi true. + (811 1000 0.03539816328027823 0.035398163459948236 1) :pi true. } -_:bng_3381 { - (810 2500 0.03539816351505284 0.03539816340144829 -1) :pi true. +_:bng_381 { + (810 1000 0.03539816351505284 0.035398163459948236 -1) :pi true. } -_:bng_3382 { - [] 809; math:notEqualTo 2500 . +_:bng_382 { + [] 809; math:notEqualTo 1000 . (809 1) math:sum 810 . (2 809) math:product 1618 . (1618 1) math:sum 1619 . @@ -31255,15 +4255,15 @@ _:bng_3382 { (1 4243658040) math:quotient 2.356457543407527e-10 . (0.035398163279407084 2.356457543407527e-10) math:sum 0.03539816351505284 . [] 1; math:negation -1 . - (810 2500 0.03539816351505284 0.03539816340144829 -1) :pi true. + (810 1000 0.03539816351505284 0.035398163459948236 -1) :pi true. } -_:bng_3383 { - (809 2500 0.035398163279407084 0.03539816340144829 1) :pi true. +_:bng_383 { + (809 1000 0.035398163279407084 0.035398163459948236 1) :pi true. } -_:bng_3384 { - [] 808; math:notEqualTo 2500 . +_:bng_384 { + [] 808; math:notEqualTo 1000 . (808 1) math:sum 809 . (2 808) math:product 1616 . (1616 1) math:sum 1617 . @@ -31272,15 +4272,15 @@ _:bng_3384 { (-1 4227950496) math:quotient -2.3652121777350155e-10 . (0.0353981635159283 -2.3652121777350155e-10) math:sum 0.035398163279407084 . [] -1; math:negation 1 . - (809 2500 0.035398163279407084 0.03539816340144829 1) :pi true. + (809 1000 0.035398163279407084 0.035398163459948236 1) :pi true. } -_:bng_3385 { - (808 2500 0.0353981635159283 0.03539816340144829 -1) :pi true. +_:bng_385 { + (808 1000 0.0353981635159283 0.035398163459948236 -1) :pi true. } -_:bng_3386 { - [] 807; math:notEqualTo 2500 . +_:bng_386 { + [] 807; math:notEqualTo 1000 . (807 1) math:sum 808 . (2 807) math:product 1614 . (1614 1) math:sum 1615 . @@ -31289,15 +4289,15 @@ _:bng_3386 { (1 4212281760) math:quotient 2.3740102324019273e-10 . (0.03539816327852728 2.3740102324019273e-10) math:sum 0.0353981635159283 . [] 1; math:negation -1 . - (808 2500 0.0353981635159283 0.03539816340144829 -1) :pi true. + (808 1000 0.0353981635159283 0.035398163459948236 -1) :pi true. } -_:bng_3387 { - (807 2500 0.03539816327852728 0.03539816340144829 1) :pi true. +_:bng_387 { + (807 1000 0.03539816327852728 0.035398163459948236 1) :pi true. } -_:bng_3388 { - [] 806; math:notEqualTo 2500 . +_:bng_388 { + [] 806; math:notEqualTo 1000 . (806 1) math:sum 807 . (2 806) math:product 1612 . (1612 1) math:sum 1613 . @@ -31306,15 +4306,15 @@ _:bng_3388 { (-1 4196651784) math:quotient -2.382851976932094e-10 . (0.03539816351681248 -2.382851976932094e-10) math:sum 0.03539816327852728 . [] -1; math:negation 1 . - (807 2500 0.03539816327852728 0.03539816340144829 1) :pi true. + (807 1000 0.03539816327852728 0.035398163459948236 1) :pi true. } -_:bng_3389 { - (806 2500 0.03539816351681248 0.03539816340144829 -1) :pi true. +_:bng_389 { + (806 1000 0.03539816351681248 0.035398163459948236 -1) :pi true. } -_:bng_3390 { - [] 805; math:notEqualTo 2500 . +_:bng_390 { + [] 805; math:notEqualTo 1000 . (805 1) math:sum 806 . (2 805) math:product 1610 . (1610 1) math:sum 1611 . @@ -31323,15 +4323,15 @@ _:bng_3390 { (1 4181060520) math:quotient 2.3917376828594674e-10 . (0.03539816327763871 2.3917376828594674e-10) math:sum 0.03539816351681248 . [] 1; math:negation -1 . - (806 2500 0.03539816351681248 0.03539816340144829 -1) :pi true. + (806 1000 0.03539816351681248 0.035398163459948236 -1) :pi true. } -_:bng_3391 { - (805 2500 0.03539816327763871 0.03539816340144829 1) :pi true. +_:bng_391 { + (805 1000 0.03539816327763871 0.035398163459948236 1) :pi true. } -_:bng_3392 { - [] 804; math:notEqualTo 2500 . +_:bng_392 { + [] 804; math:notEqualTo 1000 . (804 1) math:sum 805 . (2 804) math:product 1608 . (1608 1) math:sum 1609 . @@ -31340,15 +4340,15 @@ _:bng_3392 { (-1 4165507920) math:quotient -2.4006676237456295e-10 . (0.03539816351770547 -2.4006676237456295e-10) math:sum 0.03539816327763871 . [] -1; math:negation 1 . - (805 2500 0.03539816327763871 0.03539816340144829 1) :pi true. + (805 1000 0.03539816327763871 0.035398163459948236 1) :pi true. } -_:bng_3393 { - (804 2500 0.03539816351770547 0.03539816340144829 -1) :pi true. +_:bng_393 { + (804 1000 0.03539816351770547 0.035398163459948236 -1) :pi true. } -_:bng_3394 { - [] 803; math:notEqualTo 2500 . +_:bng_394 { + [] 803; math:notEqualTo 1000 . (803 1) math:sum 804 . (2 803) math:product 1606 . (1606 1) math:sum 1607 . @@ -31357,15 +4357,15 @@ _:bng_3394 { (1 4149993936) math:quotient 2.4096420751974805e-10 . (0.035398163276741265 2.4096420751974805e-10) math:sum 0.03539816351770547 . [] 1; math:negation -1 . - (804 2500 0.03539816351770547 0.03539816340144829 -1) :pi true. + (804 1000 0.03539816351770547 0.035398163459948236 -1) :pi true. } -_:bng_3395 { - (803 2500 0.035398163276741265 0.03539816340144829 1) :pi true. +_:bng_395 { + (803 1000 0.035398163276741265 0.035398163459948236 1) :pi true. } -_:bng_3396 { - [] 802; math:notEqualTo 2500 . +_:bng_396 { + [] 802; math:notEqualTo 1000 . (802 1) math:sum 803 . (2 802) math:product 1604 . (1604 1) math:sum 1605 . @@ -31374,15 +4374,15 @@ _:bng_3396 { (-1 4134518520) math:quotient -2.4186613148851005e-10 . (0.035398163518607396 -2.4186613148851005e-10) math:sum 0.035398163276741265 . [] -1; math:negation 1 . - (803 2500 0.035398163276741265 0.03539816340144829 1) :pi true. + (803 1000 0.035398163276741265 0.035398163459948236 1) :pi true. } -_:bng_3397 { - (802 2500 0.035398163518607396 0.03539816340144829 -1) :pi true. +_:bng_397 { + (802 1000 0.035398163518607396 0.035398163459948236 -1) :pi true. } -_:bng_3398 { - [] 801; math:notEqualTo 2500 . +_:bng_398 { + [] 801; math:notEqualTo 1000 . (801 1) math:sum 802 . (2 801) math:product 1602 . (1602 1) math:sum 1603 . @@ -31391,15 +4391,15 @@ _:bng_3398 { (1 4119081624) math:quotient 2.427725622559792e-10 . (0.03539816327583484 2.427725622559792e-10) math:sum 0.035398163518607396 . [] 1; math:negation -1 . - (802 2500 0.035398163518607396 0.03539816340144829 -1) :pi true. + (802 1000 0.035398163518607396 0.035398163459948236 -1) :pi true. } -_:bng_3399 { - (801 2500 0.03539816327583484 0.03539816340144829 1) :pi true. +_:bng_399 { + (801 1000 0.03539816327583484 0.035398163459948236 1) :pi true. } -_:bng_3400 { - [] 800; math:notEqualTo 2500 . +_:bng_400 { + [] 800; math:notEqualTo 1000 . (800 1) math:sum 801 . (2 800) math:product 1600 . (1600 1) math:sum 1601 . @@ -31408,15 +4408,15 @@ _:bng_3400 { (-1 4103683200) math:quotient -2.436835280072302e-10 . (0.03539816351951836 -2.436835280072302e-10) math:sum 0.03539816327583484 . [] -1; math:negation 1 . - (801 2500 0.03539816327583484 0.03539816340144829 1) :pi true. + (801 1000 0.03539816327583484 0.035398163459948236 1) :pi true. } -_:bng_3401 { - (800 2500 0.03539816351951836 0.03539816340144829 -1) :pi true. +_:bng_401 { + (800 1000 0.03539816351951836 0.035398163459948236 -1) :pi true. } -_:bng_3402 { - [] 799; math:notEqualTo 2500 . +_:bng_402 { + [] 799; math:notEqualTo 1000 . (799 1) math:sum 800 . (2 799) math:product 1598 . (1598 1) math:sum 1599 . @@ -31425,15 +4425,15 @@ _:bng_3402 { (1 4088323200) math:quotient 2.4459905713912245e-10 . (0.035398163274919306 2.4459905713912245e-10) math:sum 0.03539816351951836 . [] 1; math:negation -1 . - (800 2500 0.03539816351951836 0.03539816340144829 -1) :pi true. + (800 1000 0.03539816351951836 0.035398163459948236 -1) :pi true. } -_:bng_3403 { - (799 2500 0.035398163274919306 0.03539816340144829 1) :pi true. +_:bng_403 { + (799 1000 0.035398163274919306 0.035398163459948236 1) :pi true. } -_:bng_3404 { - [] 798; math:notEqualTo 2500 . +_:bng_404 { + [] 798; math:notEqualTo 1000 . (798 1) math:sum 799 . (2 798) math:product 1596 . (1596 1) math:sum 1597 . @@ -31442,15 +4442,15 @@ _:bng_3404 { (-1 4073001576) math:quotient -2.4551917826215936e-10 . (0.03539816352043849 -2.4551917826215936e-10) math:sum 0.035398163274919306 . [] -1; math:negation 1 . - (799 2500 0.035398163274919306 0.03539816340144829 1) :pi true. + (799 1000 0.035398163274919306 0.035398163459948236 1) :pi true. } -_:bng_3405 { - (798 2500 0.03539816352043849 0.03539816340144829 -1) :pi true. +_:bng_405 { + (798 1000 0.03539816352043849 0.035398163459948236 -1) :pi true. } -_:bng_3406 { - [] 797; math:notEqualTo 2500 . +_:bng_406 { + [] 797; math:notEqualTo 1000 . (797 1) math:sum 798 . (2 797) math:product 1594 . (1594 1) math:sum 1595 . @@ -31459,15 +4459,15 @@ _:bng_3406 { (1 4057718280) math:quotient 2.4644392020236557e-10 . (0.035398163273994566 2.4644392020236557e-10) math:sum 0.03539816352043849 . [] 1; math:negation -1 . - (798 2500 0.03539816352043849 0.03539816340144829 -1) :pi true. + (798 1000 0.03539816352043849 0.035398163459948236 -1) :pi true. } -_:bng_3407 { - (797 2500 0.035398163273994566 0.03539816340144829 1) :pi true. +_:bng_407 { + (797 1000 0.035398163273994566 0.035398163459948236 1) :pi true. } -_:bng_3408 { - [] 796; math:notEqualTo 2500 . +_:bng_408 { + [] 796; math:notEqualTo 1000 . (796 1) math:sum 797 . (2 796) math:product 1592 . (1592 1) math:sum 1593 . @@ -31476,15 +4476,15 @@ _:bng_3408 { (-1 4042473264) math:quotient -2.473733120031836e-10 . (0.035398163521367876 -2.473733120031836e-10) math:sum 0.035398163273994566 . [] -1; math:negation 1 . - (797 2500 0.035398163273994566 0.03539816340144829 1) :pi true. + (797 1000 0.035398163273994566 0.035398163459948236 1) :pi true. } -_:bng_3409 { - (796 2500 0.035398163521367876 0.03539816340144829 -1) :pi true. +_:bng_409 { + (796 1000 0.035398163521367876 0.035398163459948236 -1) :pi true. } -_:bng_3410 { - [] 795; math:notEqualTo 2500 . +_:bng_410 { + [] 795; math:notEqualTo 1000 . (795 1) math:sum 796 . (2 795) math:product 1590 . (1590 1) math:sum 1591 . @@ -31493,15 +4493,15 @@ _:bng_3410 { (1 4027266480) math:quotient 2.483073829273895e-10 . (0.035398163273060494 2.483073829273895e-10) math:sum 0.035398163521367876 . [] 1; math:negation -1 . - (796 2500 0.035398163521367876 0.03539816340144829 -1) :pi true. + (796 1000 0.035398163521367876 0.035398163459948236 -1) :pi true. } -_:bng_3411 { - (795 2500 0.035398163273060494 0.03539816340144829 1) :pi true. +_:bng_411 { + (795 1000 0.035398163273060494 0.035398163459948236 1) :pi true. } -_:bng_3412 { - [] 794; math:notEqualTo 2500 . +_:bng_412 { + [] 794; math:notEqualTo 1000 . (794 1) math:sum 795 . (2 794) math:product 1588 . (1588 1) math:sum 1589 . @@ -31510,15 +4510,15 @@ _:bng_3412 { (-1 4012097880) math:quotient -2.4924616245902753e-10 . (0.03539816352230666 -2.4924616245902753e-10) math:sum 0.035398163273060494 . [] -1; math:negation 1 . - (795 2500 0.035398163273060494 0.03539816340144829 1) :pi true. + (795 1000 0.035398163273060494 0.035398163459948236 1) :pi true. } -_:bng_3413 { - (794 2500 0.03539816352230666 0.03539816340144829 -1) :pi true. +_:bng_413 { + (794 1000 0.03539816352230666 0.035398163459948236 -1) :pi true. } -_:bng_3414 { - [] 793; math:notEqualTo 2500 . +_:bng_414 { + [] 793; math:notEqualTo 1000 . (793 1) math:sum 794 . (2 793) math:product 1586 . (1586 1) math:sum 1587 . @@ -31527,15 +4527,15 @@ _:bng_3414 { (1 3996967416) math:quotient 2.501896803053648e-10 . (0.03539816327211698 2.501896803053648e-10) math:sum 0.03539816352230666 . [] 1; math:negation -1 . - (794 2500 0.03539816352230666 0.03539816340144829 -1) :pi true. + (794 1000 0.03539816352230666 0.035398163459948236 -1) :pi true. } -_:bng_3415 { - (793 2500 0.03539816327211698 0.03539816340144829 1) :pi true. +_:bng_415 { + (793 1000 0.03539816327211698 0.035398163459948236 1) :pi true. } -_:bng_3416 { - [] 792; math:notEqualTo 2500 . +_:bng_416 { + [] 792; math:notEqualTo 1000 . (792 1) math:sum 793 . (2 792) math:product 1584 . (1584 1) math:sum 1585 . @@ -31544,15 +4544,15 @@ _:bng_3416 { (-1 3981875040) math:quotient -2.511379663988652e-10 . (0.03539816352325494 -2.511379663988652e-10) math:sum 0.03539816327211698 . [] -1; math:negation 1 . - (793 2500 0.03539816327211698 0.03539816340144829 1) :pi true. + (793 1000 0.03539816327211698 0.035398163459948236 1) :pi true. } -_:bng_3417 { - (792 2500 0.03539816352325494 0.03539816340144829 -1) :pi true. +_:bng_417 { + (792 1000 0.03539816352325494 0.035398163459948236 -1) :pi true. } -_:bng_3418 { - [] 791; math:notEqualTo 2500 . +_:bng_418 { + [] 791; math:notEqualTo 1000 . (791 1) math:sum 792 . (2 791) math:product 1582 . (1582 1) math:sum 1583 . @@ -31561,15 +4561,15 @@ _:bng_3418 { (1 3966820704) math:quotient 2.5209105089918377e-10 . (0.03539816327116389 2.5209105089918377e-10) math:sum 0.03539816352325494 . [] 1; math:negation -1 . - (792 2500 0.03539816352325494 0.03539816340144829 -1) :pi true. + (792 1000 0.03539816352325494 0.035398163459948236 -1) :pi true. } -_:bng_3419 { - (791 2500 0.03539816327116389 0.03539816340144829 1) :pi true. +_:bng_419 { + (791 1000 0.03539816327116389 0.035398163459948236 1) :pi true. } -_:bng_3420 { - [] 790; math:notEqualTo 2500 . +_:bng_420 { + [] 790; math:notEqualTo 1000 . (790 1) math:sum 791 . (2 790) math:product 1580 . (1580 1) math:sum 1581 . @@ -31578,15 +4578,15 @@ _:bng_3420 { (-1 3951804360) math:quotient -2.5304896419518093e-10 . (0.03539816352421286 -2.5304896419518093e-10) math:sum 0.03539816327116389 . [] -1; math:negation 1 . - (791 2500 0.03539816327116389 0.03539816340144829 1) :pi true. + (791 1000 0.03539816327116389 0.035398163459948236 1) :pi true. } -_:bng_3421 { - (790 2500 0.03539816352421286 0.03539816340144829 -1) :pi true. +_:bng_421 { + (790 1000 0.03539816352421286 0.035398163459948236 -1) :pi true. } -_:bng_3422 { - [] 789; math:notEqualTo 2500 . +_:bng_422 { + [] 789; math:notEqualTo 1000 . (789 1) math:sum 790 . (2 789) math:product 1578 . (1578 1) math:sum 1579 . @@ -31595,15 +4595,15 @@ _:bng_3422 { (1 3936825960) math:quotient 2.540117369069574e-10 . (0.03539816327020112 2.540117369069574e-10) math:sum 0.03539816352421286 . [] 1; math:negation -1 . - (790 2500 0.03539816352421286 0.03539816340144829 -1) :pi true. + (790 1000 0.03539816352421286 0.035398163459948236 -1) :pi true. } -_:bng_3423 { - (789 2500 0.03539816327020112 0.03539816340144829 1) :pi true. +_:bng_423 { + (789 1000 0.03539816327020112 0.035398163459948236 1) :pi true. } -_:bng_3424 { - [] 788; math:notEqualTo 2500 . +_:bng_424 { + [] 788; math:notEqualTo 1000 . (788 1) math:sum 789 . (2 788) math:product 1576 . (1576 1) math:sum 1577 . @@ -31612,15 +4612,15 @@ _:bng_3424 { (-1 3921885456) math:quotient -2.549793998879094e-10 . (0.03539816352518052 -2.549793998879094e-10) math:sum 0.03539816327020112 . [] -1; math:negation 1 . - (789 2500 0.03539816327020112 0.03539816340144829 1) :pi true. + (789 1000 0.03539816327020112 0.035398163459948236 1) :pi true. } -_:bng_3425 { - (788 2500 0.03539816352518052 0.03539816340144829 -1) :pi true. +_:bng_425 { + (788 1000 0.03539816352518052 0.035398163459948236 -1) :pi true. } -_:bng_3426 { - [] 787; math:notEqualTo 2500 . +_:bng_426 { + [] 787; math:notEqualTo 1000 . (787 1) math:sum 788 . (2 787) math:product 1574 . (1574 1) math:sum 1575 . @@ -31629,15 +4629,15 @@ _:bng_3426 { (1 3906982800) math:quotient 2.559519842268054e-10 . (0.03539816326922854 2.559519842268054e-10) math:sum 0.03539816352518052 . [] 1; math:negation -1 . - (788 2500 0.03539816352518052 0.03539816340144829 -1) :pi true. + (788 1000 0.03539816352518052 0.035398163459948236 -1) :pi true. } -_:bng_3427 { - (787 2500 0.03539816326922854 0.03539816340144829 1) :pi true. +_:bng_427 { + (787 1000 0.03539816326922854 0.035398163459948236 1) :pi true. } -_:bng_3428 { - [] 786; math:notEqualTo 2500 . +_:bng_428 { + [] 786; math:notEqualTo 1000 . (786 1) math:sum 787 . (2 786) math:product 1572 . (1572 1) math:sum 1573 . @@ -31646,15 +4646,15 @@ _:bng_3428 { (-1 3892117944) math:quotient -2.569295212498833e-10 . (0.03539816352615806 -2.569295212498833e-10) math:sum 0.03539816326922854 . [] -1; math:negation 1 . - (787 2500 0.03539816326922854 0.03539816340144829 1) :pi true. + (787 1000 0.03539816326922854 0.035398163459948236 1) :pi true. } -_:bng_3429 { - (786 2500 0.03539816352615806 0.03539816340144829 -1) :pi true. +_:bng_429 { + (786 1000 0.03539816352615806 0.035398163459948236 -1) :pi true. } -_:bng_3430 { - [] 785; math:notEqualTo 2500 . +_:bng_430 { + [] 785; math:notEqualTo 1000 . (785 1) math:sum 786 . (2 785) math:product 1570 . (1570 1) math:sum 1571 . @@ -31663,15 +4663,15 @@ _:bng_3430 { (1 3877290840) math:quotient 2.5791204252296945e-10 . (0.03539816326824601 2.5791204252296945e-10) math:sum 0.03539816352615806 . [] 1; math:negation -1 . - (786 2500 0.03539816352615806 0.03539816340144829 -1) :pi true. + (786 1000 0.03539816352615806 0.035398163459948236 -1) :pi true. } -_:bng_3431 { - (785 2500 0.03539816326824601 0.03539816340144829 1) :pi true. +_:bng_431 { + (785 1000 0.03539816326824601 0.035398163459948236 1) :pi true. } -_:bng_3432 { - [] 784; math:notEqualTo 2500 . +_:bng_432 { + [] 784; math:notEqualTo 1000 . (784 1) math:sum 785 . (2 784) math:product 1568 . (1568 1) math:sum 1569 . @@ -31680,15 +4680,15 @@ _:bng_3432 { (-1 3862501440) math:quotient -2.5889957985361943e-10 . (0.035398163527145594 -2.5889957985361943e-10) math:sum 0.03539816326824601 . [] -1; math:negation 1 . - (785 2500 0.03539816326824601 0.03539816340144829 1) :pi true. + (785 1000 0.03539816326824601 0.035398163459948236 1) :pi true. } -_:bng_3433 { - (784 2500 0.035398163527145594 0.03539816340144829 -1) :pi true. +_:bng_433 { + (784 1000 0.035398163527145594 0.035398163459948236 -1) :pi true. } -_:bng_3434 { - [] 783; math:notEqualTo 2500 . +_:bng_434 { + [] 783; math:notEqualTo 1000 . (783 1) math:sum 784 . (2 783) math:product 1566 . (1566 1) math:sum 1567 . @@ -31697,15 +4697,15 @@ _:bng_3434 { (1 3847749696) math:quotient 2.5989216529328004e-10 . (0.03539816326725343 2.5989216529328004e-10) math:sum 0.035398163527145594 . [] 1; math:negation -1 . - (784 2500 0.035398163527145594 0.03539816340144829 -1) :pi true. + (784 1000 0.035398163527145594 0.035398163459948236 -1) :pi true. } -_:bng_3435 { - (783 2500 0.03539816326725343 0.03539816340144829 1) :pi true. +_:bng_435 { + (783 1000 0.03539816326725343 0.035398163459948236 1) :pi true. } -_:bng_3436 { - [] 782; math:notEqualTo 2500 . +_:bng_436 { + [] 782; math:notEqualTo 1000 . (782 1) math:sum 783 . (2 782) math:product 1564 . (1564 1) math:sum 1565 . @@ -31714,15 +4714,15 @@ _:bng_3436 { (-1 3833035560) math:quotient -2.608898311394742e-10 . (0.03539816352814326 -2.608898311394742e-10) math:sum 0.03539816326725343 . [] -1; math:negation 1 . - (783 2500 0.03539816326725343 0.03539816340144829 1) :pi true. + (783 1000 0.03539816326725343 0.035398163459948236 1) :pi true. } -_:bng_3437 { - (782 2500 0.03539816352814326 0.03539816340144829 -1) :pi true. +_:bng_437 { + (782 1000 0.03539816352814326 0.035398163459948236 -1) :pi true. } -_:bng_3438 { - [] 781; math:notEqualTo 2500 . +_:bng_438 { + [] 781; math:notEqualTo 1000 . (781 1) math:sum 782 . (2 781) math:product 1562 . (1562 1) math:sum 1563 . @@ -31731,15 +4731,15 @@ _:bng_3438 { (1 3818358984) math:quotient 2.618926099380079e-10 . (0.03539816326625065 2.618926099380079e-10) math:sum 0.03539816352814326 . [] 1; math:negation -1 . - (782 2500 0.03539816352814326 0.03539816340144829 -1) :pi true. + (782 1000 0.03539816352814326 0.035398163459948236 -1) :pi true. } -_:bng_3439 { - (781 2500 0.03539816326625065 0.03539816340144829 1) :pi true. +_:bng_439 { + (781 1000 0.03539816326625065 0.035398163459948236 1) :pi true. } -_:bng_3440 { - [] 780; math:notEqualTo 2500 . +_:bng_440 { + [] 780; math:notEqualTo 1000 . (780 1) math:sum 781 . (2 780) math:product 1560 . (1560 1) math:sum 1561 . @@ -31748,15 +4748,15 @@ _:bng_3440 { (-1 3803719920) math:quotient -2.6290053448519944e-10 . (0.035398163529151185 -2.6290053448519944e-10) math:sum 0.03539816326625065 . [] -1; math:negation 1 . - (781 2500 0.03539816326625065 0.03539816340144829 1) :pi true. + (781 1000 0.03539816326625065 0.035398163459948236 1) :pi true. } -_:bng_3441 { - (780 2500 0.035398163529151185 0.03539816340144829 -1) :pi true. +_:bng_441 { + (780 1000 0.035398163529151185 0.035398163459948236 -1) :pi true. } -_:bng_3442 { - [] 779; math:notEqualTo 2500 . +_:bng_442 { + [] 779; math:notEqualTo 1000 . (779 1) math:sum 780 . (2 779) math:product 1558 . (1558 1) math:sum 1559 . @@ -31765,15 +4765,15 @@ _:bng_3442 { (1 3789118320) math:quotient 2.639136378301325e-10 . (0.035398163265237544 2.639136378301325e-10) math:sum 0.035398163529151185 . [] 1; math:negation -1 . - (780 2500 0.035398163529151185 0.03539816340144829 -1) :pi true. + (780 1000 0.035398163529151185 0.035398163459948236 -1) :pi true. } -_:bng_3443 { - (779 2500 0.035398163265237544 0.03539816340144829 1) :pi true. +_:bng_443 { + (779 1000 0.035398163265237544 0.035398163459948236 1) :pi true. } -_:bng_3444 { - [] 778; math:notEqualTo 2500 . +_:bng_444 { + [] 778; math:notEqualTo 1000 . (778 1) math:sum 779 . (2 778) math:product 1556 . (1556 1) math:sum 1557 . @@ -31782,15 +4782,15 @@ _:bng_3444 { (-1 3774554136) math:quotient -2.6493195327693135e-10 . (0.035398163530169495 -2.6493195327693135e-10) math:sum 0.035398163265237544 . [] -1; math:negation 1 . - (779 2500 0.035398163265237544 0.03539816340144829 1) :pi true. + (779 1000 0.035398163265237544 0.035398163459948236 1) :pi true. } -_:bng_3445 { - (778 2500 0.035398163530169495 0.03539816340144829 -1) :pi true. +_:bng_445 { + (778 1000 0.035398163530169495 0.035398163459948236 -1) :pi true. } -_:bng_3446 { - [] 777; math:notEqualTo 2500 . +_:bng_446 { + [] 777; math:notEqualTo 1000 . (777 1) math:sum 778 . (2 777) math:product 1554 . (1554 1) math:sum 1555 . @@ -31799,15 +4799,15 @@ _:bng_3446 { (1 3760027320) math:quotient 2.6595551438706036e-10 . (0.03539816326421398 2.6595551438706036e-10) math:sum 0.035398163530169495 . [] 1; math:negation -1 . - (778 2500 0.035398163530169495 0.03539816340144829 -1) :pi true. + (778 1000 0.035398163530169495 0.035398163459948236 -1) :pi true. } -_:bng_3447 { - (777 2500 0.03539816326421398 0.03539816340144829 1) :pi true. +_:bng_447 { + (777 1000 0.03539816326421398 0.035398163459948236 1) :pi true. } -_:bng_3448 { - [] 776; math:notEqualTo 2500 . +_:bng_448 { + [] 776; math:notEqualTo 1000 . (776 1) math:sum 777 . (2 776) math:product 1552 . (1552 1) math:sum 1553 . @@ -31816,15 +4816,15 @@ _:bng_3448 { (-1 3745537824) math:quotient -2.6698435498164657e-10 . (0.03539816353119834 -2.6698435498164657e-10) math:sum 0.03539816326421398 . [] -1; math:negation 1 . - (777 2500 0.03539816326421398 0.03539816340144829 1) :pi true. + (777 1000 0.03539816326421398 0.035398163459948236 1) :pi true. } -_:bng_3449 { - (776 2500 0.03539816353119834 0.03539816340144829 -1) :pi true. +_:bng_449 { + (776 1000 0.03539816353119834 0.035398163459948236 -1) :pi true. } -_:bng_3450 { - [] 775; math:notEqualTo 2500 . +_:bng_450 { + [] 775; math:notEqualTo 1000 . (775 1) math:sum 776 . (2 775) math:product 1550 . (1550 1) math:sum 1551 . @@ -31833,15 +4833,15 @@ _:bng_3450 { (1 3731085600) math:quotient 2.6801850914382666e-10 . (0.03539816326317983 2.6801850914382666e-10) math:sum 0.03539816353119834 . [] 1; math:negation -1 . - (776 2500 0.03539816353119834 0.03539816340144829 -1) :pi true. + (776 1000 0.03539816353119834 0.035398163459948236 -1) :pi true. } -_:bng_3451 { - (775 2500 0.03539816326317983 0.03539816340144829 1) :pi true. +_:bng_451 { + (775 1000 0.03539816326317983 0.035398163459948236 1) :pi true. } -_:bng_3452 { - [] 774; math:notEqualTo 2500 . +_:bng_452 { + [] 774; math:notEqualTo 1000 . (774 1) math:sum 775 . (2 774) math:product 1548 . (1548 1) math:sum 1549 . @@ -31850,15 +4850,15 @@ _:bng_3452 { (-1 3716670600) math:quotient -2.6905801122111817e-10 . (0.03539816353223784 -2.6905801122111817e-10) math:sum 0.03539816326317983 . [] -1; math:negation 1 . - (775 2500 0.03539816326317983 0.03539816340144829 1) :pi true. + (775 1000 0.03539816326317983 0.035398163459948236 1) :pi true. } -_:bng_3453 { - (774 2500 0.03539816353223784 0.03539816340144829 -1) :pi true. +_:bng_453 { + (774 1000 0.03539816353223784 0.035398163459948236 -1) :pi true. } -_:bng_3454 { - [] 773; math:notEqualTo 2500 . +_:bng_454 { + [] 773; math:notEqualTo 1000 . (773 1) math:sum 774 . (2 773) math:product 1546 . (1546 1) math:sum 1547 . @@ -31867,15 +4867,15 @@ _:bng_3454 { (1 3702292776) math:quotient 2.70102895827815e-10 . (0.03539816326213494 2.70102895827815e-10) math:sum 0.03539816353223784 . [] 1; math:negation -1 . - (774 2500 0.03539816353223784 0.03539816340144829 -1) :pi true. + (774 1000 0.03539816353223784 0.035398163459948236 -1) :pi true. } -_:bng_3455 { - (773 2500 0.03539816326213494 0.03539816340144829 1) :pi true. +_:bng_455 { + (773 1000 0.03539816326213494 0.035398163459948236 1) :pi true. } -_:bng_3456 { - [] 772; math:notEqualTo 2500 . +_:bng_456 { + [] 772; math:notEqualTo 1000 . (772 1) math:sum 773 . (2 772) math:product 1544 . (1544 1) math:sum 1545 . @@ -31884,15 +4884,15 @@ _:bng_3456 { (-1 3687952080) math:quotient -2.71153197847408e-10 . (0.03539816353328814 -2.71153197847408e-10) math:sum 0.03539816326213494 . [] -1; math:negation 1 . - (773 2500 0.03539816326213494 0.03539816340144829 1) :pi true. + (773 1000 0.03539816326213494 0.035398163459948236 1) :pi true. } -_:bng_3457 { - (772 2500 0.03539816353328814 0.03539816340144829 -1) :pi true. +_:bng_457 { + (772 1000 0.03539816353328814 0.035398163459948236 -1) :pi true. } -_:bng_3458 { - [] 771; math:notEqualTo 2500 . +_:bng_458 { + [] 771; math:notEqualTo 1000 . (771 1) math:sum 772 . (2 771) math:product 1542 . (1542 1) math:sum 1543 . @@ -31901,15 +4901,15 @@ _:bng_3458 { (1 3673648464) math:quotient 2.7220895243503083e-10 . (0.03539816326107919 2.7220895243503083e-10) math:sum 0.03539816353328814 . [] 1; math:negation -1 . - (772 2500 0.03539816353328814 0.03539816340144829 -1) :pi true. + (772 1000 0.03539816353328814 0.035398163459948236 -1) :pi true. } -_:bng_3459 { - (771 2500 0.03539816326107919 0.03539816340144829 1) :pi true. +_:bng_459 { + (771 1000 0.03539816326107919 0.035398163459948236 1) :pi true. } -_:bng_3460 { - [] 770; math:notEqualTo 2500 . +_:bng_460 { + [] 770; math:notEqualTo 1000 . (770 1) math:sum 771 . (2 770) math:product 1540 . (1540 1) math:sum 1541 . @@ -31918,15 +4918,15 @@ _:bng_3460 { (-1 3659381880) math:quotient -2.732701950199305e-10 . (0.03539816353434939 -2.732701950199305e-10) math:sum 0.03539816326107919 . [] -1; math:negation 1 . - (771 2500 0.03539816326107919 0.03539816340144829 1) :pi true. + (771 1000 0.03539816326107919 0.035398163459948236 1) :pi true. } -_:bng_3461 { - (770 2500 0.03539816353434939 0.03539816340144829 -1) :pi true. +_:bng_461 { + (770 1000 0.03539816353434939 0.035398163459948236 -1) :pi true. } -_:bng_3462 { - [] 769; math:notEqualTo 2500 . +_:bng_462 { + [] 769; math:notEqualTo 1000 . (769 1) math:sum 770 . (2 769) math:product 1538 . (1538 1) math:sum 1539 . @@ -31935,15 +4935,15 @@ _:bng_3462 { (1 3645152280) math:quotient 2.743369613079649e-10 . (0.035398163260012425 2.743369613079649e-10) math:sum 0.03539816353434939 . [] 1; math:negation -1 . - (770 2500 0.03539816353434939 0.03539816340144829 -1) :pi true. + (770 1000 0.03539816353434939 0.035398163459948236 -1) :pi true. } -_:bng_3463 { - (769 2500 0.035398163260012425 0.03539816340144829 1) :pi true. +_:bng_463 { + (769 1000 0.035398163260012425 0.035398163459948236 1) :pi true. } -_:bng_3464 { - [] 768; math:notEqualTo 2500 . +_:bng_464 { + [] 768; math:notEqualTo 1000 . (768 1) math:sum 769 . (2 768) math:product 1536 . (1536 1) math:sum 1537 . @@ -31952,15 +4952,15 @@ _:bng_3464 { (-1 3630959616) math:quotient -2.7540928728412495e-10 . (0.03539816353542171 -2.7540928728412495e-10) math:sum 0.035398163260012425 . [] -1; math:negation 1 . - (769 2500 0.035398163260012425 0.03539816340144829 1) :pi true. + (769 1000 0.035398163260012425 0.035398163459948236 1) :pi true. } -_:bng_3465 { - (768 2500 0.03539816353542171 0.03539816340144829 -1) :pi true. +_:bng_465 { + (768 1000 0.03539816353542171 0.035398163459948236 -1) :pi true. } -_:bng_3466 { - [] 767; math:notEqualTo 2500 . +_:bng_466 { + [] 767; math:notEqualTo 1000 . (767 1) math:sum 768 . (2 767) math:product 1534 . (1534 1) math:sum 1535 . @@ -31969,15 +4969,15 @@ _:bng_3466 { (1 3616803840) math:quotient 2.764872092150842e-10 . (0.0353981632589345 2.764872092150842e-10) math:sum 0.03539816353542171 . [] 1; math:negation -1 . - (768 2500 0.03539816353542171 0.03539816340144829 -1) :pi true. + (768 1000 0.03539816353542171 0.035398163459948236 -1) :pi true. } -_:bng_3467 { - (767 2500 0.0353981632589345 0.03539816340144829 1) :pi true. +_:bng_467 { + (767 1000 0.0353981632589345 0.035398163459948236 1) :pi true. } -_:bng_3468 { - [] 766; math:notEqualTo 2500 . +_:bng_468 { + [] 766; math:notEqualTo 1000 . (766 1) math:sum 767 . (2 766) math:product 1532 . (1532 1) math:sum 1533 . @@ -31986,15 +4986,15 @@ _:bng_3468 { (-1 3602684904) math:quotient -2.7757076365177455e-10 . (0.03539816353650527 -2.7757076365177455e-10) math:sum 0.0353981632589345 . [] -1; math:negation 1 . - (767 2500 0.0353981632589345 0.03539816340144829 1) :pi true. + (767 1000 0.0353981632589345 0.035398163459948236 1) :pi true. } -_:bng_3469 { - (766 2500 0.03539816353650527 0.03539816340144829 -1) :pi true. +_:bng_469 { + (766 1000 0.03539816353650527 0.035398163459948236 -1) :pi true. } -_:bng_3470 { - [] 765; math:notEqualTo 2500 . +_:bng_470 { + [] 765; math:notEqualTo 1000 . (765 1) math:sum 766 . (2 765) math:product 1530 . (1530 1) math:sum 1531 . @@ -32003,15 +5003,15 @@ _:bng_3470 { (1 3588602760) math:quotient 2.786599874319887e-10 . (0.03539816325784528 2.786599874319887e-10) math:sum 0.03539816353650527 . [] 1; math:negation -1 . - (766 2500 0.03539816353650527 0.03539816340144829 -1) :pi true. + (766 1000 0.03539816353650527 0.035398163459948236 -1) :pi true. } -_:bng_3471 { - (765 2500 0.03539816325784528 0.03539816340144829 1) :pi true. +_:bng_471 { + (765 1000 0.03539816325784528 0.035398163459948236 1) :pi true. } -_:bng_3472 { - [] 764; math:notEqualTo 2500 . +_:bng_472 { + [] 764; math:notEqualTo 1000 . (764 1) math:sum 765 . (2 764) math:product 1528 . (1528 1) math:sum 1529 . @@ -32020,15 +5020,15 @@ _:bng_3472 { (-1 3574557360) math:quotient -2.797549176830107e-10 . (0.035398163537600204 -2.797549176830107e-10) math:sum 0.03539816325784528 . [] -1; math:negation 1 . - (765 2500 0.03539816325784528 0.03539816340144829 1) :pi true. + (765 1000 0.03539816325784528 0.035398163459948236 1) :pi true. } -_:bng_3473 { - (764 2500 0.035398163537600204 0.03539816340144829 -1) :pi true. +_:bng_473 { + (764 1000 0.035398163537600204 0.035398163459948236 -1) :pi true. } -_:bng_3474 { - [] 763; math:notEqualTo 2500 . +_:bng_474 { + [] 763; math:notEqualTo 1000 . (763 1) math:sum 764 . (2 763) math:product 1526 . (1526 1) math:sum 1527 . @@ -32037,15 +5037,15 @@ _:bng_3474 { (1 3560548656) math:quotient 2.8085559182427307e-10 . (0.035398163256744615 2.8085559182427307e-10) math:sum 0.035398163537600204 . [] 1; math:negation -1 . - (764 2500 0.035398163537600204 0.03539816340144829 -1) :pi true. + (764 1000 0.035398163537600204 0.035398163459948236 -1) :pi true. } -_:bng_3475 { - (763 2500 0.035398163256744615 0.03539816340144829 1) :pi true. +_:bng_475 { + (763 1000 0.035398163256744615 0.035398163459948236 1) :pi true. } -_:bng_3476 { - [] 762; math:notEqualTo 2500 . +_:bng_476 { + [] 762; math:notEqualTo 1000 . (762 1) math:sum 763 . (2 762) math:product 1524 . (1524 1) math:sum 1525 . @@ -32054,15 +5054,15 @@ _:bng_3476 { (-1 3546576600) math:quotient -2.819620475700426e-10 . (0.035398163538706666 -2.819620475700426e-10) math:sum 0.035398163256744615 . [] -1; math:negation 1 . - (763 2500 0.035398163256744615 0.03539816340144829 1) :pi true. + (763 1000 0.035398163256744615 0.035398163459948236 1) :pi true. } -_:bng_3477 { - (762 2500 0.035398163538706666 0.03539816340144829 -1) :pi true. +_:bng_477 { + (762 1000 0.035398163538706666 0.035398163459948236 -1) :pi true. } -_:bng_3478 { - [] 761; math:notEqualTo 2500 . +_:bng_478 { + [] 761; math:notEqualTo 1000 . (761 1) math:sum 762 . (2 761) math:product 1522 . (1522 1) math:sum 1523 . @@ -32071,15 +5071,15 @@ _:bng_3478 { (1 3532641144) math:quotient 2.830743229321342e-10 . (0.035398163255632345 2.830743229321342e-10) math:sum 0.035398163538706666 . [] 1; math:negation -1 . - (762 2500 0.035398163538706666 0.03539816340144829 -1) :pi true. + (762 1000 0.035398163538706666 0.035398163459948236 -1) :pi true. } -_:bng_3479 { - (761 2500 0.035398163255632345 0.03539816340144829 1) :pi true. +_:bng_479 { + (761 1000 0.035398163255632345 0.035398163459948236 1) :pi true. } -_:bng_3480 { - [] 760; math:notEqualTo 2500 . +_:bng_480 { + [] 760; math:notEqualTo 1000 . (760 1) math:sum 761 . (2 760) math:product 1520 . (1520 1) math:sum 1521 . @@ -32088,15 +5088,15 @@ _:bng_3480 { (-1 3518742240) math:quotient -2.8419245622265303e-10 . (0.0353981635398248 -2.8419245622265303e-10) math:sum 0.035398163255632345 . [] -1; math:negation 1 . - (761 2500 0.035398163255632345 0.03539816340144829 1) :pi true. + (761 1000 0.035398163255632345 0.035398163459948236 1) :pi true. } -_:bng_3481 { - (760 2500 0.0353981635398248 0.03539816340144829 -1) :pi true. +_:bng_481 { + (760 1000 0.0353981635398248 0.035398163459948236 -1) :pi true. } -_:bng_3482 { - [] 759; math:notEqualTo 2500 . +_:bng_482 { + [] 759; math:notEqualTo 1000 . (759 1) math:sum 760 . (2 759) math:product 1518 . (1518 1) math:sum 1519 . @@ -32105,15 +5105,15 @@ _:bng_3482 { (1 3504879840) math:quotient 2.8531648605676595e-10 . (0.035398163254508314 2.8531648605676595e-10) math:sum 0.0353981635398248 . [] 1; math:negation -1 . - (760 2500 0.0353981635398248 0.03539816340144829 -1) :pi true. + (760 1000 0.0353981635398248 0.035398163459948236 -1) :pi true. } -_:bng_3483 { - (759 2500 0.035398163254508314 0.03539816340144829 1) :pi true. +_:bng_483 { + (759 1000 0.035398163254508314 0.035398163459948236 1) :pi true. } -_:bng_3484 { - [] 758; math:notEqualTo 2500 . +_:bng_484 { + [] 758; math:notEqualTo 1000 . (758 1) math:sum 759 . (2 758) math:product 1516 . (1516 1) math:sum 1517 . @@ -32122,15 +5122,15 @@ _:bng_3484 { (-1 3491053896) math:quotient -2.864464513555021e-10 . (0.035398163540954763 -2.864464513555021e-10) math:sum 0.035398163254508314 . [] -1; math:negation 1 . - (759 2500 0.035398163254508314 0.03539816340144829 1) :pi true. + (759 1000 0.035398163254508314 0.035398163459948236 1) :pi true. } -_:bng_3485 { - (758 2500 0.035398163540954763 0.03539816340144829 -1) :pi true. +_:bng_485 { + (758 1000 0.035398163540954763 0.035398163459948236 -1) :pi true. } -_:bng_3486 { - [] 757; math:notEqualTo 2500 . +_:bng_486 { + [] 757; math:notEqualTo 1000 . (757 1) math:sum 758 . (2 757) math:product 1514 . (1514 1) math:sum 1515 . @@ -32139,15 +5139,15 @@ _:bng_3486 { (1 3477264360) math:quotient 2.87582391348583e-10 . (0.035398163253372375 2.87582391348583e-10) math:sum 0.035398163540954763 . [] 1; math:negation -1 . - (758 2500 0.035398163540954763 0.03539816340144829 -1) :pi true. + (758 1000 0.035398163540954763 0.035398163459948236 -1) :pi true. } -_:bng_3487 { - (757 2500 0.035398163253372375 0.03539816340144829 1) :pi true. +_:bng_487 { + (757 1000 0.035398163253372375 0.035398163459948236 1) :pi true. } -_:bng_3488 { - [] 756; math:notEqualTo 2500 . +_:bng_488 { + [] 756; math:notEqualTo 1000 . (756 1) math:sum 757 . (2 756) math:product 1512 . (1512 1) math:sum 1513 . @@ -32156,15 +5156,15 @@ _:bng_3488 { (-1 3463511184) math:quotient -2.887243455772828e-10 . (0.03539816354209672 -2.887243455772828e-10) math:sum 0.035398163253372375 . [] -1; math:negation 1 . - (757 2500 0.035398163253372375 0.03539816340144829 1) :pi true. + (757 1000 0.035398163253372375 0.035398163459948236 1) :pi true. } -_:bng_3489 { - (756 2500 0.03539816354209672 0.03539816340144829 -1) :pi true. +_:bng_489 { + (756 1000 0.03539816354209672 0.035398163459948236 -1) :pi true. } -_:bng_3490 { - [] 755; math:notEqualTo 2500 . +_:bng_490 { + [] 755; math:notEqualTo 1000 . (755 1) math:sum 756 . (2 755) math:product 1510 . (1510 1) math:sum 1511 . @@ -32173,15 +5173,15 @@ _:bng_3490 { (1 3449794320) math:quotient 2.898723538973187e-10 . (0.03539816325222436 2.898723538973187e-10) math:sum 0.03539816354209672 . [] 1; math:negation -1 . - (756 2500 0.03539816354209672 0.03539816340144829 -1) :pi true. + (756 1000 0.03539816354209672 0.035398163459948236 -1) :pi true. } -_:bng_3491 { - (755 2500 0.03539816325222436 0.03539816340144829 1) :pi true. +_:bng_491 { + (755 1000 0.03539816325222436 0.035398163459948236 1) :pi true. } -_:bng_3492 { - [] 754; math:notEqualTo 2500 . +_:bng_492 { + [] 754; math:notEqualTo 1000 . (754 1) math:sum 755 . (2 754) math:product 1508 . (1508 1) math:sum 1509 . @@ -32190,15 +5190,15 @@ _:bng_3492 { (-1 3436113720) math:quotient -2.9102645648177206e-10 . (0.03539816354325082 -2.9102645648177206e-10) math:sum 0.03539816325222436 . [] -1; math:negation 1 . - (755 2500 0.03539816325222436 0.03539816340144829 1) :pi true. + (755 1000 0.03539816325222436 0.035398163459948236 1) :pi true. } -_:bng_3493 { - (754 2500 0.03539816354325082 0.03539816340144829 -1) :pi true. +_:bng_493 { + (754 1000 0.03539816354325082 0.035398163459948236 -1) :pi true. } -_:bng_3494 { - [] 753; math:notEqualTo 2500 . +_:bng_494 { + [] 753; math:notEqualTo 1000 . (753 1) math:sum 754 . (2 753) math:product 1506 . (1506 1) math:sum 1507 . @@ -32207,15 +5207,15 @@ _:bng_3494 { (1 3422469336) math:quotient 2.921866938240407e-10 . (0.03539816325106413 2.921866938240407e-10) math:sum 0.03539816354325082 . [] 1; math:negation -1 . - (754 2500 0.03539816354325082 0.03539816340144829 -1) :pi true. + (754 1000 0.03539816354325082 0.035398163459948236 -1) :pi true. } -_:bng_3495 { - (753 2500 0.03539816325106413 0.03539816340144829 1) :pi true. +_:bng_495 { + (753 1000 0.03539816325106413 0.035398163459948236 1) :pi true. } -_:bng_3496 { - [] 752; math:notEqualTo 2500 . +_:bng_496 { + [] 752; math:notEqualTo 1000 . (752 1) math:sum 753 . (2 752) math:product 1504 . (1504 1) math:sum 1505 . @@ -32224,15 +5224,15 @@ _:bng_3496 { (-1 3408861120) math:quotient -2.933531067408226e-10 . (0.03539816354441724 -2.933531067408226e-10) math:sum 0.03539816325106413 . [] -1; math:negation 1 . - (753 2500 0.03539816325106413 0.03539816340144829 1) :pi true. + (753 1000 0.03539816325106413 0.035398163459948236 1) :pi true. } -_:bng_3497 { - (752 2500 0.03539816354441724 0.03539816340144829 -1) :pi true. +_:bng_497 { + (752 1000 0.03539816354441724 0.035398163459948236 -1) :pi true. } -_:bng_3498 { - [] 751; math:notEqualTo 2500 . +_:bng_498 { + [] 751; math:notEqualTo 1000 . (751 1) math:sum 752 . (2 751) math:product 1502 . (1502 1) math:sum 1503 . @@ -32241,15 +5241,15 @@ _:bng_3498 { (1 3395289024) math:quotient 2.9452573637513104e-10 . (0.0353981632498915 2.9452573637513104e-10) math:sum 0.03539816354441724 . [] 1; math:negation -1 . - (752 2500 0.03539816354441724 0.03539816340144829 -1) :pi true. + (752 1000 0.03539816354441724 0.035398163459948236 -1) :pi true. } -_:bng_3499 { - (751 2500 0.0353981632498915 0.03539816340144829 1) :pi true. +_:bng_499 { + (751 1000 0.0353981632498915 0.035398163459948236 1) :pi true. } -_:bng_3500 { - [] 750; math:notEqualTo 2500 . +_:bng_500 { + [] 750; math:notEqualTo 1000 . (750 1) math:sum 751 . (2 750) math:product 1500 . (1500 1) math:sum 1501 . @@ -32258,15 +5258,15 @@ _:bng_3500 { (-1 3381753000) math:quotient -2.957046241993428e-10 . (0.03539816354559613 -2.957046241993428e-10) math:sum 0.0353981632498915 . [] -1; math:negation 1 . - (751 2500 0.0353981632498915 0.03539816340144829 1) :pi true. + (751 1000 0.0353981632498915 0.035398163459948236 1) :pi true. } -_:bng_3501 { - (750 2500 0.03539816354559613 0.03539816340144829 -1) :pi true. +_:bng_501 { + (750 1000 0.03539816354559613 0.035398163459948236 -1) :pi true. } -_:bng_3502 { - [] 749; math:notEqualTo 2500 . +_:bng_502 { + [] 749; math:notEqualTo 1000 . (749 1) math:sum 750 . (2 749) math:product 1498 . (1498 1) math:sum 1499 . @@ -32275,15 +5275,15 @@ _:bng_3502 { (1 3368253000) math:quotient 2.968898120182777e-10 . (0.035398163248706316 2.968898120182777e-10) math:sum 0.03539816354559613 . [] 1; math:negation -1 . - (750 2500 0.03539816354559613 0.03539816340144829 -1) :pi true. + (750 1000 0.03539816354559613 0.035398163459948236 -1) :pi true. } -_:bng_3503 { - (749 2500 0.035398163248706316 0.03539816340144829 1) :pi true. +_:bng_503 { + (749 1000 0.035398163248706316 0.035398163459948236 1) :pi true. } -_:bng_3504 { - [] 748; math:notEqualTo 2500 . +_:bng_504 { + [] 748; math:notEqualTo 1000 . (748 1) math:sum 749 . (2 748) math:product 1496 . (1496 1) math:sum 1497 . @@ -32292,15 +5292,15 @@ _:bng_3504 { (-1 3354788976) math:quotient -2.980813419723125e-10 . (0.03539816354678766 -2.980813419723125e-10) math:sum 0.035398163248706316 . [] -1; math:negation 1 . - (749 2500 0.035398163248706316 0.03539816340144829 1) :pi true. + (749 1000 0.035398163248706316 0.035398163459948236 1) :pi true. } -_:bng_3505 { - (748 2500 0.03539816354678766 0.03539816340144829 -1) :pi true. +_:bng_505 { + (748 1000 0.03539816354678766 0.035398163459948236 -1) :pi true. } -_:bng_3506 { - [] 747; math:notEqualTo 2500 . +_:bng_506 { + [] 747; math:notEqualTo 1000 . (747 1) math:sum 748 . (2 747) math:product 1494 . (1494 1) math:sum 1495 . @@ -32309,15 +5309,15 @@ _:bng_3506 { (1 3341360880) math:quotient 2.9927925654052666e-10 . (0.035398163247508406 2.9927925654052666e-10) math:sum 0.03539816354678766 . [] 1; math:negation -1 . - (748 2500 0.03539816354678766 0.03539816340144829 -1) :pi true. + (748 1000 0.03539816354678766 0.035398163459948236 -1) :pi true. } -_:bng_3507 { - (747 2500 0.035398163247508406 0.03539816340144829 1) :pi true. +_:bng_507 { + (747 1000 0.035398163247508406 0.035398163459948236 1) :pi true. } -_:bng_3508 { - [] 746; math:notEqualTo 2500 . +_:bng_508 { + [] 746; math:notEqualTo 1000 . (746 1) math:sum 747 . (2 746) math:product 1492 . (1492 1) math:sum 1493 . @@ -32326,15 +5326,15 @@ _:bng_3508 { (-1 3327968664) math:quotient -3.004835985438834e-10 . (0.035398163547992 -3.004835985438834e-10) math:sum 0.035398163247508406 . [] -1; math:negation 1 . - (747 2500 0.035398163247508406 0.03539816340144829 1) :pi true. + (747 1000 0.035398163247508406 0.035398163459948236 1) :pi true. } -_:bng_3509 { - (746 2500 0.035398163547992 0.03539816340144829 -1) :pi true. +_:bng_509 { + (746 1000 0.035398163547992 0.035398163459948236 -1) :pi true. } -_:bng_3510 { - [] 745; math:notEqualTo 2500 . +_:bng_510 { + [] 745; math:notEqualTo 1000 . (745 1) math:sum 746 . (2 745) math:product 1490 . (1490 1) math:sum 1491 . @@ -32343,15 +5343,15 @@ _:bng_3510 { (1 3314612280) math:quotient 3.0169441114844357e-10 . (0.03539816324629759 3.0169441114844357e-10) math:sum 0.035398163547992 . [] 1; math:negation -1 . - (746 2500 0.035398163547992 0.03539816340144829 -1) :pi true. + (746 1000 0.035398163547992 0.035398163459948236 -1) :pi true. } -_:bng_3511 { - (745 2500 0.03539816324629759 0.03539816340144829 1) :pi true. +_:bng_511 { + (745 1000 0.03539816324629759 0.035398163459948236 1) :pi true. } -_:bng_3512 { - [] 744; math:notEqualTo 2500 . +_:bng_512 { + [] 744; math:notEqualTo 1000 . (744 1) math:sum 745 . (2 744) math:product 1488 . (1488 1) math:sum 1489 . @@ -32360,15 +5360,15 @@ _:bng_3512 { (-1 3301291680) math:quotient -3.0291173786861513e-10 . (0.03539816354920933 -3.0291173786861513e-10) math:sum 0.03539816324629759 . [] -1; math:negation 1 . - (745 2500 0.03539816324629759 0.03539816340144829 1) :pi true. + (745 1000 0.03539816324629759 0.035398163459948236 1) :pi true. } -_:bng_3513 { - (744 2500 0.03539816354920933 0.03539816340144829 -1) :pi true. +_:bng_513 { + (744 1000 0.03539816354920933 0.035398163459948236 -1) :pi true. } -_:bng_3514 { - [] 743; math:notEqualTo 2500 . +_:bng_514 { + [] 743; math:notEqualTo 1000 . (743 1) math:sum 744 . (2 743) math:product 1486 . (1486 1) math:sum 1487 . @@ -32377,15 +5377,15 @@ _:bng_3514 { (1 3288006816) math:quotient 3.041356225704369e-10 . (0.03539816324507371 3.041356225704369e-10) math:sum 0.03539816354920933 . [] 1; math:negation -1 . - (744 2500 0.03539816354920933 0.03539816340144829 -1) :pi true. + (744 1000 0.03539816354920933 0.035398163459948236 -1) :pi true. } -_:bng_3515 { - (743 2500 0.03539816324507371 0.03539816340144829 1) :pi true. +_:bng_515 { + (743 1000 0.03539816324507371 0.035398163459948236 1) :pi true. } -_:bng_3516 { - [] 742; math:notEqualTo 2500 . +_:bng_516 { + [] 742; math:notEqualTo 1000 . (742 1) math:sum 743 . (2 742) math:product 1484 . (1484 1) math:sum 1485 . @@ -32394,15 +5394,15 @@ _:bng_3516 { (-1 3274757640) math:quotient -3.053661094748984e-10 . (0.035398163550439815 -3.053661094748984e-10) math:sum 0.03539816324507371 . [] -1; math:negation 1 . - (743 2500 0.03539816324507371 0.03539816340144829 1) :pi true. + (743 1000 0.03539816324507371 0.035398163459948236 1) :pi true. } -_:bng_3517 { - (742 2500 0.035398163550439815 0.03539816340144829 -1) :pi true. +_:bng_517 { + (742 1000 0.035398163550439815 0.035398163459948236 -1) :pi true. } -_:bng_3518 { - [] 741; math:notEqualTo 2500 . +_:bng_518 { + [] 741; math:notEqualTo 1000 . (741 1) math:sum 742 . (2 741) math:product 1482 . (1482 1) math:sum 1483 . @@ -32411,15 +5411,15 @@ _:bng_3518 { (1 3261544104) math:quotient 3.06603243161295e-10 . (0.03539816324383657 3.06603243161295e-10) math:sum 0.035398163550439815 . [] 1; math:negation -1 . - (742 2500 0.035398163550439815 0.03539816340144829 -1) :pi true. + (742 1000 0.035398163550439815 0.035398163459948236 -1) :pi true. } -_:bng_3519 { - (741 2500 0.03539816324383657 0.03539816340144829 1) :pi true. +_:bng_519 { + (741 1000 0.03539816324383657 0.035398163459948236 1) :pi true. } -_:bng_3520 { - [] 740; math:notEqualTo 2500 . +_:bng_520 { + [] 740; math:notEqualTo 1000 . (740 1) math:sum 741 . (2 740) math:product 1480 . (1480 1) math:sum 1481 . @@ -32428,15 +5428,15 @@ _:bng_3520 { (-1 3248366160) math:quotient -3.078470685706195e-10 . (0.03539816355168364 -3.078470685706195e-10) math:sum 0.03539816324383657 . [] -1; math:negation 1 . - (741 2500 0.03539816324383657 0.03539816340144829 1) :pi true. + (741 1000 0.03539816324383657 0.035398163459948236 1) :pi true. } -_:bng_3521 { - (740 2500 0.03539816355168364 0.03539816340144829 -1) :pi true. +_:bng_521 { + (740 1000 0.03539816355168364 0.035398163459948236 -1) :pi true. } -_:bng_3522 { - [] 739; math:notEqualTo 2500 . +_:bng_522 { + [] 739; math:notEqualTo 1000 . (739 1) math:sum 740 . (2 739) math:product 1478 . (1478 1) math:sum 1479 . @@ -32445,15 +5445,15 @@ _:bng_3522 { (1 3235223760) math:quotient 3.0909763100899087e-10 . (0.03539816324258601 3.0909763100899087e-10) math:sum 0.03539816355168364 . [] 1; math:negation -1 . - (740 2500 0.03539816355168364 0.03539816340144829 -1) :pi true. + (740 1000 0.03539816355168364 0.035398163459948236 -1) :pi true. } -_:bng_3523 { - (739 2500 0.03539816324258601 0.03539816340144829 1) :pi true. +_:bng_523 { + (739 1000 0.03539816324258601 0.035398163459948236 1) :pi true. } -_:bng_3524 { - [] 738; math:notEqualTo 2500 . +_:bng_524 { + [] 738; math:notEqualTo 1000 . (738 1) math:sum 739 . (2 738) math:product 1476 . (1476 1) math:sum 1477 . @@ -32462,15 +5462,15 @@ _:bng_3524 { (-1 3222116856) math:quotient -3.1035497615111943e-10 . (0.03539816355294099 -3.1035497615111943e-10) math:sum 0.03539816324258601 . [] -1; math:negation 1 . - (739 2500 0.03539816324258601 0.03539816340144829 1) :pi true. + (739 1000 0.03539816324258601 0.035398163459948236 1) :pi true. } -_:bng_3525 { - (738 2500 0.03539816355294099 0.03539816340144829 -1) :pi true. +_:bng_525 { + (738 1000 0.03539816355294099 0.035398163459948236 -1) :pi true. } -_:bng_3526 { - [] 737; math:notEqualTo 2500 . +_:bng_526 { + [] 737; math:notEqualTo 1000 . (737 1) math:sum 738 . (2 737) math:product 1474 . (1474 1) math:sum 1475 . @@ -32479,15 +5479,15 @@ _:bng_3526 { (1 3209045400) math:quotient 3.1161915004381053e-10 . (0.03539816324132184 3.1161915004381053e-10) math:sum 0.03539816355294099 . [] 1; math:negation -1 . - (738 2500 0.03539816355294099 0.03539816340144829 -1) :pi true. + (738 1000 0.03539816355294099 0.035398163459948236 -1) :pi true. } -_:bng_3527 { - (737 2500 0.03539816324132184 0.03539816340144829 1) :pi true. +_:bng_527 { + (737 1000 0.03539816324132184 0.035398163459948236 1) :pi true. } -_:bng_3528 { - [] 736; math:notEqualTo 2500 . +_:bng_528 { + [] 736; math:notEqualTo 1000 . (736 1) math:sum 737 . (2 736) math:product 1472 . (1472 1) math:sum 1473 . @@ -32496,15 +5496,15 @@ _:bng_3528 { (-1 3196009344) math:quotient -3.128901991095055e-10 . (0.03539816355421204 -3.128901991095055e-10) math:sum 0.03539816324132184 . [] -1; math:negation 1 . - (737 2500 0.03539816324132184 0.03539816340144829 1) :pi true. + (737 1000 0.03539816324132184 0.035398163459948236 1) :pi true. } -_:bng_3529 { - (736 2500 0.03539816355421204 0.03539816340144829 -1) :pi true. +_:bng_529 { + (736 1000 0.03539816355421204 0.035398163459948236 -1) :pi true. } -_:bng_3530 { - [] 735; math:notEqualTo 2500 . +_:bng_530 { + [] 735; math:notEqualTo 1000 . (735 1) math:sum 736 . (2 735) math:product 1470 . (1470 1) math:sum 1471 . @@ -32513,15 +5513,15 @@ _:bng_3530 { (1 3183008640) math:quotient 3.1416817014986174e-10 . (0.03539816324004387 3.1416817014986174e-10) math:sum 0.03539816355421204 . [] 1; math:negation -1 . - (736 2500 0.03539816355421204 0.03539816340144829 -1) :pi true. + (736 1000 0.03539816355421204 0.035398163459948236 -1) :pi true. } -_:bng_3531 { - (735 2500 0.03539816324004387 0.03539816340144829 1) :pi true. +_:bng_531 { + (735 1000 0.03539816324004387 0.035398163459948236 1) :pi true. } -_:bng_3532 { - [] 734; math:notEqualTo 2500 . +_:bng_532 { + [] 734; math:notEqualTo 1000 . (734 1) math:sum 735 . (2 734) math:product 1468 . (1468 1) math:sum 1469 . @@ -32530,15 +5530,15 @@ _:bng_3532 { (-1 3170043240) math:quotient -3.1545311034937176e-10 . (0.03539816355549698 -3.1545311034937176e-10) math:sum 0.03539816324004387 . [] -1; math:negation 1 . - (735 2500 0.03539816324004387 0.03539816340144829 1) :pi true. + (735 1000 0.03539816324004387 0.035398163459948236 1) :pi true. } -_:bng_3533 { - (734 2500 0.03539816355549698 0.03539816340144829 -1) :pi true. +_:bng_533 { + (734 1000 0.03539816355549698 0.035398163459948236 -1) :pi true. } -_:bng_3534 { - [] 733; math:notEqualTo 2500 . +_:bng_534 { + [] 733; math:notEqualTo 1000 . (733 1) math:sum 734 . (2 733) math:product 1466 . (1466 1) math:sum 1467 . @@ -32547,15 +5547,15 @@ _:bng_3534 { (1 3157113096) math:quotient 3.1674506727902156e-10 . (0.03539816323875191 3.1674506727902156e-10) math:sum 0.03539816355549698 . [] 1; math:negation -1 . - (734 2500 0.03539816355549698 0.03539816340144829 -1) :pi true. + (734 1000 0.03539816355549698 0.035398163459948236 -1) :pi true. } -_:bng_3535 { - (733 2500 0.03539816323875191 0.03539816340144829 1) :pi true. +_:bng_535 { + (733 1000 0.03539816323875191 0.035398163459948236 1) :pi true. } -_:bng_3536 { - [] 732; math:notEqualTo 2500 . +_:bng_536 { + [] 732; math:notEqualTo 1000 . (732 1) math:sum 733 . (2 732) math:product 1464 . (1464 1) math:sum 1465 . @@ -32564,15 +5564,15 @@ _:bng_3536 { (-1 3144218160) math:quotient -3.1804408889998905e-10 . (0.035398163556796 -3.1804408889998905e-10) math:sum 0.03539816323875191 . [] -1; math:negation 1 . - (733 2500 0.03539816323875191 0.03539816340144829 1) :pi true. + (733 1000 0.03539816323875191 0.035398163459948236 1) :pi true. } -_:bng_3537 { - (732 2500 0.035398163556796 0.03539816340144829 -1) :pi true. +_:bng_537 { + (732 1000 0.035398163556796 0.035398163459948236 -1) :pi true. } -_:bng_3538 { - [] 731; math:notEqualTo 2500 . +_:bng_538 { + [] 731; math:notEqualTo 1000 . (731 1) math:sum 732 . (2 731) math:product 1462 . (1462 1) math:sum 1463 . @@ -32581,15 +5581,15 @@ _:bng_3538 { (1 3131358384) math:quotient 3.1935022356738326e-10 . (0.035398163237445775 3.1935022356738326e-10) math:sum 0.035398163556796 . [] 1; math:negation -1 . - (732 2500 0.035398163556796 0.03539816340144829 -1) :pi true. + (732 1000 0.035398163556796 0.035398163459948236 -1) :pi true. } -_:bng_3539 { - (731 2500 0.035398163237445775 0.03539816340144829 1) :pi true. +_:bng_539 { + (731 1000 0.035398163237445775 0.035398163459948236 1) :pi true. } -_:bng_3540 { - [] 730; math:notEqualTo 2500 . +_:bng_540 { + [] 730; math:notEqualTo 1000 . (730 1) math:sum 731 . (2 730) math:product 1460 . (1460 1) math:sum 1461 . @@ -32598,15 +5598,15 @@ _:bng_3540 { (-1 3118533720) math:quotient -3.206635200340242e-10 . (0.03539816355810929 -3.206635200340242e-10) math:sum 0.035398163237445775 . [] -1; math:negation 1 . - (731 2500 0.035398163237445775 0.03539816340144829 1) :pi true. + (731 1000 0.035398163237445775 0.035398163459948236 1) :pi true. } -_:bng_3541 { - (730 2500 0.03539816355810929 0.03539816340144829 -1) :pi true. +_:bng_541 { + (730 1000 0.03539816355810929 0.035398163459948236 -1) :pi true. } -_:bng_3542 { - [] 729; math:notEqualTo 2500 . +_:bng_542 { + [] 729; math:notEqualTo 1000 . (729 1) math:sum 730 . (2 729) math:product 1458 . (1458 1) math:sum 1459 . @@ -32615,15 +5615,15 @@ _:bng_3542 { (1 3105744120) math:quotient 3.219840274542643e-10 . (0.03539816323612526 3.219840274542643e-10) math:sum 0.03539816355810929 . [] 1; math:negation -1 . - (730 2500 0.03539816355810929 0.03539816340144829 -1) :pi true. + (730 1000 0.03539816355810929 0.035398163459948236 -1) :pi true. } -_:bng_3543 { - (729 2500 0.03539816323612526 0.03539816340144829 1) :pi true. +_:bng_543 { + (729 1000 0.03539816323612526 0.035398163459948236 1) :pi true. } -_:bng_3544 { - [] 728; math:notEqualTo 2500 . +_:bng_544 { + [] 728; math:notEqualTo 1000 . (728 1) math:sum 729 . (2 728) math:product 1456 . (1456 1) math:sum 1457 . @@ -32632,15 +5632,15 @@ _:bng_3544 { (-1 3092989536) math:quotient -3.2331179538785225e-10 . (0.035398163559437056 -3.2331179538785225e-10) math:sum 0.03539816323612526 . [] -1; math:negation 1 . - (729 2500 0.03539816323612526 0.03539816340144829 1) :pi true. + (729 1000 0.03539816323612526 0.035398163459948236 1) :pi true. } -_:bng_3545 { - (728 2500 0.035398163559437056 0.03539816340144829 -1) :pi true. +_:bng_545 { + (728 1000 0.035398163559437056 0.035398163459948236 -1) :pi true. } -_:bng_3546 { - [] 727; math:notEqualTo 2500 . +_:bng_546 { + [] 727; math:notEqualTo 1000 . (727 1) math:sum 728 . (2 727) math:product 1454 . (1454 1) math:sum 1455 . @@ -32649,15 +5649,15 @@ _:bng_3546 { (1 3080269920) math:quotient 3.246468738038386e-10 . (0.035398163234790184 3.246468738038386e-10) math:sum 0.035398163559437056 . [] 1; math:negation -1 . - (728 2500 0.035398163559437056 0.03539816340144829 -1) :pi true. + (728 1000 0.035398163559437056 0.035398163459948236 -1) :pi true. } -_:bng_3547 { - (727 2500 0.035398163234790184 0.03539816340144829 1) :pi true. +_:bng_547 { + (727 1000 0.035398163234790184 0.035398163459948236 1) :pi true. } -_:bng_3548 { - [] 726; math:notEqualTo 2500 . +_:bng_548 { + [] 726; math:notEqualTo 1000 . (726 1) math:sum 727 . (2 726) math:product 1452 . (1452 1) math:sum 1453 . @@ -32666,15 +5666,15 @@ _:bng_3548 { (-1 3067585224) math:quotient -3.259893130845254e-10 . (0.035398163560779496 -3.259893130845254e-10) math:sum 0.035398163234790184 . [] -1; math:negation 1 . - (727 2500 0.035398163234790184 0.03539816340144829 1) :pi true. + (727 1000 0.035398163234790184 0.035398163459948236 1) :pi true. } -_:bng_3549 { - (726 2500 0.035398163560779496 0.03539816340144829 -1) :pi true. +_:bng_549 { + (726 1000 0.035398163560779496 0.035398163459948236 -1) :pi true. } -_:bng_3550 { - [] 725; math:notEqualTo 2500 . +_:bng_550 { + [] 725; math:notEqualTo 1000 . (725 1) math:sum 726 . (2 725) math:product 1450 . (1450 1) math:sum 1451 . @@ -32683,15 +5683,15 @@ _:bng_3550 { (1 3054935400) math:quotient 3.273391640294587e-10 . (0.03539816323344033 3.273391640294587e-10) math:sum 0.035398163560779496 . [] 1; math:negation -1 . - (726 2500 0.035398163560779496 0.03539816340144829 -1) :pi true. + (726 1000 0.035398163560779496 0.035398163459948236 -1) :pi true. } -_:bng_3551 { - (725 2500 0.03539816323344033 0.03539816340144829 1) :pi true. +_:bng_551 { + (725 1000 0.03539816323344033 0.035398163459948236 1) :pi true. } -_:bng_3552 { - [] 724; math:notEqualTo 2500 . +_:bng_552 { + [] 724; math:notEqualTo 1000 . (724 1) math:sum 725 . (2 724) math:product 1448 . (1448 1) math:sum 1449 . @@ -32700,15 +5700,15 @@ _:bng_3552 { (-1 3042320400) math:quotient -3.2869647785946543e-10 . (0.03539816356213681 -3.2869647785946543e-10) math:sum 0.03539816323344033 . [] -1; math:negation 1 . - (725 2500 0.03539816323344033 0.03539816340144829 1) :pi true. + (725 1000 0.03539816323344033 0.035398163459948236 1) :pi true. } -_:bng_3553 { - (724 2500 0.03539816356213681 0.03539816340144829 -1) :pi true. +_:bng_553 { + (724 1000 0.03539816356213681 0.035398163459948236 -1) :pi true. } -_:bng_3554 { - [] 723; math:notEqualTo 2500 . +_:bng_554 { + [] 723; math:notEqualTo 1000 . (723 1) math:sum 724 . (2 723) math:product 1446 . (1446 1) math:sum 1447 . @@ -32717,15 +5717,15 @@ _:bng_3554 { (1 3029740176) math:quotient 3.300613062207351e-10 . (0.03539816323207551 3.300613062207351e-10) math:sum 0.03539816356213681 . [] 1; math:negation -1 . - (724 2500 0.03539816356213681 0.03539816340144829 -1) :pi true. + (724 1000 0.03539816356213681 0.035398163459948236 -1) :pi true. } -_:bng_3555 { - (723 2500 0.03539816323207551 0.03539816340144829 1) :pi true. +_:bng_555 { + (723 1000 0.03539816323207551 0.035398163459948236 1) :pi true. } -_:bng_3556 { - [] 722; math:notEqualTo 2500 . +_:bng_556 { + [] 722; math:notEqualTo 1000 . (722 1) math:sum 723 . (2 722) math:product 1444 . (1444 1) math:sum 1445 . @@ -32734,15 +5734,15 @@ _:bng_3556 { (-1 3017194680) math:quotient -3.314337011889468e-10 . (0.03539816356350921 -3.314337011889468e-10) math:sum 0.03539816323207551 . [] -1; math:negation 1 . - (723 2500 0.03539816323207551 0.03539816340144829 1) :pi true. + (723 1000 0.03539816323207551 0.035398163459948236 1) :pi true. } -_:bng_3557 { - (722 2500 0.03539816356350921 0.03539816340144829 -1) :pi true. +_:bng_557 { + (722 1000 0.03539816356350921 0.035398163459948236 -1) :pi true. } -_:bng_3558 { - [] 721; math:notEqualTo 2500 . +_:bng_558 { + [] 721; math:notEqualTo 1000 . (721 1) math:sum 722 . (2 721) math:product 1442 . (1442 1) math:sum 1443 . @@ -32751,15 +5751,15 @@ _:bng_3558 { (1 3004683864) math:quotient 3.328137152734415e-10 . (0.035398163230695494 3.328137152734415e-10) math:sum 0.03539816356350921 . [] 1; math:negation -1 . - (722 2500 0.03539816356350921 0.03539816340144829 -1) :pi true. + (722 1000 0.03539816356350921 0.035398163459948236 -1) :pi true. } -_:bng_3559 { - (721 2500 0.035398163230695494 0.03539816340144829 1) :pi true. +_:bng_559 { + (721 1000 0.035398163230695494 0.035398163459948236 1) :pi true. } -_:bng_3560 { - [] 720; math:notEqualTo 2500 . +_:bng_560 { + [] 720; math:notEqualTo 1000 . (720 1) math:sum 721 . (2 720) math:product 1440 . (1440 1) math:sum 1441 . @@ -32768,15 +5768,15 @@ _:bng_3560 { (-1 2992207680) math:quotient -3.3420140142144146e-10 . (0.035398163564896896 -3.3420140142144146e-10) math:sum 0.035398163230695494 . [] -1; math:negation 1 . - (721 2500 0.035398163230695494 0.03539816340144829 1) :pi true. + (721 1000 0.035398163230695494 0.035398163459948236 1) :pi true. } -_:bng_3561 { - (720 2500 0.035398163564896896 0.03539816340144829 -1) :pi true. +_:bng_561 { + (720 1000 0.035398163564896896 0.035398163459948236 -1) :pi true. } -_:bng_3562 { - [] 719; math:notEqualTo 2500 . +_:bng_562 { + [] 719; math:notEqualTo 1000 . (719 1) math:sum 720 . (2 719) math:product 1438 . (1438 1) math:sum 1439 . @@ -32785,15 +5785,15 @@ _:bng_3562 { (1 2979766080) math:quotient 3.3559681302231614e-10 . (0.03539816322930008 3.3559681302231614e-10) math:sum 0.035398163564896896 . [] 1; math:negation -1 . - (720 2500 0.035398163564896896 0.03539816340144829 -1) :pi true. + (720 1000 0.035398163564896896 0.035398163459948236 -1) :pi true. } -_:bng_3563 { - (719 2500 0.03539816322930008 0.03539816340144829 1) :pi true. +_:bng_563 { + (719 1000 0.03539816322930008 0.035398163459948236 1) :pi true. } -_:bng_3564 { - [] 718; math:notEqualTo 2500 . +_:bng_564 { + [] 718; math:notEqualTo 1000 . (718 1) math:sum 719 . (2 718) math:product 1436 . (1436 1) math:sum 1437 . @@ -32802,15 +5802,15 @@ _:bng_3564 { (-1 2967359016) math:quotient -3.3700000391189606e-10 . (0.03539816356630009 -3.3700000391189606e-10) math:sum 0.03539816322930008 . [] -1; math:negation 1 . - (719 2500 0.03539816322930008 0.03539816340144829 1) :pi true. + (719 1000 0.03539816322930008 0.035398163459948236 1) :pi true. } -_:bng_3565 { - (718 2500 0.03539816356630009 0.03539816340144829 -1) :pi true. +_:bng_565 { + (718 1000 0.03539816356630009 0.035398163459948236 -1) :pi true. } -_:bng_3566 { - [] 717; math:notEqualTo 2500 . +_:bng_566 { + [] 717; math:notEqualTo 1000 . (717 1) math:sum 718 . (2 717) math:product 1434 . (1434 1) math:sum 1435 . @@ -32819,15 +5819,15 @@ _:bng_3566 { (1 2954986440) math:quotient 3.384110283768341e-10 . (0.03539816322788906 3.384110283768341e-10) math:sum 0.03539816356630009 . [] 1; math:negation -1 . - (718 2500 0.03539816356630009 0.03539816340144829 -1) :pi true. + (718 1000 0.03539816356630009 0.035398163459948236 -1) :pi true. } -_:bng_3567 { - (717 2500 0.03539816322788906 0.03539816340144829 1) :pi true. +_:bng_567 { + (717 1000 0.03539816322788906 0.035398163459948236 1) :pi true. } -_:bng_3568 { - [] 716; math:notEqualTo 2500 . +_:bng_568 { + [] 716; math:notEqualTo 1000 . (716 1) math:sum 717 . (2 716) math:product 1432 . (1432 1) math:sum 1433 . @@ -32836,15 +5836,15 @@ _:bng_3568 { (-1 2942648304) math:quotient -3.398299411590166e-10 . (0.035398163567719 -3.398299411590166e-10) math:sum 0.03539816322788906 . [] -1; math:negation 1 . - (717 2500 0.03539816322788906 0.03539816340144829 1) :pi true. + (717 1000 0.03539816322788906 0.035398163459948236 1) :pi true. } -_:bng_3569 { - (716 2500 0.035398163567719 0.03539816340144829 -1) :pi true. +_:bng_569 { + (716 1000 0.035398163567719 0.035398163459948236 -1) :pi true. } -_:bng_3570 { - [] 715; math:notEqualTo 2500 . +_:bng_570 { + [] 715; math:notEqualTo 1000 . (715 1) math:sum 716 . (2 715) math:product 1430 . (1430 1) math:sum 1431 . @@ -32853,15 +5853,15 @@ _:bng_3570 { (1 2930344560) math:quotient 3.4125679746002295e-10 . (0.0353981632264622 3.4125679746002295e-10) math:sum 0.035398163567719 . [] 1; math:negation -1 . - (716 2500 0.035398163567719 0.03539816340144829 -1) :pi true. + (716 1000 0.035398163567719 0.035398163459948236 -1) :pi true. } -_:bng_3571 { - (715 2500 0.0353981632264622 0.03539816340144829 1) :pi true. +_:bng_571 { + (715 1000 0.0353981632264622 0.035398163459948236 1) :pi true. } -_:bng_3572 { - [] 714; math:notEqualTo 2500 . +_:bng_572 { + [] 714; math:notEqualTo 1000 . (714 1) math:sum 715 . (2 714) math:product 1428 . (1428 1) math:sum 1429 . @@ -32870,15 +5870,15 @@ _:bng_3572 { (-1 2918075160) math:quotient -3.426916529456356e-10 . (0.03539816356915385 -3.426916529456356e-10) math:sum 0.0353981632264622 . [] -1; math:negation 1 . - (715 2500 0.0353981632264622 0.03539816340144829 1) :pi true. + (715 1000 0.0353981632264622 0.035398163459948236 1) :pi true. } -_:bng_3573 { - (714 2500 0.03539816356915385 0.03539816340144829 -1) :pi true. +_:bng_573 { + (714 1000 0.03539816356915385 0.035398163459948236 -1) :pi true. } -_:bng_3574 { - [] 713; math:notEqualTo 2500 . +_:bng_574 { + [] 713; math:notEqualTo 1000 . (713 1) math:sum 714 . (2 713) math:product 1426 . (1426 1) math:sum 1427 . @@ -32887,15 +5887,15 @@ _:bng_3574 { (1 2905840056) math:quotient 3.4413456375040073e-10 . (0.03539816322501929 3.4413456375040073e-10) math:sum 0.03539816356915385 . [] 1; math:negation -1 . - (714 2500 0.03539816356915385 0.03539816340144829 -1) :pi true. + (714 1000 0.03539816356915385 0.035398163459948236 -1) :pi true. } -_:bng_3575 { - (713 2500 0.03539816322501929 0.03539816340144829 1) :pi true. +_:bng_575 { + (713 1000 0.03539816322501929 0.035398163459948236 1) :pi true. } -_:bng_3576 { - [] 712; math:notEqualTo 2500 . +_:bng_576 { + [] 712; math:notEqualTo 1000 . (712 1) math:sum 713 . (2 712) math:product 1424 . (1424 1) math:sum 1425 . @@ -32904,15 +5904,15 @@ _:bng_3576 { (-1 2893639200) math:quotient -3.4558558648224006e-10 . (0.03539816357060488 -3.4558558648224006e-10) math:sum 0.03539816322501929 . [] -1; math:negation 1 . - (713 2500 0.03539816322501929 0.03539816340144829 1) :pi true. + (713 1000 0.03539816322501929 0.035398163459948236 1) :pi true. } -_:bng_3577 { - (712 2500 0.03539816357060488 0.03539816340144829 -1) :pi true. +_:bng_577 { + (712 1000 0.03539816357060488 0.035398163459948236 -1) :pi true. } -_:bng_3578 { - [] 711; math:notEqualTo 2500 . +_:bng_578 { + [] 711; math:notEqualTo 1000 . (711 1) math:sum 712 . (2 711) math:product 1422 . (1422 1) math:sum 1423 . @@ -32921,15 +5921,15 @@ _:bng_3578 { (1 2881472544) math:quotient 3.470447782271147e-10 . (0.035398163223560104 3.470447782271147e-10) math:sum 0.03539816357060488 . [] 1; math:negation -1 . - (712 2500 0.03539816357060488 0.03539816340144829 -1) :pi true. + (712 1000 0.03539816357060488 0.035398163459948236 -1) :pi true. } -_:bng_3579 { - (711 2500 0.035398163223560104 0.03539816340144829 1) :pi true. +_:bng_579 { + (711 1000 0.035398163223560104 0.035398163459948236 1) :pi true. } -_:bng_3580 { - [] 710; math:notEqualTo 2500 . +_:bng_580 { + [] 710; math:notEqualTo 1000 . (710 1) math:sum 711 . (2 710) math:product 1420 . (1420 1) math:sum 1421 . @@ -32938,15 +5938,15 @@ _:bng_3580 { (-1 2869340040) math:quotient -3.4851219655374135e-10 . (0.0353981635720723 -3.4851219655374135e-10) math:sum 0.035398163223560104 . [] -1; math:negation 1 . - (711 2500 0.035398163223560104 0.03539816340144829 1) :pi true. + (711 1000 0.035398163223560104 0.035398163459948236 1) :pi true. } -_:bng_3581 { - (710 2500 0.0353981635720723 0.03539816340144829 -1) :pi true. +_:bng_581 { + (710 1000 0.0353981635720723 0.035398163459948236 -1) :pi true. } -_:bng_3582 { - [] 709; math:notEqualTo 2500 . +_:bng_582 { + [] 709; math:notEqualTo 1000 . (709 1) math:sum 710 . (2 709) math:product 1418 . (1418 1) math:sum 1419 . @@ -32955,15 +5955,15 @@ _:bng_3582 { (1 2857241640) math:quotient 3.4998789951836204e-10 . (0.0353981632220844 3.4998789951836204e-10) math:sum 0.0353981635720723 . [] 1; math:negation -1 . - (710 2500 0.0353981635720723 0.03539816340144829 -1) :pi true. + (710 1000 0.0353981635720723 0.035398163459948236 -1) :pi true. } -_:bng_3583 { - (709 2500 0.0353981632220844 0.03539816340144829 1) :pi true. +_:bng_583 { + (709 1000 0.0353981632220844 0.035398163459948236 1) :pi true. } -_:bng_3584 { - [] 708; math:notEqualTo 2500 . +_:bng_584 { + [] 708; math:notEqualTo 1000 . (708 1) math:sum 709 . (2 708) math:product 1416 . (1416 1) math:sum 1417 . @@ -32972,15 +5972,15 @@ _:bng_3584 { (-1 2845177296) math:quotient -3.5147194566956787e-10 . (0.03539816357355635 -3.5147194566956787e-10) math:sum 0.0353981632220844 . [] -1; math:negation 1 . - (709 2500 0.0353981632220844 0.03539816340144829 1) :pi true. + (709 1000 0.0353981632220844 0.035398163459948236 1) :pi true. } -_:bng_3585 { - (708 2500 0.03539816357355635 0.03539816340144829 -1) :pi true. +_:bng_585 { + (708 1000 0.03539816357355635 0.035398163459948236 -1) :pi true. } -_:bng_3586 { - [] 707; math:notEqualTo 2500 . +_:bng_586 { + [] 707; math:notEqualTo 1000 . (707 1) math:sum 708 . (2 707) math:product 1414 . (1414 1) math:sum 1415 . @@ -32989,15 +5989,15 @@ _:bng_3586 { (1 2833146960) math:quotient 3.5296439405317684e-10 . (0.03539816322059196 3.5296439405317684e-10) math:sum 0.03539816357355635 . [] 1; math:negation -1 . - (708 2500 0.03539816357355635 0.03539816340144829 -1) :pi true. + (708 1000 0.03539816357355635 0.035398163459948236 -1) :pi true. } -_:bng_3587 { - (707 2500 0.03539816322059196 0.03539816340144829 1) :pi true. +_:bng_587 { + (707 1000 0.03539816322059196 0.035398163459948236 1) :pi true. } -_:bng_3588 { - [] 706; math:notEqualTo 2500 . +_:bng_588 { + [] 706; math:notEqualTo 1000 . (706 1) math:sum 707 . (2 706) math:product 1412 . (1412 1) math:sum 1413 . @@ -33006,15 +6006,15 @@ _:bng_3588 { (-1 2821150584) math:quotient -3.544653042171676e-10 . (0.03539816357505726 -3.544653042171676e-10) math:sum 0.03539816322059196 . [] -1; math:negation 1 . - (707 2500 0.03539816322059196 0.03539816340144829 1) :pi true. + (707 1000 0.03539816322059196 0.035398163459948236 1) :pi true. } -_:bng_3589 { - (706 2500 0.03539816357505726 0.03539816340144829 -1) :pi true. +_:bng_589 { + (706 1000 0.03539816357505726 0.035398163459948236 -1) :pi true. } -_:bng_3590 { - [] 705; math:notEqualTo 2500 . +_:bng_590 { + [] 705; math:notEqualTo 1000 . (705 1) math:sum 706 . (2 705) math:product 1410 . (1410 1) math:sum 1411 . @@ -33023,15 +6023,15 @@ _:bng_3590 { (1 2809188120) math:quotient 3.559747362166689e-10 . (0.035398163219082526 3.559747362166689e-10) math:sum 0.03539816357505726 . [] 1; math:negation -1 . - (706 2500 0.03539816357505726 0.03539816340144829 -1) :pi true. + (706 1000 0.03539816357505726 0.035398163459948236 -1) :pi true. } -_:bng_3591 { - (705 2500 0.035398163219082526 0.03539816340144829 1) :pi true. +_:bng_591 { + (705 1000 0.035398163219082526 0.035398163459948236 1) :pi true. } -_:bng_3592 { - [] 704; math:notEqualTo 2500 . +_:bng_592 { + [] 704; math:notEqualTo 1000 . (704 1) math:sum 705 . (2 704) math:product 1408 . (1408 1) math:sum 1409 . @@ -33040,15 +6040,15 @@ _:bng_3592 { (-1 2797259520) math:quotient -3.5749275061900585e-10 . (0.03539816357657528 -3.5749275061900585e-10) math:sum 0.035398163219082526 . [] -1; math:negation 1 . - (705 2500 0.035398163219082526 0.03539816340144829 1) :pi true. + (705 1000 0.035398163219082526 0.035398163459948236 1) :pi true. } -_:bng_3593 { - (704 2500 0.03539816357657528 0.03539816340144829 -1) :pi true. +_:bng_593 { + (704 1000 0.03539816357657528 0.035398163459948236 -1) :pi true. } -_:bng_3594 { - [] 703; math:notEqualTo 2500 . +_:bng_594 { + [] 703; math:notEqualTo 1000 . (703 1) math:sum 704 . (2 703) math:product 1406 . (1406 1) math:sum 1407 . @@ -33057,15 +6057,15 @@ _:bng_3594 { (1 2785364736) math:quotient 3.5901940850880364e-10 . (0.035398163217555866 3.5901940850880364e-10) math:sum 0.03539816357657528 . [] 1; math:negation -1 . - (704 2500 0.03539816357657528 0.03539816340144829 -1) :pi true. + (704 1000 0.03539816357657528 0.035398163459948236 -1) :pi true. } -_:bng_3595 { - (703 2500 0.035398163217555866 0.03539816340144829 1) :pi true. +_:bng_595 { + (703 1000 0.035398163217555866 0.035398163459948236 1) :pi true. } -_:bng_3596 { - [] 702; math:notEqualTo 2500 . +_:bng_596 { + [] 702; math:notEqualTo 1000 . (702 1) math:sum 703 . (2 702) math:product 1404 . (1404 1) math:sum 1405 . @@ -33074,15 +6074,15 @@ _:bng_3596 { (-1 2773503720) math:quotient -3.6055477149314947e-10 . (0.03539816357811064 -3.6055477149314947e-10) math:sum 0.035398163217555866 . [] -1; math:negation 1 . - (703 2500 0.035398163217555866 0.03539816340144829 1) :pi true. + (703 1000 0.035398163217555866 0.035398163459948236 1) :pi true. } -_:bng_3597 { - (702 2500 0.03539816357811064 0.03539816340144829 -1) :pi true. +_:bng_597 { + (702 1000 0.03539816357811064 0.035398163459948236 -1) :pi true. } -_:bng_3598 { - [] 701; math:notEqualTo 2500 . +_:bng_598 { + [] 701; math:notEqualTo 1000 . (701 1) math:sum 702 . (2 701) math:product 1402 . (1402 1) math:sum 1403 . @@ -33091,15 +6091,15 @@ _:bng_3598 { (1 2761676424) math:quotient 3.620989017068134e-10 . (0.03539816321601174 3.620989017068134e-10) math:sum 0.03539816357811064 . [] 1; math:negation -1 . - (702 2500 0.03539816357811064 0.03539816340144829 -1) :pi true. + (702 1000 0.03539816357811064 0.035398163459948236 -1) :pi true. } -_:bng_3599 { - (701 2500 0.03539816321601174 0.03539816340144829 1) :pi true. +_:bng_599 { + (701 1000 0.03539816321601174 0.035398163459948236 1) :pi true. } -_:bng_3600 { - [] 700; math:notEqualTo 2500 . +_:bng_600 { + [] 700; math:notEqualTo 1000 . (700 1) math:sum 701 . (2 700) math:product 1400 . (1400 1) math:sum 1401 . @@ -33108,15 +6108,15 @@ _:bng_3600 { (-1 2749882800) math:quotient -3.636518618175291e-10 . (0.0353981635796636 -3.636518618175291e-10) math:sum 0.03539816321601174 . [] -1; math:negation 1 . - (701 2500 0.03539816321601174 0.03539816340144829 1) :pi true. + (701 1000 0.03539816321601174 0.035398163459948236 1) :pi true. } -_:bng_3601 { - (700 2500 0.0353981635796636 0.03539816340144829 -1) :pi true. +_:bng_601 { + (700 1000 0.0353981635796636 0.035398163459948236 -1) :pi true. } -_:bng_3602 { - [] 699; math:notEqualTo 2500 . +_:bng_602 { + [] 699; math:notEqualTo 1000 . (699 1) math:sum 700 . (2 699) math:product 1398 . (1398 1) math:sum 1399 . @@ -33125,15 +6125,15 @@ _:bng_3602 { (1 2738122800) math:quotient 3.652137150313346e-10 . (0.035398163214449885 3.652137150313346e-10) math:sum 0.0353981635796636 . [] 1; math:negation -1 . - (700 2500 0.0353981635796636 0.03539816340144829 -1) :pi true. + (700 1000 0.0353981635796636 0.035398163459948236 -1) :pi true. } -_:bng_3603 { - (699 2500 0.035398163214449885 0.03539816340144829 1) :pi true. +_:bng_603 { + (699 1000 0.035398163214449885 0.035398163459948236 1) :pi true. } -_:bng_3604 { - [] 698; math:notEqualTo 2500 . +_:bng_604 { + [] 698; math:notEqualTo 1000 . (698 1) math:sum 699 . (2 698) math:product 1396 . (1396 1) math:sum 1397 . @@ -33142,15 +6142,15 @@ _:bng_3604 { (-1 2726396376) math:quotient -3.66784525097975e-10 . (0.03539816358123441 -3.66784525097975e-10) math:sum 0.035398163214449885 . [] -1; math:negation 1 . - (699 2500 0.035398163214449885 0.03539816340144829 1) :pi true. + (699 1000 0.035398163214449885 0.035398163459948236 1) :pi true. } -_:bng_3605 { - (698 2500 0.03539816358123441 0.03539816340144829 -1) :pi true. +_:bng_605 { + (698 1000 0.03539816358123441 0.035398163459948236 -1) :pi true. } -_:bng_3606 { - [] 697; math:notEqualTo 2500 . +_:bng_606 { + [] 697; math:notEqualTo 1000 . (697 1) math:sum 698 . (2 697) math:product 1394 . (1394 1) math:sum 1395 . @@ -33159,15 +6159,15 @@ _:bng_3606 { (1 2714703480) math:quotient 3.6836435631636646e-10 . (0.03539816321287006 3.6836435631636646e-10) math:sum 0.03539816358123441 . [] 1; math:negation -1 . - (698 2500 0.03539816358123441 0.03539816340144829 -1) :pi true. + (698 1000 0.03539816358123441 0.035398163459948236 -1) :pi true. } -_:bng_3607 { - (697 2500 0.03539816321287006 0.03539816340144829 1) :pi true. +_:bng_607 { + (697 1000 0.03539816321287006 0.035398163459948236 1) :pi true. } -_:bng_3608 { - [] 696; math:notEqualTo 2500 . +_:bng_608 { + [] 696; math:notEqualTo 1000 . (696 1) math:sum 697 . (2 696) math:product 1392 . (1392 1) math:sum 1393 . @@ -33176,15 +6176,15 @@ _:bng_3608 { (-1 2703044064) math:quotient -3.6995327354012384e-10 . (0.035398163582823335 -3.6995327354012384e-10) math:sum 0.03539816321287006 . [] -1; math:negation 1 . - (697 2500 0.03539816321287006 0.03539816340144829 1) :pi true. + (697 1000 0.03539816321287006 0.035398163459948236 1) :pi true. } -_:bng_3609 { - (696 2500 0.035398163582823335 0.03539816340144829 -1) :pi true. +_:bng_609 { + (696 1000 0.035398163582823335 0.035398163459948236 -1) :pi true. } -_:bng_3610 { - [] 695; math:notEqualTo 2500 . +_:bng_610 { + [] 695; math:notEqualTo 1000 . (695 1) math:sum 696 . (2 695) math:product 1390 . (1390 1) math:sum 1391 . @@ -33193,15 +6193,15 @@ _:bng_3610 { (1 2691418080) math:quotient 3.7155134218315127e-10 . (0.03539816321127199 3.7155134218315127e-10) math:sum 0.035398163582823335 . [] 1; math:negation -1 . - (696 2500 0.035398163582823335 0.03539816340144829 -1) :pi true. + (696 1000 0.035398163582823335 0.035398163459948236 -1) :pi true. } -_:bng_3611 { - (695 2500 0.03539816321127199 0.03539816340144829 1) :pi true. +_:bng_611 { + (695 1000 0.03539816321127199 0.035398163459948236 1) :pi true. } -_:bng_3612 { - [] 694; math:notEqualTo 2500 . +_:bng_612 { + [] 694; math:notEqualTo 1000 . (694 1) math:sum 695 . (2 694) math:product 1388 . (1388 1) math:sum 1389 . @@ -33210,15 +6210,15 @@ _:bng_3612 { (-1 2679825480) math:quotient -3.7315862822529773e-10 . (0.03539816358443062 -3.7315862822529773e-10) math:sum 0.03539816321127199 . [] -1; math:negation 1 . - (695 2500 0.03539816321127199 0.03539816340144829 1) :pi true. + (695 1000 0.03539816321127199 0.035398163459948236 1) :pi true. } -_:bng_3613 { - (694 2500 0.03539816358443062 0.03539816340144829 -1) :pi true. +_:bng_613 { + (694 1000 0.03539816358443062 0.035398163459948236 -1) :pi true. } -_:bng_3614 { - [] 693; math:notEqualTo 2500 . +_:bng_614 { + [] 693; math:notEqualTo 1000 . (693 1) math:sum 694 . (2 693) math:product 1386 . (1386 1) math:sum 1387 . @@ -33227,15 +6227,15 @@ _:bng_3614 { (1 2668266216) math:quotient 3.7477519821807764e-10 . (0.03539816320965542 3.7477519821807764e-10) math:sum 0.03539816358443062 . [] 1; math:negation -1 . - (694 2500 0.03539816358443062 0.03539816340144829 -1) :pi true. + (694 1000 0.03539816358443062 0.035398163459948236 -1) :pi true. } -_:bng_3615 { - (693 2500 0.03539816320965542 0.03539816340144829 1) :pi true. +_:bng_615 { + (693 1000 0.03539816320965542 0.035398163459948236 1) :pi true. } -_:bng_3616 { - [] 692; math:notEqualTo 2500 . +_:bng_616 { + [] 692; math:notEqualTo 1000 . (692 1) math:sum 693 . (2 692) math:product 1384 . (1384 1) math:sum 1385 . @@ -33244,15 +6244,15 @@ _:bng_3616 { (-1 2656740240) math:quotient -3.76401119290458e-10 . (0.03539816358605654 -3.76401119290458e-10) math:sum 0.03539816320965542 . [] -1; math:negation 1 . - (693 2500 0.03539816320965542 0.03539816340144829 1) :pi true. + (693 1000 0.03539816320965542 0.035398163459948236 1) :pi true. } -_:bng_3617 { - (692 2500 0.03539816358605654 0.03539816340144829 -1) :pi true. +_:bng_617 { + (692 1000 0.03539816358605654 0.035398163459948236 -1) :pi true. } -_:bng_3618 { - [] 691; math:notEqualTo 2500 . +_:bng_618 { + [] 691; math:notEqualTo 1000 . (691 1) math:sum 692 . (2 691) math:product 1382 . (1382 1) math:sum 1383 . @@ -33261,15 +6261,15 @@ _:bng_3618 { (1 2645247504) math:quotient 3.7803645915471206e-10 . (0.035398163208020084 3.7803645915471206e-10) math:sum 0.03539816358605654 . [] 1; math:negation -1 . - (692 2500 0.03539816358605654 0.03539816340144829 -1) :pi true. + (692 1000 0.03539816358605654 0.035398163459948236 -1) :pi true. } -_:bng_3619 { - (691 2500 0.035398163208020084 0.03539816340144829 1) :pi true. +_:bng_619 { + (691 1000 0.035398163208020084 0.035398163459948236 1) :pi true. } -_:bng_3620 { - [] 690; math:notEqualTo 2500 . +_:bng_620 { + [] 690; math:notEqualTo 1000 . (690 1) math:sum 691 . (2 690) math:product 1380 . (1380 1) math:sum 1381 . @@ -33278,15 +6278,15 @@ _:bng_3620 { (-1 2633787960) math:quotient -3.796812861123414e-10 . (0.03539816358770137 -3.796812861123414e-10) math:sum 0.035398163208020084 . [] -1; math:negation 1 . - (691 2500 0.035398163208020084 0.03539816340144829 1) :pi true. + (691 1000 0.035398163208020084 0.035398163459948236 1) :pi true. } -_:bng_3621 { - (690 2500 0.03539816358770137 0.03539816340144829 -1) :pi true. +_:bng_621 { + (690 1000 0.03539816358770137 0.035398163459948236 -1) :pi true. } -_:bng_3622 { - [] 689; math:notEqualTo 2500 . +_:bng_622 { + [] 689; math:notEqualTo 1000 . (689 1) math:sum 690 . (2 689) math:product 1378 . (1378 1) math:sum 1379 . @@ -33295,15 +6295,15 @@ _:bng_3622 { (1 2622361560) math:quotient 3.813356690600666e-10 . (0.0353981632063657 3.813356690600666e-10) math:sum 0.03539816358770137 . [] 1; math:negation -1 . - (690 2500 0.03539816358770137 0.03539816340144829 -1) :pi true. + (690 1000 0.03539816358770137 0.035398163459948236 -1) :pi true. } -_:bng_3623 { - (689 2500 0.0353981632063657 0.03539816340144829 1) :pi true. +_:bng_623 { + (689 1000 0.0353981632063657 0.035398163459948236 1) :pi true. } -_:bng_3624 { - [] 688; math:notEqualTo 2500 . +_:bng_624 { + [] 688; math:notEqualTo 1000 . (688 1) math:sum 689 . (2 688) math:product 1376 . (1376 1) math:sum 1377 . @@ -33312,15 +6312,15 @@ _:bng_3624 { (-1 2610968256) math:quotient -3.8299967749588755e-10 . (0.03539816358936538 -3.8299967749588755e-10) math:sum 0.0353981632063657 . [] -1; math:negation 1 . - (689 2500 0.0353981632063657 0.03539816340144829 1) :pi true. + (689 1000 0.0353981632063657 0.035398163459948236 1) :pi true. } -_:bng_3625 { - (688 2500 0.03539816358936538 0.03539816340144829 -1) :pi true. +_:bng_625 { + (688 1000 0.03539816358936538 0.035398163459948236 -1) :pi true. } -_:bng_3626 { - [] 687; math:notEqualTo 2500 . +_:bng_626 { + [] 687; math:notEqualTo 1000 . (687 1) math:sum 688 . (2 687) math:product 1374 . (1374 1) math:sum 1375 . @@ -33329,15 +6329,15 @@ _:bng_3626 { (1 2599608000) math:quotient 3.846733815252146e-10 . (0.035398163204691996 3.846733815252146e-10) math:sum 0.03539816358936538 . [] 1; math:negation -1 . - (688 2500 0.03539816358936538 0.03539816340144829 -1) :pi true. + (688 1000 0.03539816358936538 0.035398163459948236 -1) :pi true. } -_:bng_3627 { - (687 2500 0.035398163204691996 0.03539816340144829 1) :pi true. +_:bng_627 { + (687 1000 0.035398163204691996 0.035398163459948236 1) :pi true. } -_:bng_3628 { - [] 686; math:notEqualTo 2500 . +_:bng_628 { + [] 686; math:notEqualTo 1000 . (686 1) math:sum 687 . (2 686) math:product 1372 . (1372 1) math:sum 1373 . @@ -33346,15 +6346,15 @@ _:bng_3628 { (-1 2588280744) math:quotient -3.863568518670709e-10 . (0.035398163591048845 -3.863568518670709e-10) math:sum 0.035398163204691996 . [] -1; math:negation 1 . - (687 2500 0.035398163204691996 0.03539816340144829 1) :pi true. + (687 1000 0.035398163204691996 0.035398163459948236 1) :pi true. } -_:bng_3629 { - (686 2500 0.035398163591048845 0.03539816340144829 -1) :pi true. +_:bng_629 { + (686 1000 0.035398163591048845 0.035398163459948236 -1) :pi true. } -_:bng_3630 { - [] 685; math:notEqualTo 2500 . +_:bng_630 { + [] 685; math:notEqualTo 1000 . (685 1) math:sum 686 . (2 685) math:product 1370 . (1370 1) math:sum 1371 . @@ -33363,15 +6363,15 @@ _:bng_3630 { (1 2576986440) math:quotient 3.8805015986036773e-10 . (0.035398163202998684 3.8805015986036773e-10) math:sum 0.035398163591048845 . [] 1; math:negation -1 . - (686 2500 0.035398163591048845 0.03539816340144829 -1) :pi true. + (686 1000 0.035398163591048845 0.035398163459948236 -1) :pi true. } -_:bng_3631 { - (685 2500 0.035398163202998684 0.03539816340144829 1) :pi true. +_:bng_631 { + (685 1000 0.035398163202998684 0.035398163459948236 1) :pi true. } -_:bng_3632 { - [] 684; math:notEqualTo 2500 . +_:bng_632 { + [] 684; math:notEqualTo 1000 . (684 1) math:sum 685 . (2 684) math:product 1368 . (1368 1) math:sum 1369 . @@ -33380,15 +6380,15 @@ _:bng_3632 { (-1 2565725040) math:quotient -3.89753377470253e-10 . (0.03539816359275206 -3.89753377470253e-10) math:sum 0.035398163202998684 . [] -1; math:negation 1 . - (685 2500 0.035398163202998684 0.03539816340144829 1) :pi true. + (685 1000 0.035398163202998684 0.035398163459948236 1) :pi true. } -_:bng_3633 { - (684 2500 0.03539816359275206 0.03539816340144829 -1) :pi true. +_:bng_633 { + (684 1000 0.03539816359275206 0.035398163459948236 -1) :pi true. } -_:bng_3634 { - [] 683; math:notEqualTo 2500 . +_:bng_634 { + [] 683; math:notEqualTo 1000 . (683 1) math:sum 684 . (2 683) math:product 1366 . (1366 1) math:sum 1367 . @@ -33397,15 +6397,15 @@ _:bng_3634 { (1 2554496496) math:quotient 3.914665772945339e-10 . (0.035398163201285485 3.914665772945339e-10) math:sum 0.03539816359275206 . [] 1; math:negation -1 . - (684 2500 0.03539816359275206 0.03539816340144829 -1) :pi true. + (684 1000 0.03539816359275206 0.035398163459948236 -1) :pi true. } -_:bng_3635 { - (683 2500 0.035398163201285485 0.03539816340144829 1) :pi true. +_:bng_635 { + (683 1000 0.035398163201285485 0.035398163459948236 1) :pi true. } -_:bng_3636 { - [] 682; math:notEqualTo 2500 . +_:bng_636 { + [] 682; math:notEqualTo 1000 . (682 1) math:sum 683 . (2 682) math:product 1364 . (1364 1) math:sum 1365 . @@ -33414,15 +6414,15 @@ _:bng_3636 { (-1 2543300760) math:quotient -3.9318983257017546e-10 . (0.03539816359447532 -3.9318983257017546e-10) math:sum 0.035398163201285485 . [] -1; math:negation 1 . - (683 2500 0.035398163201285485 0.03539816340144829 1) :pi true. + (683 1000 0.035398163201285485 0.035398163459948236 1) :pi true. } -_:bng_3637 { - (682 2500 0.03539816359447532 0.03539816340144829 -1) :pi true. +_:bng_637 { + (682 1000 0.03539816359447532 0.035398163459948236 -1) :pi true. } -_:bng_3638 { - [] 681; math:notEqualTo 2500 . +_:bng_638 { + [] 681; math:notEqualTo 1000 . (681 1) math:sum 682 . (2 681) math:product 1362 . (1362 1) math:sum 1363 . @@ -33431,15 +6431,15 @@ _:bng_3638 { (1 2532137784) math:quotient 3.9492321717987524e-10 . (0.0353981631995521 3.9492321717987524e-10) math:sum 0.03539816359447532 . [] 1; math:negation -1 . - (682 2500 0.03539816359447532 0.03539816340144829 -1) :pi true. + (682 1000 0.03539816359447532 0.035398163459948236 -1) :pi true. } -_:bng_3639 { - (681 2500 0.0353981631995521 0.03539816340144829 1) :pi true. +_:bng_639 { + (681 1000 0.0353981631995521 0.035398163459948236 1) :pi true. } -_:bng_3640 { - [] 680; math:notEqualTo 2500 . +_:bng_640 { + [] 680; math:notEqualTo 1000 . (680 1) math:sum 681 . (2 680) math:product 1360 . (1360 1) math:sum 1361 . @@ -33448,15 +6448,15 @@ _:bng_3640 { (-1 2521007520) math:quotient -3.966668056587154e-10 . (0.035398163596218904 -3.966668056587154e-10) math:sum 0.0353981631995521 . [] -1; math:negation 1 . - (681 2500 0.0353981631995521 0.03539816340144829 1) :pi true. + (681 1000 0.0353981631995521 0.035398163459948236 1) :pi true. } -_:bng_3641 { - (680 2500 0.035398163596218904 0.03539816340144829 -1) :pi true. +_:bng_641 { + (680 1000 0.035398163596218904 0.035398163459948236 -1) :pi true. } -_:bng_3642 { - [] 679; math:notEqualTo 2500 . +_:bng_642 { + [] 679; math:notEqualTo 1000 . (679 1) math:sum 680 . (2 679) math:product 1358 . (1358 1) math:sum 1359 . @@ -33465,15 +6465,15 @@ _:bng_3642 { (1 2509909920) math:quotient 3.984206732008932e-10 . (0.03539816319779823 3.984206732008932e-10) math:sum 0.035398163596218904 . [] 1; math:negation -1 . - (680 2500 0.035398163596218904 0.03539816340144829 -1) :pi true. + (680 1000 0.035398163596218904 0.035398163459948236 -1) :pi true. } -_:bng_3643 { - (679 2500 0.03539816319779823 0.03539816340144829 1) :pi true. +_:bng_643 { + (679 1000 0.03539816319779823 0.035398163459948236 1) :pi true. } -_:bng_3644 { - [] 678; math:notEqualTo 2500 . +_:bng_644 { + [] 678; math:notEqualTo 1000 . (678 1) math:sum 679 . (2 678) math:product 1356 . (1356 1) math:sum 1357 . @@ -33482,15 +6482,15 @@ _:bng_3644 { (-1 2498844936) math:quotient -4.001848956665313e-10 . (0.03539816359798313 -4.001848956665313e-10) math:sum 0.03539816319779823 . [] -1; math:negation 1 . - (679 2500 0.03539816319779823 0.03539816340144829 1) :pi true. + (679 1000 0.03539816319779823 0.035398163459948236 1) :pi true. } -_:bng_3645 { - (678 2500 0.03539816359798313 0.03539816340144829 -1) :pi true. +_:bng_645 { + (678 1000 0.03539816359798313 0.035398163459948236 -1) :pi true. } -_:bng_3646 { - [] 677; math:notEqualTo 2500 . +_:bng_646 { + [] 677; math:notEqualTo 1000 . (677 1) math:sum 678 . (2 677) math:product 1354 . (1354 1) math:sum 1355 . @@ -33499,15 +6499,15 @@ _:bng_3646 { (1 2487812520) math:quotient 4.0195954958856785e-10 . (0.03539816319602358 4.0195954958856785e-10) math:sum 0.03539816359798313 . [] 1; math:negation -1 . - (678 2500 0.03539816359798313 0.03539816340144829 -1) :pi true. + (678 1000 0.03539816359798313 0.035398163459948236 -1) :pi true. } -_:bng_3647 { - (677 2500 0.03539816319602358 0.03539816340144829 1) :pi true. +_:bng_647 { + (677 1000 0.03539816319602358 0.035398163459948236 1) :pi true. } -_:bng_3648 { - [] 676; math:notEqualTo 2500 . +_:bng_648 { + [] 676; math:notEqualTo 1000 . (676 1) math:sum 677 . (2 676) math:product 1352 . (1352 1) math:sum 1353 . @@ -33516,15 +6516,15 @@ _:bng_3648 { (-1 2476812624) math:quotient -4.0374471217972926e-10 . (0.035398163599768294 -4.0374471217972926e-10) math:sum 0.03539816319602358 . [] -1; math:negation 1 . - (677 2500 0.03539816319602358 0.03539816340144829 1) :pi true. + (677 1000 0.03539816319602358 0.035398163459948236 1) :pi true. } -_:bng_3649 { - (676 2500 0.035398163599768294 0.03539816340144829 -1) :pi true. +_:bng_649 { + (676 1000 0.035398163599768294 0.035398163459948236 -1) :pi true. } -_:bng_3650 { - [] 675; math:notEqualTo 2500 . +_:bng_650 { + [] 675; math:notEqualTo 1000 . (675 1) math:sum 676 . (2 675) math:product 1350 . (1350 1) math:sum 1351 . @@ -33533,15 +6533,15 @@ _:bng_3650 { (1 2465845200) math:quotient 4.055404613395845e-10 . (0.03539816319422783 4.055404613395845e-10) math:sum 0.035398163599768294 . [] 1; math:negation -1 . - (676 2500 0.035398163599768294 0.03539816340144829 -1) :pi true. + (676 1000 0.035398163599768294 0.035398163459948236 -1) :pi true. } -_:bng_3651 { - (675 2500 0.03539816319422783 0.03539816340144829 1) :pi true. +_:bng_651 { + (675 1000 0.03539816319422783 0.035398163459948236 1) :pi true. } -_:bng_3652 { - [] 674; math:notEqualTo 2500 . +_:bng_652 { + [] 674; math:notEqualTo 1000 . (674 1) math:sum 675 . (2 674) math:product 1348 . (1348 1) math:sum 1349 . @@ -33550,15 +6550,15 @@ _:bng_3652 { (-1 2454910200) math:quotient -4.073468756616841e-10 . (0.03539816360157471 -4.073468756616841e-10) math:sum 0.03539816319422783 . [] -1; math:negation 1 . - (675 2500 0.03539816319422783 0.03539816340144829 1) :pi true. + (675 1000 0.03539816319422783 0.035398163459948236 1) :pi true. } -_:bng_3653 { - (674 2500 0.03539816360157471 0.03539816340144829 -1) :pi true. +_:bng_653 { + (674 1000 0.03539816360157471 0.035398163459948236 -1) :pi true. } -_:bng_3654 { - [] 673; math:notEqualTo 2500 . +_:bng_654 { + [] 673; math:notEqualTo 1000 . (673 1) math:sum 674 . (2 673) math:product 1346 . (1346 1) math:sum 1347 . @@ -33567,15 +6567,15 @@ _:bng_3654 { (1 2444007576) math:quotient 4.0916403444078356e-10 . (0.035398163192410674 4.0916403444078356e-10) math:sum 0.03539816360157471 . [] 1; math:negation -1 . - (674 2500 0.03539816360157471 0.03539816340144829 -1) :pi true. + (674 1000 0.03539816360157471 0.035398163459948236 -1) :pi true. } -_:bng_3655 { - (673 2500 0.035398163192410674 0.03539816340144829 1) :pi true. +_:bng_655 { + (673 1000 0.035398163192410674 0.035398163459948236 1) :pi true. } -_:bng_3656 { - [] 672; math:notEqualTo 2500 . +_:bng_656 { + [] 672; math:notEqualTo 1000 . (672 1) math:sum 673 . (2 672) math:product 1344 . (1344 1) math:sum 1345 . @@ -33584,15 +6584,15 @@ _:bng_3656 { (-1 2433137280) math:quotient -4.1099201768015325e-10 . (0.03539816360340269 -4.1099201768015325e-10) math:sum 0.035398163192410674 . [] -1; math:negation 1 . - (673 2500 0.035398163192410674 0.03539816340144829 1) :pi true. + (673 1000 0.035398163192410674 0.035398163459948236 1) :pi true. } -_:bng_3657 { - (672 2500 0.03539816360340269 0.03539816340144829 -1) :pi true. +_:bng_657 { + (672 1000 0.03539816360340269 0.035398163459948236 -1) :pi true. } -_:bng_3658 { - [] 671; math:notEqualTo 2500 . +_:bng_658 { + [] 671; math:notEqualTo 1000 . (671 1) math:sum 672 . (2 671) math:product 1342 . (1342 1) math:sum 1343 . @@ -33601,15 +6601,15 @@ _:bng_3658 { (1 2422299264) math:quotient 4.128309060989749e-10 . (0.035398163190571784 4.128309060989749e-10) math:sum 0.03539816360340269 . [] 1; math:negation -1 . - (672 2500 0.03539816360340269 0.03539816340144829 -1) :pi true. + (672 1000 0.03539816360340269 0.035398163459948236 -1) :pi true. } -_:bng_3659 { - (671 2500 0.035398163190571784 0.03539816340144829 1) :pi true. +_:bng_659 { + (671 1000 0.035398163190571784 0.035398163459948236 1) :pi true. } -_:bng_3660 { - [] 670; math:notEqualTo 2500 . +_:bng_660 { + [] 670; math:notEqualTo 1000 . (670 1) math:sum 671 . (2 670) math:product 1340 . (1340 1) math:sum 1341 . @@ -33618,15 +6618,15 @@ _:bng_3660 { (-1 2411493480) math:quotient -4.146807811398271e-10 . (0.03539816360525257 -4.146807811398271e-10) math:sum 0.035398163190571784 . [] -1; math:negation 1 . - (671 2500 0.035398163190571784 0.03539816340144829 1) :pi true. + (671 1000 0.035398163190571784 0.035398163459948236 1) :pi true. } -_:bng_3661 { - (670 2500 0.03539816360525257 0.03539816340144829 -1) :pi true. +_:bng_661 { + (670 1000 0.03539816360525257 0.035398163459948236 -1) :pi true. } -_:bng_3662 { - [] 669; math:notEqualTo 2500 . +_:bng_662 { + [] 669; math:notEqualTo 1000 . (669 1) math:sum 670 . (2 669) math:product 1338 . (1338 1) math:sum 1339 . @@ -33635,15 +6635,15 @@ _:bng_3662 { (1 2400719880) math:quotient 4.1654172497626004e-10 . (0.03539816318871084 4.1654172497626004e-10) math:sum 0.03539816360525257 . [] 1; math:negation -1 . - (670 2500 0.03539816360525257 0.03539816340144829 -1) :pi true. + (670 1000 0.03539816360525257 0.035398163459948236 -1) :pi true. } -_:bng_3663 { - (669 2500 0.03539816318871084 0.03539816340144829 1) :pi true. +_:bng_663 { + (669 1000 0.03539816318871084 0.035398163459948236 1) :pi true. } -_:bng_3664 { - [] 668; math:notEqualTo 2500 . +_:bng_664 { + [] 668; math:notEqualTo 1000 . (668 1) math:sum 669 . (2 668) math:product 1336 . (1336 1) math:sum 1337 . @@ -33652,15 +6652,15 @@ _:bng_3664 { (-1 2389978416) math:quotient -4.184138205204611e-10 . (0.03539816360712466 -4.184138205204611e-10) math:sum 0.03539816318871084 . [] -1; math:negation 1 . - (669 2500 0.03539816318871084 0.03539816340144829 1) :pi true. + (669 1000 0.03539816318871084 0.035398163459948236 1) :pi true. } -_:bng_3665 { - (668 2500 0.03539816360712466 0.03539816340144829 -1) :pi true. +_:bng_665 { + (668 1000 0.03539816360712466 0.035398163459948236 -1) :pi true. } -_:bng_3666 { - [] 667; math:notEqualTo 2500 . +_:bng_666 { + [] 667; math:notEqualTo 1000 . (667 1) math:sum 668 . (2 667) math:product 1334 . (1334 1) math:sum 1335 . @@ -33669,15 +6669,15 @@ _:bng_3666 { (1 2379269040) math:quotient 4.202971514310126e-10 . (0.03539816318682751 4.202971514310126e-10) math:sum 0.03539816360712466 . [] 1; math:negation -1 . - (668 2500 0.03539816360712466 0.03539816340144829 -1) :pi true. + (668 1000 0.03539816360712466 0.035398163459948236 -1) :pi true. } -_:bng_3667 { - (667 2500 0.03539816318682751 0.03539816340144829 1) :pi true. +_:bng_667 { + (667 1000 0.03539816318682751 0.035398163459948236 1) :pi true. } -_:bng_3668 { - [] 666; math:notEqualTo 2500 . +_:bng_668 { + [] 666; math:notEqualTo 1000 . (666 1) math:sum 667 . (2 666) math:product 1332 . (1332 1) math:sum 1333 . @@ -33686,15 +6686,15 @@ _:bng_3668 { (-1 2368591704) math:quotient -4.221918021207424e-10 . (0.03539816360901931 -4.221918021207424e-10) math:sum 0.03539816318682751 . [] -1; math:negation 1 . - (667 2500 0.03539816318682751 0.03539816340144829 1) :pi true. + (667 1000 0.03539816318682751 0.035398163459948236 1) :pi true. } -_:bng_3669 { - (666 2500 0.03539816360901931 0.03539816340144829 -1) :pi true. +_:bng_669 { + (666 1000 0.03539816360901931 0.035398163459948236 -1) :pi true. } -_:bng_3670 { - [] 665; math:notEqualTo 2500 . +_:bng_670 { + [] 665; math:notEqualTo 1000 . (665 1) math:sum 666 . (2 665) math:product 1330 . (1330 1) math:sum 1331 . @@ -33703,15 +6703,15 @@ _:bng_3670 { (1 2357946360) math:quotient 4.2409785776466945e-10 . (0.03539816318492145 4.2409785776466945e-10) math:sum 0.03539816360901931 . [] 1; math:negation -1 . - (666 2500 0.03539816360901931 0.03539816340144829 -1) :pi true. + (666 1000 0.03539816360901931 0.035398163459948236 -1) :pi true. } -_:bng_3671 { - (665 2500 0.03539816318492145 0.03539816340144829 1) :pi true. +_:bng_671 { + (665 1000 0.03539816318492145 0.035398163459948236 1) :pi true. } -_:bng_3672 { - [] 664; math:notEqualTo 2500 . +_:bng_672 { + [] 664; math:notEqualTo 1000 . (664 1) math:sum 665 . (2 664) math:product 1328 . (1328 1) math:sum 1329 . @@ -33720,15 +6720,15 @@ _:bng_3672 { (-1 2347332960) math:quotient -4.26015404308045e-10 . (0.03539816361093685 -4.26015404308045e-10) math:sum 0.03539816318492145 . [] -1; math:negation 1 . - (665 2500 0.03539816318492145 0.03539816340144829 1) :pi true. + (665 1000 0.03539816318492145 0.035398163459948236 1) :pi true. } -_:bng_3673 { - (664 2500 0.03539816361093685 0.03539816340144829 -1) :pi true. +_:bng_673 { + (664 1000 0.03539816361093685 0.035398163459948236 -1) :pi true. } -_:bng_3674 { - [] 663; math:notEqualTo 2500 . +_:bng_674 { + [] 663; math:notEqualTo 1000 . (663 1) math:sum 664 . (2 663) math:product 1326 . (1326 1) math:sum 1327 . @@ -33737,15 +6737,15 @@ _:bng_3674 { (1 2336751456) math:quotient 4.2794452847449086e-10 . (0.035398163182992326 4.2794452847449086e-10) math:sum 0.03539816361093685 . [] 1; math:negation -1 . - (664 2500 0.03539816361093685 0.03539816340144829 -1) :pi true. + (664 1000 0.03539816361093685 0.035398163459948236 -1) :pi true. } -_:bng_3675 { - (663 2500 0.035398163182992326 0.03539816340144829 1) :pi true. +_:bng_675 { + (663 1000 0.035398163182992326 0.035398163459948236 1) :pi true. } -_:bng_3676 { - [] 662; math:notEqualTo 2500 . +_:bng_676 { + [] 662; math:notEqualTo 1000 . (662 1) math:sum 663 . (2 662) math:product 1324 . (1324 1) math:sum 1325 . @@ -33754,15 +6754,15 @@ _:bng_3676 { (-1 2326201800) math:quotient -4.298853177742361e-10 . (0.03539816361287764 -4.298853177742361e-10) math:sum 0.035398163182992326 . [] -1; math:negation 1 . - (663 2500 0.035398163182992326 0.03539816340144829 1) :pi true. + (663 1000 0.035398163182992326 0.035398163459948236 1) :pi true. } -_:bng_3677 { - (662 2500 0.03539816361287764 0.03539816340144829 -1) :pi true. +_:bng_677 { + (662 1000 0.03539816361287764 0.035398163459948236 -1) :pi true. } -_:bng_3678 { - [] 661; math:notEqualTo 2500 . +_:bng_678 { + [] 661; math:notEqualTo 1000 . (661 1) math:sum 662 . (2 661) math:product 1322 . (1322 1) math:sum 1323 . @@ -33771,15 +6771,15 @@ _:bng_3678 { (1 2315683944) math:quotient 4.3183786051245344e-10 . (0.035398163181039784 4.3183786051245344e-10) math:sum 0.03539816361287764 . [] 1; math:negation -1 . - (662 2500 0.03539816361287764 0.03539816340144829 -1) :pi true. + (662 1000 0.03539816361287764 0.035398163459948236 -1) :pi true. } -_:bng_3679 { - (661 2500 0.035398163181039784 0.03539816340144829 1) :pi true. +_:bng_679 { + (661 1000 0.035398163181039784 0.035398163459948236 1) :pi true. } -_:bng_3680 { - [] 660; math:notEqualTo 2500 . +_:bng_680 { + [] 660; math:notEqualTo 1000 . (660 1) math:sum 661 . (2 660) math:product 1320 . (1320 1) math:sum 1321 . @@ -33788,15 +6788,15 @@ _:bng_3680 { (-1 2305197840) math:quotient -4.338022457976969e-10 . (0.03539816361484203 -4.338022457976969e-10) math:sum 0.035398163181039784 . [] -1; math:negation 1 . - (661 2500 0.035398163181039784 0.03539816340144829 1) :pi true. + (661 1000 0.035398163181039784 0.035398163459948236 1) :pi true. } -_:bng_3681 { - (660 2500 0.03539816361484203 0.03539816340144829 -1) :pi true. +_:bng_681 { + (660 1000 0.03539816361484203 0.035398163459948236 -1) :pi true. } -_:bng_3682 { - [] 659; math:notEqualTo 2500 . +_:bng_682 { + [] 659; math:notEqualTo 1000 . (659 1) math:sum 660 . (2 659) math:product 1318 . (1318 1) math:sum 1319 . @@ -33805,15 +6805,15 @@ _:bng_3682 { (1 2294743440) math:quotient 4.3577856355044206e-10 . (0.03539816317906346 4.3577856355044206e-10) math:sum 0.03539816361484203 . [] 1; math:negation -1 . - (660 2500 0.03539816361484203 0.03539816340144829 -1) :pi true. + (660 1000 0.03539816361484203 0.035398163459948236 -1) :pi true. } -_:bng_3683 { - (659 2500 0.03539816317906346 0.03539816340144829 1) :pi true. +_:bng_683 { + (659 1000 0.03539816317906346 0.035398163459948236 1) :pi true. } -_:bng_3684 { - [] 658; math:notEqualTo 2500 . +_:bng_684 { + [] 658; math:notEqualTo 1000 . (658 1) math:sum 659 . (2 658) math:product 1316 . (1316 1) math:sum 1317 . @@ -33822,15 +6822,15 @@ _:bng_3684 { (-1 2284320696) math:quotient -4.3776690451172975e-10 . (0.03539816361683037 -4.3776690451172975e-10) math:sum 0.03539816317906346 . [] -1; math:negation 1 . - (659 2500 0.03539816317906346 0.03539816340144829 1) :pi true. + (659 1000 0.03539816317906346 0.035398163459948236 1) :pi true. } -_:bng_3685 { - (658 2500 0.03539816361683037 0.03539816340144829 -1) :pi true. +_:bng_685 { + (658 1000 0.03539816361683037 0.035398163459948236 -1) :pi true. } -_:bng_3686 { - [] 657; math:notEqualTo 2500 . +_:bng_686 { + [] 657; math:notEqualTo 1000 . (657 1) math:sum 658 . (2 657) math:product 1314 . (1314 1) math:sum 1315 . @@ -33839,15 +6839,15 @@ _:bng_3686 { (1 2273929560) math:quotient 4.3976736025191563e-10 . (0.035398163177063006 4.3976736025191563e-10) math:sum 0.03539816361683037 . [] 1; math:negation -1 . - (658 2500 0.03539816361683037 0.03539816340144829 -1) :pi true. + (658 1000 0.03539816361683037 0.035398163459948236 -1) :pi true. } -_:bng_3687 { - (657 2500 0.035398163177063006 0.03539816340144829 1) :pi true. +_:bng_687 { + (657 1000 0.035398163177063006 0.035398163459948236 1) :pi true. } -_:bng_3688 { - [] 656; math:notEqualTo 2500 . +_:bng_688 { + [] 656; math:notEqualTo 1000 . (656 1) math:sum 657 . (2 656) math:product 1312 . (1312 1) math:sum 1313 . @@ -33856,15 +6856,15 @@ _:bng_3688 { (-1 2263569984) math:quotient -4.4178002317952634e-10 . (0.03539816361884303 -4.4178002317952634e-10) math:sum 0.035398163177063006 . [] -1; math:negation 1 . - (657 2500 0.035398163177063006 0.03539816340144829 1) :pi true. + (657 1000 0.035398163177063006 0.035398163459948236 1) :pi true. } -_:bng_3689 { - (656 2500 0.03539816361884303 0.03539816340144829 -1) :pi true. +_:bng_689 { + (656 1000 0.03539816361884303 0.035398163459948236 -1) :pi true. } -_:bng_3690 { - [] 655; math:notEqualTo 2500 . +_:bng_690 { + [] 655; math:notEqualTo 1000 . (655 1) math:sum 656 . (2 655) math:product 1310 . (1310 1) math:sum 1311 . @@ -33873,15 +6873,15 @@ _:bng_3690 { (1 2253241920) math:quotient 4.438049865502236e-10 . (0.03539816317503804 4.438049865502236e-10) math:sum 0.03539816361884303 . [] 1; math:negation -1 . - (656 2500 0.03539816361884303 0.03539816340144829 -1) :pi true. + (656 1000 0.03539816361884303 0.035398163459948236 -1) :pi true. } -_:bng_3691 { - (655 2500 0.03539816317503804 0.03539816340144829 1) :pi true. +_:bng_691 { + (655 1000 0.03539816317503804 0.035398163459948236 1) :pi true. } -_:bng_3692 { - [] 654; math:notEqualTo 2500 . +_:bng_692 { + [] 654; math:notEqualTo 1000 . (654 1) math:sum 655 . (2 654) math:product 1308 . (1308 1) math:sum 1309 . @@ -33890,15 +6890,15 @@ _:bng_3692 { (-1 2242945320) math:quotient -4.458423444758787e-10 . (0.035398163620880385 -4.458423444758787e-10) math:sum 0.03539816317503804 . [] -1; math:negation 1 . - (655 2500 0.03539816317503804 0.03539816340144829 1) :pi true. + (655 1000 0.03539816317503804 0.035398163459948236 1) :pi true. } -_:bng_3693 { - (654 2500 0.035398163620880385 0.03539816340144829 -1) :pi true. +_:bng_693 { + (654 1000 0.035398163620880385 0.035398163459948236 -1) :pi true. } -_:bng_3694 { - [] 653; math:notEqualTo 2500 . +_:bng_694 { + [] 653; math:notEqualTo 1000 . (653 1) math:sum 654 . (2 653) math:product 1306 . (1306 1) math:sum 1307 . @@ -33907,15 +6907,15 @@ _:bng_3694 { (1 2232680136) math:quotient 4.478921919337576e-10 . (0.0353981631729882 4.478921919337576e-10) math:sum 0.035398163620880385 . [] 1; math:negation -1 . - (654 2500 0.035398163620880385 0.03539816340144829 -1) :pi true. + (654 1000 0.035398163620880385 0.035398163459948236 -1) :pi true. } -_:bng_3695 { - (653 2500 0.0353981631729882 0.03539816340144829 1) :pi true. +_:bng_695 { + (653 1000 0.0353981631729882 0.035398163459948236 1) :pi true. } -_:bng_3696 { - [] 652; math:notEqualTo 2500 . +_:bng_696 { + [] 652; math:notEqualTo 1000 . (652 1) math:sum 653 . (2 652) math:product 1304 . (1304 1) math:sum 1305 . @@ -33924,15 +6924,15 @@ _:bng_3696 { (-1 2222446320) math:quotient -4.499546247758191e-10 . (0.03539816362294282 -4.499546247758191e-10) math:sum 0.0353981631729882 . [] -1; math:negation 1 . - (653 2500 0.0353981631729882 0.03539816340144829 1) :pi true. + (653 1000 0.0353981631729882 0.035398163459948236 1) :pi true. } -_:bng_3697 { - (652 2500 0.03539816362294282 0.03539816340144829 -1) :pi true. +_:bng_697 { + (652 1000 0.03539816362294282 0.035398163459948236 -1) :pi true. } -_:bng_3698 { - [] 651; math:notEqualTo 2500 . +_:bng_698 { + [] 651; math:notEqualTo 1000 . (651 1) math:sum 652 . (2 651) math:product 1302 . (1302 1) math:sum 1303 . @@ -33941,15 +6941,15 @@ _:bng_3698 { (1 2212243824) math:quotient 4.520297397381275e-10 . (0.03539816317091308 4.520297397381275e-10) math:sum 0.03539816362294282 . [] 1; math:negation -1 . - (652 2500 0.03539816362294282 0.03539816340144829 -1) :pi true. + (652 1000 0.03539816362294282 0.035398163459948236 -1) :pi true. } -_:bng_3699 { - (651 2500 0.03539816317091308 0.03539816340144829 1) :pi true. +_:bng_699 { + (651 1000 0.03539816317091308 0.035398163459948236 1) :pi true. } -_:bng_3700 { - [] 650; math:notEqualTo 2500 . +_:bng_700 { + [] 650; math:notEqualTo 1000 . (650 1) math:sum 651 . (2 650) math:product 1300 . (1300 1) math:sum 1301 . @@ -33958,15 +6958,15 @@ _:bng_3700 { (-1 2202072600) math:quotient -4.5411763445038097e-10 . (0.03539816362503071 -4.5411763445038097e-10) math:sum 0.03539816317091308 . [] -1; math:negation 1 . - (651 2500 0.03539816317091308 0.03539816340144829 1) :pi true. + (651 1000 0.03539816317091308 0.035398163459948236 1) :pi true. } -_:bng_3701 { - (650 2500 0.03539816362503071 0.03539816340144829 -1) :pi true. +_:bng_701 { + (650 1000 0.03539816362503071 0.035398163459948236 -1) :pi true. } -_:bng_3702 { - [] 649; math:notEqualTo 2500 . +_:bng_702 { + [] 649; math:notEqualTo 1000 . (649 1) math:sum 650 . (2 649) math:product 1298 . (1298 1) math:sum 1299 . @@ -33975,15 +6975,15 @@ _:bng_3702 { (1 2191932600) math:quotient 4.562184074455574e-10 . (0.0353981631688123 4.562184074455574e-10) math:sum 0.03539816362503071 . [] 1; math:negation -1 . - (650 2500 0.03539816362503071 0.03539816340144829 -1) :pi true. + (650 1000 0.03539816362503071 0.035398163459948236 -1) :pi true. } -_:bng_3703 { - (649 2500 0.0353981631688123 0.03539816340144829 1) :pi true. +_:bng_703 { + (649 1000 0.0353981631688123 0.035398163459948236 1) :pi true. } -_:bng_3704 { - [] 648; math:notEqualTo 2500 . +_:bng_704 { + [] 648; math:notEqualTo 1000 . (648 1) math:sum 649 . (2 648) math:product 1296 . (1296 1) math:sum 1297 . @@ -33992,15 +6992,15 @@ _:bng_3704 { (-1 2181823776) math:quotient -4.583321581696798e-10 . (0.03539816362714446 -4.583321581696798e-10) math:sum 0.0353981631688123 . [] -1; math:negation 1 . - (649 2500 0.0353981631688123 0.03539816340144829 1) :pi true. + (649 1000 0.0353981631688123 0.035398163459948236 1) :pi true. } -_:bng_3705 { - (648 2500 0.03539816362714446 0.03539816340144829 -1) :pi true. +_:bng_705 { + (648 1000 0.03539816362714446 0.035398163459948236 -1) :pi true. } -_:bng_3706 { - [] 647; math:notEqualTo 2500 . +_:bng_706 { + [] 647; math:notEqualTo 1000 . (647 1) math:sum 648 . (2 647) math:product 1294 . (1294 1) math:sum 1295 . @@ -34009,15 +7009,15 @@ _:bng_3706 { (1 2171746080) math:quotient 4.604589869917021e-10 . (0.03539816316668547 4.604589869917021e-10) math:sum 0.03539816362714446 . [] 1; math:negation -1 . - (648 2500 0.03539816362714446 0.03539816340144829 -1) :pi true. + (648 1000 0.03539816362714446 0.035398163459948236 -1) :pi true. } -_:bng_3707 { - (647 2500 0.03539816316668547 0.03539816340144829 1) :pi true. +_:bng_707 { + (647 1000 0.03539816316668547 0.035398163459948236 1) :pi true. } -_:bng_3708 { - [] 646; math:notEqualTo 2500 . +_:bng_708 { + [] 646; math:notEqualTo 1000 . (646 1) math:sum 647 . (2 646) math:product 1292 . (1292 1) math:sum 1293 . @@ -34026,15 +7026,15 @@ _:bng_3708 { (-1 2161699464) math:quotient -4.625989952135178e-10 . (0.03539816362928446 -4.625989952135178e-10) math:sum 0.03539816316668547 . [] -1; math:negation 1 . - (647 2500 0.03539816316668547 0.03539816340144829 1) :pi true. + (647 1000 0.03539816316668547 0.035398163459948236 1) :pi true. } -_:bng_3709 { - (646 2500 0.03539816362928446 0.03539816340144829 -1) :pi true. +_:bng_709 { + (646 1000 0.03539816362928446 0.035398163459948236 -1) :pi true. } -_:bng_3710 { - [] 645; math:notEqualTo 2500 . +_:bng_710 { + [] 645; math:notEqualTo 1000 . (645 1) math:sum 646 . (2 645) math:product 1290 . (1290 1) math:sum 1291 . @@ -34043,15 +7043,15 @@ _:bng_3710 { (1 2151683880) math:quotient 4.647522850800927e-10 . (0.035398163164532176 4.647522850800927e-10) math:sum 0.03539816362928446 . [] 1; math:negation -1 . - (646 2500 0.03539816362928446 0.03539816340144829 -1) :pi true. + (646 1000 0.03539816362928446 0.035398163459948236 -1) :pi true. } -_:bng_3711 { - (645 2500 0.035398163164532176 0.03539816340144829 1) :pi true. +_:bng_711 { + (645 1000 0.035398163164532176 0.035398163459948236 1) :pi true. } -_:bng_3712 { - [] 644; math:notEqualTo 2500 . +_:bng_712 { + [] 644; math:notEqualTo 1000 . (644 1) math:sum 645 . (2 644) math:product 1288 . (1288 1) math:sum 1289 . @@ -34060,15 +7060,15 @@ _:bng_3712 { (-1 2141699280) math:quotient -4.669189597897237e-10 . (0.03539816363145114 -4.669189597897237e-10) math:sum 0.035398163164532176 . [] -1; math:negation 1 . - (645 2500 0.035398163164532176 0.03539816340144829 1) :pi true. + (645 1000 0.035398163164532176 0.035398163459948236 1) :pi true. } -_:bng_3713 { - (644 2500 0.03539816363145114 0.03539816340144829 -1) :pi true. +_:bng_713 { + (644 1000 0.03539816363145114 0.035398163459948236 -1) :pi true. } -_:bng_3714 { - [] 643; math:notEqualTo 2500 . +_:bng_714 { + [] 643; math:notEqualTo 1000 . (643 1) math:sum 644 . (2 643) math:product 1286 . (1286 1) math:sum 1287 . @@ -34077,15 +7077,15 @@ _:bng_3714 { (1 2131745616) math:quotient 4.690991235044248e-10 . (0.03539816316235202 4.690991235044248e-10) math:sum 0.03539816363145114 . [] 1; math:negation -1 . - (644 2500 0.03539816363145114 0.03539816340144829 -1) :pi true. + (644 1000 0.03539816363145114 0.035398163459948236 -1) :pi true. } -_:bng_3715 { - (643 2500 0.03539816316235202 0.03539816340144829 1) :pi true. +_:bng_715 { + (643 1000 0.03539816316235202 0.035398163459948236 1) :pi true. } -_:bng_3716 { - [] 642; math:notEqualTo 2500 . +_:bng_716 { + [] 642; math:notEqualTo 1000 . (642 1) math:sum 643 . (2 642) math:product 1284 . (1284 1) math:sum 1285 . @@ -34094,15 +7094,15 @@ _:bng_3716 { (-1 2121822840) math:quotient -4.712928813604438e-10 . (0.0353981636336449 -4.712928813604438e-10) math:sum 0.03539816316235202 . [] -1; math:negation 1 . - (643 2500 0.03539816316235202 0.03539816340144829 1) :pi true. + (643 1000 0.03539816316235202 0.035398163459948236 1) :pi true. } -_:bng_3717 { - (642 2500 0.0353981636336449 0.03539816340144829 -1) :pi true. +_:bng_717 { + (642 1000 0.0353981636336449 0.035398163459948236 -1) :pi true. } -_:bng_3718 { - [] 641; math:notEqualTo 2500 . +_:bng_718 { + [] 641; math:notEqualTo 1000 . (641 1) math:sum 642 . (2 641) math:product 1282 . (1282 1) math:sum 1283 . @@ -34111,15 +7111,15 @@ _:bng_3718 { (1 2111930904) math:quotient 4.735003394789094e-10 . (0.03539816316014456 4.735003394789094e-10) math:sum 0.0353981636336449 . [] 1; math:negation -1 . - (642 2500 0.0353981636336449 0.03539816340144829 -1) :pi true. + (642 1000 0.0353981636336449 0.035398163459948236 -1) :pi true. } -_:bng_3719 { - (641 2500 0.03539816316014456 0.03539816340144829 1) :pi true. +_:bng_719 { + (641 1000 0.03539816316014456 0.035398163459948236 1) :pi true. } -_:bng_3720 { - [] 640; math:notEqualTo 2500 . +_:bng_720 { + [] 640; math:notEqualTo 1000 . (640 1) math:sum 641 . (2 640) math:product 1280 . (1280 1) math:sum 1281 . @@ -34128,15 +7128,15 @@ _:bng_3720 { (-1 2102069760) math:quotient -4.757216049766113e-10 . (0.03539816363586617 -4.757216049766113e-10) math:sum 0.03539816316014456 . [] -1; math:negation 1 . - (641 2500 0.03539816316014456 0.03539816340144829 1) :pi true. + (641 1000 0.03539816316014456 0.035398163459948236 1) :pi true. } -_:bng_3721 { - (640 2500 0.03539816363586617 0.03539816340144829 -1) :pi true. +_:bng_721 { + (640 1000 0.03539816363586617 0.035398163459948236 -1) :pi true. } -_:bng_3722 { - [] 639; math:notEqualTo 2500 . +_:bng_722 { + [] 639; math:notEqualTo 1000 . (639 1) math:sum 640 . (2 639) math:product 1278 . (1278 1) math:sum 1279 . @@ -34145,15 +7145,15 @@ _:bng_3722 { (1 2092239360) math:quotient 4.779567859769161e-10 . (0.03539816315790938 4.779567859769161e-10) math:sum 0.03539816363586617 . [] 1; math:negation -1 . - (640 2500 0.03539816363586617 0.03539816340144829 -1) :pi true. + (640 1000 0.03539816363586617 0.035398163459948236 -1) :pi true. } -_:bng_3723 { - (639 2500 0.03539816315790938 0.03539816340144829 1) :pi true. +_:bng_723 { + (639 1000 0.03539816315790938 0.035398163459948236 1) :pi true. } -_:bng_3724 { - [] 638; math:notEqualTo 2500 . +_:bng_724 { + [] 638; math:notEqualTo 1000 . (638 1) math:sum 639 . (2 638) math:product 1276 . (1276 1) math:sum 1277 . @@ -34162,15 +7162,15 @@ _:bng_3724 { (-1 2082439656) math:quotient -4.802059916208204e-10 . (0.035398163638115376 -4.802059916208204e-10) math:sum 0.03539816315790938 . [] -1; math:negation 1 . - (639 2500 0.03539816315790938 0.03539816340144829 1) :pi true. + (639 1000 0.03539816315790938 0.035398163459948236 1) :pi true. } -_:bng_3725 { - (638 2500 0.035398163638115376 0.03539816340144829 -1) :pi true. +_:bng_725 { + (638 1000 0.035398163638115376 0.035398163459948236 -1) :pi true. } -_:bng_3726 { - [] 637; math:notEqualTo 2500 . +_:bng_726 { + [] 637; math:notEqualTo 1000 . (637 1) math:sum 638 . (2 637) math:product 1274 . (1274 1) math:sum 1275 . @@ -34179,15 +7179,15 @@ _:bng_3726 { (1 2072670600) math:quotient 4.824693320781412e-10 . (0.03539816315564604 4.824693320781412e-10) math:sum 0.035398163638115376 . [] 1; math:negation -1 . - (638 2500 0.035398163638115376 0.03539816340144829 -1) :pi true. + (638 1000 0.035398163638115376 0.035398163459948236 -1) :pi true. } -_:bng_3727 { - (637 2500 0.03539816315564604 0.03539816340144829 1) :pi true. +_:bng_727 { + (637 1000 0.03539816315564604 0.035398163459948236 1) :pi true. } -_:bng_3728 { - [] 636; math:notEqualTo 2500 . +_:bng_728 { + [] 636; math:notEqualTo 1000 . (636 1) math:sum 637 . (2 636) math:product 1272 . (1272 1) math:sum 1273 . @@ -34196,15 +7196,15 @@ _:bng_3728 { (-1 2062932144) math:quotient -4.847469185588492e-10 . (0.03539816364039296 -4.847469185588492e-10) math:sum 0.03539816315564604 . [] -1; math:negation 1 . - (637 2500 0.03539816315564604 0.03539816340144829 1) :pi true. + (637 1000 0.03539816315564604 0.035398163459948236 1) :pi true. } -_:bng_3729 { - (636 2500 0.03539816364039296 0.03539816340144829 -1) :pi true. +_:bng_729 { + (636 1000 0.03539816364039296 0.035398163459948236 -1) :pi true. } -_:bng_3730 { - [] 635; math:notEqualTo 2500 . +_:bng_730 { + [] 635; math:notEqualTo 1000 . (635 1) math:sum 636 . (2 635) math:product 1270 . (1270 1) math:sum 1271 . @@ -34213,15 +7213,15 @@ _:bng_3730 { (1 2053224240) math:quotient 4.870388633245436e-10 . (0.0353981631533541 4.870388633245436e-10) math:sum 0.03539816364039296 . [] 1; math:negation -1 . - (636 2500 0.03539816364039296 0.03539816340144829 -1) :pi true. + (636 1000 0.03539816364039296 0.035398163459948236 -1) :pi true. } -_:bng_3731 { - (635 2500 0.0353981631533541 0.03539816340144829 1) :pi true. +_:bng_731 { + (635 1000 0.0353981631533541 0.035398163459948236 1) :pi true. } -_:bng_3732 { - [] 634; math:notEqualTo 2500 . +_:bng_732 { + [] 634; math:notEqualTo 1000 . (634 1) math:sum 635 . (2 634) math:product 1268 . (1268 1) math:sum 1269 . @@ -34230,15 +7230,15 @@ _:bng_3732 { (-1 2043546840) math:quotient -4.893452797000728e-10 . (0.035398163642699376 -4.893452797000728e-10) math:sum 0.0353981631533541 . [] -1; math:negation 1 . - (635 2500 0.0353981631533541 0.03539816340144829 1) :pi true. + (635 1000 0.0353981631533541 0.035398163459948236 1) :pi true. } -_:bng_3733 { - (634 2500 0.035398163642699376 0.03539816340144829 -1) :pi true. +_:bng_733 { + (634 1000 0.035398163642699376 0.035398163459948236 -1) :pi true. } -_:bng_3734 { - [] 633; math:notEqualTo 2500 . +_:bng_734 { + [] 633; math:notEqualTo 1000 . (633 1) math:sum 634 . (2 633) math:product 1266 . (1266 1) math:sum 1267 . @@ -34247,15 +7247,15 @@ _:bng_3734 { (1 2033899896) math:quotient 4.916662820853008e-10 . (0.03539816315103309 4.916662820853008e-10) math:sum 0.035398163642699376 . [] 1; math:negation -1 . - (634 2500 0.035398163642699376 0.03539816340144829 -1) :pi true. + (634 1000 0.035398163642699376 0.035398163459948236 -1) :pi true. } -_:bng_3735 { - (633 2500 0.03539816315103309 0.03539816340144829 1) :pi true. +_:bng_735 { + (633 1000 0.03539816315103309 0.035398163459948236 1) :pi true. } -_:bng_3736 { - [] 632; math:notEqualTo 2500 . +_:bng_736 { + [] 632; math:notEqualTo 1000 . (632 1) math:sum 633 . (2 632) math:product 1264 . (1264 1) math:sum 1265 . @@ -34264,15 +7264,15 @@ _:bng_3736 { (-1 2024283360) math:quotient -4.940019859670239e-10 . (0.03539816364503508 -4.940019859670239e-10) math:sum 0.03539816315103309 . [] -1; math:negation 1 . - (633 2500 0.03539816315103309 0.03539816340144829 1) :pi true. + (633 1000 0.03539816315103309 0.035398163459948236 1) :pi true. } -_:bng_3737 { - (632 2500 0.03539816364503508 0.03539816340144829 -1) :pi true. +_:bng_737 { + (632 1000 0.03539816364503508 0.035398163459948236 -1) :pi true. } -_:bng_3738 { - [] 631; math:notEqualTo 2500 . +_:bng_738 { + [] 631; math:notEqualTo 1000 . (631 1) math:sum 632 . (2 631) math:product 1262 . (1262 1) math:sum 1263 . @@ -34281,15 +7281,15 @@ _:bng_3738 { (1 2014697184) math:quotient 4.96352507931038e-10 . (0.03539816314868257 4.96352507931038e-10) math:sum 0.03539816364503508 . [] 1; math:negation -1 . - (632 2500 0.03539816364503508 0.03539816340144829 -1) :pi true. + (632 1000 0.03539816364503508 0.035398163459948236 -1) :pi true. } -_:bng_3739 { - (631 2500 0.03539816314868257 0.03539816340144829 1) :pi true. +_:bng_739 { + (631 1000 0.03539816314868257 0.035398163459948236 1) :pi true. } -_:bng_3740 { - [] 630; math:notEqualTo 2500 . +_:bng_740 { + [] 630; math:notEqualTo 1000 . (630 1) math:sum 631 . (2 630) math:product 1260 . (1260 1) math:sum 1261 . @@ -34298,15 +7298,15 @@ _:bng_3740 { (-1 2005141320) math:quotient -4.987179656743596e-10 . (0.03539816364740053 -4.987179656743596e-10) math:sum 0.03539816314868257 . [] -1; math:negation 1 . - (631 2500 0.03539816314868257 0.03539816340144829 1) :pi true. + (631 1000 0.03539816314868257 0.035398163459948236 1) :pi true. } -_:bng_3741 { - (630 2500 0.03539816364740053 0.03539816340144829 -1) :pi true. +_:bng_741 { + (630 1000 0.03539816364740053 0.035398163459948236 -1) :pi true. } -_:bng_3742 { - [] 629; math:notEqualTo 2500 . +_:bng_742 { + [] 629; math:notEqualTo 1000 . (629 1) math:sum 630 . (2 629) math:product 1258 . (1258 1) math:sum 1259 . @@ -34315,15 +7315,15 @@ _:bng_3742 { (1 1995615720) math:quotient 5.010984780176015e-10 . (0.03539816314630206 5.010984780176015e-10) math:sum 0.03539816364740053 . [] 1; math:negation -1 . - (630 2500 0.03539816364740053 0.03539816340144829 -1) :pi true. + (630 1000 0.03539816364740053 0.035398163459948236 -1) :pi true. } -_:bng_3743 { - (629 2500 0.03539816314630206 0.03539816340144829 1) :pi true. +_:bng_743 { + (629 1000 0.03539816314630206 0.035398163459948236 1) :pi true. } -_:bng_3744 { - [] 628; math:notEqualTo 2500 . +_:bng_744 { + [] 628; math:notEqualTo 1000 . (628 1) math:sum 629 . (2 628) math:product 1256 . (1256 1) math:sum 1257 . @@ -34332,15 +7332,15 @@ _:bng_3744 { (-1 1986120336) math:quotient -5.034941649175078e-10 . (0.03539816364979622 -5.034941649175078e-10) math:sum 0.03539816314630206 . [] -1; math:negation 1 . - (629 2500 0.03539816314630206 0.03539816340144829 1) :pi true. + (629 1000 0.03539816314630206 0.035398163459948236 1) :pi true. } -_:bng_3745 { - (628 2500 0.03539816364979622 0.03539816340144829 -1) :pi true. +_:bng_745 { + (628 1000 0.03539816364979622 0.035398163459948236 -1) :pi true. } -_:bng_3746 { - [] 627; math:notEqualTo 2500 . +_:bng_746 { + [] 627; math:notEqualTo 1000 . (627 1) math:sum 628 . (2 627) math:product 1254 . (1254 1) math:sum 1255 . @@ -34349,15 +7349,15 @@ _:bng_3746 { (1 1976655120) math:quotient 5.059051474796473e-10 . (0.035398163143891076 5.059051474796473e-10) math:sum 0.03539816364979622 . [] 1; math:negation -1 . - (628 2500 0.03539816364979622 0.03539816340144829 -1) :pi true. + (628 1000 0.03539816364979622 0.035398163459948236 -1) :pi true. } -_:bng_3747 { - (627 2500 0.035398163143891076 0.03539816340144829 1) :pi true. +_:bng_747 { + (627 1000 0.035398163143891076 0.035398163459948236 1) :pi true. } -_:bng_3748 { - [] 626; math:notEqualTo 2500 . +_:bng_748 { + [] 626; math:notEqualTo 1000 . (626 1) math:sum 627 . (2 626) math:product 1252 . (1252 1) math:sum 1253 . @@ -34366,15 +7366,15 @@ _:bng_3748 { (-1 1967220024) math:quotient -5.083315479712705e-10 . (0.035398163652222626 -5.083315479712705e-10) math:sum 0.035398163143891076 . [] -1; math:negation 1 . - (627 2500 0.035398163143891076 0.03539816340144829 1) :pi true. + (627 1000 0.035398163143891076 0.035398163459948236 1) :pi true. } -_:bng_3749 { - (626 2500 0.035398163652222626 0.03539816340144829 -1) :pi true. +_:bng_749 { + (626 1000 0.035398163652222626 0.035398163459948236 -1) :pi true. } -_:bng_3750 { - [] 625; math:notEqualTo 2500 . +_:bng_750 { + [] 625; math:notEqualTo 1000 . (625 1) math:sum 626 . (2 625) math:product 1250 . (1250 1) math:sum 1251 . @@ -34383,15 +7383,15 @@ _:bng_3750 { (1 1957815000) math:quotient 5.107734898343306e-10 . (0.035398163141449134 5.107734898343306e-10) math:sum 0.035398163652222626 . [] 1; math:negation -1 . - (626 2500 0.035398163652222626 0.03539816340144829 -1) :pi true. + (626 1000 0.035398163652222626 0.035398163459948236 -1) :pi true. } -_:bng_3751 { - (625 2500 0.035398163141449134 0.03539816340144829 1) :pi true. +_:bng_751 { + (625 1000 0.035398163141449134 0.035398163459948236 1) :pi true. } -_:bng_3752 { - [] 624; math:notEqualTo 2500 . +_:bng_752 { + [] 624; math:notEqualTo 1000 . (624 1) math:sum 625 . (2 624) math:product 1248 . (1248 1) math:sum 1249 . @@ -34400,15 +7400,15 @@ _:bng_3752 { (-1 1948440000) math:quotient -5.132310976986718e-10 . (0.03539816365468023 -5.132310976986718e-10) math:sum 0.035398163141449134 . [] -1; math:negation 1 . - (625 2500 0.035398163141449134 0.03539816340144829 1) :pi true. + (625 1000 0.035398163141449134 0.035398163459948236 1) :pi true. } -_:bng_3753 { - (624 2500 0.03539816365468023 0.03539816340144829 -1) :pi true. +_:bng_753 { + (624 1000 0.03539816365468023 0.035398163459948236 -1) :pi true. } -_:bng_3754 { - [] 623; math:notEqualTo 2500 . +_:bng_754 { + [] 623; math:notEqualTo 1000 . (623 1) math:sum 624 . (2 623) math:product 1246 . (1246 1) math:sum 1247 . @@ -34417,15 +7417,15 @@ _:bng_3754 { (1 1939094976) math:quotient 5.15704497395387e-10 . (0.03539816313897573 5.15704497395387e-10) math:sum 0.03539816365468023 . [] 1; math:negation -1 . - (624 2500 0.03539816365468023 0.03539816340144829 -1) :pi true. + (624 1000 0.03539816365468023 0.035398163459948236 -1) :pi true. } -_:bng_3755 { - (623 2500 0.03539816313897573 0.03539816340144829 1) :pi true. +_:bng_755 { + (623 1000 0.03539816313897573 0.035398163459948236 1) :pi true. } -_:bng_3756 { - [] 622; math:notEqualTo 2500 . +_:bng_756 { + [] 622; math:notEqualTo 1000 . (622 1) math:sum 623 . (2 622) math:product 1244 . (1244 1) math:sum 1245 . @@ -34434,15 +7434,15 @@ _:bng_3756 { (-1 1929779880) math:quotient -5.181938159703479e-10 . (0.035398163657169544 -5.181938159703479e-10) math:sum 0.03539816313897573 . [] -1; math:negation 1 . - (623 2500 0.03539816313897573 0.03539816340144829 1) :pi true. + (623 1000 0.03539816313897573 0.035398163459948236 1) :pi true. } -_:bng_3757 { - (622 2500 0.035398163657169544 0.03539816340144829 -1) :pi true. +_:bng_757 { + (622 1000 0.035398163657169544 0.035398163459948236 -1) :pi true. } -_:bng_3758 { - [] 621; math:notEqualTo 2500 . +_:bng_758 { + [] 621; math:notEqualTo 1000 . (621 1) math:sum 622 . (2 621) math:product 1242 . (1242 1) math:sum 1243 . @@ -34451,15 +7451,15 @@ _:bng_3758 { (1 1920494664) math:quotient 5.206991816979086e-10 . (0.03539816313647036 5.206991816979086e-10) math:sum 0.035398163657169544 . [] 1; math:negation -1 . - (622 2500 0.035398163657169544 0.03539816340144829 -1) :pi true. + (622 1000 0.035398163657169544 0.035398163459948236 -1) :pi true. } -_:bng_3759 { - (621 2500 0.03539816313647036 0.03539816340144829 1) :pi true. +_:bng_759 { + (621 1000 0.03539816313647036 0.035398163459948236 1) :pi true. } -_:bng_3760 { - [] 620; math:notEqualTo 2500 . +_:bng_760 { + [] 620; math:notEqualTo 1000 . (620 1) math:sum 621 . (2 620) math:product 1240 . (1240 1) math:sum 1241 . @@ -34468,15 +7468,15 @@ _:bng_3760 { (-1 1911239280) math:quotient -5.232207240947873e-10 . (0.03539816365969108 -5.232207240947873e-10) math:sum 0.03539816313647036 . [] -1; math:negation 1 . - (621 2500 0.03539816313647036 0.03539816340144829 1) :pi true. + (621 1000 0.03539816313647036 0.035398163459948236 1) :pi true. } -_:bng_3761 { - (620 2500 0.03539816365969108 0.03539816340144829 -1) :pi true. +_:bng_761 { + (620 1000 0.03539816365969108 0.035398163459948236 -1) :pi true. } -_:bng_3762 { - [] 619; math:notEqualTo 2500 . +_:bng_762 { + [] 619; math:notEqualTo 1000 . (619 1) math:sum 620 . (2 619) math:product 1238 . (1238 1) math:sum 1239 . @@ -34485,15 +7485,15 @@ _:bng_3762 { (1 1902013680) math:quotient 5.257585739341265e-10 . (0.03539816313393251 5.257585739341265e-10) math:sum 0.03539816365969108 . [] 1; math:negation -1 . - (620 2500 0.03539816365969108 0.03539816340144829 -1) :pi true. + (620 1000 0.03539816365969108 0.035398163459948236 -1) :pi true. } -_:bng_3763 { - (619 2500 0.03539816313393251 0.03539816340144829 1) :pi true. +_:bng_763 { + (619 1000 0.03539816313393251 0.035398163459948236 1) :pi true. } -_:bng_3764 { - [] 618; math:notEqualTo 2500 . +_:bng_764 { + [] 618; math:notEqualTo 1000 . (618 1) math:sum 619 . (2 618) math:product 1236 . (1236 1) math:sum 1237 . @@ -34502,15 +7502,15 @@ _:bng_3764 { (-1 1892817816) math:quotient -5.283128632597359e-10 . (0.03539816366224537 -5.283128632597359e-10) math:sum 0.03539816313393251 . [] -1; math:negation 1 . - (619 2500 0.03539816313393251 0.03539816340144829 1) :pi true. + (619 1000 0.03539816313393251 0.035398163459948236 1) :pi true. } -_:bng_3765 { - (618 2500 0.03539816366224537 0.03539816340144829 -1) :pi true. +_:bng_765 { + (618 1000 0.03539816366224537 0.035398163459948236 -1) :pi true. } -_:bng_3766 { - [] 617; math:notEqualTo 2500 . +_:bng_766 { + [] 617; math:notEqualTo 1000 . (617 1) math:sum 618 . (2 617) math:product 1234 . (1234 1) math:sum 1235 . @@ -34519,15 +7519,15 @@ _:bng_3766 { (1 1883651640) math:quotient 5.308837254005204e-10 . (0.03539816313136165 5.308837254005204e-10) math:sum 0.03539816366224537 . [] 1; math:negation -1 . - (618 2500 0.03539816366224537 0.03539816340144829 -1) :pi true. + (618 1000 0.03539816366224537 0.035398163459948236 -1) :pi true. } -_:bng_3767 { - (617 2500 0.03539816313136165 0.03539816340144829 1) :pi true. +_:bng_767 { + (617 1000 0.03539816313136165 0.035398163459948236 1) :pi true. } -_:bng_3768 { - [] 616; math:notEqualTo 2500 . +_:bng_768 { + [] 616; math:notEqualTo 1000 . (616 1) math:sum 617 . (2 616) math:product 1232 . (1232 1) math:sum 1233 . @@ -34536,15 +7536,15 @@ _:bng_3768 { (-1 1874515104) math:quotient -5.33471294985095e-10 . (0.03539816366483294 -5.33471294985095e-10) math:sum 0.03539816313136165 . [] -1; math:negation 1 . - (617 2500 0.03539816313136165 0.03539816340144829 1) :pi true. + (617 1000 0.03539816313136165 0.035398163459948236 1) :pi true. } -_:bng_3769 { - (616 2500 0.03539816366483294 0.03539816340144829 -1) :pi true. +_:bng_769 { + (616 1000 0.03539816366483294 0.035398163459948236 -1) :pi true. } -_:bng_3770 { - [] 615; math:notEqualTo 2500 . +_:bng_770 { + [] 615; math:notEqualTo 1000 . (615 1) math:sum 616 . (2 615) math:product 1230 . (1230 1) math:sum 1231 . @@ -34553,15 +7553,15 @@ _:bng_3770 { (1 1865408160) math:quotient 5.360757079565901e-10 . (0.03539816312875724 5.360757079565901e-10) math:sum 0.03539816366483294 . [] 1; math:negation -1 . - (616 2500 0.03539816366483294 0.03539816340144829 -1) :pi true. + (616 1000 0.03539816366483294 0.035398163459948236 -1) :pi true. } -_:bng_3771 { - (615 2500 0.03539816312875724 0.03539816340144829 1) :pi true. +_:bng_771 { + (615 1000 0.03539816312875724 0.035398163459948236 1) :pi true. } -_:bng_3772 { - [] 614; math:notEqualTo 2500 . +_:bng_772 { + [] 614; math:notEqualTo 1000 . (614 1) math:sum 615 . (2 614) math:product 1228 . (1228 1) math:sum 1229 . @@ -34570,15 +7570,15 @@ _:bng_3772 { (-1 1856330760) math:quotient -5.386971015876503e-10 . (0.03539816366745434 -5.386971015876503e-10) math:sum 0.03539816312875724 . [] -1; math:negation 1 . - (615 2500 0.03539816312875724 0.03539816340144829 1) :pi true. + (615 1000 0.03539816312875724 0.035398163459948236 1) :pi true. } -_:bng_3773 { - (614 2500 0.03539816366745434 0.03539816340144829 -1) :pi true. +_:bng_773 { + (614 1000 0.03539816366745434 0.035398163459948236 -1) :pi true. } -_:bng_3774 { - [] 613; math:notEqualTo 2500 . +_:bng_774 { + [] 613; math:notEqualTo 1000 . (613 1) math:sum 614 . (2 613) math:product 1226 . (1226 1) math:sum 1227 . @@ -34587,15 +7587,15 @@ _:bng_3774 { (1 1847282856) math:quotient 5.413356144956287e-10 . (0.03539816312611872 5.413356144956287e-10) math:sum 0.03539816366745434 . [] 1; math:negation -1 . - (614 2500 0.03539816366745434 0.03539816340144829 -1) :pi true. + (614 1000 0.03539816366745434 0.035398163459948236 -1) :pi true. } -_:bng_3775 { - (613 2500 0.03539816312611872 0.03539816340144829 1) :pi true. +_:bng_775 { + (613 1000 0.03539816312611872 0.035398163459948236 1) :pi true. } -_:bng_3776 { - [] 612; math:notEqualTo 2500 . +_:bng_776 { + [] 612; math:notEqualTo 1000 . (612 1) math:sum 613 . (2 612) math:product 1224 . (1224 1) math:sum 1225 . @@ -34604,15 +7604,15 @@ _:bng_3776 { (-1 1838264400) math:quotient -5.439913866579802e-10 . (0.03539816367011011 -5.439913866579802e-10) math:sum 0.03539816312611872 . [] -1; math:negation 1 . - (613 2500 0.03539816312611872 0.03539816340144829 1) :pi true. + (613 1000 0.03539816312611872 0.035398163459948236 1) :pi true. } -_:bng_3777 { - (612 2500 0.03539816367011011 0.03539816340144829 -1) :pi true. +_:bng_777 { + (612 1000 0.03539816367011011 0.035398163459948236 -1) :pi true. } -_:bng_3778 { - [] 611; math:notEqualTo 2500 . +_:bng_778 { + [] 611; math:notEqualTo 1000 . (611 1) math:sum 612 . (2 611) math:product 1222 . (1222 1) math:sum 1223 . @@ -34621,15 +7621,15 @@ _:bng_3778 { (1 1829275344) math:quotient 5.466645594278561e-10 . (0.03539816312344555 5.466645594278561e-10) math:sum 0.03539816367011011 . [] 1; math:negation -1 . - (612 2500 0.03539816367011011 0.03539816340144829 -1) :pi true. + (612 1000 0.03539816367011011 0.035398163459948236 -1) :pi true. } -_:bng_3779 { - (611 2500 0.03539816312344555 0.03539816340144829 1) :pi true. +_:bng_779 { + (611 1000 0.03539816312344555 0.035398163459948236 1) :pi true. } -_:bng_3780 { - [] 610; math:notEqualTo 2500 . +_:bng_780 { + [] 610; math:notEqualTo 1000 . (610 1) math:sum 611 . (2 610) math:product 1220 . (1220 1) math:sum 1221 . @@ -34638,15 +7638,15 @@ _:bng_3780 { (-1 1820315640) math:quotient -5.493552755499041e-10 . (0.035398163672800825 -5.493552755499041e-10) math:sum 0.03539816312344555 . [] -1; math:negation 1 . - (611 2500 0.03539816312344555 0.03539816340144829 1) :pi true. + (611 1000 0.03539816312344555 0.035398163459948236 1) :pi true. } -_:bng_3781 { - (610 2500 0.035398163672800825 0.03539816340144829 -1) :pi true. +_:bng_781 { + (610 1000 0.035398163672800825 0.035398163459948236 -1) :pi true. } -_:bng_3782 { - [] 609; math:notEqualTo 2500 . +_:bng_782 { + [] 609; math:notEqualTo 1000 . (609 1) math:sum 610 . (2 609) math:product 1218 . (1218 1) math:sum 1219 . @@ -34655,15 +7655,15 @@ _:bng_3782 { (1 1811385240) math:quotient 5.52063679176275e-10 . (0.035398163120737146 5.52063679176275e-10) math:sum 0.035398163672800825 . [] 1; math:negation -1 . - (610 2500 0.035398163672800825 0.03539816340144829 -1) :pi true. + (610 1000 0.035398163672800825 0.035398163459948236 -1) :pi true. } -_:bng_3783 { - (609 2500 0.035398163120737146 0.03539816340144829 1) :pi true. +_:bng_783 { + (609 1000 0.035398163120737146 0.035398163459948236 1) :pi true. } -_:bng_3784 { - [] 608; math:notEqualTo 2500 . +_:bng_784 { + [] 608; math:notEqualTo 1000 . (608 1) math:sum 609 . (2 608) math:product 1216 . (1216 1) math:sum 1217 . @@ -34672,15 +7672,15 @@ _:bng_3784 { (-1 1802484096) math:quotient -5.547899158828417e-10 . (0.03539816367552706 -5.547899158828417e-10) math:sum 0.035398163120737146 . [] -1; math:negation 1 . - (609 2500 0.035398163120737146 0.03539816340144829 1) :pi true. + (609 1000 0.035398163120737146 0.035398163459948236 1) :pi true. } -_:bng_3785 { - (608 2500 0.03539816367552706 0.03539816340144829 -1) :pi true. +_:bng_785 { + (608 1000 0.03539816367552706 0.035398163459948236 -1) :pi true. } -_:bng_3786 { - [] 607; math:notEqualTo 2500 . +_:bng_786 { + [] 607; math:notEqualTo 1000 . (607 1) math:sum 608 . (2 607) math:product 1214 . (1214 1) math:sum 1215 . @@ -34689,15 +7689,15 @@ _:bng_3786 { (1 1793612160) math:quotient 5.575341326856303e-10 . (0.03539816311799293 5.575341326856303e-10) math:sum 0.03539816367552706 . [] 1; math:negation -1 . - (608 2500 0.03539816367552706 0.03539816340144829 -1) :pi true. + (608 1000 0.03539816367552706 0.035398163459948236 -1) :pi true. } -_:bng_3787 { - (607 2500 0.03539816311799293 0.03539816340144829 1) :pi true. +_:bng_787 { + (607 1000 0.03539816311799293 0.035398163459948236 1) :pi true. } -_:bng_3788 { - [] 606; math:notEqualTo 2500 . +_:bng_788 { + [] 606; math:notEqualTo 1000 . (606 1) math:sum 607 . (2 606) math:product 1212 . (1212 1) math:sum 1213 . @@ -34706,15 +7706,15 @@ _:bng_3788 { (-1 1784769384) math:quotient -5.602964780574699e-10 . (0.03539816367828941 -5.602964780574699e-10) math:sum 0.03539816311799293 . [] -1; math:negation 1 . - (607 2500 0.03539816311799293 0.03539816340144829 1) :pi true. + (607 1000 0.03539816311799293 0.035398163459948236 1) :pi true. } -_:bng_3789 { - (606 2500 0.03539816367828941 0.03539816340144829 -1) :pi true. +_:bng_789 { + (606 1000 0.03539816367828941 0.035398163459948236 -1) :pi true. } -_:bng_3790 { - [] 605; math:notEqualTo 2500 . +_:bng_790 { + [] 605; math:notEqualTo 1000 . (605 1) math:sum 606 . (2 605) math:product 1210 . (1210 1) math:sum 1211 . @@ -34723,15 +7723,15 @@ _:bng_3790 { (1 1775955720) math:quotient 5.630771019448616e-10 . (0.03539816311521231 5.630771019448616e-10) math:sum 0.03539816367828941 . [] 1; math:negation -1 . - (606 2500 0.03539816367828941 0.03539816340144829 -1) :pi true. + (606 1000 0.03539816367828941 0.035398163459948236 -1) :pi true. } -_:bng_3791 { - (605 2500 0.03539816311521231 0.03539816340144829 1) :pi true. +_:bng_791 { + (605 1000 0.03539816311521231 0.035398163459948236 1) :pi true. } -_:bng_3792 { - [] 604; math:notEqualTo 2500 . +_:bng_792 { + [] 604; math:notEqualTo 1000 . (604 1) math:sum 605 . (2 604) math:product 1208 . (1208 1) math:sum 1209 . @@ -34740,15 +7740,15 @@ _:bng_3792 { (-1 1767171120) math:quotient -5.658761557850719e-10 . (0.03539816368108847 -5.658761557850719e-10) math:sum 0.03539816311521231 . [] -1; math:negation 1 . - (605 2500 0.03539816311521231 0.03539816340144829 1) :pi true. + (605 1000 0.03539816311521231 0.035398163459948236 1) :pi true. } -_:bng_3793 { - (604 2500 0.03539816368108847 0.03539816340144829 -1) :pi true. +_:bng_793 { + (604 1000 0.03539816368108847 0.035398163459948236 -1) :pi true. } -_:bng_3794 { - [] 603; math:notEqualTo 2500 . +_:bng_794 { + [] 603; math:notEqualTo 1000 . (603 1) math:sum 604 . (2 603) math:product 1206 . (1206 1) math:sum 1207 . @@ -34757,15 +7757,15 @@ _:bng_3794 { (1 1758415536) math:quotient 5.686937925234528e-10 . (0.03539816311239467 5.686937925234528e-10) math:sum 0.03539816368108847 . [] 1; math:negation -1 . - (604 2500 0.03539816368108847 0.03539816340144829 -1) :pi true. + (604 1000 0.03539816368108847 0.035398163459948236 -1) :pi true. } -_:bng_3795 { - (603 2500 0.03539816311239467 0.03539816340144829 1) :pi true. +_:bng_795 { + (603 1000 0.03539816311239467 0.035398163459948236 1) :pi true. } -_:bng_3796 { - [] 602; math:notEqualTo 2500 . +_:bng_796 { + [] 602; math:notEqualTo 1000 . (602 1) math:sum 603 . (2 602) math:product 1204 . (1204 1) math:sum 1205 . @@ -34774,15 +7774,15 @@ _:bng_3796 { (-1 1749688920) math:quotient -5.715301666309917e-10 . (0.03539816368392484 -5.715301666309917e-10) math:sum 0.03539816311239467 . [] -1; math:negation 1 . - (603 2500 0.03539816311239467 0.03539816340144829 1) :pi true. + (603 1000 0.03539816311239467 0.035398163459948236 1) :pi true. } -_:bng_3797 { - (602 2500 0.03539816368392484 0.03539816340144829 -1) :pi true. +_:bng_797 { + (602 1000 0.03539816368392484 0.035398163459948236 -1) :pi true. } -_:bng_3798 { - [] 601; math:notEqualTo 2500 . +_:bng_798 { + [] 601; math:notEqualTo 1000 . (601 1) math:sum 602 . (2 601) math:product 1202 . (1202 1) math:sum 1203 . @@ -34791,15 +7791,15 @@ _:bng_3798 { (1 1740991224) math:quotient 5.743854341220964e-10 . (0.0353981631095394 5.743854341220964e-10) math:sum 0.03539816368392484 . [] 1; math:negation -1 . - (602 2500 0.03539816368392484 0.03539816340144829 -1) :pi true. + (602 1000 0.03539816368392484 0.035398163459948236 -1) :pi true. } -_:bng_3799 { - (601 2500 0.0353981631095394 0.03539816340144829 1) :pi true. +_:bng_799 { + (601 1000 0.0353981631095394 0.035398163459948236 1) :pi true. } -_:bng_3800 { - [] 600; math:notEqualTo 2500 . +_:bng_800 { + [] 600; math:notEqualTo 1000 . (600 1) math:sum 601 . (2 600) math:product 1200 . (1200 1) math:sum 1201 . @@ -34808,15 +7808,15 @@ _:bng_3800 { (-1 1732322400) math:quotient -5.772597525726158e-10 . (0.035398163686799156 -5.772597525726158e-10) math:sum 0.0353981631095394 . [] -1; math:negation 1 . - (601 2500 0.0353981631095394 0.03539816340144829 1) :pi true. + (601 1000 0.0353981631095394 0.035398163459948236 1) :pi true. } -_:bng_3801 { - (600 2500 0.035398163686799156 0.03539816340144829 -1) :pi true. +_:bng_801 { + (600 1000 0.035398163686799156 0.035398163459948236 -1) :pi true. } -_:bng_3802 { - [] 599; math:notEqualTo 2500 . +_:bng_802 { + [] 599; math:notEqualTo 1000 . (599 1) math:sum 600 . (2 599) math:product 1198 . (1198 1) math:sum 1199 . @@ -34825,15 +7825,15 @@ _:bng_3802 { (1 1723682400) math:quotient 5.80153281138103e-10 . (0.035398163106645876 5.80153281138103e-10) math:sum 0.035398163686799156 . [] 1; math:negation -1 . - (600 2500 0.035398163686799156 0.03539816340144829 -1) :pi true. + (600 1000 0.035398163686799156 0.035398163459948236 -1) :pi true. } -_:bng_3803 { - (599 2500 0.035398163106645876 0.03539816340144829 1) :pi true. +_:bng_803 { + (599 1000 0.035398163106645876 0.035398163459948236 1) :pi true. } -_:bng_3804 { - [] 598; math:notEqualTo 2500 . +_:bng_804 { + [] 598; math:notEqualTo 1000 . (598 1) math:sum 599 . (2 598) math:product 1196 . (1196 1) math:sum 1197 . @@ -34842,15 +7842,15 @@ _:bng_3804 { (-1 1715071176) math:quotient -5.830661805723216e-10 . (0.035398163689712055 -5.830661805723216e-10) math:sum 0.035398163106645876 . [] -1; math:negation 1 . - (599 2500 0.035398163106645876 0.03539816340144829 1) :pi true. + (599 1000 0.035398163106645876 0.035398163459948236 1) :pi true. } -_:bng_3805 { - (598 2500 0.035398163689712055 0.03539816340144829 -1) :pi true. +_:bng_805 { + (598 1000 0.035398163689712055 0.035398163459948236 -1) :pi true. } -_:bng_3806 { - [] 597; math:notEqualTo 2500 . +_:bng_806 { + [] 597; math:notEqualTo 1000 . (597 1) math:sum 598 . (2 597) math:product 1194 . (1194 1) math:sum 1195 . @@ -34859,15 +7859,15 @@ _:bng_3806 { (1 1706488680) math:quotient 5.859986132460017e-10 . (0.035398163103713444 5.859986132460017e-10) math:sum 0.035398163689712055 . [] 1; math:negation -1 . - (598 2500 0.035398163689712055 0.03539816340144829 -1) :pi true. + (598 1000 0.035398163689712055 0.035398163459948236 -1) :pi true. } -_:bng_3807 { - (597 2500 0.035398163103713444 0.03539816340144829 1) :pi true. +_:bng_807 { + (597 1000 0.035398163103713444 0.035398163459948236 1) :pi true. } -_:bng_3808 { - [] 596; math:notEqualTo 2500 . +_:bng_808 { + [] 596; math:notEqualTo 1000 . (596 1) math:sum 597 . (2 596) math:product 1192 . (1192 1) math:sum 1193 . @@ -34876,15 +7876,15 @@ _:bng_3808 { (-1 1697934864) math:quotient -5.889507431658462e-10 . (0.035398163692664186 -5.889507431658462e-10) math:sum 0.035398163103713444 . [] -1; math:negation 1 . - (597 2500 0.035398163103713444 0.03539816340144829 1) :pi true. + (597 1000 0.035398163103713444 0.035398163459948236 1) :pi true. } -_:bng_3809 { - (596 2500 0.035398163692664186 0.03539816340144829 -1) :pi true. +_:bng_809 { + (596 1000 0.035398163692664186 0.035398163459948236 -1) :pi true. } -_:bng_3810 { - [] 595; math:notEqualTo 2500 . +_:bng_810 { + [] 595; math:notEqualTo 1000 . (595 1) math:sum 596 . (2 595) math:product 1190 . (1190 1) math:sum 1191 . @@ -34893,15 +7893,15 @@ _:bng_3810 { (1 1689409680) math:quotient 5.91922735993794e-10 . (0.03539816310074145 5.91922735993794e-10) math:sum 0.035398163692664186 . [] 1; math:negation -1 . - (596 2500 0.035398163692664186 0.03539816340144829 -1) :pi true. + (596 1000 0.035398163692664186 0.035398163459948236 -1) :pi true. } -_:bng_3811 { - (595 2500 0.03539816310074145 0.03539816340144829 1) :pi true. +_:bng_811 { + (595 1000 0.03539816310074145 0.035398163459948236 1) :pi true. } -_:bng_3812 { - [] 594; math:notEqualTo 2500 . +_:bng_812 { + [] 594; math:notEqualTo 1000 . (594 1) math:sum 595 . (2 594) math:product 1188 . (1188 1) math:sum 1189 . @@ -34910,15 +7910,15 @@ _:bng_3812 { (-1 1680913080) math:quotient -5.949147590665426e-10 . (0.03539816369565621 -5.949147590665426e-10) math:sum 0.03539816310074145 . [] -1; math:negation 1 . - (595 2500 0.03539816310074145 0.03539816340144829 1) :pi true. + (595 1000 0.03539816310074145 0.035398163459948236 1) :pi true. } -_:bng_3813 { - (594 2500 0.03539816369565621 0.03539816340144829 -1) :pi true. +_:bng_813 { + (594 1000 0.03539816369565621 0.035398163459948236 -1) :pi true. } -_:bng_3814 { - [] 593; math:notEqualTo 2500 . +_:bng_814 { + [] 593; math:notEqualTo 1000 . (593 1) math:sum 594 . (2 593) math:product 1186 . (1186 1) math:sum 1187 . @@ -34927,15 +7927,15 @@ _:bng_3814 { (1 1672445016) math:quotient 5.979269814153341e-10 . (0.03539816309772923 5.979269814153341e-10) math:sum 0.03539816369565621 . [] 1; math:negation -1 . - (594 2500 0.03539816369565621 0.03539816340144829 -1) :pi true. + (594 1000 0.03539816369565621 0.035398163459948236 -1) :pi true. } -_:bng_3815 { - (593 2500 0.03539816309772923 0.03539816340144829 1) :pi true. +_:bng_815 { + (593 1000 0.03539816309772923 0.035398163459948236 1) :pi true. } -_:bng_3816 { - [] 592; math:notEqualTo 2500 . +_:bng_816 { + [] 592; math:notEqualTo 1000 . (592 1) math:sum 593 . (2 592) math:product 1184 . (1184 1) math:sum 1185 . @@ -34944,15 +7944,15 @@ _:bng_3816 { (-1 1664005440) math:quotient -6.009595737860088e-10 . (0.035398163698688805 -6.009595737860088e-10) math:sum 0.03539816309772923 . [] -1; math:negation 1 . - (593 2500 0.03539816309772923 0.03539816340144829 1) :pi true. + (593 1000 0.03539816309772923 0.035398163459948236 1) :pi true. } -_:bng_3817 { - (592 2500 0.035398163698688805 0.03539816340144829 -1) :pi true. +_:bng_817 { + (592 1000 0.035398163698688805 0.035398163459948236 -1) :pi true. } -_:bng_3818 { - [] 591; math:notEqualTo 2500 . +_:bng_818 { + [] 591; math:notEqualTo 1000 . (591 1) math:sum 592 . (2 591) math:product 1182 . (1182 1) math:sum 1183 . @@ -34961,15 +7961,15 @@ _:bng_3818 { (1 1655594304) math:quotient 6.04012708659331e-10 . (0.0353981630946761 6.04012708659331e-10) math:sum 0.035398163698688805 . [] 1; math:negation -1 . - (592 2500 0.035398163698688805 0.03539816340144829 -1) :pi true. + (592 1000 0.035398163698688805 0.035398163459948236 -1) :pi true. } -_:bng_3819 { - (591 2500 0.0353981630946761 0.03539816340144829 1) :pi true. +_:bng_819 { + (591 1000 0.0353981630946761 0.035398163459948236 1) :pi true. } -_:bng_3820 { - [] 590; math:notEqualTo 2500 . +_:bng_820 { + [] 590; math:notEqualTo 1000 . (590 1) math:sum 591 . (2 590) math:product 1180 . (1180 1) math:sum 1181 . @@ -34978,15 +7978,15 @@ _:bng_3820 { (-1 1647211560) math:quotient -6.070865602715902e-10 . (0.03539816370176266 -6.070865602715902e-10) math:sum 0.0353981630946761 . [] -1; math:negation 1 . - (591 2500 0.0353981630946761 0.03539816340144829 1) :pi true. + (591 1000 0.0353981630946761 0.035398163459948236 1) :pi true. } -_:bng_3821 { - (590 2500 0.03539816370176266 0.03539816340144829 -1) :pi true. +_:bng_821 { + (590 1000 0.03539816370176266 0.035398163459948236 -1) :pi true. } -_:bng_3822 { - [] 589; math:notEqualTo 2500 . +_:bng_822 { + [] 589; math:notEqualTo 1000 . (589 1) math:sum 590 . (2 589) math:product 1178 . (1178 1) math:sum 1179 . @@ -34995,15 +7995,15 @@ _:bng_3822 { (1 1638857160) math:quotient 6.101813046354814e-10 . (0.03539816309158136 6.101813046354814e-10) math:sum 0.03539816370176266 . [] 1; math:negation -1 . - (590 2500 0.03539816370176266 0.03539816340144829 -1) :pi true. + (590 1000 0.03539816370176266 0.035398163459948236 -1) :pi true. } -_:bng_3823 { - (589 2500 0.03539816309158136 0.03539816340144829 1) :pi true. +_:bng_823 { + (589 1000 0.03539816309158136 0.035398163459948236 1) :pi true. } -_:bng_3824 { - [] 588; math:notEqualTo 2500 . +_:bng_824 { + [] 588; math:notEqualTo 1000 . (588 1) math:sum 589 . (2 588) math:product 1176 . (1176 1) math:sum 1177 . @@ -35012,15 +8012,15 @@ _:bng_3824 { (-1 1630531056) math:quotient -6.132971195612725e-10 . (0.03539816370487848 -6.132971195612725e-10) math:sum 0.03539816309158136 . [] -1; math:negation 1 . - (589 2500 0.03539816309158136 0.03539816340144829 1) :pi true. + (589 1000 0.03539816309158136 0.035398163459948236 1) :pi true. } -_:bng_3825 { - (588 2500 0.03539816370487848 0.03539816340144829 -1) :pi true. +_:bng_825 { + (588 1000 0.03539816370487848 0.035398163459948236 -1) :pi true. } -_:bng_3826 { - [] 587; math:notEqualTo 2500 . +_:bng_826 { + [] 587; math:notEqualTo 1000 . (587 1) math:sum 588 . (2 587) math:product 1174 . (1174 1) math:sum 1175 . @@ -35029,15 +8029,15 @@ _:bng_3826 { (1 1622233200) math:quotient 6.164341846782571e-10 . (0.0353981630884443 6.164341846782571e-10) math:sum 0.03539816370487848 . [] 1; math:negation -1 . - (588 2500 0.03539816370487848 0.03539816340144829 -1) :pi true. + (588 1000 0.03539816370487848 0.035398163459948236 -1) :pi true. } -_:bng_3827 { - (587 2500 0.0353981630884443 0.03539816340144829 1) :pi true. +_:bng_827 { + (587 1000 0.0353981630884443 0.035398163459948236 1) :pi true. } -_:bng_3828 { - [] 586; math:notEqualTo 2500 . +_:bng_828 { + [] 586; math:notEqualTo 1000 . (586 1) math:sum 587 . (2 586) math:product 1172 . (1172 1) math:sum 1173 . @@ -35046,15 +8046,15 @@ _:bng_3828 { (-1 1613963544) math:quotient -6.195926814565026e-10 . (0.03539816370803698 -6.195926814565026e-10) math:sum 0.0353981630884443 . [] -1; math:negation 1 . - (587 2500 0.0353981630884443 0.03539816340144829 1) :pi true. + (587 1000 0.0353981630884443 0.035398163459948236 1) :pi true. } -_:bng_3829 { - (586 2500 0.03539816370803698 0.03539816340144829 -1) :pi true. +_:bng_829 { + (586 1000 0.03539816370803698 0.035398163459948236 -1) :pi true. } -_:bng_3830 { - [] 585; math:notEqualTo 2500 . +_:bng_830 { + [] 585; math:notEqualTo 1000 . (585 1) math:sum 586 . (2 585) math:product 1170 . (1170 1) math:sum 1171 . @@ -35063,15 +8063,15 @@ _:bng_3830 { (1 1605722040) math:quotient 6.227727932288953e-10 . (0.03539816308526419 6.227727932288953e-10) math:sum 0.03539816370803698 . [] 1; math:negation -1 . - (586 2500 0.03539816370803698 0.03539816340144829 -1) :pi true. + (586 1000 0.03539816370803698 0.035398163459948236 -1) :pi true. } -_:bng_3831 { - (585 2500 0.03539816308526419 0.03539816340144829 1) :pi true. +_:bng_831 { + (585 1000 0.03539816308526419 0.035398163459948236 1) :pi true. } -_:bng_3832 { - [] 584; math:notEqualTo 2500 . +_:bng_832 { + [] 584; math:notEqualTo 1000 . (584 1) math:sum 585 . (2 584) math:product 1168 . (1168 1) math:sum 1169 . @@ -35080,15 +8080,15 @@ _:bng_3832 { (-1 1597508640) math:quotient -6.259747052134879e-10 . (0.03539816371123889 -6.259747052134879e-10) math:sum 0.03539816308526419 . [] -1; math:negation 1 . - (585 2500 0.03539816308526419 0.03539816340144829 1) :pi true. + (585 1000 0.03539816308526419 0.035398163459948236 1) :pi true. } -_:bng_3833 { - (584 2500 0.03539816371123889 0.03539816340144829 -1) :pi true. +_:bng_833 { + (584 1000 0.03539816371123889 0.035398163459948236 -1) :pi true. } -_:bng_3834 { - [] 583; math:notEqualTo 2500 . +_:bng_834 { + [] 583; math:notEqualTo 1000 . (583 1) math:sum 584 . (2 583) math:product 1166 . (1166 1) math:sum 1167 . @@ -35097,15 +8097,15 @@ _:bng_3834 { (1 1589323296) math:quotient 6.291986045361535e-10 . (0.03539816308204029 6.291986045361535e-10) math:sum 0.03539816371123889 . [] 1; math:negation -1 . - (584 2500 0.03539816371123889 0.03539816340144829 -1) :pi true. + (584 1000 0.03539816371123889 0.035398163459948236 -1) :pi true. } -_:bng_3835 { - (583 2500 0.03539816308204029 0.03539816340144829 1) :pi true. +_:bng_835 { + (583 1000 0.03539816308204029 0.035398163459948236 1) :pi true. } -_:bng_3836 { - [] 582; math:notEqualTo 2500 . +_:bng_836 { + [] 582; math:notEqualTo 1000 . (582 1) math:sum 583 . (2 582) math:product 1164 . (1164 1) math:sum 1165 . @@ -35114,15 +8114,15 @@ _:bng_3836 { (-1 1581165960) math:quotient -6.324446802535516e-10 . (0.03539816371448497 -6.324446802535516e-10) math:sum 0.03539816308204029 . [] -1; math:negation 1 . - (583 2500 0.03539816308204029 0.03539816340144829 1) :pi true. + (583 1000 0.03539816308204029 0.035398163459948236 1) :pi true. } -_:bng_3837 { - (582 2500 0.03539816371448497 0.03539816340144829 -1) :pi true. +_:bng_837 { + (582 1000 0.03539816371448497 0.035398163459948236 -1) :pi true. } -_:bng_3838 { - [] 581; math:notEqualTo 2500 . +_:bng_838 { + [] 581; math:notEqualTo 1000 . (581 1) math:sum 582 . (2 581) math:product 1162 . (1162 1) math:sum 1163 . @@ -35131,15 +8131,15 @@ _:bng_3838 { (1 1573036584) math:quotient 6.35713123376411e-10 . (0.03539816307877185 6.35713123376411e-10) math:sum 0.03539816371448497 . [] 1; math:negation -1 . - (582 2500 0.03539816371448497 0.03539816340144829 -1) :pi true. + (582 1000 0.03539816371448497 0.035398163459948236 -1) :pi true. } -_:bng_3839 { - (581 2500 0.03539816307877185 0.03539816340144829 1) :pi true. +_:bng_839 { + (581 1000 0.03539816307877185 0.035398163459948236 1) :pi true. } -_:bng_3840 { - [] 580; math:notEqualTo 2500 . +_:bng_840 { + [] 580; math:notEqualTo 1000 . (580 1) math:sum 581 . (2 580) math:product 1160 . (1160 1) math:sum 1161 . @@ -35148,15 +8148,15 @@ _:bng_3840 { (-1 1564935120) math:quotient -6.390041268931328e-10 . (0.035398163717775974 -6.390041268931328e-10) math:sum 0.03539816307877185 . [] -1; math:negation 1 . - (581 2500 0.03539816307877185 0.03539816340144829 1) :pi true. + (581 1000 0.03539816307877185 0.035398163459948236 1) :pi true. } -_:bng_3841 { - (580 2500 0.035398163717775974 0.03539816340144829 -1) :pi true. +_:bng_841 { + (580 1000 0.035398163717775974 0.035398163459948236 -1) :pi true. } -_:bng_3842 { - [] 579; math:notEqualTo 2500 . +_:bng_842 { + [] 579; math:notEqualTo 1000 . (579 1) math:sum 580 . (2 579) math:product 1158 . (1158 1) math:sum 1159 . @@ -35165,15 +8165,15 @@ _:bng_3842 { (1 1556861520) math:quotient 6.423178857937217e-10 . (0.03539816307545809 6.423178857937217e-10) math:sum 0.035398163717775974 . [] 1; math:negation -1 . - (580 2500 0.035398163717775974 0.03539816340144829 -1) :pi true. + (580 1000 0.035398163717775974 0.035398163459948236 -1) :pi true. } -_:bng_3843 { - (579 2500 0.03539816307545809 0.03539816340144829 1) :pi true. +_:bng_843 { + (579 1000 0.03539816307545809 0.035398163459948236 1) :pi true. } -_:bng_3844 { - [] 578; math:notEqualTo 2500 . +_:bng_844 { + [] 578; math:notEqualTo 1000 . (578 1) math:sum 579 . (2 578) math:product 1156 . (1156 1) math:sum 1157 . @@ -35182,15 +8182,15 @@ _:bng_3844 { (-1 1548815736) math:quotient -6.45654597094047e-10 . (0.03539816372111269 -6.45654597094047e-10) math:sum 0.03539816307545809 . [] -1; math:negation 1 . - (579 2500 0.03539816307545809 0.03539816340144829 1) :pi true. + (579 1000 0.03539816307545809 0.035398163459948236 1) :pi true. } -_:bng_3845 { - (578 2500 0.03539816372111269 0.03539816340144829 -1) :pi true. +_:bng_845 { + (578 1000 0.03539816372111269 0.035398163459948236 -1) :pi true. } -_:bng_3846 { - [] 577; math:notEqualTo 2500 . +_:bng_846 { + [] 577; math:notEqualTo 1000 . (577 1) math:sum 578 . (2 577) math:product 1154 . (1154 1) math:sum 1155 . @@ -35199,15 +8199,15 @@ _:bng_3846 { (1 1540797720) math:quotient 6.490144598604416e-10 . (0.03539816307209823 6.490144598604416e-10) math:sum 0.03539816372111269 . [] 1; math:negation -1 . - (578 2500 0.03539816372111269 0.03539816340144829 -1) :pi true. + (578 1000 0.03539816372111269 0.035398163459948236 -1) :pi true. } -_:bng_3847 { - (577 2500 0.03539816307209823 0.03539816340144829 1) :pi true. +_:bng_847 { + (577 1000 0.03539816307209823 0.035398163459948236 1) :pi true. } -_:bng_3848 { - [] 576; math:notEqualTo 2500 . +_:bng_848 { + [] 576; math:notEqualTo 1000 . (576 1) math:sum 577 . (2 576) math:product 1152 . (1152 1) math:sum 1153 . @@ -35216,15 +8216,15 @@ _:bng_3848 { (-1 1532807424) math:quotient -6.523976752346419e-10 . (0.035398163724495904 -6.523976752346419e-10) math:sum 0.03539816307209823 . [] -1; math:negation 1 . - (577 2500 0.03539816307209823 0.03539816340144829 1) :pi true. + (577 1000 0.03539816307209823 0.035398163459948236 1) :pi true. } -_:bng_3849 { - (576 2500 0.035398163724495904 0.03539816340144829 -1) :pi true. +_:bng_849 { + (576 1000 0.035398163724495904 0.035398163459948236 -1) :pi true. } -_:bng_3850 { - [] 575; math:notEqualTo 2500 . +_:bng_850 { + [] 575; math:notEqualTo 1000 . (575 1) math:sum 576 . (2 575) math:product 1150 . (1150 1) math:sum 1151 . @@ -35233,15 +8233,15 @@ _:bng_3850 { (1 1524844800) math:quotient 6.558044464590757e-10 . (0.03539816306869146 6.558044464590757e-10) math:sum 0.035398163724495904 . [] 1; math:negation -1 . - (576 2500 0.035398163724495904 0.03539816340144829 -1) :pi true. + (576 1000 0.035398163724495904 0.035398163459948236 -1) :pi true. } -_:bng_3851 { - (575 2500 0.03539816306869146 0.03539816340144829 1) :pi true. +_:bng_851 { + (575 1000 0.03539816306869146 0.035398163459948236 1) :pi true. } -_:bng_3852 { - [] 574; math:notEqualTo 2500 . +_:bng_852 { + [] 574; math:notEqualTo 1000 . (574 1) math:sum 575 . (2 574) math:product 1148 . (1148 1) math:sum 1149 . @@ -35250,15 +8250,15 @@ _:bng_3852 { (-1 1516909800) math:quotient -6.592349789025029e-10 . (0.03539816372792644 -6.592349789025029e-10) math:sum 0.03539816306869146 . [] -1; math:negation 1 . - (575 2500 0.03539816306869146 0.03539816340144829 1) :pi true. + (575 1000 0.03539816306869146 0.035398163459948236 1) :pi true. } -_:bng_3853 { - (574 2500 0.03539816372792644 0.03539816340144829 -1) :pi true. +_:bng_853 { + (574 1000 0.03539816372792644 0.035398163459948236 -1) :pi true. } -_:bng_3854 { - [] 573; math:notEqualTo 2500 . +_:bng_854 { + [] 573; math:notEqualTo 1000 . (573 1) math:sum 574 . (2 573) math:product 1146 . (1146 1) math:sum 1147 . @@ -35267,15 +8267,15 @@ _:bng_3854 { (1 1509002376) math:quotient 6.626894800860141e-10 . (0.03539816306523696 6.626894800860141e-10) math:sum 0.03539816372792644 . [] 1; math:negation -1 . - (574 2500 0.03539816372792644 0.03539816340144829 -1) :pi true. + (574 1000 0.03539816372792644 0.035398163459948236 -1) :pi true. } -_:bng_3855 { - (573 2500 0.03539816306523696 0.03539816340144829 1) :pi true. +_:bng_855 { + (573 1000 0.03539816306523696 0.035398163459948236 1) :pi true. } -_:bng_3856 { - [] 572; math:notEqualTo 2500 . +_:bng_856 { + [] 572; math:notEqualTo 1000 . (572 1) math:sum 573 . (2 572) math:product 1144 . (1144 1) math:sum 1145 . @@ -35284,15 +8284,15 @@ _:bng_3856 { (-1 1501122480) math:quotient -6.661681597093929e-10 . (0.03539816373140512 -6.661681597093929e-10) math:sum 0.03539816306523696 . [] -1; math:negation 1 . - (573 2500 0.03539816306523696 0.03539816340144829 1) :pi true. + (573 1000 0.03539816306523696 0.035398163459948236 1) :pi true. } -_:bng_3857 { - (572 2500 0.03539816373140512 0.03539816340144829 -1) :pi true. +_:bng_857 { + (572 1000 0.03539816373140512 0.035398163459948236 -1) :pi true. } -_:bng_3858 { - [] 571; math:notEqualTo 2500 . +_:bng_858 { + [] 571; math:notEqualTo 1000 . (571 1) math:sum 572 . (2 571) math:product 1142 . (1142 1) math:sum 1143 . @@ -35301,15 +8301,15 @@ _:bng_3858 { (1 1493270064) math:quotient 6.696712296778488e-10 . (0.03539816306173389 6.696712296778488e-10) math:sum 0.03539816373140512 . [] 1; math:negation -1 . - (572 2500 0.03539816373140512 0.03539816340144829 -1) :pi true. + (572 1000 0.03539816373140512 0.035398163459948236 -1) :pi true. } -_:bng_3859 { - (571 2500 0.03539816306173389 0.03539816340144829 1) :pi true. +_:bng_859 { + (571 1000 0.03539816306173389 0.035398163459948236 1) :pi true. } -_:bng_3860 { - [] 570; math:notEqualTo 2500 . +_:bng_860 { + [] 570; math:notEqualTo 1000 . (570 1) math:sum 571 . (2 570) math:product 1140 . (1140 1) math:sum 1141 . @@ -35318,15 +8318,15 @@ _:bng_3860 { (-1 1485445080) math:quotient -6.731989041291247e-10 . (0.0353981637349328 -6.731989041291247e-10) math:sum 0.03539816306173389 . [] -1; math:negation 1 . - (571 2500 0.03539816306173389 0.03539816340144829 1) :pi true. + (571 1000 0.03539816306173389 0.035398163459948236 1) :pi true. } -_:bng_3861 { - (570 2500 0.0353981637349328 0.03539816340144829 -1) :pi true. +_:bng_861 { + (570 1000 0.0353981637349328 0.035398163459948236 -1) :pi true. } -_:bng_3862 { - [] 569; math:notEqualTo 2500 . +_:bng_862 { + [] 569; math:notEqualTo 1000 . (569 1) math:sum 570 . (2 569) math:product 1138 . (1138 1) math:sum 1139 . @@ -35335,15 +8335,15 @@ _:bng_3862 { (1 1477647480) math:quotient 6.767513994609865e-10 . (0.0353981630581814 6.767513994609865e-10) math:sum 0.0353981637349328 . [] 1; math:negation -1 . - (570 2500 0.0353981637349328 0.03539816340144829 -1) :pi true. + (570 1000 0.0353981637349328 0.035398163459948236 -1) :pi true. } -_:bng_3863 { - (569 2500 0.0353981630581814 0.03539816340144829 1) :pi true. +_:bng_863 { + (569 1000 0.0353981630581814 0.035398163459948236 1) :pi true. } -_:bng_3864 { - [] 568; math:notEqualTo 2500 . +_:bng_864 { + [] 568; math:notEqualTo 1000 . (568 1) math:sum 569 . (2 568) math:product 1136 . (1136 1) math:sum 1137 . @@ -35352,15 +8352,15 @@ _:bng_3864 { (-1 1469877216) math:quotient -6.803289343590995e-10 . (0.03539816373851033 -6.803289343590995e-10) math:sum 0.0353981630581814 . [] -1; math:negation 1 . - (569 2500 0.0353981630581814 0.03539816340144829 1) :pi true. + (569 1000 0.0353981630581814 0.035398163459948236 1) :pi true. } -_:bng_3865 { - (568 2500 0.03539816373851033 0.03539816340144829 -1) :pi true. +_:bng_865 { + (568 1000 0.03539816373851033 0.035398163459948236 -1) :pi true. } -_:bng_3866 { - [] 567; math:notEqualTo 2500 . +_:bng_866 { + [] 567; math:notEqualTo 1000 . (567 1) math:sum 568 . (2 567) math:product 1134 . (1134 1) math:sum 1135 . @@ -35369,15 +8369,15 @@ _:bng_3866 { (1 1462134240) math:quotient 6.839317298252998e-10 . (0.0353981630545786 6.839317298252998e-10) math:sum 0.03539816373851033 . [] 1; math:negation -1 . - (568 2500 0.03539816373851033 0.03539816340144829 -1) :pi true. + (568 1000 0.03539816373851033 0.035398163459948236 -1) :pi true. } -_:bng_3867 { - (567 2500 0.0353981630545786 0.03539816340144829 1) :pi true. +_:bng_867 { + (567 1000 0.0353981630545786 0.035398163459948236 1) :pi true. } -_:bng_3868 { - [] 566; math:notEqualTo 2500 . +_:bng_868 { + [] 566; math:notEqualTo 1000 . (566 1) math:sum 567 . (2 566) math:product 1132 . (1132 1) math:sum 1133 . @@ -35386,15 +8386,15 @@ _:bng_3868 { (-1 1454418504) math:quotient -6.875600092062635e-10 . (0.03539816374213861 -6.875600092062635e-10) math:sum 0.0353981630545786 . [] -1; math:negation 1 . - (567 2500 0.0353981630545786 0.03539816340144829 1) :pi true. + (567 1000 0.0353981630545786 0.035398163459948236 1) :pi true. } -_:bng_3869 { - (566 2500 0.03539816374213861 0.03539816340144829 -1) :pi true. +_:bng_869 { + (566 1000 0.03539816374213861 0.035398163459948236 -1) :pi true. } -_:bng_3870 { - [] 565; math:notEqualTo 2500 . +_:bng_870 { + [] 565; math:notEqualTo 1000 . (565 1) math:sum 566 . (2 565) math:product 1130 . (1130 1) math:sum 1131 . @@ -35403,15 +8403,15 @@ _:bng_3870 { (1 1446729960) math:quotient 6.912139982225847e-10 . (0.035398163050924615 6.912139982225847e-10) math:sum 0.03539816374213861 . [] 1; math:negation -1 . - (566 2500 0.03539816374213861 0.03539816340144829 -1) :pi true. + (566 1000 0.03539816374213861 0.035398163459948236 -1) :pi true. } -_:bng_3871 { - (565 2500 0.035398163050924615 0.03539816340144829 1) :pi true. +_:bng_871 { + (565 1000 0.035398163050924615 0.035398163459948236 1) :pi true. } -_:bng_3872 { - [] 564; math:notEqualTo 2500 . +_:bng_872 { + [] 564; math:notEqualTo 1000 . (564 1) math:sum 565 . (2 564) math:product 1128 . (1128 1) math:sum 1129 . @@ -35420,15 +8420,15 @@ _:bng_3872 { (-1 1439068560) math:quotient -6.948939249982641e-10 . (0.03539816374581854 -6.948939249982641e-10) math:sum 0.035398163050924615 . [] -1; math:negation 1 . - (565 2500 0.035398163050924615 0.03539816340144829 1) :pi true. + (565 1000 0.035398163050924615 0.035398163459948236 1) :pi true. } -_:bng_3873 { - (564 2500 0.03539816374581854 0.03539816340144829 -1) :pi true. +_:bng_873 { + (564 1000 0.03539816374581854 0.035398163459948236 -1) :pi true. } -_:bng_3874 { - [] 563; math:notEqualTo 2500 . +_:bng_874 { + [] 563; math:notEqualTo 1000 . (563 1) math:sum 564 . (2 563) math:product 1126 . (1126 1) math:sum 1127 . @@ -35437,15 +8437,15 @@ _:bng_3874 { (1 1431434256) math:quotient 6.986000200906188e-10 . (0.035398163047218524 6.986000200906188e-10) math:sum 0.03539816374581854 . [] 1; math:negation -1 . - (564 2500 0.03539816374581854 0.03539816340144829 -1) :pi true. + (564 1000 0.03539816374581854 0.035398163459948236 -1) :pi true. } -_:bng_3875 { - (563 2500 0.035398163047218524 0.03539816340144829 1) :pi true. +_:bng_875 { + (563 1000 0.035398163047218524 0.035398163459948236 1) :pi true. } -_:bng_3876 { - [] 562; math:notEqualTo 2500 . +_:bng_876 { + [] 562; math:notEqualTo 1000 . (562 1) math:sum 563 . (2 562) math:product 1124 . (1124 1) math:sum 1125 . @@ -35454,15 +8454,15 @@ _:bng_3876 { (-1 1423827000) math:quotient -7.023325165206166e-10 . (0.03539816374955104 -7.023325165206166e-10) math:sum 0.035398163047218524 . [] -1; math:negation 1 . - (563 2500 0.035398163047218524 0.03539816340144829 1) :pi true. + (563 1000 0.035398163047218524 0.035398163459948236 1) :pi true. } -_:bng_3877 { - (562 2500 0.03539816374955104 0.03539816340144829 -1) :pi true. +_:bng_877 { + (562 1000 0.03539816374955104 0.035398163459948236 -1) :pi true. } -_:bng_3878 { - [] 561; math:notEqualTo 2500 . +_:bng_878 { + [] 561; math:notEqualTo 1000 . (561 1) math:sum 562 . (2 561) math:product 1122 . (1122 1) math:sum 1123 . @@ -35471,15 +8471,15 @@ _:bng_3878 { (1 1416246744) math:quotient 7.060916498036447e-10 . (0.03539816304345939 7.060916498036447e-10) math:sum 0.03539816374955104 . [] 1; math:negation -1 . - (562 2500 0.03539816374955104 0.03539816340144829 -1) :pi true. + (562 1000 0.03539816374955104 0.035398163459948236 -1) :pi true. } -_:bng_3879 { - (561 2500 0.03539816304345939 0.03539816340144829 1) :pi true. +_:bng_879 { + (561 1000 0.03539816304345939 0.035398163459948236 1) :pi true. } -_:bng_3880 { - [] 560; math:notEqualTo 2500 . +_:bng_880 { + [] 560; math:notEqualTo 1000 . (560 1) math:sum 561 . (2 560) math:product 1120 . (1120 1) math:sum 1121 . @@ -35488,15 +8488,15 @@ _:bng_3880 { (-1 1408693440) math:quotient -7.098776579807172e-10 . (0.03539816375333705 -7.098776579807172e-10) math:sum 0.03539816304345939 . [] -1; math:negation 1 . - (561 2500 0.03539816304345939 0.03539816340144829 1) :pi true. + (561 1000 0.03539816304345939 0.035398163459948236 1) :pi true. } -_:bng_3881 { - (560 2500 0.03539816375333705 0.03539816340144829 -1) :pi true. +_:bng_881 { + (560 1000 0.03539816375333705 0.035398163459948236 -1) :pi true. } -_:bng_3882 { - [] 559; math:notEqualTo 2500 . +_:bng_882 { + [] 559; math:notEqualTo 1000 . (559 1) math:sum 560 . (2 559) math:product 1118 . (1118 1) math:sum 1119 . @@ -35505,15 +8505,15 @@ _:bng_3882 { (1 1401167040) math:quotient 7.136907816501307e-10 . (0.03539816303964627 7.136907816501307e-10) math:sum 0.03539816375333705 . [] 1; math:negation -1 . - (560 2500 0.03539816375333705 0.03539816340144829 -1) :pi true. + (560 1000 0.03539816375333705 0.035398163459948236 -1) :pi true. } -_:bng_3883 { - (559 2500 0.03539816303964627 0.03539816340144829 1) :pi true. +_:bng_883 { + (559 1000 0.03539816303964627 0.035398163459948236 1) :pi true. } -_:bng_3884 { - [] 558; math:notEqualTo 2500 . +_:bng_884 { + [] 558; math:notEqualTo 1000 . (558 1) math:sum 559 . (2 558) math:product 1116 . (1116 1) math:sum 1117 . @@ -35522,15 +8522,15 @@ _:bng_3884 { (-1 1393667496) math:quotient -7.175312639995731e-10 . (0.03539816375717753 -7.175312639995731e-10) math:sum 0.03539816303964627 . [] -1; math:negation 1 . - (559 2500 0.03539816303964627 0.03539816340144829 1) :pi true. + (559 1000 0.03539816303964627 0.035398163459948236 1) :pi true. } -_:bng_3885 { - (558 2500 0.03539816375717753 0.03539816340144829 -1) :pi true. +_:bng_885 { + (558 1000 0.03539816375717753 0.035398163459948236 -1) :pi true. } -_:bng_3886 { - [] 557; math:notEqualTo 2500 . +_:bng_886 { + [] 557; math:notEqualTo 1000 . (557 1) math:sum 558 . (2 557) math:product 1114 . (1114 1) math:sum 1115 . @@ -35539,15 +8539,15 @@ _:bng_3886 { (1 1386194760) math:quotient 7.213993508386946e-10 . (0.03539816303577818 7.213993508386946e-10) math:sum 0.03539816375717753 . [] 1; math:negation -1 . - (558 2500 0.03539816375717753 0.03539816340144829 -1) :pi true. + (558 1000 0.03539816375717753 0.035398163459948236 -1) :pi true. } -_:bng_3887 { - (557 2500 0.03539816303577818 0.03539816340144829 1) :pi true. +_:bng_887 { + (557 1000 0.03539816303577818 0.035398163459948236 1) :pi true. } -_:bng_3888 { - [] 556; math:notEqualTo 2500 . +_:bng_888 { + [] 556; math:notEqualTo 1000 . (556 1) math:sum 557 . (2 556) math:product 1112 . (1112 1) math:sum 1113 . @@ -35556,15 +8556,15 @@ _:bng_3888 { (-1 1378748784) math:quotient -7.252952906321475e-10 . (0.03539816376107347 -7.252952906321475e-10) math:sum 0.03539816303577818 . [] -1; math:negation 1 . - (557 2500 0.03539816303577818 0.03539816340144829 1) :pi true. + (557 1000 0.03539816303577818 0.035398163459948236 1) :pi true. } -_:bng_3889 { - (556 2500 0.03539816376107347 0.03539816340144829 -1) :pi true. +_:bng_889 { + (556 1000 0.03539816376107347 0.035398163459948236 -1) :pi true. } -_:bng_3890 { - [] 555; math:notEqualTo 2500 . +_:bng_890 { + [] 555; math:notEqualTo 1000 . (555 1) math:sum 556 . (2 555) math:product 1110 . (1110 1) math:sum 1111 . @@ -35573,15 +8573,15 @@ _:bng_3890 { (1 1371329520) math:quotient 7.292193345331033e-10 . (0.035398163031854134 7.292193345331033e-10) math:sum 0.03539816376107347 . [] 1; math:negation -1 . - (556 2500 0.03539816376107347 0.03539816340144829 -1) :pi true. + (556 1000 0.03539816376107347 0.035398163459948236 -1) :pi true. } -_:bng_3891 { - (555 2500 0.035398163031854134 0.03539816340144829 1) :pi true. +_:bng_891 { + (555 1000 0.035398163031854134 0.035398163459948236 1) :pi true. } -_:bng_3892 { - [] 554; math:notEqualTo 2500 . +_:bng_892 { + [] 554; math:notEqualTo 1000 . (554 1) math:sum 555 . (2 554) math:product 1108 . (1108 1) math:sum 1109 . @@ -35590,15 +8590,15 @@ _:bng_3892 { (-1 1363936920) math:quotient -7.33171736417253e-10 . (0.03539816376502587 -7.33171736417253e-10) math:sum 0.035398163031854134 . [] -1; math:negation 1 . - (555 2500 0.035398163031854134 0.03539816340144829 1) :pi true. + (555 1000 0.035398163031854134 0.035398163459948236 1) :pi true. } -_:bng_3893 { - (554 2500 0.03539816376502587 0.03539816340144829 -1) :pi true. +_:bng_893 { + (554 1000 0.03539816376502587 0.035398163459948236 -1) :pi true. } -_:bng_3894 { - [] 553; math:notEqualTo 2500 . +_:bng_894 { + [] 553; math:notEqualTo 1000 . (553 1) math:sum 554 . (2 553) math:product 1106 . (1106 1) math:sum 1107 . @@ -35607,15 +8607,15 @@ _:bng_3894 { (1 1356570936) math:quotient 7.371527529173012e-10 . (0.03539816302787312 7.371527529173012e-10) math:sum 0.03539816376502587 . [] 1; math:negation -1 . - (554 2500 0.03539816376502587 0.03539816340144829 -1) :pi true. + (554 1000 0.03539816376502587 0.035398163459948236 -1) :pi true. } -_:bng_3895 { - (553 2500 0.03539816302787312 0.03539816340144829 1) :pi true. +_:bng_895 { + (553 1000 0.03539816302787312 0.035398163459948236 1) :pi true. } -_:bng_3896 { - [] 552; math:notEqualTo 2500 . +_:bng_896 { + [] 552; math:notEqualTo 1000 . (552 1) math:sum 553 . (2 552) math:product 1104 . (1104 1) math:sum 1105 . @@ -35624,15 +8624,15 @@ _:bng_3896 { (-1 1349231520) math:quotient -7.41162643457959e-10 . (0.03539816376903576 -7.41162643457959e-10) math:sum 0.03539816302787312 . [] -1; math:negation 1 . - (553 2500 0.03539816302787312 0.03539816340144829 1) :pi true. + (553 1000 0.03539816302787312 0.035398163459948236 1) :pi true. } -_:bng_3897 { - (552 2500 0.03539816376903576 0.03539816340144829 -1) :pi true. +_:bng_897 { + (552 1000 0.03539816376903576 0.035398163459948236 -1) :pi true. } -_:bng_3898 { - [] 551; math:notEqualTo 2500 . +_:bng_898 { + [] 551; math:notEqualTo 1000 . (551 1) math:sum 552 . (2 551) math:product 1102 . (1102 1) math:sum 1103 . @@ -35641,15 +8641,15 @@ _:bng_3898 { (1 1341918624) math:quotient 7.452016702914468e-10 . (0.03539816302383409 7.452016702914468e-10) math:sum 0.03539816376903576 . [] 1; math:negation -1 . - (552 2500 0.03539816376903576 0.03539816340144829 -1) :pi true. + (552 1000 0.03539816376903576 0.035398163459948236 -1) :pi true. } -_:bng_3899 { - (551 2500 0.03539816302383409 0.03539816340144829 1) :pi true. +_:bng_899 { + (551 1000 0.03539816302383409 0.035398163459948236 1) :pi true. } -_:bng_3900 { - [] 550; math:notEqualTo 2500 . +_:bng_900 { + [] 550; math:notEqualTo 1000 . (550 1) math:sum 551 . (2 550) math:product 1100 . (1100 1) math:sum 1101 . @@ -35658,15 +8658,15 @@ _:bng_3900 { (-1 1334632200) math:quotient -7.492700985335136e-10 . (0.03539816377310419 -7.492700985335136e-10) math:sum 0.03539816302383409 . [] -1; math:negation 1 . - (551 2500 0.03539816302383409 0.03539816340144829 1) :pi true. + (551 1000 0.03539816302383409 0.035398163459948236 1) :pi true. } -_:bng_3901 { - (550 2500 0.03539816377310419 0.03539816340144829 -1) :pi true. +_:bng_901 { + (550 1000 0.03539816377310419 0.035398163459948236 -1) :pi true. } -_:bng_3902 { - [] 549; math:notEqualTo 2500 . +_:bng_902 { + [] 549; math:notEqualTo 1000 . (549 1) math:sum 550 . (2 549) math:product 1098 . (1098 1) math:sum 1099 . @@ -35675,15 +8675,15 @@ _:bng_3902 { (1 1327372200) math:quotient 7.533681961999807e-10 . (0.035398163019735994 7.533681961999807e-10) math:sum 0.03539816377310419 . [] 1; math:negation -1 . - (550 2500 0.03539816377310419 0.03539816340144829 -1) :pi true. + (550 1000 0.03539816377310419 0.035398163459948236 -1) :pi true. } -_:bng_3903 { - (549 2500 0.035398163019735994 0.03539816340144829 1) :pi true. +_:bng_903 { + (549 1000 0.035398163019735994 0.035398163459948236 1) :pi true. } -_:bng_3904 { - [] 548; math:notEqualTo 2500 . +_:bng_904 { + [] 548; math:notEqualTo 1000 . (548 1) math:sum 549 . (2 548) math:product 1096 . (1096 1) math:sum 1097 . @@ -35692,15 +8692,15 @@ _:bng_3904 { (-1 1320138576) math:quotient -7.574962342438207e-10 . (0.035398163777232226 -7.574962342438207e-10) math:sum 0.035398163019735994 . [] -1; math:negation 1 . - (549 2500 0.035398163019735994 0.03539816340144829 1) :pi true. + (549 1000 0.035398163019735994 0.035398163459948236 1) :pi true. } -_:bng_3905 { - (548 2500 0.035398163777232226 0.03539816340144829 -1) :pi true. +_:bng_905 { + (548 1000 0.035398163777232226 0.035398163459948236 -1) :pi true. } -_:bng_3906 { - [] 547; math:notEqualTo 2500 . +_:bng_906 { + [] 547; math:notEqualTo 1000 . (547 1) math:sum 548 . (2 547) math:product 1094 . (1094 1) math:sum 1095 . @@ -35709,15 +8709,15 @@ _:bng_3906 { (1 1312931280) math:quotient 7.616544865927788e-10 . (0.03539816301557774 7.616544865927788e-10) math:sum 0.035398163777232226 . [] 1; math:negation -1 . - (548 2500 0.035398163777232226 0.03539816340144829 -1) :pi true. + (548 1000 0.035398163777232226 0.035398163459948236 -1) :pi true. } -_:bng_3907 { - (547 2500 0.03539816301557774 0.03539816340144829 1) :pi true. +_:bng_907 { + (547 1000 0.03539816301557774 0.035398163459948236 1) :pi true. } -_:bng_3908 { - [] 546; math:notEqualTo 2500 . +_:bng_908 { + [] 546; math:notEqualTo 1000 . (546 1) math:sum 547 . (2 546) math:product 1092 . (1092 1) math:sum 1093 . @@ -35726,15 +8726,15 @@ _:bng_3908 { (-1 1305750264) math:quotient -7.658432301875452e-10 . (0.035398163781420966 -7.658432301875452e-10) math:sum 0.03539816301557774 . [] -1; math:negation 1 . - (547 2500 0.03539816301557774 0.03539816340144829 1) :pi true. + (547 1000 0.03539816301557774 0.035398163459948236 1) :pi true. } -_:bng_3909 { - (546 2500 0.035398163781420966 0.03539816340144829 -1) :pi true. +_:bng_909 { + (546 1000 0.035398163781420966 0.035398163459948236 -1) :pi true. } -_:bng_3910 { - [] 545; math:notEqualTo 2500 . +_:bng_910 { + [] 545; math:notEqualTo 1000 . (545 1) math:sum 546 . (2 545) math:product 1090 . (1090 1) math:sum 1091 . @@ -35743,15 +8743,15 @@ _:bng_3910 { (1 1298595480) math:quotient 7.700627450204893e-10 . (0.03539816301135822 7.700627450204893e-10) math:sum 0.035398163781420966 . [] 1; math:negation -1 . - (546 2500 0.035398163781420966 0.03539816340144829 -1) :pi true. + (546 1000 0.035398163781420966 0.035398163459948236 -1) :pi true. } -_:bng_3911 { - (545 2500 0.03539816301135822 0.03539816340144829 1) :pi true. +_:bng_911 { + (545 1000 0.03539816301135822 0.035398163459948236 1) :pi true. } -_:bng_3912 { - [] 544; math:notEqualTo 2500 . +_:bng_912 { + [] 544; math:notEqualTo 1000 . (544 1) math:sum 545 . (2 544) math:product 1088 . (1088 1) math:sum 1089 . @@ -35760,15 +8760,15 @@ _:bng_3912 { (-1 1291466880) math:quotient -7.743133141749636e-10 . (0.03539816378567154 -7.743133141749636e-10) math:sum 0.03539816301135822 . [] -1; math:negation 1 . - (545 2500 0.03539816301135822 0.03539816340144829 1) :pi true. + (545 1000 0.03539816301135822 0.035398163459948236 1) :pi true. } -_:bng_3913 { - (544 2500 0.03539816378567154 0.03539816340144829 -1) :pi true. +_:bng_913 { + (544 1000 0.03539816378567154 0.035398163459948236 -1) :pi true. } -_:bng_3914 { - [] 543; math:notEqualTo 2500 . +_:bng_914 { + [] 543; math:notEqualTo 1000 . (543 1) math:sum 544 . (2 543) math:product 1086 . (1086 1) math:sum 1087 . @@ -35777,15 +8777,15 @@ _:bng_3914 { (1 1284364416) math:quotient 7.785952238651869e-10 . (0.035398163007076315 7.785952238651869e-10) math:sum 0.03539816378567154 . [] 1; math:negation -1 . - (544 2500 0.03539816378567154 0.03539816340144829 -1) :pi true. + (544 1000 0.03539816378567154 0.035398163459948236 -1) :pi true. } -_:bng_3915 { - (543 2500 0.035398163007076315 0.03539816340144829 1) :pi true. +_:bng_915 { + (543 1000 0.035398163007076315 0.035398163459948236 1) :pi true. } -_:bng_3916 { - [] 542; math:notEqualTo 2500 . +_:bng_916 { + [] 542; math:notEqualTo 1000 . (542 1) math:sum 543 . (2 542) math:product 1084 . (1084 1) math:sum 1085 . @@ -35794,15 +8794,15 @@ _:bng_3916 { (-1 1277288040) math:quotient -7.829087634767175e-10 . (0.03539816378998508 -7.829087634767175e-10) math:sum 0.035398163007076315 . [] -1; math:negation 1 . - (543 2500 0.035398163007076315 0.03539816340144829 1) :pi true. + (543 1000 0.035398163007076315 0.035398163459948236 1) :pi true. } -_:bng_3917 { - (542 2500 0.03539816378998508 0.03539816340144829 -1) :pi true. +_:bng_917 { + (542 1000 0.03539816378998508 0.035398163459948236 -1) :pi true. } -_:bng_3918 { - [] 541; math:notEqualTo 2500 . +_:bng_918 { + [] 541; math:notEqualTo 1000 . (541 1) math:sum 542 . (2 541) math:product 1082 . (1082 1) math:sum 1083 . @@ -35811,15 +8811,15 @@ _:bng_3918 { (1 1270237704) math:quotient 7.872542256075246e-10 . (0.035398163002730854 7.872542256075246e-10) math:sum 0.03539816378998508 . [] 1; math:negation -1 . - (542 2500 0.03539816378998508 0.03539816340144829 -1) :pi true. + (542 1000 0.03539816378998508 0.035398163459948236 -1) :pi true. } -_:bng_3919 { - (541 2500 0.035398163002730854 0.03539816340144829 1) :pi true. +_:bng_919 { + (541 1000 0.035398163002730854 0.035398163459948236 1) :pi true. } -_:bng_3920 { - [] 540; math:notEqualTo 2500 . +_:bng_920 { + [] 540; math:notEqualTo 1000 . (540 1) math:sum 541 . (2 540) math:product 1080 . (1080 1) math:sum 1081 . @@ -35828,15 +8828,15 @@ _:bng_3920 { (-1 1263213360) math:quotient -7.916319061096694e-10 . (0.03539816379436276 -7.916319061096694e-10) math:sum 0.035398163002730854 . [] -1; math:negation 1 . - (541 2500 0.035398163002730854 0.03539816340144829 1) :pi true. + (541 1000 0.035398163002730854 0.035398163459948236 1) :pi true. } -_:bng_3921 { - (540 2500 0.03539816379436276 0.03539816340144829 -1) :pi true. +_:bng_921 { + (540 1000 0.03539816379436276 0.035398163459948236 -1) :pi true. } -_:bng_3922 { - [] 539; math:notEqualTo 2500 . +_:bng_922 { + [] 539; math:notEqualTo 1000 . (539 1) math:sum 540 . (2 539) math:product 1078 . (1078 1) math:sum 1079 . @@ -35845,15 +8845,15 @@ _:bng_3922 { (1 1256214960) math:quotient 7.96042104131605e-10 . (0.03539816299832065 7.96042104131605e-10) math:sum 0.03539816379436276 . [] 1; math:negation -1 . - (540 2500 0.03539816379436276 0.03539816340144829 -1) :pi true. + (540 1000 0.03539816379436276 0.035398163459948236 -1) :pi true. } -_:bng_3923 { - (539 2500 0.03539816299832065 0.03539816340144829 1) :pi true. +_:bng_923 { + (539 1000 0.03539816299832065 0.035398163459948236 1) :pi true. } -_:bng_3924 { - [] 538; math:notEqualTo 2500 . +_:bng_924 { + [] 538; math:notEqualTo 1000 . (538 1) math:sum 539 . (2 538) math:product 1076 . (1076 1) math:sum 1077 . @@ -35862,15 +8862,15 @@ _:bng_3924 { (-1 1249242456) math:quotient -8.004851221611059e-10 . (0.035398163798805775 -8.004851221611059e-10) math:sum 0.03539816299832065 . [] -1; math:negation 1 . - (539 2500 0.03539816299832065 0.03539816340144829 1) :pi true. + (539 1000 0.03539816299832065 0.035398163459948236 1) :pi true. } -_:bng_3925 { - (538 2500 0.035398163798805775 0.03539816340144829 -1) :pi true. +_:bng_925 { + (538 1000 0.035398163798805775 0.035398163459948236 -1) :pi true. } -_:bng_3926 { - [] 537; math:notEqualTo 2500 . +_:bng_926 { + [] 537; math:notEqualTo 1000 . (537 1) math:sum 538 . (2 537) math:product 1074 . (1074 1) math:sum 1075 . @@ -35879,15 +8879,15 @@ _:bng_3926 { (1 1242295800) math:quotient 8.04961266068838e-10 . (0.03539816299384451 8.04961266068838e-10) math:sum 0.035398163798805775 . [] 1; math:negation -1 . - (538 2500 0.035398163798805775 0.03539816340144829 -1) :pi true. + (538 1000 0.035398163798805775 0.035398163459948236 -1) :pi true. } -_:bng_3927 { - (537 2500 0.03539816299384451 0.03539816340144829 1) :pi true. +_:bng_927 { + (537 1000 0.03539816299384451 0.035398163459948236 1) :pi true. } -_:bng_3928 { - [] 536; math:notEqualTo 2500 . +_:bng_928 { + [] 536; math:notEqualTo 1000 . (536 1) math:sum 537 . (2 536) math:product 1072 . (1072 1) math:sum 1073 . @@ -35896,15 +8896,15 @@ _:bng_3928 { (-1 1235374944) math:quotient -8.094708451525791e-10 . (0.035398163803315355 -8.094708451525791e-10) math:sum 0.03539816299384451 . [] -1; math:negation 1 . - (537 2500 0.03539816299384451 0.03539816340144829 1) :pi true. + (537 1000 0.03539816299384451 0.035398163459948236 1) :pi true. } -_:bng_3929 { - (536 2500 0.035398163803315355 0.03539816340144829 -1) :pi true. +_:bng_929 { + (536 1000 0.035398163803315355 0.035398163459948236 -1) :pi true. } -_:bng_3930 { - [] 535; math:notEqualTo 2500 . +_:bng_930 { + [] 535; math:notEqualTo 1000 . (535 1) math:sum 536 . (2 535) math:product 1070 . (1070 1) math:sum 1071 . @@ -35913,15 +8913,15 @@ _:bng_3930 { (1 1228479840) math:quotient 8.140141721821011e-10 . (0.03539816298930118 8.140141721821011e-10) math:sum 0.035398163803315355 . [] 1; math:negation -1 . - (536 2500 0.035398163803315355 0.03539816340144829 -1) :pi true. + (536 1000 0.035398163803315355 0.035398163459948236 -1) :pi true. } -_:bng_3931 { - (535 2500 0.03539816298930118 0.03539816340144829 1) :pi true. +_:bng_931 { + (535 1000 0.03539816298930118 0.035398163459948236 1) :pi true. } -_:bng_3932 { - [] 534; math:notEqualTo 2500 . +_:bng_932 { + [] 534; math:notEqualTo 1000 . (534 1) math:sum 535 . (2 534) math:product 1068 . (1068 1) math:sum 1069 . @@ -35930,15 +8930,15 @@ _:bng_3932 { (-1 1221610440) math:quotient -8.185915634447263e-10 . (0.03539816380789274 -8.185915634447263e-10) math:sum 0.03539816298930118 . [] -1; math:negation 1 . - (535 2500 0.03539816298930118 0.03539816340144829 1) :pi true. + (535 1000 0.03539816298930118 0.035398163459948236 1) :pi true. } -_:bng_3933 { - (534 2500 0.03539816380789274 0.03539816340144829 -1) :pi true. +_:bng_933 { + (534 1000 0.03539816380789274 0.035398163459948236 -1) :pi true. } -_:bng_3934 { - [] 533; math:notEqualTo 2500 . +_:bng_934 { + [] 533; math:notEqualTo 1000 . (533 1) math:sum 534 . (2 533) math:product 1066 . (1066 1) math:sum 1067 . @@ -35947,15 +8947,15 @@ _:bng_3934 { (1 1214766696) math:quotient 8.232033387915666e-10 . (0.0353981629846894 8.232033387915666e-10) math:sum 0.03539816380789274 . [] 1; math:negation -1 . - (534 2500 0.03539816380789274 0.03539816340144829 -1) :pi true. + (534 1000 0.03539816380789274 0.035398163459948236 -1) :pi true. } -_:bng_3935 { - (533 2500 0.0353981629846894 0.03539816340144829 1) :pi true. +_:bng_935 { + (533 1000 0.0353981629846894 0.035398163459948236 1) :pi true. } -_:bng_3936 { - [] 532; math:notEqualTo 2500 . +_:bng_936 { + [] 532; math:notEqualTo 1000 . (532 1) math:sum 533 . (2 532) math:product 1064 . (1064 1) math:sum 1065 . @@ -35964,15 +8964,15 @@ _:bng_3936 { (-1 1207948560) math:quotient -8.278498216844598e-10 . (0.03539816381253923 -8.278498216844598e-10) math:sum 0.0353981629846894 . [] -1; math:negation 1 . - (533 2500 0.0353981629846894 0.03539816340144829 1) :pi true. + (533 1000 0.0353981629846894 0.035398163459948236 1) :pi true. } -_:bng_3937 { - (532 2500 0.03539816381253923 0.03539816340144829 -1) :pi true. +_:bng_937 { + (532 1000 0.03539816381253923 0.035398163459948236 -1) :pi true. } -_:bng_3938 { - [] 531; math:notEqualTo 2500 . +_:bng_938 { + [] 531; math:notEqualTo 1000 . (531 1) math:sum 532 . (2 531) math:product 1062 . (1062 1) math:sum 1063 . @@ -35981,15 +8981,15 @@ _:bng_3938 { (1 1201155984) math:quotient 8.325313392436132e-10 . (0.035398162980007884 8.325313392436132e-10) math:sum 0.03539816381253923 . [] 1; math:negation -1 . - (532 2500 0.03539816381253923 0.03539816340144829 -1) :pi true. + (532 1000 0.03539816381253923 0.035398163459948236 -1) :pi true. } -_:bng_3939 { - (531 2500 0.035398162980007884 0.03539816340144829 1) :pi true. +_:bng_939 { + (531 1000 0.035398162980007884 0.035398163459948236 1) :pi true. } -_:bng_3940 { - [] 530; math:notEqualTo 2500 . +_:bng_940 { + [] 530; math:notEqualTo 1000 . (530 1) math:sum 531 . (2 530) math:product 1060 . (1060 1) math:sum 1061 . @@ -35998,15 +8998,15 @@ _:bng_3940 { (-1 1194388920) math:quotient -8.372482222959671e-10 . (0.035398163817256106 -8.372482222959671e-10) math:sum 0.035398162980007884 . [] -1; math:negation 1 . - (531 2500 0.035398162980007884 0.03539816340144829 1) :pi true. + (531 1000 0.035398162980007884 0.035398163459948236 1) :pi true. } -_:bng_3941 { - (530 2500 0.035398163817256106 0.03539816340144829 -1) :pi true. +_:bng_941 { + (530 1000 0.035398163817256106 0.035398163459948236 -1) :pi true. } -_:bng_3942 { - [] 529; math:notEqualTo 2500 . +_:bng_942 { + [] 529; math:notEqualTo 1000 . (529 1) math:sum 530 . (2 529) math:product 1058 . (1058 1) math:sum 1059 . @@ -36015,15 +9015,15 @@ _:bng_3942 { (1 1187647320) math:quotient 8.420008054242905e-10 . (0.035398162975255304 8.420008054242905e-10) math:sum 0.035398163817256106 . [] 1; math:negation -1 . - (530 2500 0.035398163817256106 0.03539816340144829 -1) :pi true. + (530 1000 0.035398163817256106 0.035398163459948236 -1) :pi true. } -_:bng_3943 { - (529 2500 0.035398162975255304 0.03539816340144829 1) :pi true. +_:bng_943 { + (529 1000 0.035398162975255304 0.035398163459948236 1) :pi true. } -_:bng_3944 { - [] 528; math:notEqualTo 2500 . +_:bng_944 { + [] 528; math:notEqualTo 1000 . (528 1) math:sum 529 . (2 528) math:product 1056 . (1056 1) math:sum 1057 . @@ -36032,15 +9032,15 @@ _:bng_3944 { (-1 1180931136) math:quotient -8.467894270170212e-10 . (0.035398163822044734 -8.467894270170212e-10) math:sum 0.035398162975255304 . [] -1; math:negation 1 . - (529 2500 0.035398162975255304 0.03539816340144829 1) :pi true. + (529 1000 0.035398162975255304 0.035398163459948236 1) :pi true. } -_:bng_3945 { - (528 2500 0.035398163822044734 0.03539816340144829 -1) :pi true. +_:bng_945 { + (528 1000 0.035398163822044734 0.035398163459948236 -1) :pi true. } -_:bng_3946 { - [] 527; math:notEqualTo 2500 . +_:bng_946 { + [] 527; math:notEqualTo 1000 . (527 1) math:sum 528 . (2 527) math:product 1054 . (1054 1) math:sum 1055 . @@ -36049,15 +9049,15 @@ _:bng_3946 { (1 1174240320) math:quotient 8.516144293188638e-10 . (0.0353981629704303 8.516144293188638e-10) math:sum 0.035398163822044734 . [] 1; math:negation -1 . - (528 2500 0.035398163822044734 0.03539816340144829 -1) :pi true. + (528 1000 0.035398163822044734 0.035398163459948236 -1) :pi true. } -_:bng_3947 { - (527 2500 0.0353981629704303 0.03539816340144829 1) :pi true. +_:bng_947 { + (527 1000 0.0353981629704303 0.035398163459948236 1) :pi true. } -_:bng_3948 { - [] 526; math:notEqualTo 2500 . +_:bng_948 { + [] 526; math:notEqualTo 1000 . (526 1) math:sum 527 . (2 526) math:product 1052 . (1052 1) math:sum 1053 . @@ -36066,15 +9066,15 @@ _:bng_3948 { (-1 1167574824) math:quotient -8.564761584821565e-10 . (0.03539816382690646 -8.564761584821565e-10) math:sum 0.0353981629704303 . [] -1; math:negation 1 . - (527 2500 0.0353981629704303 0.03539816340144829 1) :pi true. + (527 1000 0.0353981629704303 0.035398163459948236 1) :pi true. } -_:bng_3949 { - (526 2500 0.03539816382690646 0.03539816340144829 -1) :pi true. +_:bng_949 { + (526 1000 0.03539816382690646 0.035398163459948236 -1) :pi true. } -_:bng_3950 { - [] 525; math:notEqualTo 2500 . +_:bng_950 { + [] 525; math:notEqualTo 1000 . (525 1) math:sum 526 . (2 525) math:product 1050 . (1050 1) math:sum 1051 . @@ -36083,15 +9083,15 @@ _:bng_3950 { (1 1160934600) math:quotient 8.613749646190233e-10 . (0.0353981629655315 8.613749646190233e-10) math:sum 0.03539816382690646 . [] 1; math:negation -1 . - (526 2500 0.03539816382690646 0.03539816340144829 -1) :pi true. + (526 1000 0.03539816382690646 0.035398163459948236 -1) :pi true. } -_:bng_3951 { - (525 2500 0.0353981629655315 0.03539816340144829 1) :pi true. +_:bng_951 { + (525 1000 0.0353981629655315 0.035398163459948236 1) :pi true. } -_:bng_3952 { - [] 524; math:notEqualTo 2500 . +_:bng_952 { + [] 524; math:notEqualTo 1000 . (524 1) math:sum 525 . (2 524) math:product 1048 . (1048 1) math:sum 1049 . @@ -36100,15 +9100,15 @@ _:bng_3952 { (-1 1154319600) math:quotient -8.663112018543218e-10 . (0.0353981638318427 -8.663112018543218e-10) math:sum 0.0353981629655315 . [] -1; math:negation 1 . - (525 2500 0.0353981629655315 0.03539816340144829 1) :pi true. + (525 1000 0.0353981629655315 0.035398163459948236 1) :pi true. } -_:bng_3953 { - (524 2500 0.0353981638318427 0.03539816340144829 -1) :pi true. +_:bng_953 { + (524 1000 0.0353981638318427 0.035398163459948236 -1) :pi true. } -_:bng_3954 { - [] 523; math:notEqualTo 2500 . +_:bng_954 { + [] 523; math:notEqualTo 1000 . (523 1) math:sum 524 . (2 523) math:product 1046 . (1046 1) math:sum 1047 . @@ -36117,15 +9117,15 @@ _:bng_3954 { (1 1147729776) math:quotient 8.712852283794021e-10 . (0.03539816296055747 8.712852283794021e-10) math:sum 0.0353981638318427 . [] 1; math:negation -1 . - (524 2500 0.0353981638318427 0.03539816340144829 -1) :pi true. + (524 1000 0.0353981638318427 0.035398163459948236 -1) :pi true. } -_:bng_3955 { - (523 2500 0.03539816296055747 0.03539816340144829 1) :pi true. +_:bng_955 { + (523 1000 0.03539816296055747 0.035398163459948236 1) :pi true. } -_:bng_3956 { - [] 522; math:notEqualTo 2500 . +_:bng_956 { + [] 522; math:notEqualTo 1000 . (522 1) math:sum 523 . (2 522) math:product 1044 . (1044 1) math:sum 1045 . @@ -36134,15 +9134,15 @@ _:bng_3956 { (-1 1141165080) math:quotient -8.762974065066905e-10 . (0.03539816383685488 -8.762974065066905e-10) math:sum 0.03539816296055747 . [] -1; math:negation 1 . - (523 2500 0.03539816296055747 0.03539816340144829 1) :pi true. + (523 1000 0.03539816296055747 0.035398163459948236 1) :pi true. } -_:bng_3957 { - (522 2500 0.03539816383685488 0.03539816340144829 -1) :pi true. +_:bng_957 { + (522 1000 0.03539816383685488 0.035398163459948236 -1) :pi true. } -_:bng_3958 { - [] 521; math:notEqualTo 2500 . +_:bng_958 { + [] 521; math:notEqualTo 1000 . (521 1) math:sum 522 . (2 521) math:product 1042 . (1042 1) math:sum 1043 . @@ -36151,15 +9151,15 @@ _:bng_3958 { (1 1134625464) math:quotient 8.813481027251121e-10 . (0.035398162955506775 8.813481027251121e-10) math:sum 0.03539816383685488 . [] 1; math:negation -1 . - (522 2500 0.03539816383685488 0.03539816340144829 -1) :pi true. + (522 1000 0.03539816383685488 0.035398163459948236 -1) :pi true. } -_:bng_3959 { - (521 2500 0.035398162955506775 0.03539816340144829 1) :pi true. +_:bng_959 { + (521 1000 0.035398162955506775 0.035398163459948236 1) :pi true. } -_:bng_3960 { - [] 520; math:notEqualTo 2500 . +_:bng_960 { + [] 520; math:notEqualTo 1000 . (520 1) math:sum 521 . (2 520) math:product 1040 . (1040 1) math:sum 1041 . @@ -36168,15 +9168,15 @@ _:bng_3960 { (-1 1128110880) math:quotient -8.864376877563666e-10 . (0.03539816384194446 -8.864376877563666e-10) math:sum 0.035398162955506775 . [] -1; math:negation 1 . - (521 2500 0.035398162955506775 0.03539816340144829 1) :pi true. + (521 1000 0.035398162955506775 0.035398163459948236 1) :pi true. } -_:bng_3961 { - (520 2500 0.03539816384194446 0.03539816340144829 -1) :pi true. +_:bng_961 { + (520 1000 0.03539816384194446 0.035398163459948236 -1) :pi true. } -_:bng_3962 { - [] 519; math:notEqualTo 2500 . +_:bng_962 { + [] 519; math:notEqualTo 1000 . (519 1) math:sum 520 . (2 519) math:product 1038 . (1038 1) math:sum 1039 . @@ -36185,15 +9185,15 @@ _:bng_3962 { (1 1121621280) math:quotient 8.915665366120729e-10 . (0.035398162950377926 8.915665366120729e-10) math:sum 0.03539816384194446 . [] 1; math:negation -1 . - (520 2500 0.03539816384194446 0.03539816340144829 -1) :pi true. + (520 1000 0.03539816384194446 0.035398163459948236 -1) :pi true. } -_:bng_3963 { - (519 2500 0.035398162950377926 0.03539816340144829 1) :pi true. +_:bng_963 { + (519 1000 0.035398162950377926 0.035398163459948236 1) :pi true. } -_:bng_3964 { - [] 518; math:notEqualTo 2500 . +_:bng_964 { + [] 518; math:notEqualTo 1000 . (518 1) math:sum 519 . (2 518) math:product 1036 . (1036 1) math:sum 1037 . @@ -36202,15 +9202,15 @@ _:bng_3964 { (-1 1115156616) math:quotient -8.967350286517961e-10 . (0.03539816384711295 -8.967350286517961e-10) math:sum 0.035398162950377926 . [] -1; math:negation 1 . - (519 2500 0.035398162950377926 0.03539816340144829 1) :pi true. + (519 1000 0.035398162950377926 0.035398163459948236 1) :pi true. } -_:bng_3965 { - (518 2500 0.03539816384711295 0.03539816340144829 -1) :pi true. +_:bng_965 { + (518 1000 0.03539816384711295 0.035398163459948236 -1) :pi true. } -_:bng_3966 { - [] 517; math:notEqualTo 2500 . +_:bng_966 { + [] 517; math:notEqualTo 1000 . (517 1) math:sum 518 . (2 517) math:product 1034 . (1034 1) math:sum 1035 . @@ -36219,15 +9219,15 @@ _:bng_3966 { (1 1108716840) math:quotient 9.01943547641975e-10 . (0.035398162945169405 9.01943547641975e-10) math:sum 0.03539816384711295 . [] 1; math:negation -1 . - (518 2500 0.03539816384711295 0.03539816340144829 -1) :pi true. + (518 1000 0.03539816384711295 0.035398163459948236 -1) :pi true. } -_:bng_3967 { - (517 2500 0.035398162945169405 0.03539816340144829 1) :pi true. +_:bng_967 { + (517 1000 0.035398162945169405 0.035398163459948236 1) :pi true. } -_:bng_3968 { - [] 516; math:notEqualTo 2500 . +_:bng_968 { + [] 516; math:notEqualTo 1000 . (516 1) math:sum 517 . (2 516) math:product 1032 . (1032 1) math:sum 1033 . @@ -36236,15 +9236,15 @@ _:bng_3968 { (-1 1102301904) math:quotient -9.071924818157622e-10 . (0.035398163852361886 -9.071924818157622e-10) math:sum 0.035398162945169405 . [] -1; math:negation 1 . - (517 2500 0.035398162945169405 0.03539816340144829 1) :pi true. + (517 1000 0.035398162945169405 0.035398163459948236 1) :pi true. } -_:bng_3969 { - (516 2500 0.035398163852361886 0.03539816340144829 -1) :pi true. +_:bng_969 { + (516 1000 0.035398163852361886 0.035398163459948236 -1) :pi true. } -_:bng_3970 { - [] 515; math:notEqualTo 2500 . +_:bng_970 { + [] 515; math:notEqualTo 1000 . (515 1) math:sum 516 . (2 515) math:product 1030 . (1030 1) math:sum 1031 . @@ -36253,15 +9253,15 @@ _:bng_3970 { (1 1095911760) math:quotient 9.124822239337955e-10 . (0.035398162939879664 9.124822239337955e-10) math:sum 0.035398163852361886 . [] 1; math:negation -1 . - (516 2500 0.035398163852361886 0.03539816340144829 -1) :pi true. + (516 1000 0.035398163852361886 0.035398163459948236 -1) :pi true. } -_:bng_3971 { - (515 2500 0.035398162939879664 0.03539816340144829 1) :pi true. +_:bng_971 { + (515 1000 0.035398162939879664 0.035398163459948236 1) :pi true. } -_:bng_3972 { - [] 514; math:notEqualTo 2500 . +_:bng_972 { + [] 514; math:notEqualTo 1000 . (514 1) math:sum 515 . (2 514) math:product 1028 . (1028 1) math:sum 1029 . @@ -36270,15 +9270,15 @@ _:bng_3972 { (-1 1089546360) math:quotient -9.178131713459169e-10 . (0.03539816385769284 -9.178131713459169e-10) math:sum 0.035398162939879664 . [] -1; math:negation 1 . - (515 2500 0.035398162939879664 0.03539816340144829 1) :pi true. + (515 1000 0.035398162939879664 0.035398163459948236 1) :pi true. } -_:bng_3973 { - (514 2500 0.03539816385769284 0.03539816340144829 -1) :pi true. +_:bng_973 { + (514 1000 0.03539816385769284 0.035398163459948236 -1) :pi true. } -_:bng_3974 { - [] 513; math:notEqualTo 2500 . +_:bng_974 { + [] 513; math:notEqualTo 1000 . (513 1) math:sum 514 . (2 513) math:product 1026 . (1026 1) math:sum 1027 . @@ -36287,15 +9287,15 @@ _:bng_3974 { (1 1083205656) math:quotient 9.231857260538529e-10 . (0.03539816293450711 9.231857260538529e-10) math:sum 0.03539816385769284 . [] 1; math:negation -1 . - (514 2500 0.03539816385769284 0.03539816340144829 -1) :pi true. + (514 1000 0.03539816385769284 0.035398163459948236 -1) :pi true. } -_:bng_3975 { - (513 2500 0.03539816293450711 0.03539816340144829 1) :pi true. +_:bng_975 { + (513 1000 0.03539816293450711 0.035398163459948236 1) :pi true. } -_:bng_3976 { - [] 512; math:notEqualTo 2500 . +_:bng_976 { + [] 512; math:notEqualTo 1000 . (512 1) math:sum 513 . (2 512) math:product 1024 . (1024 1) math:sum 1025 . @@ -36304,15 +9304,15 @@ _:bng_3976 { (-1 1076889600) math:quotient -9.286002947748776e-10 . (0.0353981638631074 -9.286002947748776e-10) math:sum 0.03539816293450711 . [] -1; math:negation 1 . - (513 2500 0.03539816293450711 0.03539816340144829 1) :pi true. + (513 1000 0.03539816293450711 0.035398163459948236 1) :pi true. } -_:bng_3977 { - (512 2500 0.0353981638631074 0.03539816340144829 -1) :pi true. +_:bng_977 { + (512 1000 0.0353981638631074 0.035398163459948236 -1) :pi true. } -_:bng_3978 { - [] 511; math:notEqualTo 2500 . +_:bng_978 { + [] 511; math:notEqualTo 1000 . (511 1) math:sum 512 . (2 511) math:product 1022 . (1022 1) math:sum 1023 . @@ -36321,15 +9321,15 @@ _:bng_3978 { (1 1070598144) math:quotient 9.340572890064714e-10 . (0.03539816292905011 9.340572890064714e-10) math:sum 0.0353981638631074 . [] 1; math:negation -1 . - (512 2500 0.0353981638631074 0.03539816340144829 -1) :pi true. + (512 1000 0.0353981638631074 0.035398163459948236 -1) :pi true. } -_:bng_3979 { - (511 2500 0.03539816292905011 0.03539816340144829 1) :pi true. +_:bng_979 { + (511 1000 0.03539816292905011 0.035398163459948236 1) :pi true. } -_:bng_3980 { - [] 510; math:notEqualTo 2500 . +_:bng_980 { + [] 510; math:notEqualTo 1000 . (510 1) math:sum 511 . (2 510) math:product 1020 . (1020 1) math:sum 1021 . @@ -36338,15 +9338,15 @@ _:bng_3980 { (-1 1064331240) math:quotient -9.395571250919967e-10 . (0.03539816386860724 -9.395571250919967e-10) math:sum 0.03539816292905011 . [] -1; math:negation 1 . - (511 2500 0.03539816292905011 0.03539816340144829 1) :pi true. + (511 1000 0.03539816292905011 0.035398163459948236 1) :pi true. } -_:bng_3981 { - (510 2500 0.03539816386860724 0.03539816340144829 -1) :pi true. +_:bng_981 { + (510 1000 0.03539816386860724 0.035398163459948236 -1) :pi true. } -_:bng_3982 { - [] 509; math:notEqualTo 2500 . +_:bng_982 { + [] 509; math:notEqualTo 1000 . (509 1) math:sum 510 . (2 509) math:product 1018 . (1018 1) math:sum 1019 . @@ -36355,15 +9355,15 @@ _:bng_3982 { (1 1058088840) math:quotient 9.451002242874048e-10 . (0.03539816292350701 9.451002242874048e-10) math:sum 0.03539816386860724 . [] 1; math:negation -1 . - (510 2500 0.03539816386860724 0.03539816340144829 -1) :pi true. + (510 1000 0.03539816386860724 0.035398163459948236 -1) :pi true. } -_:bng_3983 { - (509 2500 0.03539816292350701 0.03539816340144829 1) :pi true. +_:bng_983 { + (509 1000 0.03539816292350701 0.035398163459948236 1) :pi true. } -_:bng_3984 { - [] 508; math:notEqualTo 2500 . +_:bng_984 { + [] 508; math:notEqualTo 1000 . (508 1) math:sum 509 . (2 508) math:product 1016 . (1016 1) math:sum 1017 . @@ -36372,15 +9372,15 @@ _:bng_3984 { (-1 1051870896) math:quotient -9.506870128289964e-10 . (0.035398163874194026 -9.506870128289964e-10) math:sum 0.03539816292350701 . [] -1; math:negation 1 . - (509 2500 0.03539816292350701 0.03539816340144829 1) :pi true. + (509 1000 0.03539816292350701 0.035398163459948236 1) :pi true. } -_:bng_3985 { - (508 2500 0.035398163874194026 0.03539816340144829 -1) :pi true. +_:bng_985 { + (508 1000 0.035398163874194026 0.035398163459948236 -1) :pi true. } -_:bng_3986 { - [] 507; math:notEqualTo 2500 . +_:bng_986 { + [] 507; math:notEqualTo 1000 . (507 1) math:sum 508 . (2 507) math:product 1014 . (1014 1) math:sum 1015 . @@ -36389,15 +9389,15 @@ _:bng_3986 { (1 1045677360) math:quotient 9.563179220022512e-10 . (0.035398162917876105 9.563179220022512e-10) math:sum 0.035398163874194026 . [] 1; math:negation -1 . - (508 2500 0.035398163874194026 0.03539816340144829 -1) :pi true. + (508 1000 0.035398163874194026 0.035398163459948236 -1) :pi true. } -_:bng_3987 { - (507 2500 0.035398162917876105 0.03539816340144829 1) :pi true. +_:bng_987 { + (507 1000 0.035398162917876105 0.035398163459948236 1) :pi true. } -_:bng_3988 { - [] 506; math:notEqualTo 2500 . +_:bng_988 { + [] 506; math:notEqualTo 1000 . (506 1) math:sum 507 . (2 506) math:product 1012 . (1012 1) math:sum 1013 . @@ -36406,15 +9406,15 @@ _:bng_3988 { (-1 1039508184) math:quotient -9.619933882117469e-10 . (0.03539816387986949 -9.619933882117469e-10) math:sum 0.035398162917876105 . [] -1; math:negation 1 . - (507 2500 0.035398162917876105 0.03539816340144829 1) :pi true. + (507 1000 0.035398162917876105 0.035398163459948236 1) :pi true. } -_:bng_3989 { - (506 2500 0.03539816387986949 0.03539816340144829 -1) :pi true. +_:bng_989 { + (506 1000 0.03539816387986949 0.035398163459948236 -1) :pi true. } -_:bng_3990 { - [] 505; math:notEqualTo 2500 . +_:bng_990 { + [] 505; math:notEqualTo 1000 . (505 1) math:sum 506 . (2 505) math:product 1010 . (1010 1) math:sum 1011 . @@ -36423,15 +9423,15 @@ _:bng_3990 { (1 1033363320) math:quotient 9.67713853052187e-10 . (0.03539816291215564 9.67713853052187e-10) math:sum 0.03539816387986949 . [] 1; math:negation -1 . - (506 2500 0.03539816387986949 0.03539816340144829 -1) :pi true. + (506 1000 0.03539816387986949 0.035398163459948236 -1) :pi true. } -_:bng_3991 { - (505 2500 0.03539816291215564 0.03539816340144829 1) :pi true. +_:bng_991 { + (505 1000 0.03539816291215564 0.035398163459948236 1) :pi true. } -_:bng_3992 { - [] 504; math:notEqualTo 2500 . +_:bng_992 { + [] 504; math:notEqualTo 1000 . (504 1) math:sum 505 . (2 504) math:product 1008 . (1008 1) math:sum 1009 . @@ -36440,15 +9440,15 @@ _:bng_3992 { (-1 1027242720) math:quotient -9.734797633805573e-10 . (0.0353981638856354 -9.734797633805573e-10) math:sum 0.03539816291215564 . [] -1; math:negation 1 . - (505 2500 0.03539816291215564 0.03539816340144829 1) :pi true. + (505 1000 0.03539816291215564 0.035398163459948236 1) :pi true. } -_:bng_3993 { - (504 2500 0.0353981638856354 0.03539816340144829 -1) :pi true. +_:bng_993 { + (504 1000 0.0353981638856354 0.035398163459948236 -1) :pi true. } -_:bng_3994 { - [] 503; math:notEqualTo 2500 . +_:bng_994 { + [] 503; math:notEqualTo 1000 . (503 1) math:sum 504 . (2 503) math:product 1006 . (1006 1) math:sum 1007 . @@ -36457,15 +9457,15 @@ _:bng_3994 { (1 1021146336) math:quotient 9.792915713894312e-10 . (0.03539816290634383 9.792915713894312e-10) math:sum 0.0353981638856354 . [] 1; math:negation -1 . - (504 2500 0.0353981638856354 0.03539816340144829 -1) :pi true. + (504 1000 0.0353981638856354 0.035398163459948236 -1) :pi true. } -_:bng_3995 { - (503 2500 0.03539816290634383 0.03539816340144829 1) :pi true. +_:bng_995 { + (503 1000 0.03539816290634383 0.035398163459948236 1) :pi true. } -_:bng_3996 { - [] 502; math:notEqualTo 2500 . +_:bng_996 { + [] 502; math:notEqualTo 1000 . (502 1) math:sum 503 . (2 502) math:product 1004 . (1004 1) math:sum 1005 . @@ -36474,15 +9474,15 @@ _:bng_3996 { (-1 1015074120) math:quotient -9.851497346814437e-10 . (0.03539816389149356 -9.851497346814437e-10) math:sum 0.03539816290634383 . [] -1; math:negation 1 . - (503 2500 0.03539816290634383 0.03539816340144829 1) :pi true. + (503 1000 0.03539816290634383 0.035398163459948236 1) :pi true. } -_:bng_3997 { - (502 2500 0.03539816389149356 0.03539816340144829 -1) :pi true. +_:bng_997 { + (502 1000 0.03539816389149356 0.035398163459948236 -1) :pi true. } -_:bng_3998 { - [] 501; math:notEqualTo 2500 . +_:bng_998 { + [] 501; math:notEqualTo 1000 . (501 1) math:sum 502 . (2 501) math:product 1002 . (1002 1) math:sum 1003 . @@ -36491,15 +9491,15 @@ _:bng_3998 { (1 1009026024) math:quotient 9.910547163449572e-10 . (0.035398162900438845 9.910547163449572e-10) math:sum 0.03539816389149356 . [] 1; math:negation -1 . - (502 2500 0.03539816389149356 0.03539816340144829 -1) :pi true. + (502 1000 0.03539816389149356 0.035398163459948236 -1) :pi true. } -_:bng_3999 { - (501 2500 0.035398162900438845 0.03539816340144829 1) :pi true. +_:bng_999 { + (501 1000 0.035398162900438845 0.035398163459948236 1) :pi true. } -_:bng_4000 { - [] 500; math:notEqualTo 2500 . +_:bng_1000 { + [] 500; math:notEqualTo 1000 . (500 1) math:sum 501 . (2 500) math:product 1000 . (1000 1) math:sum 1001 . @@ -36508,15 +9508,15 @@ _:bng_4000 { (-1 1003002000) math:quotient -9.970069850309371e-10 . (0.03539816389744583 -9.970069850309371e-10) math:sum 0.035398162900438845 . [] -1; math:negation 1 . - (501 2500 0.035398162900438845 0.03539816340144829 1) :pi true. + (501 1000 0.035398162900438845 0.035398163459948236 1) :pi true. } -_:bng_4001 { - (500 2500 0.03539816389744583 0.03539816340144829 -1) :pi true. +_:bng_1001 { + (500 1000 0.03539816389744583 0.035398163459948236 -1) :pi true. } -_:bng_4002 { - [] 499; math:notEqualTo 2500 . +_:bng_1002 { + [] 499; math:notEqualTo 1000 . (499 1) math:sum 500 . (2 499) math:product 998 . (998 1) math:sum 999 . @@ -36525,15 +9525,15 @@ _:bng_4002 { (1 997002000) math:quotient 1.0030070150310632e-9 . (0.03539816289443881 1.0030070150310632e-9) math:sum 0.03539816389744583 . [] 1; math:negation -1 . - (500 2500 0.03539816389744583 0.03539816340144829 -1) :pi true. + (500 1000 0.03539816389744583 0.035398163459948236 -1) :pi true. } -_:bng_4003 { - (499 2500 0.03539816289443881 0.03539816340144829 1) :pi true. +_:bng_1003 { + (499 1000 0.03539816289443881 0.035398163459948236 1) :pi true. } -_:bng_4004 { - [] 498; math:notEqualTo 2500 . +_:bng_1004 { + [] 498; math:notEqualTo 1000 . (498 1) math:sum 499 . (2 498) math:product 996 . (996 1) math:sum 997 . @@ -36542,15 +9542,15 @@ _:bng_4004 { (-1 991025976) math:quotient -1.0090552863570955e-9 . (0.035398163903494095 -1.0090552863570955e-9) math:sum 0.03539816289443881 . [] -1; math:negation 1 . - (499 2500 0.03539816289443881 0.03539816340144829 1) :pi true. + (499 1000 0.03539816289443881 0.035398163459948236 1) :pi true. } -_:bng_4005 { - (498 2500 0.035398163903494095 0.03539816340144829 -1) :pi true. +_:bng_1005 { + (498 1000 0.035398163903494095 0.035398163459948236 -1) :pi true. } -_:bng_4006 { - [] 497; math:notEqualTo 2500 . +_:bng_1006 { + [] 497; math:notEqualTo 1000 . (497 1) math:sum 498 . (2 497) math:product 994 . (994 1) math:sum 995 . @@ -36559,15 +9559,15 @@ _:bng_4006 { (1 985073880) math:quotient 1.0151522848215202e-9 . (0.035398162888341814 1.0151522848215202e-9) math:sum 0.035398163903494095 . [] 1; math:negation -1 . - (498 2500 0.035398163903494095 0.03539816340144829 -1) :pi true. + (498 1000 0.035398163903494095 0.035398163459948236 -1) :pi true. } -_:bng_4007 { - (497 2500 0.035398162888341814 0.03539816340144829 1) :pi true. +_:bng_1007 { + (497 1000 0.035398162888341814 0.035398163459948236 1) :pi true. } -_:bng_4008 { - [] 496; math:notEqualTo 2500 . +_:bng_1008 { + [] 496; math:notEqualTo 1000 . (496 1) math:sum 497 . (2 496) math:product 992 . (992 1) math:sum 993 . @@ -36576,15 +9576,15 @@ _:bng_4008 { (-1 979145664) math:quotient -1.0212985021194968e-9 . (0.03539816390964032 -1.0212985021194968e-9) math:sum 0.035398162888341814 . [] -1; math:negation 1 . - (497 2500 0.035398162888341814 0.03539816340144829 1) :pi true. + (497 1000 0.035398162888341814 0.035398163459948236 1) :pi true. } -_:bng_4009 { - (496 2500 0.03539816390964032 0.03539816340144829 -1) :pi true. +_:bng_1009 { + (496 1000 0.03539816390964032 0.035398163459948236 -1) :pi true. } -_:bng_4010 { - [] 495; math:notEqualTo 2500 . +_:bng_1010 { + [] 495; math:notEqualTo 1000 . (495 1) math:sum 496 . (2 495) math:product 990 . (990 1) math:sum 991 . @@ -36593,15 +9593,15 @@ _:bng_4010 { (1 973241280) math:quotient 1.0274944359121306e-9 . (0.03539816288214588 1.0274944359121306e-9) math:sum 0.03539816390964032 . [] 1; math:negation -1 . - (496 2500 0.03539816390964032 0.03539816340144829 -1) :pi true. + (496 1000 0.03539816390964032 0.035398163459948236 -1) :pi true. } -_:bng_4011 { - (495 2500 0.03539816288214588 0.03539816340144829 1) :pi true. +_:bng_1011 { + (495 1000 0.03539816288214588 0.035398163459948236 1) :pi true. } -_:bng_4012 { - [] 494; math:notEqualTo 2500 . +_:bng_1012 { + [] 494; math:notEqualTo 1000 . (494 1) math:sum 495 . (2 494) math:product 988 . (988 1) math:sum 989 . @@ -36610,15 +9610,15 @@ _:bng_4012 { (-1 967360680) math:quotient -1.033740589911097e-9 . (0.035398163915886474 -1.033740589911097e-9) math:sum 0.03539816288214588 . [] -1; math:negation 1 . - (495 2500 0.03539816288214588 0.03539816340144829 1) :pi true. + (495 1000 0.03539816288214588 0.035398163459948236 1) :pi true. } -_:bng_4013 { - (494 2500 0.035398163915886474 0.03539816340144829 -1) :pi true. +_:bng_1013 { + (494 1000 0.035398163915886474 0.035398163459948236 -1) :pi true. } -_:bng_4014 { - [] 493; math:notEqualTo 2500 . +_:bng_1014 { + [] 493; math:notEqualTo 1000 . (493 1) math:sum 494 . (2 493) math:product 986 . (986 1) math:sum 987 . @@ -36627,15 +9627,15 @@ _:bng_4014 { (1 961503816) math:quotient 1.040037473964638e-9 . (0.035398162875849 1.040037473964638e-9) math:sum 0.035398163915886474 . [] 1; math:negation -1 . - (494 2500 0.035398163915886474 0.03539816340144829 -1) :pi true. + (494 1000 0.035398163915886474 0.035398163459948236 -1) :pi true. } -_:bng_4015 { - (493 2500 0.035398162875849 0.03539816340144829 1) :pi true. +_:bng_1015 { + (493 1000 0.035398162875849 0.035398163459948236 1) :pi true. } -_:bng_4016 { - [] 492; math:notEqualTo 2500 . +_:bng_1016 { + [] 492; math:notEqualTo 1000 . (492 1) math:sum 493 . (2 492) math:product 984 . (984 1) math:sum 985 . @@ -36644,15 +9644,15 @@ _:bng_4016 { (-1 955670640) math:quotient -1.0463856041449594e-9 . (0.035398163922234605 -1.0463856041449594e-9) math:sum 0.035398162875849 . [] -1; math:negation 1 . - (493 2500 0.035398162875849 0.03539816340144829 1) :pi true. + (493 1000 0.035398162875849 0.035398163459948236 1) :pi true. } -_:bng_4017 { - (492 2500 0.035398163922234605 0.03539816340144829 -1) :pi true. +_:bng_1017 { + (492 1000 0.035398163922234605 0.035398163459948236 -1) :pi true. } -_:bng_4018 { - [] 491; math:notEqualTo 2500 . +_:bng_1018 { + [] 491; math:notEqualTo 1000 . (491 1) math:sum 492 . (2 491) math:product 982 . (982 1) math:sum 983 . @@ -36661,15 +9661,15 @@ _:bng_4018 { (1 949861104) math:quotient 1.0527855028370548e-9 . (0.0353981628694491 1.0527855028370548e-9) math:sum 0.035398163922234605 . [] 1; math:negation -1 . - (492 2500 0.035398163922234605 0.03539816340144829 -1) :pi true. + (492 1000 0.035398163922234605 0.035398163459948236 -1) :pi true. } -_:bng_4019 { - (491 2500 0.0353981628694491 0.03539816340144829 1) :pi true. +_:bng_1019 { + (491 1000 0.0353981628694491 0.035398163459948236 1) :pi true. } -_:bng_4020 { - [] 490; math:notEqualTo 2500 . +_:bng_1020 { + [] 490; math:notEqualTo 1000 . (490 1) math:sum 491 . (2 490) math:product 980 . (980 1) math:sum 981 . @@ -36678,15 +9678,15 @@ _:bng_4020 { (-1 944075160) math:quotient -1.0592376988289789e-9 . (0.0353981639286868 -1.0592376988289789e-9) math:sum 0.0353981628694491 . [] -1; math:negation 1 . - (491 2500 0.0353981628694491 0.03539816340144829 1) :pi true. + (491 1000 0.0353981628694491 0.035398163459948236 1) :pi true. } -_:bng_4021 { - (490 2500 0.0353981639286868 0.03539816340144829 -1) :pi true. +_:bng_1021 { + (490 1000 0.0353981639286868 0.035398163459948236 -1) :pi true. } -_:bng_4022 { - [] 489; math:notEqualTo 2500 . +_:bng_1022 { + [] 489; math:notEqualTo 1000 . (489 1) math:sum 490 . (2 489) math:product 978 . (978 1) math:sum 979 . @@ -36695,15 +9695,15 @@ _:bng_4022 { (1 938312760) math:quotient 1.0657427274036005e-9 . (0.03539816286294407 1.0657427274036005e-9) math:sum 0.0353981639286868 . [] 1; math:negation -1 . - (490 2500 0.0353981639286868 0.03539816340144829 -1) :pi true. + (490 1000 0.0353981639286868 0.035398163459948236 -1) :pi true. } -_:bng_4023 { - (489 2500 0.03539816286294407 0.03539816340144829 1) :pi true. +_:bng_1023 { + (489 1000 0.03539816286294407 0.035398163459948236 1) :pi true. } -_:bng_4024 { - [] 488; math:notEqualTo 2500 . +_:bng_1024 { + [] 488; math:notEqualTo 1000 . (488 1) math:sum 489 . (2 488) math:product 976 . (976 1) math:sum 977 . @@ -36712,15 +9712,15 @@ _:bng_4024 { (-1 932573856) math:quotient -1.0723011304318615e-9 . (0.0353981639352452 -1.0723011304318615e-9) math:sum 0.03539816286294407 . [] -1; math:negation 1 . - (489 2500 0.03539816286294407 0.03539816340144829 1) :pi true. + (489 1000 0.03539816286294407 0.035398163459948236 1) :pi true. } -_:bng_4025 { - (488 2500 0.0353981639352452 0.03539816340144829 -1) :pi true. +_:bng_1025 { + (488 1000 0.0353981639352452 0.035398163459948236 -1) :pi true. } -_:bng_4026 { - [] 487; math:notEqualTo 2500 . +_:bng_1026 { + [] 487; math:notEqualTo 1000 . (487 1) math:sum 488 . (2 487) math:product 974 . (974 1) math:sum 975 . @@ -36729,15 +9729,15 @@ _:bng_4026 { (1 926858400) math:quotient 1.0789134564675683e-9 . (0.03539816285633174 1.0789134564675683e-9) math:sum 0.0353981639352452 . [] 1; math:negation -1 . - (488 2500 0.0353981639352452 0.03539816340144829 -1) :pi true. + (488 1000 0.0353981639352452 0.035398163459948236 -1) :pi true. } -_:bng_4027 { - (487 2500 0.03539816285633174 0.03539816340144829 1) :pi true. +_:bng_1027 { + (487 1000 0.03539816285633174 0.035398163459948236 1) :pi true. } -_:bng_4028 { - [] 486; math:notEqualTo 2500 . +_:bng_1028 { + [] 486; math:notEqualTo 1000 . (486 1) math:sum 487 . (2 486) math:product 972 . (972 1) math:sum 973 . @@ -36746,15 +9746,15 @@ _:bng_4028 { (-1 921166344) math:quotient -1.0855802608437462e-9 . (0.035398163941911996 -1.0855802608437462e-9) math:sum 0.03539816285633174 . [] -1; math:negation 1 . - (487 2500 0.03539816285633174 0.03539816340144829 1) :pi true. + (487 1000 0.03539816285633174 0.035398163459948236 1) :pi true. } -_:bng_4029 { - (486 2500 0.035398163941911996 0.03539816340144829 -1) :pi true. +_:bng_1029 { + (486 1000 0.035398163941911996 0.035398163459948236 -1) :pi true. } -_:bng_4030 { - [] 485; math:notEqualTo 2500 . +_:bng_1030 { + [] 485; math:notEqualTo 1000 . (485 1) math:sum 486 . (2 485) math:product 970 . (970 1) math:sum 971 . @@ -36763,15 +9763,15 @@ _:bng_4030 { (1 915497640) math:quotient 1.0923021057705839e-9 . (0.03539816284960989 1.0923021057705839e-9) math:sum 0.035398163941911996 . [] 1; math:negation -1 . - (486 2500 0.035398163941911996 0.03539816340144829 -1) :pi true. + (486 1000 0.035398163941911996 0.035398163459948236 -1) :pi true. } -_:bng_4031 { - (485 2500 0.03539816284960989 0.03539816340144829 1) :pi true. +_:bng_1031 { + (485 1000 0.03539816284960989 0.035398163459948236 1) :pi true. } -_:bng_4032 { - [] 484; math:notEqualTo 2500 . +_:bng_1032 { + [] 484; math:notEqualTo 1000 . (484 1) math:sum 485 . (2 484) math:product 968 . (968 1) math:sum 969 . @@ -36780,15 +9780,15 @@ _:bng_4032 { (-1 909852240) math:quotient -1.0990795604349998e-9 . (0.03539816394868946 -1.0990795604349998e-9) math:sum 0.03539816284960989 . [] -1; math:negation 1 . - (485 2500 0.03539816284960989 0.03539816340144829 1) :pi true. + (485 1000 0.03539816284960989 0.035398163459948236 1) :pi true. } -_:bng_4033 { - (484 2500 0.03539816394868946 0.03539816340144829 -1) :pi true. +_:bng_1033 { + (484 1000 0.03539816394868946 0.035398163459948236 -1) :pi true. } -_:bng_4034 { - [] 483; math:notEqualTo 2500 . +_:bng_1034 { + [] 483; math:notEqualTo 1000 . (483 1) math:sum 484 . (2 483) math:product 966 . (966 1) math:sum 967 . @@ -36797,15 +9797,15 @@ _:bng_4034 { (1 904230096) math:quotient 1.1059132011018577e-9 . (0.035398162842776255 1.1059132011018577e-9) math:sum 0.03539816394868946 . [] 1; math:negation -1 . - (484 2500 0.03539816394868946 0.03539816340144829 -1) :pi true. + (484 1000 0.03539816394868946 0.035398163459948236 -1) :pi true. } -_:bng_4035 { - (483 2500 0.035398162842776255 0.03539816340144829 1) :pi true. +_:bng_1035 { + (483 1000 0.035398162842776255 0.035398163459948236 1) :pi true. } -_:bng_4036 { - [] 482; math:notEqualTo 2500 . +_:bng_1036 { + [] 482; math:notEqualTo 1000 . (482 1) math:sum 483 . (2 482) math:product 964 . (964 1) math:sum 965 . @@ -36814,15 +9814,15 @@ _:bng_4036 { (-1 898631160) math:quotient -1.1128036112168647e-9 . (0.03539816395557987 -1.1128036112168647e-9) math:sum 0.035398162842776255 . [] -1; math:negation 1 . - (483 2500 0.035398162842776255 0.03539816340144829 1) :pi true. + (483 1000 0.035398162842776255 0.035398163459948236 1) :pi true. } -_:bng_4037 { - (482 2500 0.03539816395557987 0.03539816340144829 -1) :pi true. +_:bng_1037 { + (482 1000 0.03539816395557987 0.035398163459948236 -1) :pi true. } -_:bng_4038 { - [] 481; math:notEqualTo 2500 . +_:bng_1038 { + [] 481; math:notEqualTo 1000 . (481 1) math:sum 482 . (2 481) math:product 962 . (962 1) math:sum 963 . @@ -36831,15 +9831,15 @@ _:bng_4038 { (1 893055384) math:quotient 1.119751381511183e-9 . (0.03539816283582849 1.119751381511183e-9) math:sum 0.03539816395557987 . [] 1; math:negation -1 . - (482 2500 0.03539816395557987 0.03539816340144829 -1) :pi true. + (482 1000 0.03539816395557987 0.035398163459948236 -1) :pi true. } -_:bng_4039 { - (481 2500 0.03539816283582849 0.03539816340144829 1) :pi true. +_:bng_1039 { + (481 1000 0.03539816283582849 0.035398163459948236 1) :pi true. } -_:bng_4040 { - [] 480; math:notEqualTo 2500 . +_:bng_1040 { + [] 480; math:notEqualTo 1000 . (480 1) math:sum 481 . (2 480) math:product 960 . (960 1) math:sum 961 . @@ -36848,15 +9848,15 @@ _:bng_4040 { (-1 887502720) math:quotient -1.1267571101077865e-9 . (0.0353981639625856 -1.1267571101077865e-9) math:sum 0.03539816283582849 . [] -1; math:negation 1 . - (481 2500 0.03539816283582849 0.03539816340144829 1) :pi true. + (481 1000 0.03539816283582849 0.035398163459948236 1) :pi true. } -_:bng_4041 { - (480 2500 0.0353981639625856 0.03539816340144829 -1) :pi true. +_:bng_1041 { + (480 1000 0.0353981639625856 0.035398163459948236 -1) :pi true. } -_:bng_4042 { - [] 479; math:notEqualTo 2500 . +_:bng_1042 { + [] 479; math:notEqualTo 1000 . (479 1) math:sum 480 . (2 479) math:product 958 . (958 1) math:sum 959 . @@ -36865,15 +9865,15 @@ _:bng_4042 { (1 881973120) math:quotient 1.133821402629595e-9 . (0.03539816282876419 1.133821402629595e-9) math:sum 0.0353981639625856 . [] 1; math:negation -1 . - (480 2500 0.0353981639625856 0.03539816340144829 -1) :pi true. + (480 1000 0.0353981639625856 0.035398163459948236 -1) :pi true. } -_:bng_4043 { - (479 2500 0.03539816282876419 0.03539816340144829 1) :pi true. +_:bng_1043 { + (479 1000 0.03539816282876419 0.035398163459948236 1) :pi true. } -_:bng_4044 { - [] 478; math:notEqualTo 2500 . +_:bng_1044 { + [] 478; math:notEqualTo 1000 . (478 1) math:sum 479 . (2 478) math:product 956 . (956 1) math:sum 957 . @@ -36882,15 +9882,15 @@ _:bng_4044 { (-1 876466536) math:quotient -1.1409448723094204e-9 . (0.035398163969709066 -1.1409448723094204e-9) math:sum 0.03539816282876419 . [] -1; math:negation 1 . - (479 2500 0.03539816282876419 0.03539816340144829 1) :pi true. + (479 1000 0.03539816282876419 0.035398163459948236 1) :pi true. } -_:bng_4045 { - (478 2500 0.035398163969709066 0.03539816340144829 -1) :pi true. +_:bng_1045 { + (478 1000 0.035398163969709066 0.035398163459948236 -1) :pi true. } -_:bng_4046 { - [] 477; math:notEqualTo 2500 . +_:bng_1046 { + [] 477; math:notEqualTo 1000 . (477 1) math:sum 478 . (2 477) math:product 954 . (954 1) math:sum 955 . @@ -36899,15 +9899,15 @@ _:bng_4046 { (1 870982920) math:quotient 1.14812814010176e-9 . (0.035398162821580925 1.14812814010176e-9) math:sum 0.035398163969709066 . [] 1; math:negation -1 . - (478 2500 0.035398163969709066 0.03539816340144829 -1) :pi true. + (478 1000 0.035398163969709066 0.035398163459948236 -1) :pi true. } -_:bng_4047 { - (477 2500 0.035398162821580925 0.03539816340144829 1) :pi true. +_:bng_1047 { + (477 1000 0.035398162821580925 0.035398163459948236 1) :pi true. } -_:bng_4048 { - [] 476; math:notEqualTo 2500 . +_:bng_1048 { + [] 476; math:notEqualTo 1000 . (476 1) math:sum 477 . (2 476) math:product 952 . (952 1) math:sum 953 . @@ -36916,15 +9916,15 @@ _:bng_4048 { (-1 865522224) math:quotient -1.1553718347964684e-9 . (0.03539816397695276 -1.1553718347964684e-9) math:sum 0.035398162821580925 . [] -1; math:negation 1 . - (477 2500 0.035398162821580925 0.03539816340144829 1) :pi true. + (477 1000 0.035398162821580925 0.035398163459948236 1) :pi true. } -_:bng_4049 { - (476 2500 0.03539816397695276 0.03539816340144829 -1) :pi true. +_:bng_1049 { + (476 1000 0.03539816397695276 0.035398163459948236 -1) :pi true. } -_:bng_4050 { - [] 475; math:notEqualTo 2500 . +_:bng_1050 { + [] 475; math:notEqualTo 1000 . (475 1) math:sum 476 . (2 475) math:product 950 . (950 1) math:sum 951 . @@ -36933,15 +9933,15 @@ _:bng_4050 { (1 860084400) math:quotient 1.1626765931343483e-9 . (0.035398162814276164 1.1626765931343483e-9) math:sum 0.03539816397695276 . [] 1; math:negation -1 . - (476 2500 0.03539816397695276 0.03539816340144829 -1) :pi true. + (476 1000 0.03539816397695276 0.035398163459948236 -1) :pi true. } -_:bng_4051 { - (475 2500 0.035398162814276164 0.03539816340144829 1) :pi true. +_:bng_1051 { + (475 1000 0.035398162814276164 0.035398163459948236 1) :pi true. } -_:bng_4052 { - [] 474; math:notEqualTo 2500 . +_:bng_1052 { + [] 474; math:notEqualTo 1000 . (474 1) math:sum 475 . (2 474) math:product 948 . (948 1) math:sum 949 . @@ -36950,15 +9950,15 @@ _:bng_4052 { (-1 854669400) math:quotient -1.1700430599246914e-9 . (0.03539816398431923 -1.1700430599246914e-9) math:sum 0.035398162814276164 . [] -1; math:negation 1 . - (475 2500 0.035398162814276164 0.03539816340144829 1) :pi true. + (475 1000 0.035398162814276164 0.035398163459948236 1) :pi true. } -_:bng_4053 { - (474 2500 0.03539816398431923 0.03539816340144829 -1) :pi true. +_:bng_1053 { + (474 1000 0.03539816398431923 0.035398163459948236 -1) :pi true. } -_:bng_4054 { - [] 473; math:notEqualTo 2500 . +_:bng_1054 { + [] 473; math:notEqualTo 1000 . (473 1) math:sum 474 . (2 473) math:product 946 . (946 1) math:sum 947 . @@ -36967,15 +9967,15 @@ _:bng_4054 { (1 849277176) math:quotient 1.1774718881648128e-9 . (0.035398162806847336 1.1774718881648128e-9) math:sum 0.03539816398431923 . [] 1; math:negation -1 . - (474 2500 0.03539816398431923 0.03539816340144829 -1) :pi true. + (474 1000 0.03539816398431923 0.035398163459948236 -1) :pi true. } -_:bng_4055 { - (473 2500 0.035398162806847336 0.03539816340144829 1) :pi true. +_:bng_1055 { + (473 1000 0.035398162806847336 0.035398163459948236 1) :pi true. } -_:bng_4056 { - [] 472; math:notEqualTo 2500 . +_:bng_1056 { + [] 472; math:notEqualTo 1000 . (472 1) math:sum 473 . (2 472) math:product 944 . (944 1) math:sum 945 . @@ -36984,15 +9984,15 @@ _:bng_4056 { (-1 843907680) math:quotient -1.1849637391616106e-9 . (0.035398163991811074 -1.1849637391616106e-9) math:sum 0.035398162806847336 . [] -1; math:negation 1 . - (473 2500 0.035398162806847336 0.03539816340144829 1) :pi true. + (473 1000 0.035398162806847336 0.035398163459948236 1) :pi true. } -_:bng_4057 { - (472 2500 0.035398163991811074 0.03539816340144829 -1) :pi true. +_:bng_1057 { + (472 1000 0.035398163991811074 0.035398163459948236 -1) :pi true. } -_:bng_4058 { - [] 471; math:notEqualTo 2500 . +_:bng_1058 { + [] 471; math:notEqualTo 1000 . (471 1) math:sum 472 . (2 471) math:product 942 . (942 1) math:sum 943 . @@ -37001,15 +10001,15 @@ _:bng_4058 { (1 838560864) math:quotient 1.1925192826551944e-9 . (0.03539816279929179 1.1925192826551944e-9) math:sum 0.035398163991811074 . [] 1; math:negation -1 . - (472 2500 0.035398163991811074 0.03539816340144829 -1) :pi true. + (472 1000 0.035398163991811074 0.035398163459948236 -1) :pi true. } -_:bng_4059 { - (471 2500 0.03539816279929179 0.03539816340144829 1) :pi true. +_:bng_1059 { + (471 1000 0.03539816279929179 0.035398163459948236 1) :pi true. } -_:bng_4060 { - [] 470; math:notEqualTo 2500 . +_:bng_1060 { + [] 470; math:notEqualTo 1000 . (470 1) math:sum 471 . (2 470) math:product 940 . (940 1) math:sum 941 . @@ -37018,15 +10018,15 @@ _:bng_4060 { (-1 833236680) math:quotient -1.2001391969446185e-9 . (0.035398163999430986 -1.2001391969446185e-9) math:sum 0.03539816279929179 . [] -1; math:negation 1 . - (471 2500 0.03539816279929179 0.03539816340144829 1) :pi true. + (471 1000 0.03539816279929179 0.035398163459948236 1) :pi true. } -_:bng_4061 { - (470 2500 0.035398163999430986 0.03539816340144829 -1) :pi true. +_:bng_1061 { + (470 1000 0.035398163999430986 0.035398163459948236 -1) :pi true. } -_:bng_4062 { - [] 469; math:notEqualTo 2500 . +_:bng_1062 { + [] 469; math:notEqualTo 1000 . (469 1) math:sum 470 . (2 469) math:product 938 . (938 1) math:sum 939 . @@ -37035,15 +10035,15 @@ _:bng_4062 { (1 827935080) math:quotient 1.2078241690157639e-9 . (0.03539816279160682 1.2078241690157639e-9) math:sum 0.035398163999430986 . [] 1; math:negation -1 . - (470 2500 0.035398163999430986 0.03539816340144829 -1) :pi true. + (470 1000 0.035398163999430986 0.035398163459948236 -1) :pi true. } -_:bng_4063 { - (469 2500 0.03539816279160682 0.03539816340144829 1) :pi true. +_:bng_1063 { + (469 1000 0.03539816279160682 0.035398163459948236 1) :pi true. } -_:bng_4064 { - [] 468; math:notEqualTo 2500 . +_:bng_1064 { + [] 468; math:notEqualTo 1000 . (468 1) math:sum 469 . (2 468) math:product 936 . (936 1) math:sum 937 . @@ -37052,15 +10052,15 @@ _:bng_4064 { (-1 822656016) math:quotient -1.2155748946714078e-9 . (0.035398164007181716 -1.2155748946714078e-9) math:sum 0.03539816279160682 . [] -1; math:negation 1 . - (469 2500 0.03539816279160682 0.03539816340144829 1) :pi true. + (469 1000 0.03539816279160682 0.035398163459948236 1) :pi true. } -_:bng_4065 { - (468 2500 0.035398164007181716 0.03539816340144829 -1) :pi true. +_:bng_1065 { + (468 1000 0.035398164007181716 0.035398163459948236 -1) :pi true. } -_:bng_4066 { - [] 467; math:notEqualTo 2500 . +_:bng_1066 { + [] 467; math:notEqualTo 1000 . (467 1) math:sum 468 . (2 467) math:product 934 . (934 1) math:sum 935 . @@ -37069,15 +10069,15 @@ _:bng_4066 { (1 817399440) math:quotient 1.2233920786635235e-9 . (0.035398162783789634 1.2233920786635235e-9) math:sum 0.035398164007181716 . [] 1; math:negation -1 . - (468 2500 0.035398164007181716 0.03539816340144829 -1) :pi true. + (468 1000 0.035398164007181716 0.035398163459948236 -1) :pi true. } -_:bng_4067 { - (467 2500 0.035398162783789634 0.03539816340144829 1) :pi true. +_:bng_1067 { + (467 1000 0.035398162783789634 0.035398163459948236 1) :pi true. } -_:bng_4068 { - [] 466; math:notEqualTo 2500 . +_:bng_1068 { + [] 466; math:notEqualTo 1000 . (466 1) math:sum 467 . (2 466) math:product 932 . (932 1) math:sum 933 . @@ -37086,15 +10086,15 @@ _:bng_4068 { (-1 812165304) math:quotient -1.2312764348278536e-9 . (0.03539816401506607 -1.2312764348278536e-9) math:sum 0.035398162783789634 . [] -1; math:negation 1 . - (467 2500 0.035398162783789634 0.03539816340144829 1) :pi true. + (467 1000 0.035398162783789634 0.035398163459948236 1) :pi true. } -_:bng_4069 { - (466 2500 0.03539816401506607 0.03539816340144829 -1) :pi true. +_:bng_1069 { + (466 1000 0.03539816401506607 0.035398163459948236 -1) :pi true. } -_:bng_4070 { - [] 465; math:notEqualTo 2500 . +_:bng_1070 { + [] 465; math:notEqualTo 1000 . (465 1) math:sum 466 . (2 465) math:product 930 . (930 1) math:sum 931 . @@ -37103,15 +10103,15 @@ _:bng_4070 { (1 806953560) math:quotient 1.239228686220803e-9 . (0.035398162775837384 1.239228686220803e-9) math:sum 0.03539816401506607 . [] 1; math:negation -1 . - (466 2500 0.03539816401506607 0.03539816340144829 -1) :pi true. + (466 1000 0.03539816401506607 0.035398163459948236 -1) :pi true. } -_:bng_4071 { - (465 2500 0.035398162775837384 0.03539816340144829 1) :pi true. +_:bng_1071 { + (465 1000 0.035398162775837384 0.035398163459948236 1) :pi true. } -_:bng_4072 { - [] 464; math:notEqualTo 2500 . +_:bng_1072 { + [] 464; math:notEqualTo 1000 . (464 1) math:sum 465 . (2 464) math:product 928 . (928 1) math:sum 929 . @@ -37120,15 +10120,15 @@ _:bng_4072 { (-1 801764160) math:quotient -1.2472495652586915e-9 . (0.03539816402308695 -1.2472495652586915e-9) math:sum 0.035398162775837384 . [] -1; math:negation 1 . - (465 2500 0.035398162775837384 0.03539816340144829 1) :pi true. + (465 1000 0.035398162775837384 0.035398163459948236 1) :pi true. } -_:bng_4073 { - (464 2500 0.03539816402308695 0.03539816340144829 -1) :pi true. +_:bng_1073 { + (464 1000 0.03539816402308695 0.035398163459948236 -1) :pi true. } -_:bng_4074 { - [] 463; math:notEqualTo 2500 . +_:bng_1074 { + [] 463; math:notEqualTo 1000 . (463 1) math:sum 464 . (2 463) math:product 926 . (926 1) math:sum 927 . @@ -37137,15 +10137,15 @@ _:bng_4074 { (1 796597056) math:quotient 1.2553398138594174e-9 . (0.03539816276774714 1.2553398138594174e-9) math:sum 0.03539816402308695 . [] 1; math:negation -1 . - (464 2500 0.03539816402308695 0.03539816340144829 -1) :pi true. + (464 1000 0.03539816402308695 0.035398163459948236 -1) :pi true. } -_:bng_4075 { - (463 2500 0.03539816276774714 0.03539816340144829 1) :pi true. +_:bng_1075 { + (463 1000 0.03539816276774714 0.035398163459948236 1) :pi true. } -_:bng_4076 { - [] 462; math:notEqualTo 2500 . +_:bng_1076 { + [] 462; math:notEqualTo 1000 . (462 1) math:sum 463 . (2 462) math:product 924 . (924 1) math:sum 925 . @@ -37154,15 +10154,15 @@ _:bng_4076 { (-1 791452200) math:quotient -1.2635001835865768e-9 . (0.03539816403124733 -1.2635001835865768e-9) math:sum 0.03539816276774714 . [] -1; math:negation 1 . - (463 2500 0.03539816276774714 0.03539816340144829 1) :pi true. + (463 1000 0.03539816276774714 0.035398163459948236 1) :pi true. } -_:bng_4077 { - (462 2500 0.03539816403124733 0.03539816340144829 -1) :pi true. +_:bng_1077 { + (462 1000 0.03539816403124733 0.035398163459948236 -1) :pi true. } -_:bng_4078 { - [] 461; math:notEqualTo 2500 . +_:bng_1078 { + [] 461; math:notEqualTo 1000 . (461 1) math:sum 462 . (2 461) math:product 922 . (922 1) math:sum 923 . @@ -37171,15 +10171,15 @@ _:bng_4078 { (1 786329544) math:quotient 1.271731435796084e-9 . (0.03539816275951589 1.271731435796084e-9) math:sum 0.03539816403124733 . [] 1; math:negation -1 . - (462 2500 0.03539816403124733 0.03539816340144829 -1) :pi true. + (462 1000 0.03539816403124733 0.035398163459948236 -1) :pi true. } -_:bng_4079 { - (461 2500 0.03539816275951589 0.03539816340144829 1) :pi true. +_:bng_1079 { + (461 1000 0.03539816275951589 0.035398163459948236 1) :pi true. } -_:bng_4080 { - [] 460; math:notEqualTo 2500 . +_:bng_1080 { + [] 460; math:notEqualTo 1000 . (460 1) math:sum 461 . (2 460) math:product 920 . (920 1) math:sum 921 . @@ -37188,15 +10188,15 @@ _:bng_4080 { (-1 781229040) math:quotient -1.2800343417853489e-9 . (0.035398164039550234 -1.2800343417853489e-9) math:sum 0.03539816275951589 . [] -1; math:negation 1 . - (461 2500 0.03539816275951589 0.03539816340144829 1) :pi true. + (461 1000 0.03539816275951589 0.035398163459948236 1) :pi true. } -_:bng_4081 { - (460 2500 0.035398164039550234 0.03539816340144829 -1) :pi true. +_:bng_1081 { + (460 1000 0.035398164039550234 0.035398163459948236 -1) :pi true. } -_:bng_4082 { - [] 459; math:notEqualTo 2500 . +_:bng_1082 { + [] 459; math:notEqualTo 1000 . (459 1) math:sum 460 . (2 459) math:product 918 . (918 1) math:sum 919 . @@ -37205,15 +10205,15 @@ _:bng_4082 { (1 776150640) math:quotient 1.288409682945053e-9 . (0.03539816275114055 1.288409682945053e-9) math:sum 0.035398164039550234 . [] 1; math:negation -1 . - (460 2500 0.035398164039550234 0.03539816340144829 -1) :pi true. + (460 1000 0.035398164039550234 0.035398163459948236 -1) :pi true. } -_:bng_4083 { - (459 2500 0.03539816275114055 0.03539816340144829 1) :pi true. +_:bng_1083 { + (459 1000 0.03539816275114055 0.035398163459948236 1) :pi true. } -_:bng_4084 { - [] 458; math:notEqualTo 2500 . +_:bng_1084 { + [] 458; math:notEqualTo 1000 . (458 1) math:sum 459 . (2 458) math:product 916 . (916 1) math:sum 917 . @@ -37222,15 +10222,15 @@ _:bng_4084 { (-1 771094296) math:quotient -1.2968582509135822e-9 . (0.0353981640479988 -1.2968582509135822e-9) math:sum 0.03539816275114055 . [] -1; math:negation 1 . - (459 2500 0.03539816275114055 0.03539816340144829 1) :pi true. + (459 1000 0.03539816275114055 0.035398163459948236 1) :pi true. } -_:bng_4085 { - (458 2500 0.0353981640479988 0.03539816340144829 -1) :pi true. +_:bng_1085 { + (458 1000 0.0353981640479988 0.035398163459948236 -1) :pi true. } -_:bng_4086 { - [] 457; math:notEqualTo 2500 . +_:bng_1086 { + [] 457; math:notEqualTo 1000 . (457 1) math:sum 458 . (2 457) math:product 914 . (914 1) math:sum 915 . @@ -37239,15 +10239,15 @@ _:bng_4086 { (1 766059960) math:quotient 1.3053808477341643e-9 . (0.03539816274261796 1.3053808477341643e-9) math:sum 0.0353981640479988 . [] 1; math:negation -1 . - (458 2500 0.0353981640479988 0.03539816340144829 -1) :pi true. + (458 1000 0.0353981640479988 0.035398163459948236 -1) :pi true. } -_:bng_4087 { - (457 2500 0.03539816274261796 0.03539816340144829 1) :pi true. +_:bng_1087 { + (457 1000 0.03539816274261796 0.035398163459948236 1) :pi true. } -_:bng_4088 { - [] 456; math:notEqualTo 2500 . +_:bng_1088 { + [] 456; math:notEqualTo 1000 . (456 1) math:sum 457 . (2 456) math:product 912 . (912 1) math:sum 913 . @@ -37256,15 +10256,15 @@ _:bng_4088 { (-1 761047584) math:quotient -1.3139782860147678e-9 . (0.035398164056596244 -1.3139782860147678e-9) math:sum 0.03539816274261796 . [] -1; math:negation 1 . - (457 2500 0.03539816274261796 0.03539816340144829 1) :pi true. + (457 1000 0.03539816274261796 0.035398163459948236 1) :pi true. } -_:bng_4089 { - (456 2500 0.035398164056596244 0.03539816340144829 -1) :pi true. +_:bng_1089 { + (456 1000 0.035398164056596244 0.035398163459948236 -1) :pi true. } -_:bng_4090 { - [] 455; math:notEqualTo 2500 . +_:bng_1090 { + [] 455; math:notEqualTo 1000 . (455 1) math:sum 456 . (2 455) math:product 910 . (910 1) math:sum 911 . @@ -37273,15 +10273,15 @@ _:bng_4090 { (1 756057120) math:quotient 1.3226513890908137e-9 . (0.03539816273394485 1.3226513890908137e-9) math:sum 0.035398164056596244 . [] 1; math:negation -1 . - (456 2500 0.035398164056596244 0.03539816340144829 -1) :pi true. + (456 1000 0.035398164056596244 0.035398163459948236 -1) :pi true. } -_:bng_4091 { - (455 2500 0.03539816273394485 0.03539816340144829 1) :pi true. +_:bng_1091 { + (455 1000 0.03539816273394485 0.035398163459948236 1) :pi true. } -_:bng_4092 { - [] 454; math:notEqualTo 2500 . +_:bng_1092 { + [] 454; math:notEqualTo 1000 . (454 1) math:sum 455 . (2 454) math:product 908 . (908 1) math:sum 909 . @@ -37290,15 +10290,15 @@ _:bng_4092 { (-1 751088520) math:quotient -1.3314009911907588e-9 . (0.03539816406534584 -1.3314009911907588e-9) math:sum 0.03539816273394485 . [] -1; math:negation 1 . - (455 2500 0.03539816273394485 0.03539816340144829 1) :pi true. + (455 1000 0.03539816273394485 0.035398163459948236 1) :pi true. } -_:bng_4093 { - (454 2500 0.03539816406534584 0.03539816340144829 -1) :pi true. +_:bng_1093 { + (454 1000 0.03539816406534584 0.035398163459948236 -1) :pi true. } -_:bng_4094 { - [] 453; math:notEqualTo 2500 . +_:bng_1094 { + [] 453; math:notEqualTo 1000 . (453 1) math:sum 454 . (2 453) math:product 906 . (906 1) math:sum 907 . @@ -37307,15 +10307,15 @@ _:bng_4094 { (1 746141736) math:quotient 1.3402279376046055e-9 . (0.03539816272511791 1.3402279376046055e-9) math:sum 0.03539816406534584 . [] 1; math:negation -1 . - (454 2500 0.03539816406534584 0.03539816340144829 -1) :pi true. + (454 1000 0.03539816406534584 0.035398163459948236 -1) :pi true. } -_:bng_4095 { - (453 2500 0.03539816272511791 0.03539816340144829 1) :pi true. +_:bng_1095 { + (453 1000 0.03539816272511791 0.035398163459948236 1) :pi true. } -_:bng_4096 { - [] 452; math:notEqualTo 2500 . +_:bng_1096 { + [] 452; math:notEqualTo 1000 . (452 1) math:sum 453 . (2 452) math:product 904 . (904 1) math:sum 905 . @@ -37324,15 +10324,15 @@ _:bng_4096 { (-1 741216720) math:quotient -1.3491330848553983e-9 . (0.03539816407425099 -1.3491330848553983e-9) math:sum 0.03539816272511791 . [] -1; math:negation 1 . - (453 2500 0.03539816272511791 0.03539816340144829 1) :pi true. + (453 1000 0.03539816272511791 0.035398163459948236 1) :pi true. } -_:bng_4097 { - (452 2500 0.03539816407425099 0.03539816340144829 -1) :pi true. +_:bng_1097 { + (452 1000 0.03539816407425099 0.035398163459948236 -1) :pi true. } -_:bng_4098 { - [] 451; math:notEqualTo 2500 . +_:bng_1098 { + [] 451; math:notEqualTo 1000 . (451 1) math:sum 452 . (2 451) math:product 902 . (902 1) math:sum 903 . @@ -37341,15 +10341,15 @@ _:bng_4098 { (1 736313424) math:quotient 1.3581173008737648e-9 . (0.03539816271613369 1.3581173008737648e-9) math:sum 0.03539816407425099 . [] 1; math:negation -1 . - (452 2500 0.03539816407425099 0.03539816340144829 -1) :pi true. + (452 1000 0.03539816407425099 0.035398163459948236 -1) :pi true. } -_:bng_4099 { - (451 2500 0.03539816271613369 0.03539816340144829 1) :pi true. +_:bng_1099 { + (451 1000 0.03539816271613369 0.035398163459948236 1) :pi true. } -_:bng_4100 { - [] 450; math:notEqualTo 2500 . +_:bng_1100 { + [] 450; math:notEqualTo 1000 . (450 1) math:sum 451 . (2 450) math:product 900 . (900 1) math:sum 901 . @@ -37358,15 +10358,15 @@ _:bng_4100 { (-1 731431800) math:quotient -1.367181465175564e-9 . (0.035398164083315156 -1.367181465175564e-9) math:sum 0.03539816271613369 . [] -1; math:negation 1 . - (451 2500 0.03539816271613369 0.03539816340144829 1) :pi true. + (451 1000 0.03539816271613369 0.035398163459948236 1) :pi true. } -_:bng_4101 { - (450 2500 0.035398164083315156 0.03539816340144829 -1) :pi true. +_:bng_1101 { + (450 1000 0.035398164083315156 0.035398163459948236 -1) :pi true. } -_:bng_4102 { - [] 449; math:notEqualTo 2500 . +_:bng_1102 { + [] 449; math:notEqualTo 1000 . (449 1) math:sum 450 . (2 449) math:product 898 . (898 1) math:sum 899 . @@ -37375,15 +10375,15 @@ _:bng_4102 { (1 726571800) math:quotient 1.3763264690427015e-9 . (0.03539816270698869 1.3763264690427015e-9) math:sum 0.035398164083315156 . [] 1; math:negation -1 . - (450 2500 0.035398164083315156 0.03539816340144829 -1) :pi true. + (450 1000 0.035398164083315156 0.035398163459948236 -1) :pi true. } -_:bng_4103 { - (449 2500 0.03539816270698869 0.03539816340144829 1) :pi true. +_:bng_1103 { + (449 1000 0.03539816270698869 0.035398163459948236 1) :pi true. } -_:bng_4104 { - [] 448; math:notEqualTo 2500 . +_:bng_1104 { + [] 448; math:notEqualTo 1000 . (448 1) math:sum 449 . (2 448) math:product 896 . (896 1) math:sum 897 . @@ -37392,15 +10392,15 @@ _:bng_4104 { (-1 721733376) math:quotient -1.385553215707181e-9 . (0.0353981640925419 -1.385553215707181e-9) math:sum 0.03539816270698869 . [] -1; math:negation 1 . - (449 2500 0.03539816270698869 0.03539816340144829 1) :pi true. + (449 1000 0.03539816270698869 0.035398163459948236 1) :pi true. } -_:bng_4105 { - (448 2500 0.0353981640925419 0.03539816340144829 -1) :pi true. +_:bng_1105 { + (448 1000 0.0353981640925419 0.035398163459948236 -1) :pi true. } -_:bng_4106 { - [] 447; math:notEqualTo 2500 . +_:bng_1106 { + [] 447; math:notEqualTo 1000 . (447 1) math:sum 448 . (2 447) math:product 894 . (894 1) math:sum 895 . @@ -37409,15 +10409,15 @@ _:bng_4106 { (1 716916480) math:quotient 1.3948626205384482e-9 . (0.03539816269767928 1.3948626205384482e-9) math:sum 0.0353981640925419 . [] 1; math:negation -1 . - (448 2500 0.0353981640925419 0.03539816340144829 -1) :pi true. + (448 1000 0.0353981640925419 0.035398163459948236 -1) :pi true. } -_:bng_4107 { - (447 2500 0.03539816269767928 0.03539816340144829 1) :pi true. +_:bng_1107 { + (447 1000 0.03539816269767928 0.035398163459948236 1) :pi true. } -_:bng_4108 { - [] 446; math:notEqualTo 2500 . +_:bng_1108 { + [] 446; math:notEqualTo 1000 . (446 1) math:sum 447 . (2 446) math:product 892 . (892 1) math:sum 893 . @@ -37426,15 +10426,15 @@ _:bng_4108 { (-1 712121064) math:quotient -1.4042556112341034e-9 . (0.035398164101934894 -1.4042556112341034e-9) math:sum 0.03539816269767928 . [] -1; math:negation 1 . - (447 2500 0.03539816269767928 0.03539816340144829 1) :pi true. + (447 1000 0.03539816269767928 0.035398163459948236 1) :pi true. } -_:bng_4109 { - (446 2500 0.035398164101934894 0.03539816340144829 -1) :pi true. +_:bng_1109 { + (446 1000 0.035398164101934894 0.035398163459948236 -1) :pi true. } -_:bng_4110 { - [] 445; math:notEqualTo 2500 . +_:bng_1110 { + [] 445; math:notEqualTo 1000 . (445 1) math:sum 446 . (2 445) math:product 890 . (890 1) math:sum 891 . @@ -37443,15 +10443,15 @@ _:bng_4110 { (1 707347080) math:quotient 1.4137331280140437e-9 . (0.03539816268820176 1.4137331280140437e-9) math:sum 0.035398164101934894 . [] 1; math:negation -1 . - (446 2500 0.035398164101934894 0.03539816340144829 -1) :pi true. + (446 1000 0.035398164101934894 0.035398163459948236 -1) :pi true. } -_:bng_4111 { - (445 2500 0.03539816268820176 0.03539816340144829 1) :pi true. +_:bng_1111 { + (445 1000 0.03539816268820176 0.035398163459948236 1) :pi true. } -_:bng_4112 { - [] 444; math:notEqualTo 2500 . +_:bng_1112 { + [] 444; math:notEqualTo 1000 . (444 1) math:sum 445 . (2 444) math:product 888 . (888 1) math:sum 889 . @@ -37460,15 +10460,15 @@ _:bng_4112 { (-1 702594480) math:quotient -1.423296123818109e-9 . (0.03539816411149789 -1.423296123818109e-9) math:sum 0.03539816268820176 . [] -1; math:negation 1 . - (445 2500 0.03539816268820176 0.03539816340144829 1) :pi true. + (445 1000 0.03539816268820176 0.035398163459948236 1) :pi true. } -_:bng_4113 { - (444 2500 0.03539816411149789 0.03539816340144829 -1) :pi true. +_:bng_1113 { + (444 1000 0.03539816411149789 0.035398163459948236 -1) :pi true. } -_:bng_4114 { - [] 443; math:notEqualTo 2500 . +_:bng_1114 { + [] 443; math:notEqualTo 1000 . (443 1) math:sum 444 . (2 443) math:product 886 . (886 1) math:sum 887 . @@ -37477,15 +10477,15 @@ _:bng_4114 { (1 697863216) math:quotient 1.4329455645073003e-9 . (0.03539816267855232 1.4329455645073003e-9) math:sum 0.03539816411149789 . [] 1; math:negation -1 . - (444 2500 0.03539816411149789 0.03539816340144829 -1) :pi true. + (444 1000 0.03539816411149789 0.035398163459948236 -1) :pi true. } -_:bng_4115 { - (443 2500 0.03539816267855232 0.03539816340144829 1) :pi true. +_:bng_1115 { + (443 1000 0.03539816267855232 0.035398163459948236 1) :pi true. } -_:bng_4116 { - [] 442; math:notEqualTo 2500 . +_:bng_1116 { + [] 442; math:notEqualTo 1000 . (442 1) math:sum 443 . (2 442) math:product 884 . (884 1) math:sum 885 . @@ -37494,15 +10494,15 @@ _:bng_4116 { (-1 693153240) math:quotient -1.442682429068643e-9 . (0.035398164121234754 -1.442682429068643e-9) math:sum 0.03539816267855232 . [] -1; math:negation 1 . - (443 2500 0.03539816267855232 0.03539816340144829 1) :pi true. + (443 1000 0.03539816267855232 0.035398163459948236 1) :pi true. } -_:bng_4117 { - (442 2500 0.035398164121234754 0.03539816340144829 -1) :pi true. +_:bng_1117 { + (442 1000 0.035398164121234754 0.035398163459948236 -1) :pi true. } -_:bng_4118 { - [] 441; math:notEqualTo 2500 . +_:bng_1118 { + [] 441; math:notEqualTo 1000 . (441 1) math:sum 442 . (2 441) math:product 882 . (882 1) math:sum 883 . @@ -37511,15 +10511,15 @@ _:bng_4118 { (1 688464504) math:quotient 1.4525077098237732e-9 . (0.03539816266872704 1.4525077098237732e-9) math:sum 0.035398164121234754 . [] 1; math:negation -1 . - (442 2500 0.035398164121234754 0.03539816340144829 -1) :pi true. + (442 1000 0.035398164121234754 0.035398163459948236 -1) :pi true. } -_:bng_4119 { - (441 2500 0.03539816266872704 0.03539816340144829 1) :pi true. +_:bng_1119 { + (441 1000 0.03539816266872704 0.035398163459948236 1) :pi true. } -_:bng_4120 { - [] 440; math:notEqualTo 2500 . +_:bng_1120 { + [] 440; math:notEqualTo 1000 . (440 1) math:sum 441 . (2 440) math:product 880 . (880 1) math:sum 881 . @@ -37528,15 +10528,15 @@ _:bng_4120 { (-1 683796960) math:quotient -1.4624224126413198e-9 . (0.035398164131149455 -1.4624224126413198e-9) math:sum 0.03539816266872704 . [] -1; math:negation 1 . - (441 2500 0.03539816266872704 0.03539816340144829 1) :pi true. + (441 1000 0.03539816266872704 0.035398163459948236 1) :pi true. } -_:bng_4121 { - (440 2500 0.035398164131149455 0.03539816340144829 -1) :pi true. +_:bng_1121 { + (440 1000 0.035398164131149455 0.035398163459948236 -1) :pi true. } -_:bng_4122 { - [] 439; math:notEqualTo 2500 . +_:bng_1122 { + [] 439; math:notEqualTo 1000 . (439 1) math:sum 440 . (2 439) math:product 878 . (878 1) math:sum 879 . @@ -37545,15 +10545,15 @@ _:bng_4122 { (1 679150560) math:quotient 1.472427557153159e-9 . (0.0353981626587219 1.472427557153159e-9) math:sum 0.035398164131149455 . [] 1; math:negation -1 . - (440 2500 0.035398164131149455 0.03539816340144829 -1) :pi true. + (440 1000 0.035398164131149455 0.035398163459948236 -1) :pi true. } -_:bng_4123 { - (439 2500 0.0353981626587219 0.03539816340144829 1) :pi true. +_:bng_1123 { + (439 1000 0.0353981626587219 0.035398163459948236 1) :pi true. } -_:bng_4124 { - [] 438; math:notEqualTo 2500 . +_:bng_1124 { + [] 438; math:notEqualTo 1000 . (438 1) math:sum 439 . (2 438) math:product 876 . (876 1) math:sum 877 . @@ -37562,15 +10562,15 @@ _:bng_4124 { (-1 674525256) math:quotient -1.4825241769746276e-9 . (0.03539816414124608 -1.4825241769746276e-9) math:sum 0.0353981626587219 . [] -1; math:negation 1 . - (439 2500 0.0353981626587219 0.03539816340144829 1) :pi true. + (439 1000 0.0353981626587219 0.035398163459948236 1) :pi true. } -_:bng_4125 { - (438 2500 0.03539816414124608 0.03539816340144829 -1) :pi true. +_:bng_1125 { + (438 1000 0.03539816414124608 0.035398163459948236 -1) :pi true. } -_:bng_4126 { - [] 437; math:notEqualTo 2500 . +_:bng_1126 { + [] 437; math:notEqualTo 1000 . (437 1) math:sum 438 . (2 437) math:product 874 . (874 1) math:sum 875 . @@ -37579,15 +10579,15 @@ _:bng_4126 { (1 669921000) math:quotient 1.4927133199287678e-9 . (0.03539816264853276 1.4927133199287678e-9) math:sum 0.03539816414124608 . [] 1; math:negation -1 . - (438 2500 0.03539816414124608 0.03539816340144829 -1) :pi true. + (438 1000 0.03539816414124608 0.035398163459948236 -1) :pi true. } -_:bng_4127 { - (437 2500 0.03539816264853276 0.03539816340144829 1) :pi true. +_:bng_1127 { + (437 1000 0.03539816264853276 0.035398163459948236 1) :pi true. } -_:bng_4128 { - [] 436; math:notEqualTo 2500 . +_:bng_1128 { + [] 436; math:notEqualTo 1000 . (436 1) math:sum 437 . (2 436) math:product 872 . (872 1) math:sum 873 . @@ -37596,15 +10596,15 @@ _:bng_4128 { (-1 665337744) math:quotient -1.502996048274694e-9 . (0.035398164151528806 -1.502996048274694e-9) math:sum 0.03539816264853276 . [] -1; math:negation 1 . - (437 2500 0.03539816264853276 0.03539816340144829 1) :pi true. + (437 1000 0.03539816264853276 0.035398163459948236 1) :pi true. } -_:bng_4129 { - (436 2500 0.035398164151528806 0.03539816340144829 -1) :pi true. +_:bng_1129 { + (436 1000 0.035398164151528806 0.035398163459948236 -1) :pi true. } -_:bng_4130 { - [] 435; math:notEqualTo 2500 . +_:bng_1130 { + [] 435; math:notEqualTo 1000 . (435 1) math:sum 436 . (2 435) math:product 870 . (870 1) math:sum 871 . @@ -37613,15 +10613,15 @@ _:bng_4130 { (1 660775440) math:quotient 1.513373438940164e-9 . (0.035398162638155366 1.513373438940164e-9) math:sum 0.035398164151528806 . [] 1; math:negation -1 . - (436 2500 0.035398164151528806 0.03539816340144829 -1) :pi true. + (436 1000 0.035398164151528806 0.035398163459948236 -1) :pi true. } -_:bng_4131 { - (435 2500 0.035398162638155366 0.03539816340144829 1) :pi true. +_:bng_1131 { + (435 1000 0.035398162638155366 0.035398163459948236 1) :pi true. } -_:bng_4132 { - [] 434; math:notEqualTo 2500 . +_:bng_1132 { + [] 434; math:notEqualTo 1000 . (434 1) math:sum 435 . (2 434) math:product 868 . (868 1) math:sum 869 . @@ -37630,15 +10630,15 @@ _:bng_4132 { (-1 656234040) math:quotient -1.5238465837584408e-9 . (0.03539816416200195 -1.5238465837584408e-9) math:sum 0.035398162638155366 . [] -1; math:negation 1 . - (435 2500 0.035398162638155366 0.03539816340144829 1) :pi true. + (435 1000 0.035398162638155366 0.035398163459948236 1) :pi true. } -_:bng_4133 { - (434 2500 0.03539816416200195 0.03539816340144829 -1) :pi true. +_:bng_1133 { + (434 1000 0.03539816416200195 0.035398163459948236 -1) :pi true. } -_:bng_4134 { - [] 433; math:notEqualTo 2500 . +_:bng_1134 { + [] 433; math:notEqualTo 1000 . (433 1) math:sum 434 . (2 433) math:product 866 . (866 1) math:sum 867 . @@ -37647,15 +10647,15 @@ _:bng_4134 { (1 651713496) math:quotient 1.534416589709537e-9 . (0.03539816262758536 1.534416589709537e-9) math:sum 0.03539816416200195 . [] 1; math:negation -1 . - (434 2500 0.03539816416200195 0.03539816340144829 -1) :pi true. + (434 1000 0.03539816416200195 0.035398163459948236 -1) :pi true. } -_:bng_4135 { - (433 2500 0.03539816262758536 0.03539816340144829 1) :pi true. +_:bng_1135 { + (433 1000 0.03539816262758536 0.035398163459948236 1) :pi true. } -_:bng_4136 { - [] 432; math:notEqualTo 2500 . +_:bng_1136 { + [] 432; math:notEqualTo 1000 . (432 1) math:sum 433 . (2 432) math:product 864 . (864 1) math:sum 865 . @@ -37664,15 +10664,15 @@ _:bng_4136 { (-1 647213760) math:quotient -1.5450845791659312e-9 . (0.035398164172669944 -1.5450845791659312e-9) math:sum 0.03539816262758536 . [] -1; math:negation 1 . - (433 2500 0.03539816262758536 0.03539816340144829 1) :pi true. + (433 1000 0.03539816262758536 0.035398163459948236 1) :pi true. } -_:bng_4137 { - (432 2500 0.035398164172669944 0.03539816340144829 -1) :pi true. +_:bng_1137 { + (432 1000 0.035398164172669944 0.035398163459948236 -1) :pi true. } -_:bng_4138 { - [] 431; math:notEqualTo 2500 . +_:bng_1138 { + [] 431; math:notEqualTo 1000 . (431 1) math:sum 432 . (2 431) math:product 862 . (862 1) math:sum 863 . @@ -37681,15 +10681,15 @@ _:bng_4138 { (1 642734784) math:quotient 1.5558516901428506e-9 . (0.03539816261681825 1.5558516901428506e-9) math:sum 0.035398164172669944 . [] 1; math:negation -1 . - (432 2500 0.035398164172669944 0.03539816340144829 -1) :pi true. + (432 1000 0.035398164172669944 0.035398163459948236 -1) :pi true. } -_:bng_4139 { - (431 2500 0.03539816261681825 0.03539816340144829 1) :pi true. +_:bng_1139 { + (431 1000 0.03539816261681825 0.035398163459948236 1) :pi true. } -_:bng_4140 { - [] 430; math:notEqualTo 2500 . +_:bng_1140 { + [] 430; math:notEqualTo 1000 . (430 1) math:sum 431 . (2 430) math:product 860 . (860 1) math:sum 861 . @@ -37698,15 +10698,15 @@ _:bng_4140 { (-1 638276520) math:quotient -1.5667190765532155e-9 . (0.03539816418353733 -1.5667190765532155e-9) math:sum 0.03539816261681825 . [] -1; math:negation 1 . - (431 2500 0.03539816261681825 0.03539816340144829 1) :pi true. + (431 1000 0.03539816261681825 0.035398163459948236 1) :pi true. } -_:bng_4141 { - (430 2500 0.03539816418353733 0.03539816340144829 -1) :pi true. +_:bng_1141 { + (430 1000 0.03539816418353733 0.035398163459948236 -1) :pi true. } -_:bng_4142 { - [] 429; math:notEqualTo 2500 . +_:bng_1142 { + [] 429; math:notEqualTo 1000 . (429 1) math:sum 430 . (2 429) math:product 858 . (858 1) math:sum 859 . @@ -37715,15 +10715,15 @@ _:bng_4142 { (1 633838920) math:quotient 1.5776879084673437e-9 . (0.035398162605849416 1.5776879084673437e-9) math:sum 0.03539816418353733 . [] 1; math:negation -1 . - (430 2500 0.03539816418353733 0.03539816340144829 -1) :pi true. + (430 1000 0.03539816418353733 0.035398163459948236 -1) :pi true. } -_:bng_4143 { - (429 2500 0.035398162605849416 0.03539816340144829 1) :pi true. +_:bng_1143 { + (429 1000 0.035398162605849416 0.035398163459948236 1) :pi true. } -_:bng_4144 { - [] 428; math:notEqualTo 2500 . +_:bng_1144 { + [] 428; math:notEqualTo 1000 . (428 1) math:sum 429 . (2 428) math:product 856 . (856 1) math:sum 857 . @@ -37732,15 +10732,15 @@ _:bng_4144 { (-1 629421936) math:quotient -1.5887593723775142e-9 . (0.03539816419460879 -1.5887593723775142e-9) math:sum 0.035398162605849416 . [] -1; math:negation 1 . - (429 2500 0.035398162605849416 0.03539816340144829 1) :pi true. + (429 1000 0.035398162605849416 0.035398163459948236 1) :pi true. } -_:bng_4145 { - (428 2500 0.03539816419460879 0.03539816340144829 -1) :pi true. +_:bng_1145 { + (428 1000 0.03539816419460879 0.035398163459948236 -1) :pi true. } -_:bng_4146 { - [] 427; math:notEqualTo 2500 . +_:bng_1146 { + [] 427; math:notEqualTo 1000 . (427 1) math:sum 428 . (2 427) math:product 854 . (854 1) math:sum 855 . @@ -37749,15 +10749,15 @@ _:bng_4146 { (1 625025520) math:quotient 1.5999346714674947e-9 . (0.03539816259467412 1.5999346714674947e-9) math:sum 0.03539816419460879 . [] 1; math:negation -1 . - (428 2500 0.03539816419460879 0.03539816340144829 -1) :pi true. + (428 1000 0.03539816419460879 0.035398163459948236 -1) :pi true. } -_:bng_4147 { - (427 2500 0.03539816259467412 0.03539816340144829 1) :pi true. +_:bng_1147 { + (427 1000 0.03539816259467412 0.035398163459948236 1) :pi true. } -_:bng_4148 { - [] 426; math:notEqualTo 2500 . +_:bng_1148 { + [] 426; math:notEqualTo 1000 . (426 1) math:sum 427 . (2 426) math:product 852 . (852 1) math:sum 853 . @@ -37766,15 +10766,15 @@ _:bng_4148 { (-1 620649624) math:quotient -1.611215025887134e-9 . (0.03539816420588914 -1.611215025887134e-9) math:sum 0.03539816259467412 . [] -1; math:negation 1 . - (427 2500 0.03539816259467412 0.03539816340144829 1) :pi true. + (427 1000 0.03539816259467412 0.035398163459948236 1) :pi true. } -_:bng_4149 { - (426 2500 0.03539816420588914 0.03539816340144829 -1) :pi true. +_:bng_1149 { + (426 1000 0.03539816420588914 0.035398163459948236 -1) :pi true. } -_:bng_4150 { - [] 425; math:notEqualTo 2500 . +_:bng_1150 { + [] 425; math:notEqualTo 1000 . (425 1) math:sum 426 . (2 425) math:product 850 . (850 1) math:sum 851 . @@ -37783,15 +10783,15 @@ _:bng_4150 { (1 616294200) math:quotient 1.622601673032133e-9 . (0.03539816258328747 1.622601673032133e-9) math:sum 0.03539816420588914 . [] 1; math:negation -1 . - (426 2500 0.03539816420588914 0.03539816340144829 -1) :pi true. + (426 1000 0.03539816420588914 0.035398163459948236 -1) :pi true. } -_:bng_4151 { - (425 2500 0.03539816258328747 0.03539816340144829 1) :pi true. +_:bng_1151 { + (425 1000 0.03539816258328747 0.035398163459948236 1) :pi true. } -_:bng_4152 { - [] 424; math:notEqualTo 2500 . +_:bng_1152 { + [] 424; math:notEqualTo 1000 . (424 1) math:sum 425 . (2 424) math:product 848 . (848 1) math:sum 849 . @@ -37800,15 +10800,15 @@ _:bng_4152 { (-1 611959200) math:quotient -1.6340958678290971e-9 . (0.035398164217383336 -1.6340958678290971e-9) math:sum 0.03539816258328747 . [] -1; math:negation 1 . - (425 2500 0.03539816258328747 0.03539816340144829 1) :pi true. + (425 1000 0.03539816258328747 0.035398163459948236 1) :pi true. } -_:bng_4153 { - (424 2500 0.035398164217383336 0.03539816340144829 -1) :pi true. +_:bng_1153 { + (424 1000 0.035398164217383336 0.035398163459948236 -1) :pi true. } -_:bng_4154 { - [] 423; math:notEqualTo 2500 . +_:bng_1154 { + [] 423; math:notEqualTo 1000 . (423 1) math:sum 424 . (2 423) math:product 846 . (846 1) math:sum 847 . @@ -37817,15 +10817,15 @@ _:bng_4154 { (1 607644576) math:quotient 1.645698883025988e-9 . (0.035398162571684454 1.645698883025988e-9) math:sum 0.035398164217383336 . [] 1; math:negation -1 . - (424 2500 0.035398164217383336 0.03539816340144829 -1) :pi true. + (424 1000 0.035398164217383336 0.035398163459948236 -1) :pi true. } -_:bng_4155 { - (423 2500 0.035398162571684454 0.03539816340144829 1) :pi true. +_:bng_1155 { + (423 1000 0.035398162571684454 0.035398163459948236 1) :pi true. } -_:bng_4156 { - [] 422; math:notEqualTo 2500 . +_:bng_1156 { + [] 422; math:notEqualTo 1000 . (422 1) math:sum 423 . (2 422) math:product 844 . (844 1) math:sum 845 . @@ -37834,15 +10834,15 @@ _:bng_4156 { (-1 603350280) math:quotient -1.6574120094880871e-9 . (0.03539816422909646 -1.6574120094880871e-9) math:sum 0.035398162571684454 . [] -1; math:negation 1 . - (423 2500 0.035398162571684454 0.03539816340144829 1) :pi true. + (423 1000 0.035398162571684454 0.035398163459948236 1) :pi true. } -_:bng_4157 { - (422 2500 0.03539816422909646 0.03539816340144829 -1) :pi true. +_:bng_1157 { + (422 1000 0.03539816422909646 0.035398163459948236 -1) :pi true. } -_:bng_4158 { - [] 421; math:notEqualTo 2500 . +_:bng_1158 { + [] 421; math:notEqualTo 1000 . (421 1) math:sum 422 . (2 421) math:product 842 . (842 1) math:sum 843 . @@ -37851,15 +10851,15 @@ _:bng_4158 { (1 599076264) math:quotient 1.6692365564995912e-9 . (0.035398162559859905 1.6692365564995912e-9) math:sum 0.03539816422909646 . [] 1; math:negation -1 . - (422 2500 0.03539816422909646 0.03539816340144829 -1) :pi true. + (422 1000 0.03539816422909646 0.035398163459948236 -1) :pi true. } -_:bng_4159 { - (421 2500 0.035398162559859905 0.03539816340144829 1) :pi true. +_:bng_1159 { + (421 1000 0.035398162559859905 0.035398163459948236 1) :pi true. } -_:bng_4160 { - [] 420; math:notEqualTo 2500 . +_:bng_1160 { + [] 420; math:notEqualTo 1000 . (420 1) math:sum 421 . (2 420) math:product 840 . (840 1) math:sum 841 . @@ -37868,15 +10868,15 @@ _:bng_4160 { (-1 594822480) math:quotient -1.6811738520709574e-9 . (0.03539816424103376 -1.6811738520709574e-9) math:sum 0.035398162559859905 . [] -1; math:negation 1 . - (421 2500 0.035398162559859905 0.03539816340144829 1) :pi true. + (421 1000 0.035398162559859905 0.035398163459948236 1) :pi true. } -_:bng_4161 { - (420 2500 0.03539816424103376 0.03539816340144829 -1) :pi true. +_:bng_1161 { + (420 1000 0.03539816424103376 0.035398163459948236 -1) :pi true. } -_:bng_4162 { - [] 419; math:notEqualTo 2500 . +_:bng_1162 { + [] 419; math:notEqualTo 1000 . (419 1) math:sum 420 . (2 419) math:product 838 . (838 1) math:sum 839 . @@ -37885,15 +10885,15 @@ _:bng_4162 { (1 590588880) math:quotient 1.693225243252125e-9 . (0.03539816254780852 1.693225243252125e-9) math:sum 0.03539816424103376 . [] 1; math:negation -1 . - (420 2500 0.03539816424103376 0.03539816340144829 -1) :pi true. + (420 1000 0.03539816424103376 0.035398163459948236 -1) :pi true. } -_:bng_4163 { - (419 2500 0.03539816254780852 0.03539816340144829 1) :pi true. +_:bng_1163 { + (419 1000 0.03539816254780852 0.035398163459948236 1) :pi true. } -_:bng_4164 { - [] 418; math:notEqualTo 2500 . +_:bng_1164 { + [] 418; math:notEqualTo 1000 . (418 1) math:sum 419 . (2 418) math:product 836 . (836 1) math:sum 837 . @@ -37902,15 +10902,15 @@ _:bng_4164 { (-1 586375416) math:quotient -1.705392096451738e-9 . (0.035398164253200616 -1.705392096451738e-9) math:sum 0.03539816254780852 . [] -1; math:negation 1 . - (419 2500 0.03539816254780852 0.03539816340144829 1) :pi true. + (419 1000 0.03539816254780852 0.035398163459948236 1) :pi true. } -_:bng_4165 { - (418 2500 0.035398164253200616 0.03539816340144829 -1) :pi true. +_:bng_1165 { + (418 1000 0.035398164253200616 0.035398163459948236 -1) :pi true. } -_:bng_4166 { - [] 417; math:notEqualTo 2500 . +_:bng_1166 { + [] 417; math:notEqualTo 1000 . (417 1) math:sum 418 . (2 417) math:product 834 . (834 1) math:sum 835 . @@ -37919,15 +10919,15 @@ _:bng_4166 { (1 582182040) math:quotient 1.7176757977625005e-9 . (0.035398162535524816 1.7176757977625005e-9) math:sum 0.035398164253200616 . [] 1; math:negation -1 . - (418 2500 0.035398164253200616 0.03539816340144829 -1) :pi true. + (418 1000 0.035398164253200616 0.035398163459948236 -1) :pi true. } -_:bng_4167 { - (417 2500 0.035398162535524816 0.03539816340144829 1) :pi true. +_:bng_1167 { + (417 1000 0.035398162535524816 0.035398163459948236 1) :pi true. } -_:bng_4168 { - [] 416; math:notEqualTo 2500 . +_:bng_1168 { + [] 416; math:notEqualTo 1000 . (416 1) math:sum 417 . (2 416) math:product 832 . (832 1) math:sum 833 . @@ -37936,15 +10936,15 @@ _:bng_4168 { (-1 578008704) math:quotient -1.7300777532927947e-9 . (0.03539816426560257 -1.7300777532927947e-9) math:sum 0.035398162535524816 . [] -1; math:negation 1 . - (417 2500 0.035398162535524816 0.03539816340144829 1) :pi true. + (417 1000 0.035398162535524816 0.035398163459948236 1) :pi true. } -_:bng_4169 { - (416 2500 0.03539816426560257 0.03539816340144829 -1) :pi true. +_:bng_1169 { + (416 1000 0.03539816426560257 0.035398163459948236 -1) :pi true. } -_:bng_4170 { - [] 415; math:notEqualTo 2500 . +_:bng_1170 { + [] 415; math:notEqualTo 1000 . (415 1) math:sum 416 . (2 415) math:product 830 . (830 1) math:sum 831 . @@ -37953,15 +10953,15 @@ _:bng_4170 { (1 573855360) math:quotient 1.7425993895047003e-9 . (0.03539816252300318 1.7425993895047003e-9) math:sum 0.03539816426560257 . [] 1; math:negation -1 . - (416 2500 0.03539816426560257 0.03539816340144829 -1) :pi true. + (416 1000 0.03539816426560257 0.035398163459948236 -1) :pi true. } -_:bng_4171 { - (415 2500 0.03539816252300318 0.03539816340144829 1) :pi true. +_:bng_1171 { + (415 1000 0.03539816252300318 0.035398163459948236 1) :pi true. } -_:bng_4172 { - [] 414; math:notEqualTo 2500 . +_:bng_1172 { + [] 414; math:notEqualTo 1000 . (414 1) math:sum 415 . (2 414) math:product 828 . (828 1) math:sum 829 . @@ -37970,15 +10970,15 @@ _:bng_4172 { (-1 569721960) math:quotient -1.7552421535585534e-9 . (0.03539816427824533 -1.7552421535585534e-9) math:sum 0.03539816252300318 . [] -1; math:negation 1 . - (415 2500 0.03539816252300318 0.03539816340144829 1) :pi true. + (415 1000 0.03539816252300318 0.035398163459948236 1) :pi true. } -_:bng_4173 { - (414 2500 0.03539816427824533 0.03539816340144829 -1) :pi true. +_:bng_1173 { + (414 1000 0.03539816427824533 0.035398163459948236 -1) :pi true. } -_:bng_4174 { - [] 413; math:notEqualTo 2500 . +_:bng_1174 { + [] 413; math:notEqualTo 1000 . (413 1) math:sum 414 . (2 413) math:product 826 . (826 1) math:sum 827 . @@ -37987,15 +10987,15 @@ _:bng_4174 { (1 565608456) math:quotient 1.7680075136641874e-9 . (0.03539816251023782 1.7680075136641874e-9) math:sum 0.03539816427824533 . [] 1; math:negation -1 . - (414 2500 0.03539816427824533 0.03539816340144829 -1) :pi true. + (414 1000 0.03539816427824533 0.035398163459948236 -1) :pi true. } -_:bng_4175 { - (413 2500 0.03539816251023782 0.03539816340144829 1) :pi true. +_:bng_1175 { + (413 1000 0.03539816251023782 0.035398163459948236 1) :pi true. } -_:bng_4176 { - [] 412; math:notEqualTo 2500 . +_:bng_1176 { + [] 412; math:notEqualTo 1000 . (412 1) math:sum 413 . (2 412) math:product 824 . (824 1) math:sum 825 . @@ -38004,15 +11004,15 @@ _:bng_4176 { (-1 561514800) math:quotient -1.7808969594390032e-9 . (0.03539816429113478 -1.7808969594390032e-9) math:sum 0.03539816251023782 . [] -1; math:negation 1 . - (413 2500 0.03539816251023782 0.03539816340144829 1) :pi true. + (413 1000 0.03539816251023782 0.035398163459948236 1) :pi true. } -_:bng_4177 { - (412 2500 0.03539816429113478 0.03539816340144829 -1) :pi true. +_:bng_1177 { + (412 1000 0.03539816429113478 0.035398163459948236 -1) :pi true. } -_:bng_4178 { - [] 411; math:notEqualTo 2500 . +_:bng_1178 { + [] 411; math:notEqualTo 1000 . (411 1) math:sum 412 . (2 411) math:product 822 . (822 1) math:sum 823 . @@ -38021,15 +11021,15 @@ _:bng_4178 { (1 557440944) math:quotient 1.7939120022730157e-9 . (0.035398162497222774 1.7939120022730157e-9) math:sum 0.03539816429113478 . [] 1; math:negation -1 . - (412 2500 0.03539816429113478 0.03539816340144829 -1) :pi true. + (412 1000 0.03539816429113478 0.035398163459948236 -1) :pi true. } -_:bng_4179 { - (411 2500 0.035398162497222774 0.03539816340144829 1) :pi true. +_:bng_1179 { + (411 1000 0.035398162497222774 0.035398163459948236 1) :pi true. } -_:bng_4180 { - [] 410; math:notEqualTo 2500 . +_:bng_1180 { + [] 410; math:notEqualTo 1000 . (410 1) math:sum 411 . (2 410) math:product 820 . (820 1) math:sum 821 . @@ -38038,15 +11038,15 @@ _:bng_4180 { (-1 553386840) math:quotient -1.807054175701034e-9 . (0.03539816430427695 -1.807054175701034e-9) math:sum 0.035398162497222774 . [] -1; math:negation 1 . - (411 2500 0.035398162497222774 0.03539816340144829 1) :pi true. + (411 1000 0.035398162497222774 0.035398163459948236 1) :pi true. } -_:bng_4181 { - (410 2500 0.03539816430427695 0.03539816340144829 -1) :pi true. +_:bng_1181 { + (410 1000 0.03539816430427695 0.035398163459948236 -1) :pi true. } -_:bng_4182 { - [] 409; math:notEqualTo 2500 . +_:bng_1182 { + [] 409; math:notEqualTo 1000 . (409 1) math:sum 410 . (2 409) math:product 818 . (818 1) math:sum 819 . @@ -38055,15 +11055,15 @@ _:bng_4182 { (1 549352440) math:quotient 1.8203250357821292e-9 . (0.03539816248395191 1.8203250357821292e-9) math:sum 0.03539816430427695 . [] 1; math:negation -1 . - (410 2500 0.03539816430427695 0.03539816340144829 -1) :pi true. + (410 1000 0.03539816430427695 0.035398163459948236 -1) :pi true. } -_:bng_4183 { - (409 2500 0.03539816248395191 0.03539816340144829 1) :pi true. +_:bng_1183 { + (409 1000 0.03539816248395191 0.035398163459948236 1) :pi true. } -_:bng_4184 { - [] 408; math:notEqualTo 2500 . +_:bng_1184 { + [] 408; math:notEqualTo 1000 . (408 1) math:sum 409 . (2 408) math:product 816 . (816 1) math:sum 817 . @@ -38072,15 +11072,15 @@ _:bng_4184 { (-1 545337696) math:quotient -1.8337261614865516e-9 . (0.035398164317678074 -1.8337261614865516e-9) math:sum 0.03539816248395191 . [] -1; math:negation 1 . - (409 2500 0.03539816248395191 0.03539816340144829 1) :pi true. + (409 1000 0.03539816248395191 0.035398163459948236 1) :pi true. } -_:bng_4185 { - (408 2500 0.035398164317678074 0.03539816340144829 -1) :pi true. +_:bng_1185 { + (408 1000 0.035398164317678074 0.035398163459948236 -1) :pi true. } -_:bng_4186 { - [] 407; math:notEqualTo 2500 . +_:bng_1186 { + [] 407; math:notEqualTo 1000 . (407 1) math:sum 408 . (2 407) math:product 814 . (814 1) math:sum 815 . @@ -38089,15 +11089,15 @@ _:bng_4186 { (1 541342560) math:quotient 1.847259155090263e-9 . (0.035398162470418916 1.847259155090263e-9) math:sum 0.035398164317678074 . [] 1; math:negation -1 . - (408 2500 0.035398164317678074 0.03539816340144829 -1) :pi true. + (408 1000 0.035398164317678074 0.035398163459948236 -1) :pi true. } -_:bng_4187 { - (407 2500 0.035398162470418916 0.03539816340144829 1) :pi true. +_:bng_1187 { + (407 1000 0.035398162470418916 0.035398163459948236 1) :pi true. } -_:bng_4188 { - [] 406; math:notEqualTo 2500 . +_:bng_1188 { + [] 406; math:notEqualTo 1000 . (406 1) math:sum 407 . (2 406) math:product 812 . (812 1) math:sum 813 . @@ -38106,15 +11106,15 @@ _:bng_4188 { (-1 537366984) math:quotient -1.8609256425772521e-9 . (0.03539816433134456 -1.8609256425772521e-9) math:sum 0.035398162470418916 . [] -1; math:negation 1 . - (407 2500 0.035398162470418916 0.03539816340144829 1) :pi true. + (407 1000 0.035398162470418916 0.035398163459948236 1) :pi true. } -_:bng_4189 { - (406 2500 0.03539816433134456 0.03539816340144829 -1) :pi true. +_:bng_1189 { + (406 1000 0.03539816433134456 0.035398163459948236 -1) :pi true. } -_:bng_4190 { - [] 405; math:notEqualTo 2500 . +_:bng_1190 { + [] 405; math:notEqualTo 1000 . (405 1) math:sum 406 . (2 405) math:product 810 . (810 1) math:sum 811 . @@ -38123,15 +11123,15 @@ _:bng_4190 { (1 533410920) math:quotient 1.8747272740498075e-9 . (0.03539816245661728 1.8747272740498075e-9) math:sum 0.03539816433134456 . [] 1; math:negation -1 . - (406 2500 0.03539816433134456 0.03539816340144829 -1) :pi true. + (406 1000 0.03539816433134456 0.035398163459948236 -1) :pi true. } -_:bng_4191 { - (405 2500 0.03539816245661728 0.03539816340144829 1) :pi true. +_:bng_1191 { + (405 1000 0.03539816245661728 0.035398163459948236 1) :pi true. } -_:bng_4192 { - [] 404; math:notEqualTo 2500 . +_:bng_1192 { + [] 404; math:notEqualTo 1000 . (404 1) math:sum 405 . (2 404) math:product 808 . (808 1) math:sum 809 . @@ -38140,15 +11140,15 @@ _:bng_4192 { (-1 529474320) math:quotient -1.888665724146924e-9 . (0.035398164345283006 -1.888665724146924e-9) math:sum 0.03539816245661728 . [] -1; math:negation 1 . - (405 2500 0.03539816245661728 0.03539816340144829 1) :pi true. + (405 1000 0.03539816245661728 0.035398163459948236 1) :pi true. } -_:bng_4193 { - (404 2500 0.035398164345283006 0.03539816340144829 -1) :pi true. +_:bng_1193 { + (404 1000 0.035398164345283006 0.035398163459948236 -1) :pi true. } -_:bng_4194 { - [] 403; math:notEqualTo 2500 . +_:bng_1194 { + [] 403; math:notEqualTo 1000 . (403 1) math:sum 404 . (2 403) math:product 806 . (806 1) math:sum 807 . @@ -38157,15 +11157,15 @@ _:bng_4194 { (1 525557136) math:quotient 1.9027426924710236e-9 . (0.035398162442540314 1.9027426924710236e-9) math:sum 0.035398164345283006 . [] 1; math:negation -1 . - (404 2500 0.035398164345283006 0.03539816340144829 -1) :pi true. + (404 1000 0.035398164345283006 0.035398163459948236 -1) :pi true. } -_:bng_4195 { - (403 2500 0.035398162442540314 0.03539816340144829 1) :pi true. +_:bng_1195 { + (403 1000 0.035398162442540314 0.035398163459948236 1) :pi true. } -_:bng_4196 { - [] 402; math:notEqualTo 2500 . +_:bng_1196 { + [] 402; math:notEqualTo 1000 . (402 1) math:sum 403 . (2 402) math:product 804 . (804 1) math:sum 805 . @@ -38174,15 +11174,15 @@ _:bng_4196 { (-1 521659320) math:quotient -1.916959904023185e-9 . (0.03539816435950022 -1.916959904023185e-9) math:sum 0.035398162442540314 . [] -1; math:negation 1 . - (403 2500 0.035398162442540314 0.03539816340144829 1) :pi true. + (403 1000 0.035398162442540314 0.035398163459948236 1) :pi true. } -_:bng_4197 { - (402 2500 0.03539816435950022 0.03539816340144829 -1) :pi true. +_:bng_1197 { + (402 1000 0.03539816435950022 0.035398163459948236 -1) :pi true. } -_:bng_4198 { - [] 401; math:notEqualTo 2500 . +_:bng_1198 { + [] 401; math:notEqualTo 1000 . (401 1) math:sum 402 . (2 401) math:product 802 . (802 1) math:sum 803 . @@ -38191,15 +11191,15 @@ _:bng_4198 { (1 517780824) math:quotient 1.931319109647058e-9 . (0.035398162428181106 1.931319109647058e-9) math:sum 0.03539816435950022 . [] 1; math:negation -1 . - (402 2500 0.03539816435950022 0.03539816340144829 -1) :pi true. + (402 1000 0.03539816435950022 0.035398163459948236 -1) :pi true. } -_:bng_4199 { - (401 2500 0.035398162428181106 0.03539816340144829 1) :pi true. +_:bng_1199 { + (401 1000 0.035398162428181106 0.035398163459948236 1) :pi true. } -_:bng_4200 { - [] 400; math:notEqualTo 2500 . +_:bng_1200 { + [] 400; math:notEqualTo 1000 . (400 1) math:sum 401 . (2 400) math:product 800 . (800 1) math:sum 801 . @@ -38208,15 +11208,15 @@ _:bng_4200 { (-1 513921600) math:quotient -1.9458220864816735e-9 . (0.03539816437400319 -1.9458220864816735e-9) math:sum 0.035398162428181106 . [] -1; math:negation 1 . - (401 2500 0.035398162428181106 0.03539816340144829 1) :pi true. + (401 1000 0.035398162428181106 0.035398163459948236 1) :pi true. } -_:bng_4201 { - (400 2500 0.03539816437400319 0.03539816340144829 -1) :pi true. +_:bng_1201 { + (400 1000 0.03539816437400319 0.035398163459948236 -1) :pi true. } -_:bng_4202 { - [] 399; math:notEqualTo 2500 . +_:bng_1202 { + [] 399; math:notEqualTo 1000 . (399 1) math:sum 400 . (2 399) math:product 798 . (798 1) math:sum 799 . @@ -38225,15 +11225,15 @@ _:bng_4202 { (1 510081600) math:quotient 1.9604706384233424e-9 . (0.03539816241353255 1.9604706384233424e-9) math:sum 0.03539816437400319 . [] 1; math:negation -1 . - (400 2500 0.03539816437400319 0.03539816340144829 -1) :pi true. + (400 1000 0.03539816437400319 0.035398163459948236 -1) :pi true. } -_:bng_4203 { - (399 2500 0.03539816241353255 0.03539816340144829 1) :pi true. +_:bng_1203 { + (399 1000 0.03539816241353255 0.035398163459948236 1) :pi true. } -_:bng_4204 { - [] 398; math:notEqualTo 2500 . +_:bng_1204 { + [] 398; math:notEqualTo 1000 . (398 1) math:sum 399 . (2 398) math:product 796 . (796 1) math:sum 797 . @@ -38242,15 +11242,15 @@ _:bng_4204 { (-1 506260776) math:quotient -1.9752665965968496e-9 . (0.03539816438879915 -1.9752665965968496e-9) math:sum 0.03539816241353255 . [] -1; math:negation 1 . - (399 2500 0.03539816241353255 0.03539816340144829 1) :pi true. + (399 1000 0.03539816241353255 0.035398163459948236 1) :pi true. } -_:bng_4205 { - (398 2500 0.03539816438879915 0.03539816340144829 -1) :pi true. +_:bng_1205 { + (398 1000 0.03539816438879915 0.035398163459948236 -1) :pi true. } -_:bng_4206 { - [] 397; math:notEqualTo 2500 . +_:bng_1206 { + [] 397; math:notEqualTo 1000 . (397 1) math:sum 398 . (2 397) math:product 794 . (794 1) math:sum 795 . @@ -38259,15 +11259,15 @@ _:bng_4206 { (1 502459080) math:quotient 1.9902118198361547e-9 . (0.03539816239858733 1.9902118198361547e-9) math:sum 0.03539816438879915 . [] 1; math:negation -1 . - (398 2500 0.03539816438879915 0.03539816340144829 -1) :pi true. + (398 1000 0.03539816438879915 0.035398163459948236 -1) :pi true. } -_:bng_4207 { - (397 2500 0.03539816239858733 0.03539816340144829 1) :pi true. +_:bng_1207 { + (397 1000 0.03539816239858733 0.035398163459948236 1) :pi true. } -_:bng_4208 { - [] 396; math:notEqualTo 2500 . +_:bng_1208 { + [] 396; math:notEqualTo 1000 . (396 1) math:sum 397 . (2 396) math:product 792 . (792 1) math:sum 793 . @@ -38276,15 +11276,15 @@ _:bng_4208 { (-1 498676464) math:quotient -2.005308195174818e-9 . (0.035398164403895524 -2.005308195174818e-9) math:sum 0.03539816239858733 . [] -1; math:negation 1 . - (397 2500 0.03539816239858733 0.03539816340144829 1) :pi true. + (397 1000 0.03539816239858733 0.035398163459948236 1) :pi true. } -_:bng_4209 { - (396 2500 0.035398164403895524 0.03539816340144829 -1) :pi true. +_:bng_1209 { + (396 1000 0.035398164403895524 0.035398163459948236 -1) :pi true. } -_:bng_4210 { - [] 395; math:notEqualTo 2500 . +_:bng_1210 { + [] 395; math:notEqualTo 1000 . (395 1) math:sum 396 . (2 395) math:product 790 . (790 1) math:sum 791 . @@ -38293,15 +11293,15 @@ _:bng_4210 { (1 494912880) math:quotient 2.0205576383463693e-9 . (0.035398162383337886 2.0205576383463693e-9) math:sum 0.035398164403895524 . [] 1; math:negation -1 . - (396 2500 0.035398164403895524 0.03539816340144829 -1) :pi true. + (396 1000 0.035398164403895524 0.035398163459948236 -1) :pi true. } -_:bng_4211 { - (395 2500 0.035398162383337886 0.03539816340144829 1) :pi true. +_:bng_1211 { + (395 1000 0.035398162383337886 0.035398163459948236 1) :pi true. } -_:bng_4212 { - [] 394; math:notEqualTo 2500 . +_:bng_1212 { + [] 394; math:notEqualTo 1000 . (394 1) math:sum 395 . (2 394) math:product 788 . (788 1) math:sum 789 . @@ -38310,15 +11310,15 @@ _:bng_4212 { (-1 491168280) math:quotient -2.0359620942948513e-9 . (0.03539816441929998 -2.0359620942948513e-9) math:sum 0.035398162383337886 . [] -1; math:negation 1 . - (395 2500 0.035398162383337886 0.03539816340144829 1) :pi true. + (395 1000 0.035398162383337886 0.035398163459948236 1) :pi true. } -_:bng_4213 { - (394 2500 0.03539816441929998 0.03539816340144829 -1) :pi true. +_:bng_1213 { + (394 1000 0.03539816441929998 0.035398163459948236 -1) :pi true. } -_:bng_4214 { - [] 393; math:notEqualTo 2500 . +_:bng_1214 { + [] 393; math:notEqualTo 1000 . (393 1) math:sum 394 . (2 393) math:product 786 . (786 1) math:sum 787 . @@ -38327,15 +11327,15 @@ _:bng_4214 { (1 487442616) math:quotient 2.0515235376957685e-9 . (0.035398162367776445 2.0515235376957685e-9) math:sum 0.03539816441929998 . [] 1; math:negation -1 . - (394 2500 0.03539816441929998 0.03539816340144829 -1) :pi true. + (394 1000 0.03539816441929998 0.035398163459948236 -1) :pi true. } -_:bng_4215 { - (393 2500 0.035398162367776445 0.03539816340144829 1) :pi true. +_:bng_1215 { + (393 1000 0.035398162367776445 0.035398163459948236 1) :pi true. } -_:bng_4216 { - [] 392; math:notEqualTo 2500 . +_:bng_1216 { + [] 392; math:notEqualTo 1000 . (392 1) math:sum 393 . (2 392) math:product 784 . (784 1) math:sum 785 . @@ -38344,15 +11344,15 @@ _:bng_4216 { (-1 483735840) math:quotient -2.067243973487679e-9 . (0.03539816443502042 -2.067243973487679e-9) math:sum 0.035398162367776445 . [] -1; math:negation 1 . - (393 2500 0.035398162367776445 0.03539816340144829 1) :pi true. + (393 1000 0.035398162367776445 0.035398163459948236 1) :pi true. } -_:bng_4217 { - (392 2500 0.03539816443502042 0.03539816340144829 -1) :pi true. +_:bng_1217 { + (392 1000 0.03539816443502042 0.035398163459948236 -1) :pi true. } -_:bng_4218 { - [] 391; math:notEqualTo 2500 . +_:bng_1218 { + [] 391; math:notEqualTo 1000 . (391 1) math:sum 392 . (2 391) math:product 782 . (782 1) math:sum 783 . @@ -38361,15 +11361,15 @@ _:bng_4218 { (1 480047904) math:quotient 2.0831254374146792e-9 . (0.03539816235189498 2.0831254374146792e-9) math:sum 0.03539816443502042 . [] 1; math:negation -1 . - (392 2500 0.03539816443502042 0.03539816340144829 -1) :pi true. + (392 1000 0.03539816443502042 0.035398163459948236 -1) :pi true. } -_:bng_4219 { - (391 2500 0.03539816235189498 0.03539816340144829 1) :pi true. +_:bng_1219 { + (391 1000 0.03539816235189498 0.035398163459948236 1) :pi true. } -_:bng_4220 { - [] 390; math:notEqualTo 2500 . +_:bng_1220 { + [] 390; math:notEqualTo 1000 . (390 1) math:sum 391 . (2 390) math:product 780 . (780 1) math:sum 781 . @@ -38378,15 +11378,15 @@ _:bng_4220 { (-1 476378760) math:quotient -2.0991699965800324e-9 . (0.03539816445106498 -2.0991699965800324e-9) math:sum 0.03539816235189498 . [] -1; math:negation 1 . - (391 2500 0.03539816235189498 0.03539816340144829 1) :pi true. + (391 1000 0.03539816235189498 0.035398163459948236 1) :pi true. } -_:bng_4221 { - (390 2500 0.03539816445106498 0.03539816340144829 -1) :pi true. +_:bng_1221 { + (390 1000 0.03539816445106498 0.035398163459948236 -1) :pi true. } -_:bng_4222 { - [] 389; math:notEqualTo 2500 . +_:bng_1222 { + [] 389; math:notEqualTo 1000 . (389 1) math:sum 390 . (2 389) math:product 778 . (778 1) math:sum 779 . @@ -38395,15 +11395,15 @@ _:bng_4222 { (1 472728360) math:quotient 2.1153797500111902e-9 . (0.035398162335685227 2.1153797500111902e-9) math:sum 0.03539816445106498 . [] 1; math:negation -1 . - (390 2500 0.03539816445106498 0.03539816340144829 -1) :pi true. + (390 1000 0.03539816445106498 0.035398163459948236 -1) :pi true. } -_:bng_4223 { - (389 2500 0.035398162335685227 0.03539816340144829 1) :pi true. +_:bng_1223 { + (389 1000 0.035398162335685227 0.035398163459948236 1) :pi true. } -_:bng_4224 { - [] 388; math:notEqualTo 2500 . +_:bng_1224 { + [] 388; math:notEqualTo 1000 . (388 1) math:sum 389 . (2 388) math:product 776 . (776 1) math:sum 777 . @@ -38412,15 +11412,15 @@ _:bng_4224 { (-1 469096656) math:quotient -2.131756829236489e-9 . (0.03539816446744205 -2.131756829236489e-9) math:sum 0.035398162335685227 . [] -1; math:negation 1 . - (389 2500 0.035398162335685227 0.03539816340144829 1) :pi true. + (389 1000 0.035398162335685227 0.035398163459948236 1) :pi true. } -_:bng_4225 { - (388 2500 0.03539816446744205 0.03539816340144829 -1) :pi true. +_:bng_1225 { + (388 1000 0.03539816446744205 0.035398163459948236 -1) :pi true. } -_:bng_4226 { - [] 387; math:notEqualTo 2500 . +_:bng_1226 { + [] 387; math:notEqualTo 1000 . (387 1) math:sum 388 . (2 387) math:product 774 . (774 1) math:sum 775 . @@ -38429,15 +11429,15 @@ _:bng_4226 { (1 465483600) math:quotient 2.1483033988737733e-9 . (0.03539816231913866 2.1483033988737733e-9) math:sum 0.03539816446744205 . [] 1; math:negation -1 . - (388 2500 0.03539816446744205 0.03539816340144829 -1) :pi true. + (388 1000 0.03539816446744205 0.035398163459948236 -1) :pi true. } -_:bng_4227 { - (387 2500 0.03539816231913866 0.03539816340144829 1) :pi true. +_:bng_1227 { + (387 1000 0.03539816231913866 0.035398163459948236 1) :pi true. } -_:bng_4228 { - [] 386; math:notEqualTo 2500 . +_:bng_1228 { + [] 386; math:notEqualTo 1000 . (386 1) math:sum 387 . (2 386) math:product 772 . (772 1) math:sum 773 . @@ -38446,15 +11446,15 @@ _:bng_4228 { (-1 461889144) math:quotient -2.1650216572312424e-9 . (0.03539816448416031 -2.1650216572312424e-9) math:sum 0.03539816231913866 . [] -1; math:negation 1 . - (387 2500 0.03539816231913866 0.03539816340144829 1) :pi true. + (387 1000 0.03539816231913866 0.035398163459948236 1) :pi true. } -_:bng_4229 { - (386 2500 0.03539816448416031 0.03539816340144829 -1) :pi true. +_:bng_1229 { + (386 1000 0.03539816448416031 0.035398163459948236 -1) :pi true. } -_:bng_4230 { - [] 385; math:notEqualTo 2500 . +_:bng_1230 { + [] 385; math:notEqualTo 1000 . (385 1) math:sum 386 . (2 385) math:product 770 . (770 1) math:sum 771 . @@ -38463,15 +11463,15 @@ _:bng_4230 { (1 458313240) math:quotient 2.1819138369207926e-9 . (0.035398162302246475 2.1819138369207926e-9) math:sum 0.03539816448416031 . [] 1; math:negation -1 . - (386 2500 0.03539816448416031 0.03539816340144829 -1) :pi true. + (386 1000 0.03539816448416031 0.035398163459948236 -1) :pi true. } -_:bng_4231 { - (385 2500 0.035398162302246475 0.03539816340144829 1) :pi true. +_:bng_1231 { + (385 1000 0.035398162302246475 0.035398163459948236 1) :pi true. } -_:bng_4232 { - [] 384; math:notEqualTo 2500 . +_:bng_1232 { + [] 384; math:notEqualTo 1000 . (384 1) math:sum 385 . (2 384) math:product 768 . (768 1) math:sum 769 . @@ -38480,15 +11480,15 @@ _:bng_4232 { (-1 454755840) math:quotient -2.1989822054841562e-9 . (0.03539816450122868 -2.1989822054841562e-9) math:sum 0.035398162302246475 . [] -1; math:negation 1 . - (385 2500 0.035398162302246475 0.03539816340144829 1) :pi true. + (385 1000 0.035398162302246475 0.035398163459948236 1) :pi true. } -_:bng_4233 { - (384 2500 0.03539816450122868 0.03539816340144829 -1) :pi true. +_:bng_1233 { + (384 1000 0.03539816450122868 0.035398163459948236 -1) :pi true. } -_:bng_4234 { - [] 383; math:notEqualTo 2500 . +_:bng_1234 { + [] 383; math:notEqualTo 1000 . (383 1) math:sum 384 . (2 383) math:product 766 . (766 1) math:sum 767 . @@ -38497,15 +11497,15 @@ _:bng_4234 { (1 451216896) math:quotient 2.216229066032137e-9 . (0.03539816228499961 2.216229066032137e-9) math:sum 0.03539816450122868 . [] 1; math:negation -1 . - (384 2500 0.03539816450122868 0.03539816340144829 -1) :pi true. + (384 1000 0.03539816450122868 0.035398163459948236 -1) :pi true. } -_:bng_4235 { - (383 2500 0.03539816228499961 0.03539816340144829 1) :pi true. +_:bng_1235 { + (383 1000 0.03539816228499961 0.035398163459948236 1) :pi true. } -_:bng_4236 { - [] 382; math:notEqualTo 2500 . +_:bng_1236 { + [] 382; math:notEqualTo 1000 . (382 1) math:sum 383 . (2 382) math:product 764 . (764 1) math:sum 765 . @@ -38514,15 +11514,15 @@ _:bng_4236 { (-1 447696360) math:quotient -2.2336567578972498e-9 . (0.03539816451865637 -2.2336567578972498e-9) math:sum 0.03539816228499961 . [] -1; math:negation 1 . - (383 2500 0.03539816228499961 0.03539816340144829 1) :pi true. + (383 1000 0.03539816228499961 0.035398163459948236 1) :pi true. } -_:bng_4237 { - (382 2500 0.03539816451865637 0.03539816340144829 -1) :pi true. +_:bng_1237 { + (382 1000 0.03539816451865637 0.035398163459948236 -1) :pi true. } -_:bng_4238 { - [] 381; math:notEqualTo 2500 . +_:bng_1238 { + [] 381; math:notEqualTo 1000 . (381 1) math:sum 382 . (2 381) math:product 762 . (762 1) math:sum 763 . @@ -38531,15 +11531,15 @@ _:bng_4238 { (1 444194184) math:quotient 2.2512676573000785e-9 . (0.03539816226738871 2.2512676573000785e-9) math:sum 0.03539816451865637 . [] 1; math:negation -1 . - (382 2500 0.03539816451865637 0.03539816340144829 -1) :pi true. + (382 1000 0.03539816451865637 0.035398163459948236 -1) :pi true. } -_:bng_4239 { - (381 2500 0.03539816226738871 0.03539816340144829 1) :pi true. +_:bng_1239 { + (381 1000 0.03539816226738871 0.035398163459948236 1) :pi true. } -_:bng_4240 { - [] 380; math:notEqualTo 2500 . +_:bng_1240 { + [] 380; math:notEqualTo 1000 . (380 1) math:sum 381 . (2 380) math:product 760 . (760 1) math:sum 761 . @@ -38548,15 +11548,15 @@ _:bng_4240 { (-1 440710320) math:quotient -2.2690641780296864e-9 . (0.03539816453645289 -2.2690641780296864e-9) math:sum 0.03539816226738871 . [] -1; math:negation 1 . - (381 2500 0.03539816226738871 0.03539816340144829 1) :pi true. + (381 1000 0.03539816226738871 0.035398163459948236 1) :pi true. } -_:bng_4241 { - (380 2500 0.03539816453645289 0.03539816340144829 -1) :pi true. +_:bng_1241 { + (380 1000 0.03539816453645289 0.035398163459948236 -1) :pi true. } -_:bng_4242 { - [] 379; math:notEqualTo 2500 . +_:bng_1242 { + [] 379; math:notEqualTo 1000 . (379 1) math:sum 380 . (2 379) math:product 758 . (758 1) math:sum 759 . @@ -38565,15 +11565,15 @@ _:bng_4242 { (1 437244720) math:quotient 2.2870487721384033e-9 . (0.03539816224940412 2.2870487721384033e-9) math:sum 0.03539816453645289 . [] 1; math:negation -1 . - (380 2500 0.03539816453645289 0.03539816340144829 -1) :pi true. + (380 1000 0.03539816453645289 0.035398163459948236 -1) :pi true. } -_:bng_4243 { - (379 2500 0.03539816224940412 0.03539816340144829 1) :pi true. +_:bng_1243 { + (379 1000 0.03539816224940412 0.035398163459948236 1) :pi true. } -_:bng_4244 { - [] 378; math:notEqualTo 2500 . +_:bng_1244 { + [] 378; math:notEqualTo 1000 . (378 1) math:sum 379 . (2 378) math:product 756 . (756 1) math:sum 757 . @@ -38582,15 +11582,15 @@ _:bng_4244 { (-1 433797336) math:quotient -2.3052239306513398e-9 . (0.03539816455462805 -2.3052239306513398e-9) math:sum 0.03539816224940412 . [] -1; math:negation 1 . - (379 2500 0.03539816224940412 0.03539816340144829 1) :pi true. + (379 1000 0.03539816224940412 0.035398163459948236 1) :pi true. } -_:bng_4245 { - (378 2500 0.03539816455462805 0.03539816340144829 -1) :pi true. +_:bng_1245 { + (378 1000 0.03539816455462805 0.035398163459948236 -1) :pi true. } -_:bng_4246 { - [] 377; math:notEqualTo 2500 . +_:bng_1246 { + [] 377; math:notEqualTo 1000 . (377 1) math:sum 378 . (2 377) math:product 754 . (754 1) math:sum 755 . @@ -38599,15 +11599,15 @@ _:bng_4246 { (1 430368120) math:quotient 2.323592184290974e-9 . (0.03539816223103586 2.323592184290974e-9) math:sum 0.03539816455462805 . [] 1; math:negation -1 . - (378 2500 0.03539816455462805 0.03539816340144829 -1) :pi true. + (378 1000 0.03539816455462805 0.035398163459948236 -1) :pi true. } -_:bng_4247 { - (377 2500 0.03539816223103586 0.03539816340144829 1) :pi true. +_:bng_1247 { + (377 1000 0.03539816223103586 0.035398163459948236 1) :pi true. } -_:bng_4248 { - [] 376; math:notEqualTo 2500 . +_:bng_1248 { + [] 376; math:notEqualTo 1000 . (376 1) math:sum 377 . (2 376) math:product 752 . (752 1) math:sum 753 . @@ -38616,15 +11616,15 @@ _:bng_4248 { (-1 426957024) math:quotient -2.342156104217178e-9 . (0.03539816457319196 -2.342156104217178e-9) math:sum 0.03539816223103586 . [] -1; math:negation 1 . - (377 2500 0.03539816223103586 0.03539816340144829 1) :pi true. + (377 1000 0.03539816223103586 0.035398163459948236 1) :pi true. } -_:bng_4249 { - (376 2500 0.03539816457319196 0.03539816340144829 -1) :pi true. +_:bng_1249 { + (376 1000 0.03539816457319196 0.035398163459948236 -1) :pi true. } -_:bng_4250 { - [] 375; math:notEqualTo 2500 . +_:bng_1250 { + [] 375; math:notEqualTo 1000 . (375 1) math:sum 376 . (2 375) math:product 750 . (750 1) math:sum 751 . @@ -38633,15 +11633,15 @@ _:bng_4250 { (1 423564000) math:quotient 2.3609183027830504e-9 . (0.03539816221227366 2.3609183027830504e-9) math:sum 0.03539816457319196 . [] 1; math:negation -1 . - (376 2500 0.03539816457319196 0.03539816340144829 -1) :pi true. + (376 1000 0.03539816457319196 0.035398163459948236 -1) :pi true. } -_:bng_4251 { - (375 2500 0.03539816221227366 0.03539816340144829 1) :pi true. +_:bng_1251 { + (375 1000 0.03539816221227366 0.035398163459948236 1) :pi true. } -_:bng_4252 { - [] 374; math:notEqualTo 2500 . +_:bng_1252 { + [] 374; math:notEqualTo 1000 . (374 1) math:sum 375 . (2 374) math:product 748 . (748 1) math:sum 749 . @@ -38650,15 +11650,15 @@ _:bng_4252 { (-1 420189000) math:quotient -2.3798814343069427e-9 . (0.0353981645921551 -2.3798814343069427e-9) math:sum 0.03539816221227366 . [] -1; math:negation 1 . - (375 2500 0.03539816221227366 0.03539816340144829 1) :pi true. + (375 1000 0.03539816221227366 0.035398163459948236 1) :pi true. } -_:bng_4253 { - (374 2500 0.0353981645921551 0.03539816340144829 -1) :pi true. +_:bng_1253 { + (374 1000 0.0353981645921551 0.035398163459948236 -1) :pi true. } -_:bng_4254 { - [] 373; math:notEqualTo 2500 . +_:bng_1254 { + [] 373; math:notEqualTo 1000 . (373 1) math:sum 374 . (2 373) math:product 746 . (746 1) math:sum 747 . @@ -38667,15 +11667,15 @@ _:bng_4254 { (1 416831976) math:quotient 2.3990481958610584e-9 . (0.0353981621931069 2.3990481958610584e-9) math:sum 0.0353981645921551 . [] 1; math:negation -1 . - (374 2500 0.0353981645921551 0.03539816340144829 -1) :pi true. + (374 1000 0.0353981645921551 0.035398163459948236 -1) :pi true. } -_:bng_4255 { - (373 2500 0.0353981621931069 0.03539816340144829 1) :pi true. +_:bng_1255 { + (373 1000 0.0353981621931069 0.035398163459948236 1) :pi true. } -_:bng_4256 { - [] 372; math:notEqualTo 2500 . +_:bng_1256 { + [] 372; math:notEqualTo 1000 . (372 1) math:sum 373 . (2 372) math:product 744 . (744 1) math:sum 745 . @@ -38684,15 +11684,15 @@ _:bng_4256 { (-1 413492880) math:quotient -2.4184213280770395e-9 . (0.035398164611528234 -2.4184213280770395e-9) math:sum 0.0353981621931069 . [] -1; math:negation 1 . - (373 2500 0.0353981621931069 0.03539816340144829 1) :pi true. + (373 1000 0.0353981621931069 0.035398163459948236 1) :pi true. } -_:bng_4257 { - (372 2500 0.035398164611528234 0.03539816340144829 -1) :pi true. +_:bng_1257 { + (372 1000 0.035398164611528234 0.035398163459948236 -1) :pi true. } -_:bng_4258 { - [] 371; math:notEqualTo 2500 . +_:bng_1258 { + [] 371; math:notEqualTo 1000 . (371 1) math:sum 372 . (2 371) math:product 742 . (742 1) math:sum 743 . @@ -38701,15 +11701,15 @@ _:bng_4258 { (1 410171664) math:quotient 2.438003615968947e-9 . (0.035398162173524615 2.438003615968947e-9) math:sum 0.035398164611528234 . [] 1; math:negation -1 . - (372 2500 0.035398164611528234 0.03539816340144829 -1) :pi true. + (372 1000 0.035398164611528234 0.035398163459948236 -1) :pi true. } -_:bng_4259 { - (371 2500 0.035398162173524615 0.03539816340144829 1) :pi true. +_:bng_1259 { + (371 1000 0.035398162173524615 0.035398163459948236 1) :pi true. } -_:bng_4260 { - [] 370; math:notEqualTo 2500 . +_:bng_1260 { + [] 370; math:notEqualTo 1000 . (370 1) math:sum 371 . (2 370) math:product 740 . (740 1) math:sum 741 . @@ -38718,15 +11718,15 @@ _:bng_4260 { (-1 406868280) math:quotient -2.4577978897740567e-9 . (0.035398164631322504 -2.4577978897740567e-9) math:sum 0.035398162173524615 . [] -1; math:negation 1 . - (371 2500 0.035398162173524615 0.03539816340144829 1) :pi true. + (371 1000 0.035398162173524615 0.035398163459948236 1) :pi true. } -_:bng_4261 { - (370 2500 0.035398164631322504 0.03539816340144829 -1) :pi true. +_:bng_1261 { + (370 1000 0.035398164631322504 0.035398163459948236 -1) :pi true. } -_:bng_4262 { - [] 369; math:notEqualTo 2500 . +_:bng_1262 { + [] 369; math:notEqualTo 1000 . (369 1) math:sum 370 . (2 369) math:product 738 . (738 1) math:sum 739 . @@ -38735,15 +11735,15 @@ _:bng_4262 { (1 403582680) math:quotient 2.4778070258119105e-9 . (0.035398162153515475 2.4778070258119105e-9) math:sum 0.035398164631322504 . [] 1; math:negation -1 . - (370 2500 0.035398164631322504 0.03539816340144829 -1) :pi true. + (370 1000 0.035398164631322504 0.035398163459948236 -1) :pi true. } -_:bng_4263 { - (369 2500 0.035398162153515475 0.03539816340144829 1) :pi true. +_:bng_1263 { + (369 1000 0.035398162153515475 0.035398163459948236 1) :pi true. } -_:bng_4264 { - [] 368; math:notEqualTo 2500 . +_:bng_1264 { + [] 368; math:notEqualTo 1000 . (368 1) math:sum 369 . (2 368) math:product 736 . (736 1) math:sum 737 . @@ -38752,15 +11752,15 @@ _:bng_4264 { (-1 400314816) math:quotient -2.498033947362068e-9 . (0.03539816465154942 -2.498033947362068e-9) math:sum 0.035398162153515475 . [] -1; math:negation 1 . - (369 2500 0.035398162153515475 0.03539816340144829 1) :pi true. + (369 1000 0.035398162153515475 0.035398163459948236 1) :pi true. } -_:bng_4265 { - (368 2500 0.03539816465154942 0.03539816340144829 -1) :pi true. +_:bng_1265 { + (368 1000 0.03539816465154942 0.035398163459948236 -1) :pi true. } -_:bng_4266 { - [] 367; math:notEqualTo 2500 . +_:bng_1266 { + [] 367; math:notEqualTo 1000 . (367 1) math:sum 368 . (2 367) math:product 734 . (734 1) math:sum 735 . @@ -38769,15 +11769,15 @@ _:bng_4266 { (1 397064640) math:quotient 2.518481625561017e-9 . (0.0353981621330678 2.518481625561017e-9) math:sum 0.03539816465154942 . [] 1; math:negation -1 . - (368 2500 0.03539816465154942 0.03539816340144829 -1) :pi true. + (368 1000 0.03539816465154942 0.035398163459948236 -1) :pi true. } -_:bng_4267 { - (367 2500 0.0353981621330678 0.03539816340144829 1) :pi true. +_:bng_1267 { + (367 1000 0.0353981621330678 0.035398163459948236 1) :pi true. } -_:bng_4268 { - [] 366; math:notEqualTo 2500 . +_:bng_1268 { + [] 366; math:notEqualTo 1000 . (366 1) math:sum 367 . (2 366) math:product 732 . (732 1) math:sum 733 . @@ -38786,15 +11786,15 @@ _:bng_4268 { (-1 393832104) math:quotient -2.539153080318714e-9 . (0.03539816467222088 -2.539153080318714e-9) math:sum 0.0353981621330678 . [] -1; math:negation 1 . - (367 2500 0.0353981621330678 0.03539816340144829 1) :pi true. + (367 1000 0.0353981621330678 0.035398163459948236 1) :pi true. } -_:bng_4269 { - (366 2500 0.03539816467222088 0.03539816340144829 -1) :pi true. +_:bng_1269 { + (366 1000 0.03539816467222088 0.035398163459948236 -1) :pi true. } -_:bng_4270 { - [] 365; math:notEqualTo 2500 . +_:bng_1270 { + [] 365; math:notEqualTo 1000 . (365 1) math:sum 366 . (2 365) math:product 730 . (730 1) math:sum 731 . @@ -38803,15 +11803,15 @@ _:bng_4270 { (1 390617160) math:quotient 2.5600513812552425e-9 . (0.0353981621121695 2.5600513812552425e-9) math:sum 0.03539816467222088 . [] 1; math:negation -1 . - (366 2500 0.03539816467222088 0.03539816340144829 -1) :pi true. + (366 1000 0.03539816467222088 0.035398163459948236 -1) :pi true. } -_:bng_4271 { - (365 2500 0.0353981621121695 0.03539816340144829 1) :pi true. +_:bng_1271 { + (365 1000 0.0353981621121695 0.035398163459948236 1) :pi true. } -_:bng_4272 { - [] 364; math:notEqualTo 2500 . +_:bng_1272 { + [] 364; math:notEqualTo 1000 . (364 1) math:sum 365 . (2 364) math:product 728 . (728 1) math:sum 729 . @@ -38820,15 +11820,15 @@ _:bng_4272 { (-1 387419760) math:quotient -2.581179648658086e-9 . (0.03539816469334915 -2.581179648658086e-9) math:sum 0.0353981621121695 . [] -1; math:negation 1 . - (365 2500 0.0353981621121695 0.03539816340144829 1) :pi true. + (365 1000 0.0353981621121695 0.035398163459948236 1) :pi true. } -_:bng_4273 { - (364 2500 0.03539816469334915 0.03539816340144829 -1) :pi true. +_:bng_1273 { + (364 1000 0.03539816469334915 0.035398163459948236 -1) :pi true. } -_:bng_4274 { - [] 363; math:notEqualTo 2500 . +_:bng_1274 { + [] 363; math:notEqualTo 1000 . (363 1) math:sum 364 . (2 363) math:product 726 . (726 1) math:sum 727 . @@ -38837,15 +11837,15 @@ _:bng_4274 { (1 384239856) math:quotient 2.6025410544605242e-9 . (0.035398162090808094 2.6025410544605242e-9) math:sum 0.03539816469334915 . [] 1; math:negation -1 . - (364 2500 0.03539816469334915 0.03539816340144829 -1) :pi true. + (364 1000 0.03539816469334915 0.035398163459948236 -1) :pi true. } -_:bng_4275 { - (363 2500 0.035398162090808094 0.03539816340144829 1) :pi true. +_:bng_1275 { + (363 1000 0.035398162090808094 0.035398163459948236 1) :pi true. } -_:bng_4276 { - [] 362; math:notEqualTo 2500 . +_:bng_1276 { + [] 362; math:notEqualTo 1000 . (362 1) math:sum 363 . (2 362) math:product 724 . (724 1) math:sum 725 . @@ -38854,15 +11854,15 @@ _:bng_4276 { (-1 381077400) math:quotient -2.6241388232416825e-9 . (0.03539816471494692 -2.6241388232416825e-9) math:sum 0.035398162090808094 . [] -1; math:negation 1 . - (363 2500 0.035398162090808094 0.03539816340144829 1) :pi true. + (363 1000 0.035398162090808094 0.035398163459948236 1) :pi true. } -_:bng_4277 { - (362 2500 0.03539816471494692 0.03539816340144829 -1) :pi true. +_:bng_1277 { + (362 1000 0.03539816471494692 0.035398163459948236 -1) :pi true. } -_:bng_4278 { - [] 361; math:notEqualTo 2500 . +_:bng_1278 { + [] 361; math:notEqualTo 1000 . (361 1) math:sum 362 . (2 361) math:product 722 . (722 1) math:sum 723 . @@ -38871,15 +11871,15 @@ _:bng_4278 { (1 377932344) math:quotient 2.645976233248774e-9 . (0.03539816206897069 2.645976233248774e-9) math:sum 0.03539816471494692 . [] 1; math:negation -1 . - (362 2500 0.03539816471494692 0.03539816340144829 -1) :pi true. + (362 1000 0.03539816471494692 0.035398163459948236 -1) :pi true. } -_:bng_4279 { - (361 2500 0.03539816206897069 0.03539816340144829 1) :pi true. +_:bng_1279 { + (361 1000 0.03539816206897069 0.035398163459948236 1) :pi true. } -_:bng_4280 { - [] 360; math:notEqualTo 2500 . +_:bng_1280 { + [] 360; math:notEqualTo 1000 . (360 1) math:sum 361 . (2 360) math:product 720 . (720 1) math:sum 721 . @@ -38888,15 +11888,15 @@ _:bng_4280 { (-1 374804640) math:quotient -2.6680566174420894e-9 . (0.0353981647370273 -2.6680566174420894e-9) math:sum 0.03539816206897069 . [] -1; math:negation 1 . - (361 2500 0.03539816206897069 0.03539816340144829 1) :pi true. + (361 1000 0.03539816206897069 0.035398163459948236 1) :pi true. } -_:bng_4281 { - (360 2500 0.0353981647370273 0.03539816340144829 -1) :pi true. +_:bng_1281 { + (360 1000 0.0353981647370273 0.035398163459948236 -1) :pi true. } -_:bng_4282 { - [] 359; math:notEqualTo 2500 . +_:bng_1282 { + [] 359; math:notEqualTo 1000 . (359 1) math:sum 360 . (2 359) math:product 718 . (718 1) math:sum 719 . @@ -38905,15 +11905,15 @@ _:bng_4282 { (1 371694240) math:quotient 2.6903833645633036e-9 . (0.035398162046643936 2.6903833645633036e-9) math:sum 0.0353981647370273 . [] 1; math:negation -1 . - (360 2500 0.0353981647370273 0.03539816340144829 -1) :pi true. + (360 1000 0.0353981647370273 0.035398163459948236 -1) :pi true. } -_:bng_4283 { - (359 2500 0.035398162046643936 0.03539816340144829 1) :pi true. +_:bng_1283 { + (359 1000 0.035398162046643936 0.035398163459948236 1) :pi true. } -_:bng_4284 { - [] 358; math:notEqualTo 2500 . +_:bng_1284 { + [] 358; math:notEqualTo 1000 . (358 1) math:sum 359 . (2 358) math:product 716 . (716 1) math:sum 717 . @@ -38922,15 +11922,15 @@ _:bng_4284 { (-1 368601096) math:quotient -2.7129599202276924e-9 . (0.035398164759603855 -2.7129599202276924e-9) math:sum 0.035398162046643936 . [] -1; math:negation 1 . - (359 2500 0.035398162046643936 0.03539816340144829 1) :pi true. + (359 1000 0.035398162046643936 0.035398163459948236 1) :pi true. } -_:bng_4285 { - (358 2500 0.035398164759603855 0.03539816340144829 -1) :pi true. +_:bng_1285 { + (358 1000 0.035398164759603855 0.035398163459948236 -1) :pi true. } -_:bng_4286 { - [] 357; math:notEqualTo 2500 . +_:bng_1286 { + [] 357; math:notEqualTo 1000 . (357 1) math:sum 358 . (2 357) math:product 714 . (714 1) math:sum 715 . @@ -38939,15 +11939,15 @@ _:bng_4286 { (1 365525160) math:quotient 2.735789788040856e-9 . (0.035398162023814066 2.735789788040856e-9) math:sum 0.035398164759603855 . [] 1; math:negation -1 . - (358 2500 0.035398164759603855 0.03539816340144829 -1) :pi true. + (358 1000 0.035398164759603855 0.035398163459948236 -1) :pi true. } -_:bng_4287 { - (357 2500 0.035398162023814066 0.03539816340144829 1) :pi true. +_:bng_1287 { + (357 1000 0.035398162023814066 0.035398163459948236 1) :pi true. } -_:bng_4288 { - [] 356; math:notEqualTo 2500 . +_:bng_1288 { + [] 356; math:notEqualTo 1000 . (356 1) math:sum 357 . (2 356) math:product 712 . (712 1) math:sum 713 . @@ -38956,15 +11956,15 @@ _:bng_4288 { (-1 362466384) math:quotient -2.7588765307405723e-9 . (0.035398164782690596 -2.7588765307405723e-9) math:sum 0.035398162023814066 . [] -1; math:negation 1 . - (357 2500 0.035398162023814066 0.03539816340144829 1) :pi true. + (357 1000 0.035398162023814066 0.035398163459948236 1) :pi true. } -_:bng_4289 { - (356 2500 0.035398164782690596 0.03539816340144829 -1) :pi true. +_:bng_1289 { + (356 1000 0.035398164782690596 0.035398163459948236 -1) :pi true. } -_:bng_4290 { - [] 355; math:notEqualTo 2500 . +_:bng_1290 { + [] 355; math:notEqualTo 1000 . (355 1) math:sum 356 . (2 355) math:product 710 . (710 1) math:sum 711 . @@ -38973,15 +11973,15 @@ _:bng_4290 { (1 359424720) math:quotient 2.7822237713644183e-9 . (0.035398162000466825 2.7822237713644183e-9) math:sum 0.035398164782690596 . [] 1; math:negation -1 . - (356 2500 0.035398164782690596 0.03539816340144829 -1) :pi true. + (356 1000 0.035398164782690596 0.035398163459948236 -1) :pi true. } -_:bng_4291 { - (355 2500 0.035398162000466825 0.03539816340144829 1) :pi true. +_:bng_1291 { + (355 1000 0.035398162000466825 0.035398163459948236 1) :pi true. } -_:bng_4292 { - [] 354; math:notEqualTo 2500 . +_:bng_1292 { + [] 354; math:notEqualTo 1000 . (354 1) math:sum 355 . (2 354) math:product 708 . (708 1) math:sum 709 . @@ -38990,15 +11990,15 @@ _:bng_4292 { (-1 356400120) math:quotient -2.805835194443818e-9 . (0.03539816480630202 -2.805835194443818e-9) math:sum 0.035398162000466825 . [] -1; math:negation 1 . - (355 2500 0.035398162000466825 0.03539816340144829 1) :pi true. + (355 1000 0.035398162000466825 0.035398163459948236 1) :pi true. } -_:bng_4293 { - (354 2500 0.03539816480630202 0.03539816340144829 -1) :pi true. +_:bng_1293 { + (354 1000 0.03539816480630202 0.035398163459948236 -1) :pi true. } -_:bng_4294 { - [] 353; math:notEqualTo 2500 . +_:bng_1294 { + [] 353; math:notEqualTo 1000 . (353 1) math:sum 354 . (2 353) math:product 706 . (706 1) math:sum 707 . @@ -39007,15 +12007,15 @@ _:bng_4294 { (1 353392536) math:quotient 2.8297145472251854e-9 . (0.035398161976587475 2.8297145472251854e-9) math:sum 0.03539816480630202 . [] 1; math:negation -1 . - (354 2500 0.03539816480630202 0.03539816340144829 -1) :pi true. + (354 1000 0.03539816480630202 0.035398163459948236 -1) :pi true. } -_:bng_4295 { - (353 2500 0.035398161976587475 0.03539816340144829 1) :pi true. +_:bng_1295 { + (353 1000 0.035398161976587475 0.035398163459948236 1) :pi true. } -_:bng_4296 { - [] 352; math:notEqualTo 2500 . +_:bng_1296 { + [] 352; math:notEqualTo 1000 . (352 1) math:sum 353 . (2 352) math:product 704 . (704 1) math:sum 705 . @@ -39024,15 +12024,15 @@ _:bng_4296 { (-1 350401920) math:quotient -2.8538656409188626e-9 . (0.03539816483045312 -2.8538656409188626e-9) math:sum 0.035398161976587475 . [] -1; math:negation 1 . - (353 2500 0.035398161976587475 0.03539816340144829 1) :pi true. + (353 1000 0.035398161976587475 0.035398163459948236 1) :pi true. } -_:bng_4297 { - (352 2500 0.03539816483045312 0.03539816340144829 -1) :pi true. +_:bng_1297 { + (352 1000 0.03539816483045312 0.035398163459948236 -1) :pi true. } -_:bng_4298 { - [] 351; math:notEqualTo 2500 . +_:bng_1298 { + [] 351; math:notEqualTo 1000 . (351 1) math:sum 352 . (2 351) math:product 702 . (702 1) math:sum 703 . @@ -39041,15 +12041,15 @@ _:bng_4298 { (1 347428224) math:quotient 2.8782923519765625e-9 . (0.035398161952160764 2.8782923519765625e-9) math:sum 0.03539816483045312 . [] 1; math:negation -1 . - (352 2500 0.03539816483045312 0.03539816340144829 -1) :pi true. + (352 1000 0.03539816483045312 0.035398163459948236 -1) :pi true. } -_:bng_4299 { - (351 2500 0.035398161952160764 0.03539816340144829 1) :pi true. +_:bng_1299 { + (351 1000 0.035398161952160764 0.035398163459948236 1) :pi true. } -_:bng_4300 { - [] 350; math:notEqualTo 2500 . +_:bng_1300 { + [] 350; math:notEqualTo 1000 . (350 1) math:sum 351 . (2 350) math:product 700 . (700 1) math:sum 701 . @@ -39058,15 +12058,15 @@ _:bng_4300 { (-1 344471400) math:quotient -2.9029986233980526e-9 . (0.03539816485515939 -2.9029986233980526e-9) math:sum 0.035398161952160764 . [] -1; math:negation 1 . - (351 2500 0.035398161952160764 0.03539816340144829 1) :pi true. + (351 1000 0.035398161952160764 0.035398163459948236 1) :pi true. } -_:bng_4301 { - (350 2500 0.03539816485515939 0.03539816340144829 -1) :pi true. +_:bng_1301 { + (350 1000 0.03539816485515939 0.035398163459948236 -1) :pi true. } -_:bng_4302 { - [] 349; math:notEqualTo 2500 . +_:bng_1302 { + [] 349; math:notEqualTo 1000 . (349 1) math:sum 350 . (2 349) math:product 698 . (698 1) math:sum 699 . @@ -39075,15 +12075,15 @@ _:bng_4302 { (1 341531400) math:quotient 2.9279884660678344e-9 . (0.03539816192717093 2.9279884660678344e-9) math:sum 0.03539816485515939 . [] 1; math:negation -1 . - (350 2500 0.03539816485515939 0.03539816340144829 -1) :pi true. + (350 1000 0.03539816485515939 0.035398163459948236 -1) :pi true. } -_:bng_4303 { - (349 2500 0.03539816192717093 0.03539816340144829 1) :pi true. +_:bng_1303 { + (349 1000 0.03539816192717093 0.035398163459948236 1) :pi true. } -_:bng_4304 { - [] 348; math:notEqualTo 2500 . +_:bng_1304 { + [] 348; math:notEqualTo 1000 . (348 1) math:sum 349 . (2 348) math:product 696 . (696 1) math:sum 697 . @@ -39092,15 +12092,15 @@ _:bng_4304 { (-1 338608176) math:quotient -2.953265960122593e-9 . (0.035398164880436886 -2.953265960122593e-9) math:sum 0.03539816192717093 . [] -1; math:negation 1 . - (349 2500 0.03539816192717093 0.03539816340144829 1) :pi true. + (349 1000 0.03539816192717093 0.035398163459948236 1) :pi true. } -_:bng_4305 { - (348 2500 0.035398164880436886 0.03539816340144829 -1) :pi true. +_:bng_1305 { + (348 1000 0.035398164880436886 0.035398163459948236 -1) :pi true. } -_:bng_4306 { - [] 347; math:notEqualTo 2500 . +_:bng_1306 { + [] 347; math:notEqualTo 1000 . (347 1) math:sum 348 . (2 347) math:product 694 . (694 1) math:sum 695 . @@ -39109,15 +12109,15 @@ _:bng_4306 { (1 335701680) math:quotient 2.9788352563502215e-9 . (0.03539816190160163 2.9788352563502215e-9) math:sum 0.035398164880436886 . [] 1; math:negation -1 . - (348 2500 0.035398164880436886 0.03539816340144829 -1) :pi true. + (348 1000 0.035398164880436886 0.035398163459948236 -1) :pi true. } -_:bng_4307 { - (347 2500 0.03539816190160163 0.03539816340144829 1) :pi true. +_:bng_1307 { + (347 1000 0.03539816190160163 0.035398163459948236 1) :pi true. } -_:bng_4308 { - [] 346; math:notEqualTo 2500 . +_:bng_1308 { + [] 346; math:notEqualTo 1000 . (346 1) math:sum 347 . (2 346) math:product 692 . (692 1) math:sum 693 . @@ -39126,15 +12126,15 @@ _:bng_4308 { (-1 332811864) math:quotient -3.0047005776212352e-9 . (0.03539816490630221 -3.0047005776212352e-9) math:sum 0.03539816190160163 . [] -1; math:negation 1 . - (347 2500 0.03539816190160163 0.03539816340144829 1) :pi true. + (347 1000 0.03539816190160163 0.035398163459948236 1) :pi true. } -_:bng_4309 { - (346 2500 0.03539816490630221 0.03539816340144829 -1) :pi true. +_:bng_1309 { + (346 1000 0.03539816490630221 0.035398163459948236 -1) :pi true. } -_:bng_4310 { - [] 345; math:notEqualTo 2500 . +_:bng_1310 { + [] 345; math:notEqualTo 1000 . (345 1) math:sum 346 . (2 345) math:product 690 . (690 1) math:sum 691 . @@ -39143,15 +12143,15 @@ _:bng_4310 { (1 329938680) math:quotient 3.0308662203534307e-9 . (0.03539816187543599 3.0308662203534307e-9) math:sum 0.03539816490630221 . [] 1; math:negation -1 . - (346 2500 0.03539816490630221 0.03539816340144829 -1) :pi true. + (346 1000 0.03539816490630221 0.035398163459948236 -1) :pi true. } -_:bng_4311 { - (345 2500 0.03539816187543599 0.03539816340144829 1) :pi true. +_:bng_1311 { + (345 1000 0.03539816187543599 0.035398163459948236 1) :pi true. } -_:bng_4312 { - [] 344; math:notEqualTo 2500 . +_:bng_1312 { + [] 344; math:notEqualTo 1000 . (344 1) math:sum 345 . (2 344) math:product 688 . (688 1) math:sum 689 . @@ -39160,15 +12160,15 @@ _:bng_4312 { (-1 327082080) math:quotient -3.0573365560106503e-9 . (0.03539816493277255 -3.0573365560106503e-9) math:sum 0.03539816187543599 . [] -1; math:negation 1 . - (345 2500 0.03539816187543599 0.03539816340144829 1) :pi true. + (345 1000 0.03539816187543599 0.035398163459948236 1) :pi true. } -_:bng_4313 { - (344 2500 0.03539816493277255 0.03539816340144829 -1) :pi true. +_:bng_1313 { + (344 1000 0.03539816493277255 0.035398163459948236 -1) :pi true. } -_:bng_4314 { - [] 343; math:notEqualTo 2500 . +_:bng_1314 { + [] 343; math:notEqualTo 1000 . (343 1) math:sum 344 . (2 343) math:product 686 . (686 1) math:sum 687 . @@ -39177,15 +12177,15 @@ _:bng_4314 { (1 324242016) math:quotient 3.08411603263656e-9 . (0.03539816184865652 3.08411603263656e-9) math:sum 0.03539816493277255 . [] 1; math:negation -1 . - (344 2500 0.03539816493277255 0.03539816340144829 -1) :pi true. + (344 1000 0.03539816493277255 0.035398163459948236 -1) :pi true. } -_:bng_4315 { - (343 2500 0.03539816184865652 0.03539816340144829 1) :pi true. +_:bng_1315 { + (343 1000 0.03539816184865652 0.035398163459948236 1) :pi true. } -_:bng_4316 { - [] 342; math:notEqualTo 2500 . +_:bng_1316 { + [] 342; math:notEqualTo 1000 . (342 1) math:sum 343 . (2 342) math:product 684 . (684 1) math:sum 685 . @@ -39194,15 +12194,15 @@ _:bng_4316 { (-1 321418440) math:quotient -3.111209176424352e-9 . (0.0353981649598657 -3.111209176424352e-9) math:sum 0.03539816184865652 . [] -1; math:negation 1 . - (343 2500 0.03539816184865652 0.03539816340144829 1) :pi true. + (343 1000 0.03539816184865652 0.035398163459948236 1) :pi true. } -_:bng_4317 { - (342 2500 0.0353981649598657 0.03539816340144829 -1) :pi true. +_:bng_1317 { + (342 1000 0.0353981649598657 0.035398163459948236 -1) :pi true. } -_:bng_4318 { - [] 341; math:notEqualTo 2500 . +_:bng_1318 { + [] 341; math:notEqualTo 1000 . (341 1) math:sum 342 . (2 341) math:product 682 . (682 1) math:sum 683 . @@ -39211,15 +12211,15 @@ _:bng_4318 { (1 318611304) math:quotient 3.1386205933233305e-9 . (0.035398161821245104 3.1386205933233305e-9) math:sum 0.0353981649598657 . [] 1; math:negation -1 . - (342 2500 0.0353981649598657 0.03539816340144829 -1) :pi true. + (342 1000 0.0353981649598657 0.035398163459948236 -1) :pi true. } -_:bng_4319 { - (341 2500 0.035398161821245104 0.03539816340144829 1) :pi true. +_:bng_1319 { + (341 1000 0.035398161821245104 0.035398163459948236 1) :pi true. } -_:bng_4320 { - [] 340; math:notEqualTo 2500 . +_:bng_1320 { + [] 340; math:notEqualTo 1000 . (340 1) math:sum 341 . (2 340) math:product 680 . (680 1) math:sum 681 . @@ -39228,15 +12228,15 @@ _:bng_4320 { (-1 315820560) math:quotient -3.1663549706833525e-9 . (0.035398164987600074 -3.1663549706833525e-9) math:sum 0.035398161821245104 . [] -1; math:negation 1 . - (341 2500 0.035398161821245104 0.03539816340144829 1) :pi true. + (341 1000 0.035398161821245104 0.035398163459948236 1) :pi true. } -_:bng_4321 { - (340 2500 0.035398164987600074 0.03539816340144829 -1) :pi true. +_:bng_1321 { + (340 1000 0.035398164987600074 0.035398163459948236 -1) :pi true. } -_:bng_4322 { - [] 339; math:notEqualTo 2500 . +_:bng_1322 { + [] 339; math:notEqualTo 1000 . (339 1) math:sum 340 . (2 339) math:product 678 . (678 1) math:sum 679 . @@ -39245,15 +12245,15 @@ _:bng_4322 { (1 313046160) math:quotient 3.194417078938135e-9 . (0.035398161793182996 3.194417078938135e-9) math:sum 0.035398164987600074 . [] 1; math:negation -1 . - (340 2500 0.035398164987600074 0.03539816340144829 -1) :pi true. + (340 1000 0.035398164987600074 0.035398163459948236 -1) :pi true. } -_:bng_4323 { - (339 2500 0.035398161793182996 0.03539816340144829 1) :pi true. +_:bng_1323 { + (339 1000 0.035398161793182996 0.035398163459948236 1) :pi true. } -_:bng_4324 { - [] 338; math:notEqualTo 2500 . +_:bng_1324 { + [] 338; math:notEqualTo 1000 . (338 1) math:sum 339 . (2 338) math:product 676 . (676 1) math:sum 677 . @@ -39262,15 +12262,15 @@ _:bng_4324 { (-1 310288056) math:quotient -3.2228117733284583e-9 . (0.03539816501599477 -3.2228117733284583e-9) math:sum 0.035398161793182996 . [] -1; math:negation 1 . - (339 2500 0.035398161793182996 0.03539816340144829 1) :pi true. + (339 1000 0.035398161793182996 0.035398163459948236 1) :pi true. } -_:bng_4325 { - (338 2500 0.03539816501599477 0.03539816340144829 -1) :pi true. +_:bng_1325 { + (338 1000 0.03539816501599477 0.035398163459948236 -1) :pi true. } -_:bng_4326 { - [] 337; math:notEqualTo 2500 . +_:bng_1326 { + [] 337; math:notEqualTo 1000 . (337 1) math:sum 338 . (2 337) math:product 674 . (674 1) math:sum 675 . @@ -39279,15 +12279,15 @@ _:bng_4326 { (1 307546200) math:quotient 3.251543995666342e-9 . (0.03539816176445078 3.251543995666342e-9) math:sum 0.03539816501599477 . [] 1; math:negation -1 . - (338 2500 0.03539816501599477 0.03539816340144829 -1) :pi true. + (338 1000 0.03539816501599477 0.035398163459948236 -1) :pi true. } -_:bng_4327 { - (337 2500 0.03539816176445078 0.03539816340144829 1) :pi true. +_:bng_1327 { + (337 1000 0.03539816176445078 0.035398163459948236 1) :pi true. } -_:bng_4328 { - [] 336; math:notEqualTo 2500 . +_:bng_1328 { + [] 336; math:notEqualTo 1000 . (336 1) math:sum 337 . (2 336) math:product 672 . (672 1) math:sum 673 . @@ -39296,15 +12296,15 @@ _:bng_4328 { (-1 304820544) math:quotient -3.280618776141283e-9 . (0.035398165045069555 -3.280618776141283e-9) math:sum 0.03539816176445078 . [] -1; math:negation 1 . - (337 2500 0.03539816176445078 0.03539816340144829 1) :pi true. + (337 1000 0.03539816176445078 0.035398163459948236 1) :pi true. } -_:bng_4329 { - (336 2500 0.035398165045069555 0.03539816340144829 -1) :pi true. +_:bng_1329 { + (336 1000 0.035398165045069555 0.035398163459948236 -1) :pi true. } -_:bng_4330 { - [] 335; math:notEqualTo 2500 . +_:bng_1330 { + [] 335; math:notEqualTo 1000 . (335 1) math:sum 336 . (2 335) math:product 670 . (670 1) math:sum 671 . @@ -39313,15 +12313,15 @@ _:bng_4330 { (1 302111040) math:quotient 3.3100412351696912e-9 . (0.03539816173502832 3.3100412351696912e-9) math:sum 0.035398165045069555 . [] 1; math:negation -1 . - (336 2500 0.035398165045069555 0.03539816340144829 -1) :pi true. + (336 1000 0.035398165045069555 0.035398163459948236 -1) :pi true. } -_:bng_4331 { - (335 2500 0.03539816173502832 0.03539816340144829 1) :pi true. +_:bng_1331 { + (335 1000 0.03539816173502832 0.035398163459948236 1) :pi true. } -_:bng_4332 { - [] 334; math:notEqualTo 2500 . +_:bng_1332 { + [] 334; math:notEqualTo 1000 . (334 1) math:sum 335 . (2 334) math:product 668 . (668 1) math:sum 669 . @@ -39330,15 +12330,15 @@ _:bng_4332 { (-1 299417640) math:quotient -3.3398165852886957e-9 . (0.0353981650748449 -3.3398165852886957e-9) math:sum 0.03539816173502832 . [] -1; math:negation 1 . - (335 2500 0.03539816173502832 0.03539816340144829 1) :pi true. + (335 1000 0.03539816173502832 0.035398163459948236 1) :pi true. } -_:bng_4333 { - (334 2500 0.0353981650748449 0.03539816340144829 -1) :pi true. +_:bng_1333 { + (334 1000 0.0353981650748449 0.035398163459948236 -1) :pi true. } -_:bng_4334 { - [] 333; math:notEqualTo 2500 . +_:bng_1334 { + [] 333; math:notEqualTo 1000 . (333 1) math:sum 334 . (2 333) math:product 666 . (666 1) math:sum 667 . @@ -39347,15 +12347,15 @@ _:bng_4334 { (1 296740296) math:quotient 3.3699501330955066e-9 . (0.03539816170489477 3.3699501330955066e-9) math:sum 0.0353981650748449 . [] 1; math:negation -1 . - (334 2500 0.0353981650748449 0.03539816340144829 -1) :pi true. + (334 1000 0.0353981650748449 0.035398163459948236 -1) :pi true. } -_:bng_4335 { - (333 2500 0.03539816170489477 0.03539816340144829 1) :pi true. +_:bng_1335 { + (333 1000 0.03539816170489477 0.035398163459948236 1) :pi true. } -_:bng_4336 { - [] 332; math:notEqualTo 2500 . +_:bng_1336 { + [] 332; math:notEqualTo 1000 . (332 1) math:sum 333 . (2 332) math:product 664 . (664 1) math:sum 665 . @@ -39364,15 +12364,15 @@ _:bng_4336 { (-1 294078960) math:quotient -3.4004472812335844e-9 . (0.03539816510534205 -3.4004472812335844e-9) math:sum 0.03539816170489477 . [] -1; math:negation 1 . - (333 2500 0.03539816170489477 0.03539816340144829 1) :pi true. + (333 1000 0.03539816170489477 0.035398163459948236 1) :pi true. } -_:bng_4337 { - (332 2500 0.03539816510534205 0.03539816340144829 -1) :pi true. +_:bng_1337 { + (332 1000 0.03539816510534205 0.035398163459948236 -1) :pi true. } -_:bng_4338 { - [] 331; math:notEqualTo 2500 . +_:bng_1338 { + [] 331; math:notEqualTo 1000 . (331 1) math:sum 332 . (2 331) math:product 662 . (662 1) math:sum 663 . @@ -39381,15 +12381,15 @@ _:bng_4338 { (1 291433584) math:quotient 3.4313135304268844e-9 . (0.03539816167402852 3.4313135304268844e-9) math:sum 0.03539816510534205 . [] 1; math:negation -1 . - (332 2500 0.03539816510534205 0.03539816340144829 -1) :pi true. + (332 1000 0.03539816510534205 0.035398163459948236 -1) :pi true. } -_:bng_4339 { - (331 2500 0.03539816167402852 0.03539816340144829 1) :pi true. +_:bng_1339 { + (331 1000 0.03539816167402852 0.035398163459948236 1) :pi true. } -_:bng_4340 { - [] 330; math:notEqualTo 2500 . +_:bng_1340 { + [] 330; math:notEqualTo 1000 . (330 1) math:sum 331 . (2 330) math:product 660 . (660 1) math:sum 661 . @@ -39398,15 +12398,15 @@ _:bng_4340 { (-1 288804120) math:quotient -3.46255448156349e-9 . (0.035398165136583 -3.46255448156349e-9) math:sum 0.03539816167402852 . [] -1; math:negation 1 . - (331 2500 0.03539816167402852 0.03539816340144829 1) :pi true. + (331 1000 0.03539816167402852 0.035398163459948236 1) :pi true. } -_:bng_4341 { - (330 2500 0.035398165136583 0.03539816340144829 -1) :pi true. +_:bng_1341 { + (330 1000 0.035398165136583 0.035398163459948236 -1) :pi true. } -_:bng_4342 { - [] 329; math:notEqualTo 2500 . +_:bng_1342 { + [] 329; math:notEqualTo 1000 . (329 1) math:sum 330 . (2 329) math:product 658 . (658 1) math:sum 659 . @@ -39415,15 +12415,15 @@ _:bng_4342 { (1 286190520) math:quotient 3.494175837829988e-9 . (0.03539816164240716 3.494175837829988e-9) math:sum 0.035398165136583 . [] 1; math:negation -1 . - (330 2500 0.035398165136583 0.03539816340144829 -1) :pi true. + (330 1000 0.035398165136583 0.035398163459948236 -1) :pi true. } -_:bng_4343 { - (329 2500 0.03539816164240716 0.03539816340144829 1) :pi true. +_:bng_1343 { + (329 1000 0.03539816164240716 0.035398163459948236 1) :pi true. } -_:bng_4344 { - [] 328; math:notEqualTo 2500 . +_:bng_1344 { + [] 328; math:notEqualTo 1000 . (328 1) math:sum 329 . (2 328) math:product 656 . (656 1) math:sum 657 . @@ -39432,15 +12432,15 @@ _:bng_4344 { (-1 283592736) math:quotient -3.526183406897982e-9 . (0.03539816516859057 -3.526183406897982e-9) math:sum 0.03539816164240716 . [] -1; math:negation 1 . - (329 2500 0.03539816164240716 0.03539816340144829 1) :pi true. + (329 1000 0.03539816164240716 0.035398163459948236 1) :pi true. } -_:bng_4345 { - (328 2500 0.03539816516859057 0.03539816340144829 -1) :pi true. +_:bng_1345 { + (328 1000 0.03539816516859057 0.035398163459948236 -1) :pi true. } -_:bng_4346 { - [] 327; math:notEqualTo 2500 . +_:bng_1346 { + [] 327; math:notEqualTo 1000 . (327 1) math:sum 328 . (2 327) math:product 654 . (654 1) math:sum 655 . @@ -39449,15 +12449,15 @@ _:bng_4346 { (1 281010720) math:quotient 3.558583103164178e-9 . (0.035398161610007466 3.558583103164178e-9) math:sum 0.03539816516859057 . [] 1; math:negation -1 . - (328 2500 0.03539816516859057 0.03539816340144829 -1) :pi true. + (328 1000 0.03539816516859057 0.035398163459948236 -1) :pi true. } -_:bng_4347 { - (327 2500 0.035398161610007466 0.03539816340144829 1) :pi true. +_:bng_1347 { + (327 1000 0.035398161610007466 0.035398163459948236 1) :pi true. } -_:bng_4348 { - [] 326; math:notEqualTo 2500 . +_:bng_1348 { + [] 326; math:notEqualTo 1000 . (326 1) math:sum 327 . (2 326) math:product 652 . (652 1) math:sum 653 . @@ -39466,15 +12466,15 @@ _:bng_4348 { (-1 278444424) math:quotient -3.591380950045529e-9 . (0.035398165201388415 -3.591380950045529e-9) math:sum 0.035398161610007466 . [] -1; math:negation 1 . - (327 2500 0.035398161610007466 0.03539816340144829 1) :pi true. + (327 1000 0.035398161610007466 0.035398163459948236 1) :pi true. } -_:bng_4349 { - (326 2500 0.035398165201388415 0.03539816340144829 -1) :pi true. +_:bng_1349 { + (326 1000 0.035398165201388415 0.035398163459948236 -1) :pi true. } -_:bng_4350 { - [] 325; math:notEqualTo 2500 . +_:bng_1350 { + [] 325; math:notEqualTo 1000 . (325 1) math:sum 326 . (2 325) math:product 650 . (650 1) math:sum 651 . @@ -39483,15 +12483,15 @@ _:bng_4350 { (1 275893800) math:quotient 3.624583082330955e-9 . (0.03539816157680533 3.624583082330955e-9) math:sum 0.035398165201388415 . [] 1; math:negation -1 . - (326 2500 0.035398165201388415 0.03539816340144829 -1) :pi true. + (326 1000 0.035398165201388415 0.035398163459948236 -1) :pi true. } -_:bng_4351 { - (325 2500 0.03539816157680533 0.03539816340144829 1) :pi true. +_:bng_1351 { + (325 1000 0.03539816157680533 0.035398163459948236 1) :pi true. } -_:bng_4352 { - [] 324; math:notEqualTo 2500 . +_:bng_1352 { + [] 324; math:notEqualTo 1000 . (324 1) math:sum 325 . (2 324) math:product 648 . (648 1) math:sum 649 . @@ -39500,15 +12500,15 @@ _:bng_4352 { (-1 273358800) math:quotient -3.6581957485912286e-9 . (0.035398165235001076 -3.6581957485912286e-9) math:sum 0.03539816157680533 . [] -1; math:negation 1 . - (325 2500 0.03539816157680533 0.03539816340144829 1) :pi true. + (325 1000 0.03539816157680533 0.035398163459948236 1) :pi true. } -_:bng_4353 { - (324 2500 0.035398165235001076 0.03539816340144829 -1) :pi true. +_:bng_1353 { + (324 1000 0.035398165235001076 0.035398163459948236 -1) :pi true. } -_:bng_4354 { - [] 323; math:notEqualTo 2500 . +_:bng_1354 { + [] 323; math:notEqualTo 1000 . (323 1) math:sum 324 . (2 323) math:product 646 . (646 1) math:sum 647 . @@ -39517,15 +12517,15 @@ _:bng_4354 { (1 270839376) math:quotient 3.6922253136486326e-9 . (0.035398161542775766 3.6922253136486326e-9) math:sum 0.035398165235001076 . [] 1; math:negation -1 . - (324 2500 0.035398165235001076 0.03539816340144829 -1) :pi true. + (324 1000 0.035398165235001076 0.035398163459948236 -1) :pi true. } -_:bng_4355 { - (323 2500 0.035398161542775766 0.03539816340144829 1) :pi true. +_:bng_1355 { + (323 1000 0.035398161542775766 0.035398163459948236 1) :pi true. } -_:bng_4356 { - [] 322; math:notEqualTo 2500 . +_:bng_1356 { + [] 322; math:notEqualTo 1000 . (322 1) math:sum 323 . (2 322) math:product 644 . (644 1) math:sum 645 . @@ -39534,15 +12534,15 @@ _:bng_4356 { (-1 268335480) math:quotient -3.726678261108073e-9 . (0.035398165269454024 -3.726678261108073e-9) math:sum 0.035398161542775766 . [] -1; math:negation 1 . - (323 2500 0.035398161542775766 0.03539816340144829 1) :pi true. + (323 1000 0.035398161542775766 0.035398163459948236 1) :pi true. } -_:bng_4357 { - (322 2500 0.035398165269454024 0.03539816340144829 -1) :pi true. +_:bng_1357 { + (322 1000 0.035398165269454024 0.035398163459948236 -1) :pi true. } -_:bng_4358 { - [] 321; math:notEqualTo 2500 . +_:bng_1358 { + [] 321; math:notEqualTo 1000 . (321 1) math:sum 322 . (2 321) math:product 642 . (642 1) math:sum 643 . @@ -39551,15 +12551,15 @@ _:bng_4358 { (1 265847064) math:quotient 3.7615611959513686e-9 . (0.03539816150789283 3.7615611959513686e-9) math:sum 0.035398165269454024 . [] 1; math:negation -1 . - (322 2500 0.035398165269454024 0.03539816340144829 -1) :pi true. + (322 1000 0.035398165269454024 0.035398163459948236 -1) :pi true. } -_:bng_4359 { - (321 2500 0.03539816150789283 0.03539816340144829 1) :pi true. +_:bng_1359 { + (321 1000 0.03539816150789283 0.035398163459948236 1) :pi true. } -_:bng_4360 { - [] 320; math:notEqualTo 2500 . +_:bng_1360 { + [] 320; math:notEqualTo 1000 . (320 1) math:sum 321 . (2 320) math:product 640 . (640 1) math:sum 641 . @@ -39568,15 +12568,15 @@ _:bng_4360 { (-1 263374080) math:quotient -3.796880847196505e-9 . (0.035398165304773674 -3.796880847196505e-9) math:sum 0.03539816150789283 . [] -1; math:negation 1 . - (321 2500 0.03539816150789283 0.03539816340144829 1) :pi true. + (321 1000 0.03539816150789283 0.035398163459948236 1) :pi true. } -_:bng_4361 { - (320 2500 0.035398165304773674 0.03539816340144829 -1) :pi true. +_:bng_1361 { + (320 1000 0.035398165304773674 0.035398163459948236 -1) :pi true. } -_:bng_4362 { - [] 319; math:notEqualTo 2500 . +_:bng_1362 { + [] 319; math:notEqualTo 1000 . (319 1) math:sum 320 . (2 319) math:product 638 . (638 1) math:sum 639 . @@ -39585,15 +12585,15 @@ _:bng_4362 { (1 260916480) math:quotient 3.8326440706236725e-9 . (0.035398161472129604 3.8326440706236725e-9) math:sum 0.035398165304773674 . [] 1; math:negation -1 . - (320 2500 0.035398165304773674 0.03539816340144829 -1) :pi true. + (320 1000 0.035398165304773674 0.035398163459948236 -1) :pi true. } -_:bng_4363 { - (319 2500 0.035398161472129604 0.03539816340144829 1) :pi true. +_:bng_1363 { + (319 1000 0.035398161472129604 0.035398163459948236 1) :pi true. } -_:bng_4364 { - [] 318; math:notEqualTo 2500 . +_:bng_1364 { + [] 318; math:notEqualTo 1000 . (318 1) math:sum 319 . (2 318) math:product 636 . (636 1) math:sum 637 . @@ -39602,15 +12602,15 @@ _:bng_4364 { (-1 258474216) math:quotient -3.8688578515699995e-9 . (0.035398165340987456 -3.8688578515699995e-9) math:sum 0.035398161472129604 . [] -1; math:negation 1 . - (319 2500 0.035398161472129604 0.03539816340144829 1) :pi true. + (319 1000 0.035398161472129604 0.035398163459948236 1) :pi true. } -_:bng_4365 { - (318 2500 0.035398165340987456 0.03539816340144829 -1) :pi true. +_:bng_1365 { + (318 1000 0.035398165340987456 0.035398163459948236 -1) :pi true. } -_:bng_4366 { - [] 317; math:notEqualTo 2500 . +_:bng_1366 { + [] 317; math:notEqualTo 1000 . (317 1) math:sum 318 . (2 317) math:product 634 . (634 1) math:sum 635 . @@ -39619,15 +12619,15 @@ _:bng_4366 { (1 256047240) math:quotient 3.905529307794921e-9 . (0.035398161435458146 3.905529307794921e-9) math:sum 0.035398165340987456 . [] 1; math:negation -1 . - (318 2500 0.035398165340987456 0.03539816340144829 -1) :pi true. + (318 1000 0.035398165340987456 0.035398163459948236 -1) :pi true. } -_:bng_4367 { - (317 2500 0.035398161435458146 0.03539816340144829 1) :pi true. +_:bng_1367 { + (317 1000 0.035398161435458146 0.035398163459948236 1) :pi true. } -_:bng_4368 { - [] 316; math:notEqualTo 2500 . +_:bng_1368 { + [] 316; math:notEqualTo 1000 . (316 1) math:sum 317 . (2 316) math:product 632 . (632 1) math:sum 633 . @@ -39636,15 +12636,15 @@ _:bng_4368 { (-1 253635504) math:quotient -3.942665692418203e-9 . (0.03539816537812384 -3.942665692418203e-9) math:sum 0.035398161435458146 . [] -1; math:negation 1 . - (317 2500 0.035398161435458146 0.03539816340144829 1) :pi true. + (317 1000 0.035398161435458146 0.035398163459948236 1) :pi true. } -_:bng_4369 { - (316 2500 0.03539816537812384 0.03539816340144829 -1) :pi true. +_:bng_1369 { + (316 1000 0.03539816537812384 0.035398163459948236 -1) :pi true. } -_:bng_4370 { - [] 315; math:notEqualTo 2500 . +_:bng_1370 { + [] 315; math:notEqualTo 1000 . (315 1) math:sum 316 . (2 315) math:product 630 . (630 1) math:sum 631 . @@ -39653,15 +12653,15 @@ _:bng_4370 { (1 251238960) math:quotient 3.980274396932705e-9 . (0.035398161397849445 3.980274396932705e-9) math:sum 0.03539816537812384 . [] 1; math:negation -1 . - (316 2500 0.03539816537812384 0.03539816340144829 -1) :pi true. + (316 1000 0.03539816537812384 0.035398163459948236 -1) :pi true. } -_:bng_4371 { - (315 2500 0.035398161397849445 0.03539816340144829 1) :pi true. +_:bng_1371 { + (315 1000 0.035398161397849445 0.035398163459948236 1) :pi true. } -_:bng_4372 { - [] 314; math:notEqualTo 2500 . +_:bng_1372 { + [] 314; math:notEqualTo 1000 . (314 1) math:sum 315 . (2 314) math:product 628 . (628 1) math:sum 629 . @@ -39670,15 +12670,15 @@ _:bng_4372 { (-1 248857560) math:quotient -4.018362954294014e-9 . (0.0353981654162124 -4.018362954294014e-9) math:sum 0.035398161397849445 . [] -1; math:negation 1 . - (315 2500 0.035398161397849445 0.03539816340144829 1) :pi true. + (315 1000 0.035398161397849445 0.035398163459948236 1) :pi true. } -_:bng_4373 { - (314 2500 0.0353981654162124 0.03539816340144829 -1) :pi true. +_:bng_1373 { + (314 1000 0.0353981654162124 0.035398163459948236 -1) :pi true. } -_:bng_4374 { - [] 313; math:notEqualTo 2500 . +_:bng_1374 { + [] 313; math:notEqualTo 1000 . (313 1) math:sum 314 . (2 313) math:product 626 . (626 1) math:sum 627 . @@ -39687,15 +12687,15 @@ _:bng_4374 { (1 246491256) math:quotient 4.0569390420891846e-9 . (0.03539816135927336 4.0569390420891846e-9) math:sum 0.0353981654162124 . [] 1; math:negation -1 . - (314 2500 0.0353981654162124 0.03539816340144829 -1) :pi true. + (314 1000 0.0353981654162124 0.035398163459948236 -1) :pi true. } -_:bng_4375 { - (313 2500 0.03539816135927336 0.03539816340144829 1) :pi true. +_:bng_1375 { + (313 1000 0.03539816135927336 0.035398163459948236 1) :pi true. } -_:bng_4376 { - [] 312; math:notEqualTo 2500 . +_:bng_1376 { + [] 312; math:notEqualTo 1000 . (312 1) math:sum 313 . (2 312) math:product 624 . (624 1) math:sum 625 . @@ -39704,15 +12704,15 @@ _:bng_4376 { (-1 244140000) math:quotient -4.096010485786843e-9 . (0.03539816545528385 -4.096010485786843e-9) math:sum 0.03539816135927336 . [] -1; math:negation 1 . - (313 2500 0.03539816135927336 0.03539816340144829 1) :pi true. + (313 1000 0.03539816135927336 0.035398163459948236 1) :pi true. } -_:bng_4377 { - (312 2500 0.03539816545528385 0.03539816340144829 -1) :pi true. +_:bng_1377 { + (312 1000 0.03539816545528385 0.035398163459948236 -1) :pi true. } -_:bng_4378 { - [] 311; math:notEqualTo 2500 . +_:bng_1378 { + [] 311; math:notEqualTo 1000 . (311 1) math:sum 312 . (2 311) math:product 622 . (622 1) math:sum 623 . @@ -39721,15 +12721,15 @@ _:bng_4378 { (1 241803744) math:quotient 4.135585262071046e-9 . (0.035398161319698584 4.135585262071046e-9) math:sum 0.03539816545528385 . [] 1; math:negation -1 . - (312 2500 0.03539816545528385 0.03539816340144829 -1) :pi true. + (312 1000 0.03539816545528385 0.035398163459948236 -1) :pi true. } -_:bng_4379 { - (311 2500 0.035398161319698584 0.03539816340144829 1) :pi true. +_:bng_1379 { + (311 1000 0.035398161319698584 0.035398163459948236 1) :pi true. } -_:bng_4380 { - [] 310; math:notEqualTo 2500 . +_:bng_1380 { + [] 310; math:notEqualTo 1000 . (310 1) math:sum 311 . (2 310) math:product 620 . (620 1) math:sum 621 . @@ -39738,15 +12738,15 @@ _:bng_4380 { (-1 239482440) math:quotient -4.175671502261293e-9 . (0.03539816549537009 -4.175671502261293e-9) math:sum 0.035398161319698584 . [] -1; math:negation 1 . - (311 2500 0.035398161319698584 0.03539816340144829 1) :pi true. + (311 1000 0.035398161319698584 0.035398163459948236 1) :pi true. } -_:bng_4381 { - (310 2500 0.03539816549537009 0.03539816340144829 -1) :pi true. +_:bng_1381 { + (310 1000 0.03539816549537009 0.035398163459948236 -1) :pi true. } -_:bng_4382 { - [] 309; math:notEqualTo 2500 . +_:bng_1382 { + [] 309; math:notEqualTo 1000 . (309 1) math:sum 310 . (2 309) math:product 618 . (618 1) math:sum 619 . @@ -39755,15 +12755,15 @@ _:bng_4382 { (1 237176040) math:quotient 4.216277495821248e-9 . (0.035398161279092594 4.216277495821248e-9) math:sum 0.03539816549537009 . [] 1; math:negation -1 . - (310 2500 0.03539816549537009 0.03539816340144829 -1) :pi true. + (310 1000 0.03539816549537009 0.035398163459948236 -1) :pi true. } -_:bng_4383 { - (309 2500 0.035398161279092594 0.03539816340144829 1) :pi true. +_:bng_1383 { + (309 1000 0.035398161279092594 0.035398163459948236 1) :pi true. } -_:bng_4384 { - [] 308; math:notEqualTo 2500 . +_:bng_1384 { + [] 308; math:notEqualTo 1000 . (308 1) math:sum 309 . (2 308) math:product 616 . (616 1) math:sum 617 . @@ -39772,15 +12772,15 @@ _:bng_4384 { (-1 234884496) math:quotient -4.257411693958719e-9 . (0.03539816553650429 -4.257411693958719e-9) math:sum 0.035398161279092594 . [] -1; math:negation 1 . - (309 2500 0.035398161279092594 0.03539816340144829 1) :pi true. + (309 1000 0.035398161279092594 0.035398163459948236 1) :pi true. } -_:bng_4385 { - (308 2500 0.03539816553650429 0.03539816340144829 -1) :pi true. +_:bng_1385 { + (308 1000 0.03539816553650429 0.035398163459948236 -1) :pi true. } -_:bng_4386 { - [] 307; math:notEqualTo 2500 . +_:bng_1386 { + [] 307; math:notEqualTo 1000 . (307 1) math:sum 308 . (2 307) math:product 614 . (614 1) math:sum 615 . @@ -39789,15 +12789,15 @@ _:bng_4386 { (1 232607760) math:quotient 4.2990827133196246e-9 . (0.03539816123742157 4.2990827133196246e-9) math:sum 0.03539816553650429 . [] 1; math:negation -1 . - (308 2500 0.03539816553650429 0.03539816340144829 -1) :pi true. + (308 1000 0.03539816553650429 0.035398163459948236 -1) :pi true. } -_:bng_4387 { - (307 2500 0.03539816123742157 0.03539816340144829 1) :pi true. +_:bng_1387 { + (307 1000 0.03539816123742157 0.035398163459948236 1) :pi true. } -_:bng_4388 { - [] 306; math:notEqualTo 2500 . +_:bng_1388 { + [] 306; math:notEqualTo 1000 . (306 1) math:sum 307 . (2 306) math:product 612 . (612 1) math:sum 613 . @@ -39806,15 +12806,15 @@ _:bng_4388 { (-1 230345784) math:quotient -4.341299339778669e-9 . (0.035398165578720914 -4.341299339778669e-9) math:sum 0.03539816123742157 . [] -1; math:negation 1 . - (307 2500 0.03539816123742157 0.03539816340144829 1) :pi true. + (307 1000 0.03539816123742157 0.035398163459948236 1) :pi true. } -_:bng_4389 { - (306 2500 0.035398165578720914 0.03539816340144829 -1) :pi true. +_:bng_1389 { + (306 1000 0.035398165578720914 0.035398163459948236 -1) :pi true. } -_:bng_4390 { - [] 305; math:notEqualTo 2500 . +_:bng_1390 { + [] 305; math:notEqualTo 1000 . (305 1) math:sum 306 . (2 305) math:product 610 . (610 1) math:sum 611 . @@ -39823,15 +12823,15 @@ _:bng_4390 { (1 228098520) math:quotient 4.384070532329627e-9 . (0.035398161194650384 4.384070532329627e-9) math:sum 0.035398165578720914 . [] 1; math:negation -1 . - (306 2500 0.035398165578720914 0.03539816340144829 -1) :pi true. + (306 1000 0.035398165578720914 0.035398163459948236 -1) :pi true. } -_:bng_4391 { - (305 2500 0.035398161194650384 0.03539816340144829 1) :pi true. +_:bng_1391 { + (305 1000 0.035398161194650384 0.035398163459948236 1) :pi true. } -_:bng_4392 { - [] 304; math:notEqualTo 2500 . +_:bng_1392 { + [] 304; math:notEqualTo 1000 . (304 1) math:sum 305 . (2 304) math:product 608 . (608 1) math:sum 609 . @@ -39840,15 +12840,15 @@ _:bng_4392 { (-1 225865920) math:quotient -4.4274054270781535e-9 . (0.03539816562205581 -4.4274054270781535e-9) math:sum 0.035398161194650384 . [] -1; math:negation 1 . - (305 2500 0.035398161194650384 0.03539816340144829 1) :pi true. + (305 1000 0.035398161194650384 0.035398163459948236 1) :pi true. } -_:bng_4393 { - (304 2500 0.03539816562205581 0.03539816340144829 -1) :pi true. +_:bng_1393 { + (304 1000 0.03539816562205581 0.035398163459948236 -1) :pi true. } -_:bng_4394 { - [] 303; math:notEqualTo 2500 . +_:bng_1394 { + [] 303; math:notEqualTo 1000 . (303 1) math:sum 304 . (2 303) math:product 606 . (606 1) math:sum 607 . @@ -39857,15 +12857,15 @@ _:bng_4394 { (1 223647936) math:quotient 4.471313341340204e-9 . (0.03539816115074247 4.471313341340204e-9) math:sum 0.03539816562205581 . [] 1; math:negation -1 . - (304 2500 0.03539816562205581 0.03539816340144829 -1) :pi true. + (304 1000 0.03539816562205581 0.035398163459948236 -1) :pi true. } -_:bng_4395 { - (303 2500 0.03539816115074247 0.03539816340144829 1) :pi true. +_:bng_1395 { + (303 1000 0.03539816115074247 0.035398163459948236 1) :pi true. } -_:bng_4396 { - [] 302; math:notEqualTo 2500 . +_:bng_1396 { + [] 302; math:notEqualTo 1000 . (302 1) math:sum 303 . (2 302) math:product 604 . (604 1) math:sum 605 . @@ -39874,15 +12874,15 @@ _:bng_4396 { (-1 221444520) math:quotient -4.515803777849188e-9 . (0.03539816566654625 -4.515803777849188e-9) math:sum 0.03539816115074247 . [] -1; math:negation 1 . - (303 2500 0.03539816115074247 0.03539816340144829 1) :pi true. + (303 1000 0.03539816115074247 0.035398163459948236 1) :pi true. } -_:bng_4397 { - (302 2500 0.03539816566654625 0.03539816340144829 -1) :pi true. +_:bng_1397 { + (302 1000 0.03539816566654625 0.035398163459948236 -1) :pi true. } -_:bng_4398 { - [] 301; math:notEqualTo 2500 . +_:bng_1398 { + [] 301; math:notEqualTo 1000 . (301 1) math:sum 302 . (2 301) math:product 602 . (602 1) math:sum 603 . @@ -39891,15 +12891,15 @@ _:bng_4398 { (1 219255624) math:quotient 4.560886429075133e-9 . (0.03539816110565982 4.560886429075133e-9) math:sum 0.03539816566654625 . [] 1; math:negation -1 . - (302 2500 0.03539816566654625 0.03539816340144829 -1) :pi true. + (302 1000 0.03539816566654625 0.035398163459948236 -1) :pi true. } -_:bng_4399 { - (301 2500 0.03539816110565982 0.03539816340144829 1) :pi true. +_:bng_1399 { + (301 1000 0.03539816110565982 0.035398163459948236 1) :pi true. } -_:bng_4400 { - [] 300; math:notEqualTo 2500 . +_:bng_1400 { + [] 300; math:notEqualTo 1000 . (300 1) math:sum 301 . (2 300) math:product 600 . (600 1) math:sum 601 . @@ -39908,15 +12908,15 @@ _:bng_4400 { (-1 217081200) math:quotient -4.606571181659213e-9 . (0.035398165712231 -4.606571181659213e-9) math:sum 0.03539816110565982 . [] -1; math:negation 1 . - (301 2500 0.03539816110565982 0.03539816340144829 1) :pi true. + (301 1000 0.03539816110565982 0.035398163459948236 1) :pi true. } -_:bng_4401 { - (300 2500 0.035398165712231 0.03539816340144829 -1) :pi true. +_:bng_1401 { + (300 1000 0.035398165712231 0.035398163459948236 -1) :pi true. } -_:bng_4402 { - [] 299; math:notEqualTo 2500 . +_:bng_1402 { + [] 299; math:notEqualTo 1000 . (299 1) math:sum 300 . (2 299) math:product 598 . (598 1) math:sum 599 . @@ -39925,15 +12925,15 @@ _:bng_4402 { (1 214921200) math:quotient 4.6528681209671265e-9 . (0.03539816105936288 4.6528681209671265e-9) math:sum 0.035398165712231 . [] 1; math:negation -1 . - (300 2500 0.035398165712231 0.03539816340144829 -1) :pi true. + (300 1000 0.035398165712231 0.035398163459948236 -1) :pi true. } -_:bng_4403 { - (299 2500 0.03539816105936288 0.03539816340144829 1) :pi true. +_:bng_1403 { + (299 1000 0.03539816105936288 0.035398163459948236 1) :pi true. } -_:bng_4404 { - [] 298; math:notEqualTo 2500 . +_:bng_1404 { + [] 298; math:notEqualTo 1000 . (298 1) math:sum 299 . (2 298) math:product 596 . (596 1) math:sum 597 . @@ -39942,15 +12942,15 @@ _:bng_4404 { (-1 212775576) math:quotient -4.699787535764913e-9 . (0.03539816575915042 -4.699787535764913e-9) math:sum 0.03539816105936288 . [] -1; math:negation 1 . - (299 2500 0.03539816105936288 0.03539816340144829 1) :pi true. + (299 1000 0.03539816105936288 0.035398163459948236 1) :pi true. } -_:bng_4405 { - (298 2500 0.03539816575915042 0.03539816340144829 -1) :pi true. +_:bng_1405 { + (298 1000 0.03539816575915042 0.035398163459948236 -1) :pi true. } -_:bng_4406 { - [] 297; math:notEqualTo 2500 . +_:bng_1406 { + [] 297; math:notEqualTo 1000 . (297 1) math:sum 298 . (2 297) math:product 594 . (594 1) math:sum 595 . @@ -39959,15 +12959,15 @@ _:bng_4406 { (1 210644280) math:quotient 4.747339923020934e-9 . (0.035398161011810494 4.747339923020934e-9) math:sum 0.03539816575915042 . [] 1; math:negation -1 . - (298 2500 0.03539816575915042 0.03539816340144829 -1) :pi true. + (298 1000 0.03539816575915042 0.035398163459948236 -1) :pi true. } -_:bng_4407 { - (297 2500 0.035398161011810494 0.03539816340144829 1) :pi true. +_:bng_1407 { + (297 1000 0.035398161011810494 0.035398163459948236 1) :pi true. } -_:bng_4408 { - [] 296; math:notEqualTo 2500 . +_:bng_1408 { + [] 296; math:notEqualTo 1000 . (296 1) math:sum 297 . (2 296) math:product 592 . (592 1) math:sum 593 . @@ -39976,15 +12976,15 @@ _:bng_4408 { (-1 208527264) math:quotient -4.795535992837848e-9 . (0.03539816580734649 -4.795535992837848e-9) math:sum 0.035398161011810494 . [] -1; math:negation 1 . - (297 2500 0.035398161011810494 0.03539816340144829 1) :pi true. + (297 1000 0.035398161011810494 0.035398163459948236 1) :pi true. } -_:bng_4409 { - (296 2500 0.03539816580734649 0.03539816340144829 -1) :pi true. +_:bng_1409 { + (296 1000 0.03539816580734649 0.035398163459948236 -1) :pi true. } -_:bng_4410 { - [] 295; math:notEqualTo 2500 . +_:bng_1410 { + [] 295; math:notEqualTo 1000 . (295 1) math:sum 296 . (2 295) math:product 590 . (590 1) math:sum 591 . @@ -39993,15 +12993,15 @@ _:bng_4410 { (1 206424480) math:quotient 4.844386673518567e-9 . (0.035398160962959814 4.844386673518567e-9) math:sum 0.03539816580734649 . [] 1; math:negation -1 . - (296 2500 0.03539816580734649 0.03539816340144829 -1) :pi true. + (296 1000 0.03539816580734649 0.035398163459948236 -1) :pi true. } -_:bng_4411 { - (295 2500 0.035398160962959814 0.03539816340144829 1) :pi true. +_:bng_1411 { + (295 1000 0.035398160962959814 0.035398163459948236 1) :pi true. } -_:bng_4412 { - [] 294; math:notEqualTo 2500 . +_:bng_1412 { + [] 294; math:notEqualTo 1000 . (294 1) math:sum 295 . (2 294) math:product 588 . (588 1) math:sum 589 . @@ -40010,15 +13010,15 @@ _:bng_4412 { (-1 204335880) math:quotient -4.89390311677029e-9 . (0.03539816585686293 -4.89390311677029e-9) math:sum 0.035398160962959814 . [] -1; math:negation 1 . - (295 2500 0.035398160962959814 0.03539816340144829 1) :pi true. + (295 1000 0.035398160962959814 0.035398163459948236 1) :pi true. } -_:bng_4413 { - (294 2500 0.03539816585686293 0.03539816340144829 -1) :pi true. +_:bng_1413 { + (294 1000 0.03539816585686293 0.035398163459948236 -1) :pi true. } -_:bng_4414 { - [] 293; math:notEqualTo 2500 . +_:bng_1414 { + [] 293; math:notEqualTo 1000 . (293 1) math:sum 294 . (2 293) math:product 586 . (586 1) math:sum 587 . @@ -40027,15 +13027,15 @@ _:bng_4414 { (1 202261416) math:quotient 4.944096703050868e-9 . (0.03539816091276623 4.944096703050868e-9) math:sum 0.03539816585686293 . [] 1; math:negation -1 . - (294 2500 0.03539816585686293 0.03539816340144829 -1) :pi true. + (294 1000 0.03539816585686293 0.035398163459948236 -1) :pi true. } -_:bng_4415 { - (293 2500 0.03539816091276623 0.03539816340144829 1) :pi true. +_:bng_1415 { + (293 1000 0.03539816091276623 0.035398163459948236 1) :pi true. } -_:bng_4416 { - [] 292; math:notEqualTo 2500 . +_:bng_1416 { + [] 292; math:notEqualTo 1000 . (292 1) math:sum 293 . (2 292) math:product 584 . (584 1) math:sum 585 . @@ -40044,15 +13044,15 @@ _:bng_4416 { (-1 200201040) math:quotient -4.9949790470618935e-9 . (0.03539816590774528 -4.9949790470618935e-9) math:sum 0.03539816091276623 . [] -1; math:negation 1 . - (293 2500 0.03539816091276623 0.03539816340144829 1) :pi true. + (293 1000 0.03539816091276623 0.035398163459948236 1) :pi true. } -_:bng_4417 { - (292 2500 0.03539816590774528 0.03539816340144829 -1) :pi true. +_:bng_1417 { + (292 1000 0.03539816590774528 0.035398163459948236 -1) :pi true. } -_:bng_4418 { - [] 291; math:notEqualTo 2500 . +_:bng_1418 { + [] 291; math:notEqualTo 1000 . (291 1) math:sum 292 . (2 291) math:product 582 . (582 1) math:sum 583 . @@ -40061,15 +13061,15 @@ _:bng_4418 { (1 198154704) math:quotient 5.046562003393066e-9 . (0.035398160861183275 5.046562003393066e-9) math:sum 0.03539816590774528 . [] 1; math:negation -1 . - (292 2500 0.03539816590774528 0.03539816340144829 -1) :pi true. + (292 1000 0.03539816590774528 0.035398163459948236 -1) :pi true. } -_:bng_4419 { - (291 2500 0.035398160861183275 0.03539816340144829 1) :pi true. +_:bng_1419 { + (291 1000 0.035398160861183275 0.035398163459948236 1) :pi true. } -_:bng_4420 { - [] 290; math:notEqualTo 2500 . +_:bng_1420 { + [] 290; math:notEqualTo 1000 . (290 1) math:sum 291 . (2 290) math:product 580 . (580 1) math:sum 581 . @@ -40078,15 +13078,15 @@ _:bng_4420 { (-1 196122360) math:quotient -5.0988576723225235e-9 . (0.035398165960040945 -5.0988576723225235e-9) math:sum 0.035398160861183275 . [] -1; math:negation 1 . - (291 2500 0.035398160861183275 0.03539816340144829 1) :pi true. + (291 1000 0.035398160861183275 0.035398163459948236 1) :pi true. } -_:bng_4421 { - (290 2500 0.035398165960040945 0.03539816340144829 -1) :pi true. +_:bng_1421 { + (290 1000 0.035398165960040945 0.035398163459948236 -1) :pi true. } -_:bng_4422 { - [] 289; math:notEqualTo 2500 . +_:bng_1422 { + [] 289; math:notEqualTo 1000 . (289 1) math:sum 290 . (2 289) math:product 578 . (578 1) math:sum 579 . @@ -40095,15 +13095,15 @@ _:bng_4422 { (1 194103960) math:quotient 5.151878405778017e-9 . (0.03539816080816254 5.151878405778017e-9) math:sum 0.035398165960040945 . [] 1; math:negation -1 . - (290 2500 0.035398165960040945 0.03539816340144829 -1) :pi true. + (290 1000 0.035398165960040945 0.035398163459948236 -1) :pi true. } -_:bng_4423 { - (289 2500 0.03539816080816254 0.03539816340144829 1) :pi true. +_:bng_1423 { + (289 1000 0.03539816080816254 0.035398163459948236 1) :pi true. } -_:bng_4424 { - [] 288; math:notEqualTo 2500 . +_:bng_1424 { + [] 288; math:notEqualTo 1000 . (288 1) math:sum 289 . (2 288) math:product 576 . (576 1) math:sum 577 . @@ -40112,15 +13112,15 @@ _:bng_4424 { (-1 192099456) math:quotient -5.205636813463959e-9 . (0.03539816601379935 -5.205636813463959e-9) math:sum 0.03539816080816254 . [] -1; math:negation 1 . - (289 2500 0.03539816080816254 0.03539816340144829 1) :pi true. + (289 1000 0.03539816080816254 0.035398163459948236 1) :pi true. } -_:bng_4425 { - (288 2500 0.03539816601379935 0.03539816340144829 -1) :pi true. +_:bng_1425 { + (288 1000 0.03539816601379935 0.035398163459948236 -1) :pi true. } -_:bng_4426 { - [] 287; math:notEqualTo 2500 . +_:bng_1426 { + [] 287; math:notEqualTo 1000 . (287 1) math:sum 288 . (2 287) math:product 574 . (574 1) math:sum 575 . @@ -40129,15 +13129,15 @@ _:bng_4426 { (1 190108800) math:quotient 5.260145769159555e-9 . (0.03539816075365358 5.260145769159555e-9) math:sum 0.03539816601379935 . [] 1; math:negation -1 . - (288 2500 0.03539816601379935 0.03539816340144829 -1) :pi true. + (288 1000 0.03539816601379935 0.035398163459948236 -1) :pi true. } -_:bng_4427 { - (287 2500 0.03539816075365358 0.03539816340144829 1) :pi true. +_:bng_1427 { + (287 1000 0.03539816075365358 0.035398163459948236 1) :pi true. } -_:bng_4428 { - [] 286; math:notEqualTo 2500 . +_:bng_1428 { + [] 286; math:notEqualTo 1000 . (286 1) math:sum 287 . (2 286) math:product 572 . (572 1) math:sum 573 . @@ -40146,15 +13146,15 @@ _:bng_4428 { (-1 188131944) math:quotient -5.315418417193414e-9 . (0.035398166069072 -5.315418417193414e-9) math:sum 0.03539816075365358 . [] -1; math:negation 1 . - (287 2500 0.03539816075365358 0.03539816340144829 1) :pi true. + (287 1000 0.03539816075365358 0.035398163459948236 1) :pi true. } -_:bng_4429 { - (286 2500 0.035398166069072 0.03539816340144829 -1) :pi true. +_:bng_1429 { + (286 1000 0.035398166069072 0.035398163459948236 -1) :pi true. } -_:bng_4430 { - [] 285; math:notEqualTo 2500 . +_:bng_1430 { + [] 285; math:notEqualTo 1000 . (285 1) math:sum 286 . (2 285) math:product 570 . (570 1) math:sum 571 . @@ -40163,15 +13163,15 @@ _:bng_4430 { (1 186168840) math:quotient 5.371468179100219e-9 . (0.03539816069760382 5.371468179100219e-9) math:sum 0.035398166069072 . [] 1; math:negation -1 . - (286 2500 0.035398166069072 0.03539816340144829 -1) :pi true. + (286 1000 0.035398166069072 0.035398163459948236 -1) :pi true. } -_:bng_4431 { - (285 2500 0.03539816069760382 0.03539816340144829 1) :pi true. +_:bng_1431 { + (285 1000 0.03539816069760382 0.035398163459948236 1) :pi true. } -_:bng_4432 { - [] 284; math:notEqualTo 2500 . +_:bng_1432 { + [] 284; math:notEqualTo 1000 . (284 1) math:sum 285 . (2 284) math:product 568 . (568 1) math:sum 569 . @@ -40180,15 +13180,15 @@ _:bng_4432 { (-1 184219440) math:quotient -5.428308760465237e-9 . (0.03539816612591258 -5.428308760465237e-9) math:sum 0.03539816069760382 . [] -1; math:negation 1 . - (285 2500 0.03539816069760382 0.03539816340144829 1) :pi true. + (285 1000 0.03539816069760382 0.035398163459948236 1) :pi true. } -_:bng_4433 { - (284 2500 0.03539816612591258 0.03539816340144829 -1) :pi true. +_:bng_1433 { + (284 1000 0.03539816612591258 0.035398163459948236 -1) :pi true. } -_:bng_4434 { - [] 283; math:notEqualTo 2500 . +_:bng_1434 { + [] 283; math:notEqualTo 1000 . (283 1) math:sum 284 . (2 283) math:product 566 . (566 1) math:sum 567 . @@ -40197,15 +13197,15 @@ _:bng_4434 { (1 182283696) math:quotient 5.485954157962652e-9 . (0.035398160639958424 5.485954157962652e-9) math:sum 0.03539816612591258 . [] 1; math:negation -1 . - (284 2500 0.03539816612591258 0.03539816340144829 -1) :pi true. + (284 1000 0.03539816612591258 0.035398163459948236 -1) :pi true. } -_:bng_4435 { - (283 2500 0.035398160639958424 0.03539816340144829 1) :pi true. +_:bng_1435 { + (283 1000 0.035398160639958424 0.035398163459948236 1) :pi true. } -_:bng_4436 { - [] 282; math:notEqualTo 2500 . +_:bng_1436 { + [] 282; math:notEqualTo 1000 . (282 1) math:sum 283 . (2 282) math:product 564 . (564 1) math:sum 565 . @@ -40214,15 +13214,15 @@ _:bng_4436 { (-1 180361560) math:quotient -5.544418666593924e-9 . (0.03539816618437709 -5.544418666593924e-9) math:sum 0.035398160639958424 . [] -1; math:negation 1 . - (283 2500 0.035398160639958424 0.03539816340144829 1) :pi true. + (283 1000 0.035398160639958424 0.035398163459948236 1) :pi true. } -_:bng_4437 { - (282 2500 0.03539816618437709 0.03539816340144829 -1) :pi true. +_:bng_1437 { + (282 1000 0.03539816618437709 0.035398163459948236 -1) :pi true. } -_:bng_4438 { - [] 281; math:notEqualTo 2500 . +_:bng_1438 { + [] 281; math:notEqualTo 1000 . (281 1) math:sum 282 . (2 281) math:product 562 . (562 1) math:sum 563 . @@ -40231,15 +13231,15 @@ _:bng_4438 { (1 178452984) math:quotient 5.603716887132579e-9 . (0.035398160580660205 5.603716887132579e-9) math:sum 0.03539816618437709 . [] 1; math:negation -1 . - (282 2500 0.03539816618437709 0.03539816340144829 -1) :pi true. + (282 1000 0.03539816618437709 0.035398163459948236 -1) :pi true. } -_:bng_4439 { - (281 2500 0.035398160580660205 0.03539816340144829 1) :pi true. +_:bng_1439 { + (281 1000 0.035398160580660205 0.035398163459948236 1) :pi true. } -_:bng_4440 { - [] 280; math:notEqualTo 2500 . +_:bng_1440 { + [] 280; math:notEqualTo 1000 . (280 1) math:sum 281 . (2 280) math:product 560 . (560 1) math:sum 561 . @@ -40248,15 +13248,15 @@ _:bng_4440 { (-1 176557920) math:quotient -5.6638637337820925e-9 . (0.03539816624452394 -5.6638637337820925e-9) math:sum 0.035398160580660205 . [] -1; math:negation 1 . - (281 2500 0.035398160580660205 0.03539816340144829 1) :pi true. + (281 1000 0.035398160580660205 0.035398163459948236 1) :pi true. } -_:bng_4441 { - (280 2500 0.03539816624452394 0.03539816340144829 -1) :pi true. +_:bng_1441 { + (280 1000 0.03539816624452394 0.035398163459948236 -1) :pi true. } -_:bng_4442 { - [] 279; math:notEqualTo 2500 . +_:bng_1442 { + [] 279; math:notEqualTo 1000 . (279 1) math:sum 280 . (2 279) math:product 558 . (558 1) math:sum 559 . @@ -40265,15 +13265,15 @@ _:bng_4442 { (1 174676320) math:quotient 5.724874442053737e-9 . (0.035398160519649495 5.724874442053737e-9) math:sum 0.03539816624452394 . [] 1; math:negation -1 . - (280 2500 0.03539816624452394 0.03539816340144829 -1) :pi true. + (280 1000 0.03539816624452394 0.035398163459948236 -1) :pi true. } -_:bng_4443 { - (279 2500 0.035398160519649495 0.03539816340144829 1) :pi true. +_:bng_1443 { + (279 1000 0.035398160519649495 0.035398163459948236 1) :pi true. } -_:bng_4444 { - [] 278; math:notEqualTo 2500 . +_:bng_1444 { + [] 278; math:notEqualTo 1000 . (278 1) math:sum 279 . (2 278) math:product 556 . (556 1) math:sum 557 . @@ -40282,15 +13282,15 @@ _:bng_4444 { (-1 172808136) math:quotient -5.786764576871543e-9 . (0.03539816630641407 -5.786764576871543e-9) math:sum 0.035398160519649495 . [] -1; math:negation 1 . - (279 2500 0.035398160519649495 0.03539816340144829 1) :pi true. + (279 1000 0.035398160519649495 0.035398163459948236 1) :pi true. } -_:bng_4445 { - (278 2500 0.03539816630641407 0.03539816340144829 -1) :pi true. +_:bng_1445 { + (278 1000 0.03539816630641407 0.035398163459948236 -1) :pi true. } -_:bng_4446 { - [] 277; math:notEqualTo 2500 . +_:bng_1446 { + [] 277; math:notEqualTo 1000 . (277 1) math:sum 278 . (2 277) math:product 554 . (554 1) math:sum 555 . @@ -40299,15 +13299,15 @@ _:bng_4446 { (1 170953320) math:quotient 5.849550040911753e-9 . (0.03539816045686403 5.849550040911753e-9) math:sum 0.03539816630641407 . [] 1; math:negation -1 . - (278 2500 0.03539816630641407 0.03539816340144829 -1) :pi true. + (278 1000 0.03539816630641407 0.035398163459948236 -1) :pi true. } -_:bng_4447 { - (277 2500 0.03539816045686403 0.03539816340144829 1) :pi true. +_:bng_1447 { + (277 1000 0.03539816045686403 0.035398163459948236 1) :pi true. } -_:bng_4448 { - [] 276; math:notEqualTo 2500 . +_:bng_1448 { + [] 276; math:notEqualTo 1000 . (276 1) math:sum 277 . (2 276) math:product 552 . (552 1) math:sum 553 . @@ -40316,15 +13316,15 @@ _:bng_4448 { (-1 169111824) math:quotient -5.913247083184438e-9 . (0.03539816637011112 -5.913247083184438e-9) math:sum 0.03539816045686403 . [] -1; math:negation 1 . - (277 2500 0.03539816045686403 0.03539816340144829 1) :pi true. + (277 1000 0.03539816045686403 0.035398163459948236 1) :pi true. } -_:bng_4449 { - (276 2500 0.03539816637011112 0.03539816340144829 -1) :pi true. +_:bng_1449 { + (276 1000 0.03539816637011112 0.035398163459948236 -1) :pi true. } -_:bng_4450 { - [] 275; math:notEqualTo 2500 . +_:bng_1450 { + [] 275; math:notEqualTo 1000 . (275 1) math:sum 276 . (2 275) math:product 550 . (550 1) math:sum 551 . @@ -40333,15 +13333,15 @@ _:bng_4450 { (1 167283600) math:quotient 5.977872307865206e-9 . (0.03539816039223881 5.977872307865206e-9) math:sum 0.03539816637011112 . [] 1; math:negation -1 . - (276 2500 0.03539816637011112 0.03539816340144829 -1) :pi true. + (276 1000 0.03539816637011112 0.035398163459948236 -1) :pi true. } -_:bng_4451 { - (275 2500 0.03539816039223881 0.03539816340144829 1) :pi true. +_:bng_1451 { + (275 1000 0.03539816039223881 0.035398163459948236 1) :pi true. } -_:bng_4452 { - [] 274; math:notEqualTo 2500 . +_:bng_1452 { + [] 274; math:notEqualTo 1000 . (274 1) math:sum 275 . (2 274) math:product 548 . (548 1) math:sum 549 . @@ -40350,15 +13350,15 @@ _:bng_4452 { (-1 165468600) math:quotient -6.0434426833852465e-9 . (0.03539816643568149 -6.0434426833852465e-9) math:sum 0.03539816039223881 . [] -1; math:negation 1 . - (275 2500 0.03539816039223881 0.03539816340144829 1) :pi true. + (275 1000 0.03539816039223881 0.035398163459948236 1) :pi true. } -_:bng_4453 { - (274 2500 0.03539816643568149 0.03539816340144829 -1) :pi true. +_:bng_1453 { + (274 1000 0.03539816643568149 0.035398163459948236 -1) :pi true. } -_:bng_4454 { - [] 273; math:notEqualTo 2500 . +_:bng_1454 { + [] 273; math:notEqualTo 1000 . (273 1) math:sum 274 . (2 273) math:product 546 . (546 1) math:sum 547 . @@ -40367,15 +13367,15 @@ _:bng_4454 { (1 163666776) math:quotient 6.109975551788226e-9 . (0.03539816032570594 6.109975551788226e-9) math:sum 0.03539816643568149 . [] 1; math:negation -1 . - (274 2500 0.03539816643568149 0.03539816340144829 -1) :pi true. + (274 1000 0.03539816643568149 0.035398163459948236 -1) :pi true. } -_:bng_4455 { - (273 2500 0.03539816032570594 0.03539816340144829 1) :pi true. +_:bng_1455 { + (273 1000 0.03539816032570594 0.035398163459948236 1) :pi true. } -_:bng_4456 { - [] 272; math:notEqualTo 2500 . +_:bng_1456 { + [] 272; math:notEqualTo 1000 . (272 1) math:sum 273 . (2 272) math:product 544 . (544 1) math:sum 545 . @@ -40384,15 +13384,15 @@ _:bng_4456 { (-1 161878080) math:quotient -6.177488638362896e-9 . (0.03539816650319458 -6.177488638362896e-9) math:sum 0.03539816032570594 . [] -1; math:negation 1 . - (273 2500 0.03539816032570594 0.03539816340144829 1) :pi true. + (273 1000 0.03539816032570594 0.035398163459948236 1) :pi true. } -_:bng_4457 { - (272 2500 0.03539816650319458 0.03539816340144829 -1) :pi true. +_:bng_1457 { + (272 1000 0.03539816650319458 0.035398163459948236 -1) :pi true. } -_:bng_4458 { - [] 271; math:notEqualTo 2500 . +_:bng_1458 { + [] 271; math:notEqualTo 1000 . (271 1) math:sum 272 . (2 271) math:product 542 . (542 1) math:sum 543 . @@ -40401,15 +13401,15 @@ _:bng_4458 { (1 160102464) math:quotient 6.246000061560576e-9 . (0.035398160257194514 6.246000061560576e-9) math:sum 0.03539816650319458 . [] 1; math:negation -1 . - (272 2500 0.03539816650319458 0.03539816340144829 -1) :pi true. + (272 1000 0.03539816650319458 0.035398163459948236 -1) :pi true. } -_:bng_4459 { - (271 2500 0.035398160257194514 0.03539816340144829 1) :pi true. +_:bng_1459 { + (271 1000 0.035398160257194514 0.035398163459948236 1) :pi true. } -_:bng_4460 { - [] 270; math:notEqualTo 2500 . +_:bng_1460 { + [] 270; math:notEqualTo 1000 . (270 1) math:sum 271 . (2 270) math:product 540 . (540 1) math:sum 541 . @@ -40418,15 +13418,15 @@ _:bng_4460 { (-1 158339880) math:quotient -6.31552834320703e-9 . (0.03539816657272286 -6.31552834320703e-9) math:sum 0.035398160257194514 . [] -1; math:negation 1 . - (271 2500 0.035398160257194514 0.03539816340144829 1) :pi true. + (271 1000 0.035398160257194514 0.035398163459948236 1) :pi true. } -_:bng_4461 { - (270 2500 0.03539816657272286 0.03539816340144829 -1) :pi true. +_:bng_1461 { + (270 1000 0.03539816657272286 0.035398163459948236 -1) :pi true. } -_:bng_4462 { - [] 269; math:notEqualTo 2500 . +_:bng_1462 { + [] 269; math:notEqualTo 1000 . (269 1) math:sum 270 . (2 269) math:product 538 . (538 1) math:sum 539 . @@ -40435,15 +13435,15 @@ _:bng_4462 { (1 156590280) math:quotient 6.386092419018601e-9 . (0.03539816018663044 6.386092419018601e-9) math:sum 0.03539816657272286 . [] 1; math:negation -1 . - (270 2500 0.03539816657272286 0.03539816340144829 -1) :pi true. + (270 1000 0.03539816657272286 0.035398163459948236 -1) :pi true. } -_:bng_4463 { - (269 2500 0.03539816018663044 0.03539816340144829 1) :pi true. +_:bng_1463 { + (269 1000 0.03539816018663044 0.035398163459948236 1) :pi true. } -_:bng_4464 { - [] 268; math:notEqualTo 2500 . +_:bng_1464 { + [] 268; math:notEqualTo 1000 . (268 1) math:sum 269 . (2 268) math:product 536 . (536 1) math:sum 537 . @@ -40452,15 +13452,15 @@ _:bng_4464 { (-1 154853616) math:quotient -6.4577116494328425e-9 . (0.03539816664434209 -6.4577116494328425e-9) math:sum 0.03539816018663044 . [] -1; math:negation 1 . - (269 2500 0.03539816018663044 0.03539816340144829 1) :pi true. + (269 1000 0.03539816018663044 0.035398163459948236 1) :pi true. } -_:bng_4465 { - (268 2500 0.03539816664434209 0.03539816340144829 -1) :pi true. +_:bng_1465 { + (268 1000 0.03539816664434209 0.035398163459948236 -1) :pi true. } -_:bng_4466 { - [] 267; math:notEqualTo 2500 . +_:bng_1466 { + [] 267; math:notEqualTo 1000 . (267 1) math:sum 268 . (2 267) math:product 534 . (534 1) math:sum 535 . @@ -40469,15 +13469,15 @@ _:bng_4466 { (1 153129840) math:quotient 6.530405830764271e-9 . (0.035398160113936254 6.530405830764271e-9) math:sum 0.03539816664434209 . [] 1; math:negation -1 . - (268 2500 0.03539816664434209 0.03539816340144829 -1) :pi true. + (268 1000 0.03539816664434209 0.035398163459948236 -1) :pi true. } -_:bng_4467 { - (267 2500 0.035398160113936254 0.03539816340144829 1) :pi true. +_:bng_1467 { + (267 1000 0.035398160113936254 0.035398163459948236 1) :pi true. } -_:bng_4468 { - [] 266; math:notEqualTo 2500 . +_:bng_1468 { + [] 266; math:notEqualTo 1000 . (266 1) math:sum 267 . (2 266) math:product 532 . (532 1) math:sum 533 . @@ -40486,15 +13486,15 @@ _:bng_4468 { (-1 151418904) math:quotient -6.604195206696252e-9 . (0.03539816671813146 -6.604195206696252e-9) math:sum 0.035398160113936254 . [] -1; math:negation 1 . - (267 2500 0.035398160113936254 0.03539816340144829 1) :pi true. + (267 1000 0.035398160113936254 0.035398163459948236 1) :pi true. } -_:bng_4469 { - (266 2500 0.03539816671813146 0.03539816340144829 -1) :pi true. +_:bng_1469 { + (266 1000 0.03539816671813146 0.035398163459948236 -1) :pi true. } -_:bng_4470 { - [] 265; math:notEqualTo 2500 . +_:bng_1470 { + [] 265; math:notEqualTo 1000 . (265 1) math:sum 266 . (2 265) math:product 530 . (530 1) math:sum 531 . @@ -40503,15 +13503,15 @@ _:bng_4470 { (1 149720760) math:quotient 6.679100480120459e-9 . (0.03539816003903098 6.679100480120459e-9) math:sum 0.03539816671813146 . [] 1; math:negation -1 . - (266 2500 0.03539816671813146 0.03539816340144829 -1) :pi true. + (266 1000 0.03539816671813146 0.035398163459948236 -1) :pi true. } -_:bng_4471 { - (265 2500 0.03539816003903098 0.03539816340144829 1) :pi true. +_:bng_1471 { + (265 1000 0.03539816003903098 0.035398163459948236 1) :pi true. } -_:bng_4472 { - [] 264; math:notEqualTo 2500 . +_:bng_1472 { + [] 264; math:notEqualTo 1000 . (264 1) math:sum 265 . (2 264) math:product 528 . (528 1) math:sum 529 . @@ -40520,15 +13520,15 @@ _:bng_4472 { (-1 148035360) math:quotient -6.7551428253357844e-9 . (0.035398166794173805 -6.7551428253357844e-9) math:sum 0.03539816003903098 . [] -1; math:negation 1 . - (265 2500 0.03539816003903098 0.03539816340144829 1) :pi true. + (265 1000 0.03539816003903098 0.035398163459948236 1) :pi true. } -_:bng_4473 { - (264 2500 0.035398166794173805 0.03539816340144829 -1) :pi true. +_:bng_1473 { + (264 1000 0.035398166794173805 0.035398163459948236 -1) :pi true. } -_:bng_4474 { - [] 263; math:notEqualTo 2500 . +_:bng_1474 { + [] 263; math:notEqualTo 1000 . (263 1) math:sum 264 . (2 263) math:product 526 . (526 1) math:sum 527 . @@ -40537,15 +13537,15 @@ _:bng_4474 { (1 146362656) math:quotient 6.8323439006190214e-9 . (0.035398159961829906 6.8323439006190214e-9) math:sum 0.035398166794173805 . [] 1; math:negation -1 . - (264 2500 0.035398166794173805 0.03539816340144829 -1) :pi true. + (264 1000 0.035398166794173805 0.035398163459948236 -1) :pi true. } -_:bng_4475 { - (263 2500 0.035398159961829906 0.03539816340144829 1) :pi true. +_:bng_1475 { + (263 1000 0.035398159961829906 0.035398163459948236 1) :pi true. } -_:bng_4476 { - [] 262; math:notEqualTo 2500 . +_:bng_1476 { + [] 262; math:notEqualTo 1000 . (262 1) math:sum 263 . (2 262) math:product 524 . (524 1) math:sum 525 . @@ -40554,15 +13554,15 @@ _:bng_4476 { (-1 144702600) math:quotient -6.910725861180103e-9 . (0.035398166872555765 -6.910725861180103e-9) math:sum 0.035398159961829906 . [] -1; math:negation 1 . - (263 2500 0.035398159961829906 0.03539816340144829 1) :pi true. + (263 1000 0.035398159961829906 0.035398163459948236 1) :pi true. } -_:bng_4477 { - (262 2500 0.035398166872555765 0.03539816340144829 -1) :pi true. +_:bng_1477 { + (262 1000 0.035398166872555765 0.035398163459948236 -1) :pi true. } -_:bng_4478 { - [] 261; math:notEqualTo 2500 . +_:bng_1478 { + [] 261; math:notEqualTo 1000 . (261 1) math:sum 262 . (2 261) math:product 522 . (522 1) math:sum 523 . @@ -40571,15 +13571,15 @@ _:bng_4478 { (1 143055144) math:quotient 6.990311372515203e-9 . (0.035398159882244394 6.990311372515203e-9) math:sum 0.035398166872555765 . [] 1; math:negation -1 . - (262 2500 0.035398166872555765 0.03539816340144829 -1) :pi true. + (262 1000 0.035398166872555765 0.035398163459948236 -1) :pi true. } -_:bng_4479 { - (261 2500 0.035398159882244394 0.03539816340144829 1) :pi true. +_:bng_1479 { + (261 1000 0.035398159882244394 0.035398163459948236 1) :pi true. } -_:bng_4480 { - [] 260; math:notEqualTo 2500 . +_:bng_1480 { + [] 260; math:notEqualTo 1000 . (260 1) math:sum 261 . (2 260) math:product 520 . (520 1) math:sum 521 . @@ -40588,15 +13588,15 @@ _:bng_4480 { (-1 141420240) math:quotient -7.071123624171476e-9 . (0.03539816695336802 -7.071123624171476e-9) math:sum 0.035398159882244394 . [] -1; math:negation 1 . - (261 2500 0.035398159882244394 0.03539816340144829 1) :pi true. + (261 1000 0.035398159882244394 0.035398163459948236 1) :pi true. } -_:bng_4481 { - (260 2500 0.03539816695336802 0.03539816340144829 -1) :pi true. +_:bng_1481 { + (260 1000 0.03539816695336802 0.035398163459948236 -1) :pi true. } -_:bng_4482 { - [] 259; math:notEqualTo 2500 . +_:bng_1482 { + [] 259; math:notEqualTo 1000 . (259 1) math:sum 260 . (2 259) math:product 518 . (518 1) math:sum 519 . @@ -40605,15 +13605,15 @@ _:bng_4482 { (1 139797840) math:quotient 7.153186343937789e-9 . (0.035398159800181676 7.153186343937789e-9) math:sum 0.03539816695336802 . [] 1; math:negation -1 . - (260 2500 0.03539816695336802 0.03539816340144829 -1) :pi true. + (260 1000 0.03539816695336802 0.035398163459948236 -1) :pi true. } -_:bng_4483 { - (259 2500 0.035398159800181676 0.03539816340144829 1) :pi true. +_:bng_1483 { + (259 1000 0.035398159800181676 0.035398163459948236 1) :pi true. } -_:bng_4484 { - [] 258; math:notEqualTo 2500 . +_:bng_1484 { + [] 258; math:notEqualTo 1000 . (258 1) math:sum 259 . (2 258) math:product 516 . (516 1) math:sum 517 . @@ -40622,15 +13622,15 @@ _:bng_4484 { (-1 138187896) math:quotient -7.2365238124763115e-9 . (0.03539816703670549 -7.2365238124763115e-9) math:sum 0.035398159800181676 . [] -1; math:negation 1 . - (259 2500 0.035398159800181676 0.03539816340144829 1) :pi true. + (259 1000 0.035398159800181676 0.035398163459948236 1) :pi true. } -_:bng_4485 { - (258 2500 0.03539816703670549 0.03539816340144829 -1) :pi true. +_:bng_1485 { + (258 1000 0.03539816703670549 0.035398163459948236 -1) :pi true. } -_:bng_4486 { - [] 257; math:notEqualTo 2500 . +_:bng_1486 { + [] 257; math:notEqualTo 1000 . (257 1) math:sum 258 . (2 257) math:product 514 . (514 1) math:sum 515 . @@ -40639,15 +13639,15 @@ _:bng_4486 { (1 136590360) math:quotient 7.321160878410453e-9 . (0.03539815971554461 7.321160878410453e-9) math:sum 0.03539816703670549 . [] 1; math:negation -1 . - (258 2500 0.03539816703670549 0.03539816340144829 -1) :pi true. + (258 1000 0.03539816703670549 0.035398163459948236 -1) :pi true. } -_:bng_4487 { - (257 2500 0.03539815971554461 0.03539816340144829 1) :pi true. +_:bng_1487 { + (257 1000 0.03539815971554461 0.035398163459948236 1) :pi true. } -_:bng_4488 { - [] 256; math:notEqualTo 2500 . +_:bng_1488 { + [] 256; math:notEqualTo 1000 . (256 1) math:sum 257 . (2 256) math:product 512 . (512 1) math:sum 513 . @@ -40656,15 +13656,15 @@ _:bng_4488 { (-1 135005184) math:quotient -7.40712297388521e-9 . (0.03539816712266758 -7.40712297388521e-9) math:sum 0.03539815971554461 . [] -1; math:negation 1 . - (257 2500 0.03539815971554461 0.03539816340144829 1) :pi true. + (257 1000 0.03539815971554461 0.035398163459948236 1) :pi true. } -_:bng_4489 { - (256 2500 0.03539816712266758 0.03539816340144829 -1) :pi true. +_:bng_1489 { + (256 1000 0.03539816712266758 0.035398163459948236 -1) :pi true. } -_:bng_4490 { - [] 255; math:notEqualTo 2500 . +_:bng_1490 { + [] 255; math:notEqualTo 1000 . (255 1) math:sum 256 . (2 255) math:product 510 . (510 1) math:sum 511 . @@ -40673,15 +13673,15 @@ _:bng_4490 { (1 133432320) math:quotient 7.49443613061663e-9 . (0.03539815962823145 7.49443613061663e-9) math:sum 0.03539816712266758 . [] 1; math:negation -1 . - (256 2500 0.03539816712266758 0.03539816340144829 -1) :pi true. + (256 1000 0.03539816712266758 0.035398163459948236 -1) :pi true. } -_:bng_4491 { - (255 2500 0.03539815962823145 0.03539816340144829 1) :pi true. +_:bng_1491 { + (255 1000 0.03539815962823145 0.035398163459948236 1) :pi true. } -_:bng_4492 { - [] 254; math:notEqualTo 2500 . +_:bng_1492 { + [] 254; math:notEqualTo 1000 . (254 1) math:sum 255 . (2 254) math:product 508 . (508 1) math:sum 509 . @@ -40690,15 +13690,15 @@ _:bng_4492 { (-1 131871720) math:quotient -7.58312699644776e-9 . (0.035398167211358446 -7.58312699644776e-9) math:sum 0.03539815962823145 . [] -1; math:negation 1 . - (255 2500 0.03539815962823145 0.03539816340144829 1) :pi true. + (255 1000 0.03539815962823145 0.035398163459948236 1) :pi true. } -_:bng_4493 { - (254 2500 0.035398167211358446 0.03539816340144829 -1) :pi true. +_:bng_1493 { + (254 1000 0.035398167211358446 0.035398163459948236 -1) :pi true. } -_:bng_4494 { - [] 253; math:notEqualTo 2500 . +_:bng_1494 { + [] 253; math:notEqualTo 1000 . (253 1) math:sum 254 . (2 253) math:product 506 . (506 1) math:sum 507 . @@ -40707,15 +13707,15 @@ _:bng_4494 { (1 130323336) math:quotient 7.673222852429131e-9 . (0.03539815953813559 7.673222852429131e-9) math:sum 0.035398167211358446 . [] 1; math:negation -1 . - (254 2500 0.035398167211358446 0.03539816340144829 -1) :pi true. + (254 1000 0.035398167211358446 0.035398163459948236 -1) :pi true. } -_:bng_4495 { - (253 2500 0.03539815953813559 0.03539816340144829 1) :pi true. +_:bng_1495 { + (253 1000 0.03539815953813559 0.035398163459948236 1) :pi true. } -_:bng_4496 { - [] 252; math:notEqualTo 2500 . +_:bng_1496 { + [] 252; math:notEqualTo 1000 . (252 1) math:sum 253 . (2 252) math:product 504 . (504 1) math:sum 505 . @@ -40724,15 +13724,15 @@ _:bng_4496 { (-1 128787120) math:quotient -7.764751630442547e-9 . (0.03539816730288722 -7.764751630442547e-9) math:sum 0.03539815953813559 . [] -1; math:negation 1 . - (253 2500 0.03539815953813559 0.03539816340144829 1) :pi true. + (253 1000 0.03539815953813559 0.035398163459948236 1) :pi true. } -_:bng_4497 { - (252 2500 0.03539816730288722 0.03539816340144829 -1) :pi true. +_:bng_1497 { + (252 1000 0.03539816730288722 0.035398163459948236 -1) :pi true. } -_:bng_4498 { - [] 251; math:notEqualTo 2500 . +_:bng_1498 { + [] 251; math:notEqualTo 1000 . (251 1) math:sum 252 . (2 251) math:product 502 . (502 1) math:sum 503 . @@ -40741,15 +13741,15 @@ _:bng_4498 { (1 127263024) math:quotient 7.857741931387706e-9 . (0.035398159445145294 7.857741931387706e-9) math:sum 0.03539816730288722 . [] 1; math:negation -1 . - (252 2500 0.03539816730288722 0.03539816340144829 -1) :pi true. + (252 1000 0.03539816730288722 0.035398163459948236 -1) :pi true. } -_:bng_4499 { - (251 2500 0.035398159445145294 0.03539816340144829 1) :pi true. +_:bng_1499 { + (251 1000 0.035398159445145294 0.035398163459948236 1) :pi true. } -_:bng_4500 { - [] 250; math:notEqualTo 2500 . +_:bng_1500 { + [] 250; math:notEqualTo 1000 . (250 1) math:sum 251 . (2 250) math:product 500 . (500 1) math:sum 501 . @@ -40758,15 +13758,15 @@ _:bng_4500 { (-1 125751000) math:quotient -7.952223043951936e-9 . (0.03539816739736834 -7.952223043951936e-9) math:sum 0.035398159445145294 . [] -1; math:negation 1 . - (251 2500 0.035398159445145294 0.03539816340144829 1) :pi true. + (251 1000 0.035398159445145294 0.035398163459948236 1) :pi true. } -_:bng_4501 { - (250 2500 0.03539816739736834 0.03539816340144829 -1) :pi true. +_:bng_1501 { + (250 1000 0.03539816739736834 0.035398163459948236 -1) :pi true. } -_:bng_4502 { - [] 249; math:notEqualTo 2500 . +_:bng_1502 { + [] 249; math:notEqualTo 1000 . (249 1) math:sum 250 . (2 249) math:product 498 . (498 1) math:sum 499 . @@ -40775,15 +13775,15 @@ _:bng_4502 { (1 124251000) math:quotient 8.048224963984193e-9 . (0.03539815934914338 8.048224963984193e-9) math:sum 0.03539816739736834 . [] 1; math:negation -1 . - (250 2500 0.03539816739736834 0.03539816340144829 -1) :pi true. + (250 1000 0.03539816739736834 0.035398163459948236 -1) :pi true. } -_:bng_4503 { - (249 2500 0.03539815934914338 0.03539816340144829 1) :pi true. +_:bng_1503 { + (249 1000 0.03539815934914338 0.035398163459948236 1) :pi true. } -_:bng_4504 { - [] 248; math:notEqualTo 2500 . +_:bng_1504 { + [] 248; math:notEqualTo 1000 . (248 1) math:sum 249 . (2 248) math:product 496 . (496 1) math:sum 497 . @@ -40792,15 +13792,15 @@ _:bng_4504 { (-1 122762976) math:quotient -8.145778414495263e-9 . (0.03539816749492179 -8.145778414495263e-9) math:sum 0.03539815934914338 . [] -1; math:negation 1 . - (249 2500 0.03539815934914338 0.03539816340144829 1) :pi true. + (249 1000 0.03539815934914338 0.035398163459948236 1) :pi true. } -_:bng_4505 { - (248 2500 0.03539816749492179 0.03539816340144829 -1) :pi true. +_:bng_1505 { + (248 1000 0.03539816749492179 0.035398163459948236 -1) :pi true. } -_:bng_4506 { - [] 247; math:notEqualTo 2500 . +_:bng_1506 { + [] 247; math:notEqualTo 1000 . (247 1) math:sum 248 . (2 247) math:product 494 . (494 1) math:sum 495 . @@ -40809,15 +13809,15 @@ _:bng_4506 { (1 121286880) math:quotient 8.244914866307056e-9 . (0.03539815925000692 8.244914866307056e-9) math:sum 0.03539816749492179 . [] 1; math:negation -1 . - (248 2500 0.03539816749492179 0.03539816340144829 -1) :pi true. + (248 1000 0.03539816749492179 0.035398163459948236 -1) :pi true. } -_:bng_4507 { - (247 2500 0.03539815925000692 0.03539816340144829 1) :pi true. +_:bng_1507 { + (247 1000 0.03539815925000692 0.035398163459948236 1) :pi true. } -_:bng_4508 { - [] 246; math:notEqualTo 2500 . +_:bng_1508 { + [] 246; math:notEqualTo 1000 . (246 1) math:sum 247 . (2 246) math:product 492 . (492 1) math:sum 493 . @@ -40826,15 +13826,15 @@ _:bng_4508 { (-1 119822664) math:quotient -8.345666559374778e-9 . (0.035398167595673484 -8.345666559374778e-9) math:sum 0.03539815925000692 . [] -1; math:negation 1 . - (247 2500 0.03539815925000692 0.03539816340144829 1) :pi true. + (247 1000 0.03539815925000692 0.035398163459948236 1) :pi true. } -_:bng_4509 { - (246 2500 0.035398167595673484 0.03539816340144829 -1) :pi true. +_:bng_1509 { + (246 1000 0.035398167595673484 0.035398163459948236 -1) :pi true. } -_:bng_4510 { - [] 245; math:notEqualTo 2500 . +_:bng_1510 { + [] 245; math:notEqualTo 1000 . (245 1) math:sum 246 . (2 245) math:product 490 . (490 1) math:sum 491 . @@ -40843,15 +13843,15 @@ _:bng_4510 { (1 118370280) math:quotient 8.448066524806733e-9 . (0.03539815914760696 8.448066524806733e-9) math:sum 0.035398167595673484 . [] 1; math:negation -1 . - (246 2500 0.035398167595673484 0.03539816340144829 -1) :pi true. + (246 1000 0.035398167595673484 0.035398163459948236 -1) :pi true. } -_:bng_4511 { - (245 2500 0.03539815914760696 0.03539816340144829 1) :pi true. +_:bng_1511 { + (245 1000 0.03539815914760696 0.035398163459948236 1) :pi true. } -_:bng_4512 { - [] 244; math:notEqualTo 2500 . +_:bng_1512 { + [] 244; math:notEqualTo 1000 . (244 1) math:sum 245 . (2 244) math:product 488 . (488 1) math:sum 489 . @@ -40860,15 +13860,15 @@ _:bng_4512 { (-1 116929680) math:quotient -8.55214860760758e-9 . (0.03539816769975557 -8.55214860760758e-9) math:sum 0.03539815914760696 . [] -1; math:negation 1 . - (245 2500 0.03539815914760696 0.03539816340144829 1) :pi true. + (245 1000 0.03539815914760696 0.035398163459948236 1) :pi true. } -_:bng_4513 { - (244 2500 0.03539816769975557 0.03539816340144829 -1) :pi true. +_:bng_1513 { + (244 1000 0.03539816769975557 0.035398163459948236 -1) :pi true. } -_:bng_4514 { - [] 243; math:notEqualTo 2500 . +_:bng_1514 { + [] 243; math:notEqualTo 1000 . (243 1) math:sum 244 . (2 243) math:product 486 . (486 1) math:sum 487 . @@ -40877,15 +13877,15 @@ _:bng_4514 { (1 115500816) math:quotient 8.657947490171844e-9 . (0.035398159041808076 8.657947490171844e-9) math:sum 0.03539816769975557 . [] 1; math:negation -1 . - (244 2500 0.03539816769975557 0.03539816340144829 -1) :pi true. + (244 1000 0.03539816769975557 0.035398163459948236 -1) :pi true. } -_:bng_4515 { - (243 2500 0.035398159041808076 0.03539816340144829 1) :pi true. +_:bng_1515 { + (243 1000 0.035398159041808076 0.035398163459948236 1) :pi true. } -_:bng_4516 { - [] 242; math:notEqualTo 2500 . +_:bng_1516 { + [] 242; math:notEqualTo 1000 . (242 1) math:sum 243 . (2 242) math:product 484 . (484 1) math:sum 485 . @@ -40894,15 +13894,15 @@ _:bng_4516 { (-1 114083640) math:quotient -8.765498716555679e-9 . (0.03539816780730679 -8.765498716555679e-9) math:sum 0.035398159041808076 . [] -1; math:negation 1 . - (243 2500 0.035398159041808076 0.03539816340144829 1) :pi true. + (243 1000 0.035398159041808076 0.035398163459948236 1) :pi true. } -_:bng_4517 { - (242 2500 0.03539816780730679 0.03539816340144829 -1) :pi true. +_:bng_1517 { + (242 1000 0.03539816780730679 0.035398163459948236 -1) :pi true. } -_:bng_4518 { - [] 241; math:notEqualTo 2500 . +_:bng_1518 { + [] 241; math:notEqualTo 1000 . (241 1) math:sum 242 . (2 241) math:product 482 . (482 1) math:sum 483 . @@ -40911,15 +13911,15 @@ _:bng_4518 { (1 112678104) math:quotient 8.874838717555985e-9 . (0.035398158932468074 8.874838717555985e-9) math:sum 0.03539816780730679 . [] 1; math:negation -1 . - (242 2500 0.03539816780730679 0.03539816340144829 -1) :pi true. + (242 1000 0.03539816780730679 0.035398163459948236 -1) :pi true. } -_:bng_4519 { - (241 2500 0.035398158932468074 0.03539816340144829 1) :pi true. +_:bng_1519 { + (241 1000 0.035398158932468074 0.035398163459948236 1) :pi true. } -_:bng_4520 { - [] 240; math:notEqualTo 2500 . +_:bng_1520 { + [] 240; math:notEqualTo 1000 . (240 1) math:sum 241 . (2 240) math:product 480 . (480 1) math:sum 481 . @@ -40928,15 +13928,15 @@ _:bng_4520 { (-1 111284160) math:quotient -8.986004836627243e-9 . (0.03539816791847291 -8.986004836627243e-9) math:sum 0.035398158932468074 . [] -1; math:negation 1 . - (241 2500 0.035398158932468074 0.03539816340144829 1) :pi true. + (241 1000 0.035398158932468074 0.035398163459948236 1) :pi true. } -_:bng_4521 { - (240 2500 0.03539816791847291 0.03539816340144829 -1) :pi true. +_:bng_1521 { + (240 1000 0.03539816791847291 0.035398163459948236 -1) :pi true. } -_:bng_4522 { - [] 239; math:notEqualTo 2500 . +_:bng_1522 { + [] 239; math:notEqualTo 1000 . (239 1) math:sum 240 . (2 239) math:product 478 . (478 1) math:sum 479 . @@ -40945,15 +13945,15 @@ _:bng_4522 { (1 109901760) math:quotient 9.099035356667628e-9 . (0.03539815881943755 9.099035356667628e-9) math:sum 0.03539816791847291 . [] 1; math:negation -1 . - (240 2500 0.03539816791847291 0.03539816340144829 -1) :pi true. + (240 1000 0.03539816791847291 0.035398163459948236 -1) :pi true. } -_:bng_4523 { - (239 2500 0.03539815881943755 0.03539816340144829 1) :pi true. +_:bng_1523 { + (239 1000 0.03539815881943755 0.035398163459948236 1) :pi true. } -_:bng_4524 { - [] 238; math:notEqualTo 2500 . +_:bng_1524 { + [] 238; math:notEqualTo 1000 . (238 1) math:sum 239 . (2 238) math:product 476 . (476 1) math:sum 477 . @@ -40962,15 +13962,15 @@ _:bng_4524 { (-1 108530856) math:quotient -9.213969527707401e-9 . (0.035398168033407076 -9.213969527707401e-9) math:sum 0.03539815881943755 . [] -1; math:negation 1 . - (239 2500 0.03539815881943755 0.03539816340144829 1) :pi true. + (239 1000 0.03539815881943755 0.035398163459948236 1) :pi true. } -_:bng_4525 { - (238 2500 0.035398168033407076 0.03539816340144829 -1) :pi true. +_:bng_1525 { + (238 1000 0.035398168033407076 0.035398163459948236 -1) :pi true. } -_:bng_4526 { - [] 237; math:notEqualTo 2500 . +_:bng_1526 { + [] 237; math:notEqualTo 1000 . (237 1) math:sum 238 . (2 237) math:product 474 . (474 1) math:sum 475 . @@ -40979,15 +13979,15 @@ _:bng_4526 { (1 107171400) math:quotient 9.330847595533883e-9 . (0.03539815870255948 9.330847595533883e-9) math:sum 0.035398168033407076 . [] 1; math:negation -1 . - (238 2500 0.035398168033407076 0.03539816340144829 -1) :pi true. + (238 1000 0.035398168033407076 0.035398163459948236 -1) :pi true. } -_:bng_4527 { - (237 2500 0.03539815870255948 0.03539816340144829 1) :pi true. +_:bng_1527 { + (237 1000 0.03539815870255948 0.035398163459948236 1) :pi true. } -_:bng_4528 { - [] 236; math:notEqualTo 2500 . +_:bng_1528 { + [] 236; math:notEqualTo 1000 . (236 1) math:sum 237 . (2 236) math:product 472 . (472 1) math:sum 473 . @@ -40996,15 +13996,15 @@ _:bng_4528 { (-1 105823344) math:quotient -9.449710831288794e-9 . (0.035398168152270315 -9.449710831288794e-9) math:sum 0.03539815870255948 . [] -1; math:negation 1 . - (237 2500 0.03539815870255948 0.03539816340144829 1) :pi true. + (237 1000 0.03539815870255948 0.035398163459948236 1) :pi true. } -_:bng_4529 { - (236 2500 0.035398168152270315 0.03539816340144829 -1) :pi true. +_:bng_1529 { + (236 1000 0.035398168152270315 0.035398163459948236 -1) :pi true. } -_:bng_4530 { - [] 235; math:notEqualTo 2500 . +_:bng_1530 { + [] 235; math:notEqualTo 1000 . (235 1) math:sum 236 . (2 235) math:product 470 . (470 1) math:sum 471 . @@ -41013,15 +14013,15 @@ _:bng_4530 { (1 104486640) math:quotient 9.570601562075305e-9 . (0.035398158581668754 9.570601562075305e-9) math:sum 0.035398168152270315 . [] 1; math:negation -1 . - (236 2500 0.035398168152270315 0.03539816340144829 -1) :pi true. + (236 1000 0.035398168152270315 0.035398163459948236 -1) :pi true. } -_:bng_4531 { - (235 2500 0.035398158581668754 0.03539816340144829 1) :pi true. +_:bng_1531 { + (235 1000 0.035398158581668754 0.035398163459948236 1) :pi true. } -_:bng_4532 { - [] 234; math:notEqualTo 2500 . +_:bng_1532 { + [] 234; math:notEqualTo 1000 . (234 1) math:sum 235 . (2 234) math:product 468 . (468 1) math:sum 469 . @@ -41030,15 +14030,15 @@ _:bng_4532 { (-1 103161240) math:quotient -9.693563202613694e-9 . (0.035398168275231956 -9.693563202613694e-9) math:sum 0.035398158581668754 . [] -1; math:negation 1 . - (235 2500 0.035398158581668754 0.03539816340144829 1) :pi true. + (235 1000 0.035398158581668754 0.035398163459948236 1) :pi true. } -_:bng_4533 { - (234 2500 0.035398168275231956 0.03539816340144829 -1) :pi true. +_:bng_1533 { + (234 1000 0.035398168275231956 0.035398163459948236 -1) :pi true. } -_:bng_4534 { - [] 233; math:notEqualTo 2500 . +_:bng_1534 { + [] 233; math:notEqualTo 1000 . (233 1) math:sum 234 . (2 233) math:product 466 . (466 1) math:sum 467 . @@ -41047,15 +14047,15 @@ _:bng_4534 { (1 101847096) math:quotient 9.818640287986219e-9 . (0.035398158456591666 9.818640287986219e-9) math:sum 0.035398168275231956 . [] 1; math:negation -1 . - (234 2500 0.035398168275231956 0.03539816340144829 -1) :pi true. + (234 1000 0.035398168275231956 0.035398163459948236 -1) :pi true. } -_:bng_4535 { - (233 2500 0.035398158456591666 0.03539816340144829 1) :pi true. +_:bng_1535 { + (233 1000 0.035398158456591666 0.035398163459948236 1) :pi true. } -_:bng_4536 { - [] 232; math:notEqualTo 2500 . +_:bng_1536 { + [] 232; math:notEqualTo 1000 . (232 1) math:sum 233 . (2 232) math:product 464 . (464 1) math:sum 465 . @@ -41064,15 +14064,15 @@ _:bng_4536 { (-1 100544160) math:quotient -9.945878507513514e-9 . (0.035398168402470176 -9.945878507513514e-9) math:sum 0.035398158456591666 . [] -1; math:negation 1 . - (233 2500 0.035398158456591666 0.03539816340144829 1) :pi true. + (233 1000 0.035398158456591666 0.035398163459948236 1) :pi true. } -_:bng_4537 { - (232 2500 0.035398168402470176 0.03539816340144829 -1) :pi true. +_:bng_1537 { + (232 1000 0.035398168402470176 0.035398163459948236 -1) :pi true. } -_:bng_4538 { - [] 231; math:notEqualTo 2500 . +_:bng_1538 { + [] 231; math:notEqualTo 1000 . (231 1) math:sum 232 . (2 231) math:product 462 . (462 1) math:sum 463 . @@ -41081,15 +14081,15 @@ _:bng_4538 { (1 99252384) math:quotient 1.0075324739806754e-8 . (0.035398158327145435 1.0075324739806754e-8) math:sum 0.035398168402470176 . [] 1; math:negation -1 . - (232 2500 0.035398168402470176 0.03539816340144829 -1) :pi true. + (232 1000 0.035398168402470176 0.035398163459948236 -1) :pi true. } -_:bng_4539 { - (231 2500 0.035398158327145435 0.03539816340144829 1) :pi true. +_:bng_1539 { + (231 1000 0.035398158327145435 0.035398163459948236 1) :pi true. } -_:bng_4540 { - [] 230; math:notEqualTo 2500 . +_:bng_1540 { + [] 230; math:notEqualTo 1000 . (230 1) math:sum 231 . (2 230) math:product 460 . (460 1) math:sum 461 . @@ -41098,15 +14098,15 @@ _:bng_4540 { (-1 97971720) math:quotient -1.0207027089041613e-8 . (0.035398168534172526 -1.0207027089041613e-8) math:sum 0.035398158327145435 . [] -1; math:negation 1 . - (231 2500 0.035398158327145435 0.03539816340144829 1) :pi true. + (231 1000 0.035398158327145435 0.035398163459948236 1) :pi true. } -_:bng_4541 { - (230 2500 0.035398168534172526 0.03539816340144829 -1) :pi true. +_:bng_1541 { + (230 1000 0.035398168534172526 0.035398163459948236 -1) :pi true. } -_:bng_4542 { - [] 229; math:notEqualTo 2500 . +_:bng_1542 { + [] 229; math:notEqualTo 1000 . (229 1) math:sum 230 . (2 229) math:product 458 . (458 1) math:sum 459 . @@ -41115,15 +14115,15 @@ _:bng_4542 { (1 96702120) math:quotient 1.0341034922502215e-8 . (0.0353981581931376 1.0341034922502215e-8) math:sum 0.035398168534172526 . [] 1; math:negation -1 . - (230 2500 0.035398168534172526 0.03539816340144829 -1) :pi true. + (230 1000 0.035398168534172526 0.035398163459948236 -1) :pi true. } -_:bng_4543 { - (229 2500 0.0353981581931376 0.03539816340144829 1) :pi true. +_:bng_1543 { + (229 1000 0.0353981581931376 0.035398163459948236 1) :pi true. } -_:bng_4544 { - [] 228; math:notEqualTo 2500 . +_:bng_1544 { + [] 228; math:notEqualTo 1000 . (228 1) math:sum 229 . (2 228) math:product 456 . (456 1) math:sum 457 . @@ -41132,15 +14132,15 @@ _:bng_4544 { (-1 95443536) math:quotient -1.0477398909445266e-8 . (0.03539816867053651 -1.0477398909445266e-8) math:sum 0.0353981581931376 . [] -1; math:negation 1 . - (229 2500 0.0353981581931376 0.03539816340144829 1) :pi true. + (229 1000 0.0353981581931376 0.035398163459948236 1) :pi true. } -_:bng_4545 { - (228 2500 0.03539816867053651 0.03539816340144829 -1) :pi true. +_:bng_1545 { + (228 1000 0.03539816867053651 0.035398163459948236 -1) :pi true. } -_:bng_4546 { - [] 227; math:notEqualTo 2500 . +_:bng_1546 { + [] 227; math:notEqualTo 1000 . (227 1) math:sum 228 . (2 227) math:product 454 . (454 1) math:sum 455 . @@ -41149,15 +14149,15 @@ _:bng_4546 { (1 94195920) math:quotient 1.061617106133684e-8 . (0.03539815805436545 1.061617106133684e-8) math:sum 0.03539816867053651 . [] 1; math:negation -1 . - (228 2500 0.03539816867053651 0.03539816340144829 -1) :pi true. + (228 1000 0.03539816867053651 0.035398163459948236 -1) :pi true. } -_:bng_4547 { - (227 2500 0.03539815805436545 0.03539816340144829 1) :pi true. +_:bng_1547 { + (227 1000 0.03539815805436545 0.035398163459948236 1) :pi true. } -_:bng_4548 { - [] 226; math:notEqualTo 2500 . +_:bng_1548 { + [] 226; math:notEqualTo 1000 . (226 1) math:sum 227 . (2 226) math:product 452 . (452 1) math:sum 453 . @@ -41166,15 +14166,15 @@ _:bng_4548 { (-1 92959224) math:quotient -1.0757404773516612e-8 . (0.03539816881177022 -1.0757404773516612e-8) math:sum 0.03539815805436545 . [] -1; math:negation 1 . - (227 2500 0.03539815805436545 0.03539816340144829 1) :pi true. + (227 1000 0.03539815805436545 0.035398163459948236 1) :pi true. } -_:bng_4549 { - (226 2500 0.03539816881177022 0.03539816340144829 -1) :pi true. +_:bng_1549 { + (226 1000 0.03539816881177022 0.035398163459948236 -1) :pi true. } -_:bng_4550 { - [] 225; math:notEqualTo 2500 . +_:bng_1550 { + [] 225; math:notEqualTo 1000 . (225 1) math:sum 226 . (2 225) math:product 450 . (450 1) math:sum 451 . @@ -41183,15 +14183,15 @@ _:bng_4550 { (1 91733400) math:quotient 1.0901154868346752e-8 . (0.035398157910615353 1.0901154868346752e-8) math:sum 0.03539816881177022 . [] 1; math:negation -1 . - (226 2500 0.03539816881177022 0.03539816340144829 -1) :pi true. + (226 1000 0.03539816881177022 0.035398163459948236 -1) :pi true. } -_:bng_4551 { - (225 2500 0.035398157910615353 0.03539816340144829 1) :pi true. +_:bng_1551 { + (225 1000 0.035398157910615353 0.035398163459948236 1) :pi true. } -_:bng_4552 { - [] 224; math:notEqualTo 2500 . +_:bng_1552 { + [] 224; math:notEqualTo 1000 . (224 1) math:sum 225 . (2 224) math:product 448 . (448 1) math:sum 449 . @@ -41200,15 +14200,15 @@ _:bng_4552 { (-1 90518400) math:quotient -1.1047477639905257e-8 . (0.035398168958092995 -1.1047477639905257e-8) math:sum 0.035398157910615353 . [] -1; math:negation 1 . - (225 2500 0.035398157910615353 0.03539816340144829 1) :pi true. + (225 1000 0.035398157910615353 0.035398163459948236 1) :pi true. } -_:bng_4553 { - (224 2500 0.035398168958092995 0.03539816340144829 -1) :pi true. +_:bng_1553 { + (224 1000 0.035398168958092995 0.035398163459948236 -1) :pi true. } -_:bng_4554 { - [] 223; math:notEqualTo 2500 . +_:bng_1554 { + [] 223; math:notEqualTo 1000 . (223 1) math:sum 224 . (2 223) math:product 446 . (446 1) math:sum 447 . @@ -41217,15 +14217,15 @@ _:bng_4554 { (1 89314176) math:quotient 1.11964309002862e-8 . (0.035398157761662094 1.11964309002862e-8) math:sum 0.035398168958092995 . [] 1; math:negation -1 . - (224 2500 0.035398168958092995 0.03539816340144829 -1) :pi true. + (224 1000 0.035398168958092995 0.035398163459948236 -1) :pi true. } -_:bng_4555 { - (223 2500 0.035398157761662094 0.03539816340144829 1) :pi true. +_:bng_1555 { + (223 1000 0.035398157761662094 0.035398163459948236 1) :pi true. } -_:bng_4556 { - [] 222; math:notEqualTo 2500 . +_:bng_1556 { + [] 222; math:notEqualTo 1000 . (222 1) math:sum 223 . (2 222) math:product 444 . (444 1) math:sum 445 . @@ -41234,15 +14234,15 @@ _:bng_4556 { (-1 88120680) math:quotient -1.1348074027572189e-8 . (0.03539816910973612 -1.1348074027572189e-8) math:sum 0.035398157761662094 . [] -1; math:negation 1 . - (223 2500 0.035398157761662094 0.03539816340144829 1) :pi true. + (223 1000 0.035398157761662094 0.035398163459948236 1) :pi true. } -_:bng_4557 { - (222 2500 0.03539816910973612 0.03539816340144829 -1) :pi true. +_:bng_1557 { + (222 1000 0.03539816910973612 0.035398163459948236 -1) :pi true. } -_:bng_4558 { - [] 221; math:notEqualTo 2500 . +_:bng_1558 { + [] 221; math:notEqualTo 1000 . (221 1) math:sum 222 . (2 221) math:product 442 . (442 1) math:sum 443 . @@ -41251,15 +14251,15 @@ _:bng_4558 { (1 86937864) math:quotient 1.1502468015547288e-8 . (0.03539815760726811 1.1502468015547288e-8) math:sum 0.03539816910973612 . [] 1; math:negation -1 . - (222 2500 0.03539816910973612 0.03539816340144829 -1) :pi true. + (222 1000 0.03539816910973612 0.035398163459948236 -1) :pi true. } -_:bng_4559 { - (221 2500 0.03539815760726811 0.03539816340144829 1) :pi true. +_:bng_1559 { + (221 1000 0.03539815760726811 0.035398163459948236 1) :pi true. } -_:bng_4560 { - [] 220; math:notEqualTo 2500 . +_:bng_1560 { + [] 220; math:notEqualTo 1000 . (220 1) math:sum 221 . (2 220) math:product 440 . (440 1) math:sum 441 . @@ -41268,15 +14268,15 @@ _:bng_4560 { (-1 85765680) math:quotient -1.1659675525221743e-8 . (0.035398169266943634 -1.1659675525221743e-8) math:sum 0.03539815760726811 . [] -1; math:negation 1 . - (221 2500 0.03539815760726811 0.03539816340144829 1) :pi true. + (221 1000 0.03539815760726811 0.035398163459948236 1) :pi true. } -_:bng_4561 { - (220 2500 0.035398169266943634 0.03539816340144829 -1) :pi true. +_:bng_1561 { + (220 1000 0.035398169266943634 0.035398163459948236 -1) :pi true. } -_:bng_4562 { - [] 219; math:notEqualTo 2500 . +_:bng_1562 { + [] 219; math:notEqualTo 1000 . (219 1) math:sum 220 . (2 219) math:product 438 . (438 1) math:sum 439 . @@ -41285,15 +14285,15 @@ _:bng_4562 { (1 84604080) math:quotient 1.1819760938243168e-8 . (0.03539815744718269 1.1819760938243168e-8) math:sum 0.035398169266943634 . [] 1; math:negation -1 . - (220 2500 0.035398169266943634 0.03539816340144829 -1) :pi true. + (220 1000 0.035398169266943634 0.035398163459948236 -1) :pi true. } -_:bng_4563 { - (219 2500 0.03539815744718269 0.03539816340144829 1) :pi true. +_:bng_1563 { + (219 1000 0.03539815744718269 0.035398163459948236 1) :pi true. } -_:bng_4564 { - [] 218; math:notEqualTo 2500 . +_:bng_1564 { + [] 218; math:notEqualTo 1000 . (218 1) math:sum 219 . (2 218) math:product 436 . (436 1) math:sum 437 . @@ -41302,15 +14302,15 @@ _:bng_4564 { (-1 83453016) math:quotient -1.1982790412272219e-8 . (0.035398169429973106 -1.1982790412272219e-8) math:sum 0.03539815744718269 . [] -1; math:negation 1 . - (219 2500 0.03539815744718269 0.03539816340144829 1) :pi true. + (219 1000 0.03539815744718269 0.035398163459948236 1) :pi true. } -_:bng_4565 { - (218 2500 0.035398169429973106 0.03539816340144829 -1) :pi true. +_:bng_1565 { + (218 1000 0.035398169429973106 0.035398163459948236 -1) :pi true. } -_:bng_4566 { - [] 217; math:notEqualTo 2500 . +_:bng_1566 { + [] 217; math:notEqualTo 1000 . (217 1) math:sum 218 . (2 217) math:product 434 . (434 1) math:sum 435 . @@ -41319,15 +14319,15 @@ _:bng_4566 { (1 82312440) math:quotient 1.214883193840445e-8 . (0.035398157281141165 1.214883193840445e-8) math:sum 0.035398169429973106 . [] 1; math:negation -1 . - (218 2500 0.035398169429973106 0.03539816340144829 -1) :pi true. + (218 1000 0.035398169429973106 0.035398163459948236 -1) :pi true. } -_:bng_4567 { - (217 2500 0.035398157281141165 0.03539816340144829 1) :pi true. +_:bng_1567 { + (217 1000 0.035398157281141165 0.035398163459948236 1) :pi true. } -_:bng_4568 { - [] 216; math:notEqualTo 2500 . +_:bng_1568 { + [] 216; math:notEqualTo 1000 . (216 1) math:sum 217 . (2 216) math:product 432 . (432 1) math:sum 433 . @@ -41336,15 +14336,15 @@ _:bng_4568 { (-1 81182304) math:quotient -1.2317955400723784e-8 . (0.035398169599096564 -1.2317955400723784e-8) math:sum 0.035398157281141165 . [] -1; math:negation 1 . - (217 2500 0.035398157281141165 0.03539816340144829 1) :pi true. + (217 1000 0.035398157281141165 0.035398163459948236 1) :pi true. } -_:bng_4569 { - (216 2500 0.035398169599096564 0.03539816340144829 -1) :pi true. +_:bng_1569 { + (216 1000 0.035398169599096564 0.035398163459948236 -1) :pi true. } -_:bng_4570 { - [] 215; math:notEqualTo 2500 . +_:bng_1570 { + [] 215; math:notEqualTo 1000 . (215 1) math:sum 216 . (2 215) math:product 430 . (430 1) math:sum 431 . @@ -41353,15 +14353,15 @@ _:bng_4570 { (1 80062560) math:quotient 1.2490232638077024e-8 . (0.035398157108863924 1.2490232638077024e-8) math:sum 0.035398169599096564 . [] 1; math:negation -1 . - (216 2500 0.035398169599096564 0.03539816340144829 -1) :pi true. + (216 1000 0.035398169599096564 0.035398163459948236 -1) :pi true. } -_:bng_4571 { - (215 2500 0.035398157108863924 0.03539816340144829 1) :pi true. +_:bng_1571 { + (215 1000 0.035398157108863924 0.035398163459948236 1) :pi true. } -_:bng_4572 { - [] 214; math:notEqualTo 2500 . +_:bng_1572 { + [] 214; math:notEqualTo 1000 . (214 1) math:sum 215 . (2 214) math:product 428 . (428 1) math:sum 429 . @@ -41370,15 +14370,15 @@ _:bng_4572 { (-1 78953160) math:quotient -1.2665737508163068e-8 . (0.03539816977460143 -1.2665737508163068e-8) math:sum 0.035398157108863924 . [] -1; math:negation 1 . - (215 2500 0.035398157108863924 0.03539816340144829 1) :pi true. + (215 1000 0.035398157108863924 0.035398163459948236 1) :pi true. } -_:bng_4573 { - (214 2500 0.03539816977460143 0.03539816340144829 -1) :pi true. +_:bng_1573 { + (214 1000 0.03539816977460143 0.035398163459948236 -1) :pi true. } -_:bng_4574 { - [] 213; math:notEqualTo 2500 . +_:bng_1574 { + [] 213; math:notEqualTo 1000 . (213 1) math:sum 214 . (2 213) math:product 426 . (426 1) math:sum 427 . @@ -41387,15 +14387,15 @@ _:bng_4574 { (1 77854056) math:quotient 1.2844545954034817e-8 . (0.03539815693005548 1.2844545954034817e-8) math:sum 0.03539816977460143 . [] 1; math:negation -1 . - (214 2500 0.03539816977460143 0.03539816340144829 -1) :pi true. + (214 1000 0.03539816977460143 0.035398163459948236 -1) :pi true. } -_:bng_4575 { - (213 2500 0.03539815693005548 0.03539816340144829 1) :pi true. +_:bng_1575 { + (213 1000 0.03539815693005548 0.035398163459948236 1) :pi true. } -_:bng_4576 { - [] 212; math:notEqualTo 2500 . +_:bng_1576 { + [] 212; math:notEqualTo 1000 . (212 1) math:sum 213 . (2 212) math:product 424 . (424 1) math:sum 425 . @@ -41404,15 +14404,15 @@ _:bng_4576 { (-1 76765200) math:quotient -1.3026736073116465e-8 . (0.03539816995679155 -1.3026736073116465e-8) math:sum 0.03539815693005548 . [] -1; math:negation 1 . - (213 2500 0.03539815693005548 0.03539816340144829 1) :pi true. + (213 1000 0.03539815693005548 0.035398163459948236 1) :pi true. } -_:bng_4577 { - (212 2500 0.03539816995679155 0.03539816340144829 -1) :pi true. +_:bng_1577 { + (212 1000 0.03539816995679155 0.035398163459948236 -1) :pi true. } -_:bng_4578 { - [] 211; math:notEqualTo 2500 . +_:bng_1578 { + [] 211; math:notEqualTo 1000 . (211 1) math:sum 212 . (2 211) math:product 422 . (422 1) math:sum 423 . @@ -41421,15 +14421,15 @@ _:bng_4578 { (1 75686544) math:quotient 1.3212388188843713e-8 . (0.03539815674440336 1.3212388188843713e-8) math:sum 0.03539816995679155 . [] 1; math:negation -1 . - (212 2500 0.03539816995679155 0.03539816340144829 -1) :pi true. + (212 1000 0.03539816995679155 0.035398163459948236 -1) :pi true. } -_:bng_4579 { - (211 2500 0.03539815674440336 0.03539816340144829 1) :pi true. +_:bng_1579 { + (211 1000 0.03539815674440336 0.035398163459948236 1) :pi true. } -_:bng_4580 { - [] 210; math:notEqualTo 2500 . +_:bng_1580 { + [] 210; math:notEqualTo 1000 . (210 1) math:sum 211 . (2 210) math:product 420 . (420 1) math:sum 421 . @@ -41438,15 +14438,15 @@ _:bng_4580 { (-1 74618040) math:quotient -1.3401584925039574e-8 . (0.035398170145988284 -1.3401584925039574e-8) math:sum 0.03539815674440336 . [] -1; math:negation 1 . - (211 2500 0.03539815674440336 0.03539816340144829 1) :pi true. + (211 1000 0.03539815674440336 0.035398163459948236 1) :pi true. } -_:bng_4581 { - (210 2500 0.035398170145988284 0.03539816340144829 -1) :pi true. +_:bng_1581 { + (210 1000 0.035398170145988284 0.035398163459948236 -1) :pi true. } -_:bng_4582 { - [] 209; math:notEqualTo 2500 . +_:bng_1582 { + [] 209; math:notEqualTo 1000 . (209 1) math:sum 210 . (2 209) math:product 418 . (418 1) math:sum 419 . @@ -41455,15 +14455,15 @@ _:bng_4582 { (1 73559640) math:quotient 1.3594411283143854e-8 . (0.035398156551577 1.3594411283143854e-8) math:sum 0.035398170145988284 . [] 1; math:negation -1 . - (210 2500 0.035398170145988284 0.03539816340144829 -1) :pi true. + (210 1000 0.035398170145988284 0.035398163459948236 -1) :pi true. } -_:bng_4583 { - (209 2500 0.035398156551577 0.03539816340144829 1) :pi true. +_:bng_1583 { + (209 1000 0.035398156551577 0.035398163459948236 1) :pi true. } -_:bng_4584 { - [] 208; math:notEqualTo 2500 . +_:bng_1584 { + [] 208; math:notEqualTo 1000 . (208 1) math:sum 209 . (2 208) math:product 416 . (416 1) math:sum 417 . @@ -41472,15 +14472,15 @@ _:bng_4584 { (-1 72511296) math:quotient -1.3790954722420077e-8 . (0.035398170342531725 -1.3790954722420077e-8) math:sum 0.035398156551577 . [] -1; math:negation 1 . - (209 2500 0.035398156551577 0.03539816340144829 1) :pi true. + (209 1000 0.035398156551577 0.035398163459948236 1) :pi true. } -_:bng_4585 { - (208 2500 0.035398170342531725 0.03539816340144829 -1) :pi true. +_:bng_1585 { + (208 1000 0.035398170342531725 0.035398163459948236 -1) :pi true. } -_:bng_4586 { - [] 207; math:notEqualTo 2500 . +_:bng_1586 { + [] 207; math:notEqualTo 1000 . (207 1) math:sum 208 . (2 207) math:product 414 . (414 1) math:sum 415 . @@ -41489,15 +14489,15 @@ _:bng_4586 { (1 71472960) math:quotient 1.3991305243269623e-8 . (0.03539815635122648 1.3991305243269623e-8) math:sum 0.035398170342531725 . [] 1; math:negation -1 . - (208 2500 0.035398170342531725 0.03539816340144829 -1) :pi true. + (208 1000 0.035398170342531725 0.035398163459948236 -1) :pi true. } -_:bng_4587 { - (207 2500 0.03539815635122648 0.03539816340144829 1) :pi true. +_:bng_1587 { + (207 1000 0.03539815635122648 0.035398163459948236 1) :pi true. } -_:bng_4588 { - [] 206; math:notEqualTo 2500 . +_:bng_1588 { + [] 206; math:notEqualTo 1000 . (206 1) math:sum 207 . (2 206) math:product 412 . (412 1) math:sum 413 . @@ -41506,15 +14506,15 @@ _:bng_4588 { (-1 70444584) math:quotient -1.4195555473789157e-8 . (0.03539817054678195 -1.4195555473789157e-8) math:sum 0.03539815635122648 . [] -1; math:negation 1 . - (207 2500 0.03539815635122648 0.03539816340144829 1) :pi true. + (207 1000 0.03539815635122648 0.035398163459948236 1) :pi true. } -_:bng_4589 { - (206 2500 0.03539817054678195 0.03539816340144829 -1) :pi true. +_:bng_1589 { + (206 1000 0.03539817054678195 0.035398163459948236 -1) :pi true. } -_:bng_4590 { - [] 205; math:notEqualTo 2500 . +_:bng_1590 { + [] 205; math:notEqualTo 1000 . (205 1) math:sum 206 . (2 205) math:product 410 . (410 1) math:sum 411 . @@ -41523,15 +14523,15 @@ _:bng_4590 { (1 69426120) math:quotient 1.4403800759714068e-8 . (0.035398156142981196 1.4403800759714068e-8) math:sum 0.03539817054678195 . [] 1; math:negation -1 . - (206 2500 0.03539817054678195 0.03539816340144829 -1) :pi true. + (206 1000 0.03539817054678195 0.035398163459948236 -1) :pi true. } -_:bng_4591 { - (205 2500 0.035398156142981196 0.03539816340144829 1) :pi true. +_:bng_1591 { + (205 1000 0.035398156142981196 0.035398163459948236 1) :pi true. } -_:bng_4592 { - [] 204; math:notEqualTo 2500 . +_:bng_1592 { + [] 204; math:notEqualTo 1000 . (204 1) math:sum 205 . (2 204) math:product 408 . (408 1) math:sum 409 . @@ -41540,15 +14540,15 @@ _:bng_4592 { (-1 68417520) math:quotient -1.4616139257897684e-8 . (0.035398170759120454 -1.4616139257897684e-8) math:sum 0.035398156142981196 . [] -1; math:negation 1 . - (205 2500 0.035398156142981196 0.03539816340144829 1) :pi true. + (205 1000 0.035398156142981196 0.035398163459948236 1) :pi true. } -_:bng_4593 { - (204 2500 0.035398170759120454 0.03539816340144829 -1) :pi true. +_:bng_1593 { + (204 1000 0.035398170759120454 0.035398163459948236 -1) :pi true. } -_:bng_4594 { - [] 203; math:notEqualTo 2500 . +_:bng_1594 { + [] 203; math:notEqualTo 1000 . (203 1) math:sum 204 . (2 203) math:product 406 . (406 1) math:sum 407 . @@ -41557,15 +14557,15 @@ _:bng_4594 { (1 67418736) math:quotient 1.4832672033483392e-8 . (0.03539815592644842 1.4832672033483392e-8) math:sum 0.035398170759120454 . [] 1; math:negation -1 . - (204 2500 0.035398170759120454 0.03539816340144829 -1) :pi true. + (204 1000 0.035398170759120454 0.035398163459948236 -1) :pi true. } -_:bng_4595 { - (203 2500 0.03539815592644842 0.03539816340144829 1) :pi true. +_:bng_1595 { + (203 1000 0.03539815592644842 0.035398163459948236 1) :pi true. } -_:bng_4596 { - [] 202; math:notEqualTo 2500 . +_:bng_1596 { + [] 202; math:notEqualTo 1000 . (202 1) math:sum 203 . (2 202) math:product 404 . (404 1) math:sum 405 . @@ -41574,15 +14574,15 @@ _:bng_4596 { (-1 66429720) math:quotient -1.5053503160934593e-8 . (0.03539817097995158 -1.5053503160934593e-8) math:sum 0.03539815592644842 . [] -1; math:negation 1 . - (203 2500 0.03539815592644842 0.03539816340144829 1) :pi true. + (203 1000 0.03539815592644842 0.035398163459948236 1) :pi true. } -_:bng_4597 { - (202 2500 0.03539817097995158 0.03539816340144829 -1) :pi true. +_:bng_1597 { + (202 1000 0.03539817097995158 0.035398163459948236 -1) :pi true. } -_:bng_4598 { - [] 201; math:notEqualTo 2500 . +_:bng_1598 { + [] 201; math:notEqualTo 1000 . (201 1) math:sum 202 . (2 201) math:product 402 . (402 1) math:sum 403 . @@ -41591,15 +14591,15 @@ _:bng_4598 { (1 65450424) math:quotient 1.5278739829095685e-8 . (0.03539815570121175 1.5278739829095685e-8) math:sum 0.03539817097995158 . [] 1; math:negation -1 . - (202 2500 0.03539817097995158 0.03539816340144829 -1) :pi true. + (202 1000 0.03539817097995158 0.035398163459948236 -1) :pi true. } -_:bng_4599 { - (201 2500 0.03539815570121175 0.03539816340144829 1) :pi true. +_:bng_1599 { + (201 1000 0.03539815570121175 0.035398163459948236 1) :pi true. } -_:bng_4600 { - [] 200; math:notEqualTo 2500 . +_:bng_1600 { + [] 200; math:notEqualTo 1000 . (200 1) math:sum 201 . (2 200) math:product 400 . (400 1) math:sum 401 . @@ -41608,15 +14608,15 @@ _:bng_4600 { (-1 64480800) math:quotient -1.5508492450465876e-8 . (0.0353981712097042 -1.5508492450465876e-8) math:sum 0.03539815570121175 . [] -1; math:negation 1 . - (201 2500 0.03539815570121175 0.03539816340144829 1) :pi true. + (201 1000 0.03539815570121175 0.035398163459948236 1) :pi true. } -_:bng_4601 { - (200 2500 0.0353981712097042 0.03539816340144829 -1) :pi true. +_:bng_1601 { + (200 1000 0.0353981712097042 0.035398163459948236 -1) :pi true. } -_:bng_4602 { - [] 199; math:notEqualTo 2500 . +_:bng_1602 { + [] 199; math:notEqualTo 1000 . (199 1) math:sum 200 . (2 199) math:product 398 . (398 1) math:sum 399 . @@ -41625,15 +14625,15 @@ _:bng_4602 { (1 63520800) math:quotient 1.574287477487689e-8 . (0.03539815546682942 1.574287477487689e-8) math:sum 0.0353981712097042 . [] 1; math:negation -1 . - (200 2500 0.0353981712097042 0.03539816340144829 -1) :pi true. + (200 1000 0.0353981712097042 0.035398163459948236 -1) :pi true. } -_:bng_4603 { - (199 2500 0.03539815546682942 0.03539816340144829 1) :pi true. +_:bng_1603 { + (199 1000 0.03539815546682942 0.035398163459948236 1) :pi true. } -_:bng_4604 { - [] 198; math:notEqualTo 2500 . +_:bng_1604 { + [] 198; math:notEqualTo 1000 . (198 1) math:sum 199 . (2 198) math:product 396 . (396 1) math:sum 397 . @@ -41642,15 +14642,15 @@ _:bng_4604 { (-1 62570376) math:quotient -1.5982004007775182e-8 . (0.03539817144883343 -1.5982004007775182e-8) math:sum 0.03539815546682942 . [] -1; math:negation 1 . - (199 2500 0.03539815546682942 0.03539816340144829 1) :pi true. + (199 1000 0.03539815546682942 0.035398163459948236 1) :pi true. } -_:bng_4605 { - (198 2500 0.03539817144883343 0.03539816340144829 -1) :pi true. +_:bng_1605 { + (198 1000 0.03539817144883343 0.035398163459948236 -1) :pi true. } -_:bng_4606 { - [] 197; math:notEqualTo 2500 . +_:bng_1606 { + [] 197; math:notEqualTo 1000 . (197 1) math:sum 198 . (2 197) math:product 394 . (394 1) math:sum 395 . @@ -41659,15 +14659,15 @@ _:bng_4606 { (1 61629480) math:quotient 1.6226000933319574e-8 . (0.035398155222832496 1.6226000933319574e-8) math:sum 0.03539817144883343 . [] 1; math:negation -1 . - (198 2500 0.03539817144883343 0.03539816340144829 -1) :pi true. + (198 1000 0.03539817144883343 0.035398163459948236 -1) :pi true. } -_:bng_4607 { - (197 2500 0.035398155222832496 0.03539816340144829 1) :pi true. +_:bng_1607 { + (197 1000 0.035398155222832496 0.035398163459948236 1) :pi true. } -_:bng_4608 { - [] 196; math:notEqualTo 2500 . +_:bng_1608 { + [] 196; math:notEqualTo 1000 . (196 1) math:sum 197 . (2 196) math:product 392 . (392 1) math:sum 393 . @@ -41676,15 +14676,15 @@ _:bng_4608 { (-1 60698064) math:quotient -1.647499004251602e-8 . (0.03539817169782254 -1.647499004251602e-8) math:sum 0.035398155222832496 . [] -1; math:negation 1 . - (197 2500 0.035398155222832496 0.03539816340144829 1) :pi true. + (197 1000 0.035398155222832496 0.035398163459948236 1) :pi true. } -_:bng_4609 { - (196 2500 0.03539817169782254 0.03539816340144829 -1) :pi true. +_:bng_1609 { + (196 1000 0.03539817169782254 0.035398163459948236 -1) :pi true. } -_:bng_4610 { - [] 195; math:notEqualTo 2500 . +_:bng_1610 { + [] 195; math:notEqualTo 1000 . (195 1) math:sum 196 . (2 195) math:product 390 . (390 1) math:sum 391 . @@ -41693,15 +14693,15 @@ _:bng_4610 { (1 59776080) math:quotient 1.6729099666622502e-8 . (0.035398154968722874 1.6729099666622502e-8) math:sum 0.03539817169782254 . [] 1; math:negation -1 . - (196 2500 0.03539817169782254 0.03539816340144829 -1) :pi true. + (196 1000 0.03539817169782254 0.035398163459948236 -1) :pi true. } -_:bng_4611 { - (195 2500 0.035398154968722874 0.03539816340144829 1) :pi true. +_:bng_1611 { + (195 1000 0.035398154968722874 0.035398163459948236 1) :pi true. } -_:bng_4612 { - [] 194; math:notEqualTo 2500 . +_:bng_1612 { + [] 194; math:notEqualTo 1000 . (194 1) math:sum 195 . (2 194) math:product 388 . (388 1) math:sum 389 . @@ -41710,15 +14710,15 @@ _:bng_4612 { (-1 58863480) math:quotient -1.698846211606925e-8 . (0.03539817195718499 -1.698846211606925e-8) math:sum 0.035398154968722874 . [] -1; math:negation 1 . - (195 2500 0.035398154968722874 0.03539816340144829 1) :pi true. + (195 1000 0.035398154968722874 0.035398163459948236 1) :pi true. } -_:bng_4613 { - (194 2500 0.03539817195718499 0.03539816340144829 -1) :pi true. +_:bng_1613 { + (194 1000 0.03539817195718499 0.035398163459948236 -1) :pi true. } -_:bng_4614 { - [] 193; math:notEqualTo 2500 . +_:bng_1614 { + [] 193; math:notEqualTo 1000 . (193 1) math:sum 194 . (2 193) math:product 386 . (386 1) math:sum 387 . @@ -41727,15 +14727,15 @@ _:bng_4614 { (1 57960216) math:quotient 1.7253213825152065e-8 . (0.03539815470397117 1.7253213825152065e-8) math:sum 0.03539817195718499 . [] 1; math:negation -1 . - (194 2500 0.03539817195718499 0.03539816340144829 -1) :pi true. + (194 1000 0.03539817195718499 0.035398163459948236 -1) :pi true. } -_:bng_4615 { - (193 2500 0.03539815470397117 0.03539816340144829 1) :pi true. +_:bng_1615 { + (193 1000 0.03539815470397117 0.035398163459948236 1) :pi true. } -_:bng_4616 { - [] 192; math:notEqualTo 2500 . +_:bng_1616 { + [] 192; math:notEqualTo 1000 . (192 1) math:sum 193 . (2 192) math:product 384 . (384 1) math:sum 385 . @@ -41744,15 +14744,15 @@ _:bng_4616 { (-1 57066240) math:quotient -1.7523495502770114e-8 . (0.03539817222746667 -1.7523495502770114e-8) math:sum 0.03539815470397117 . [] -1; math:negation 1 . - (193 2500 0.03539815470397117 0.03539816340144829 1) :pi true. + (193 1000 0.03539815470397117 0.035398163459948236 1) :pi true. } -_:bng_4617 { - (192 2500 0.03539817222746667 0.03539816340144829 -1) :pi true. +_:bng_1617 { + (192 1000 0.03539817222746667 0.035398163459948236 -1) :pi true. } -_:bng_4618 { - [] 191; math:notEqualTo 2500 . +_:bng_1618 { + [] 191; math:notEqualTo 1000 . (191 1) math:sum 192 . (2 191) math:product 382 . (382 1) math:sum 383 . @@ -41761,15 +14761,15 @@ _:bng_4618 { (1 56181504) math:quotient 1.779945228949371e-8 . (0.03539815442801438 1.779945228949371e-8) math:sum 0.03539817222746667 . [] 1; math:negation -1 . - (192 2500 0.03539817222746667 0.03539816340144829 -1) :pi true. + (192 1000 0.03539817222746667 0.035398163459948236 -1) :pi true. } -_:bng_4619 { - (191 2500 0.03539815442801438 0.03539816340144829 1) :pi true. +_:bng_1619 { + (191 1000 0.03539815442801438 0.035398163459948236 1) :pi true. } -_:bng_4620 { - [] 190; math:notEqualTo 2500 . +_:bng_1620 { + [] 190; math:notEqualTo 1000 . (190 1) math:sum 191 . (2 190) math:product 380 . (380 1) math:sum 381 . @@ -41778,15 +14778,15 @@ _:bng_4620 { (-1 55305960) math:quotient -1.8081233921262736e-8 . (0.0353981725092483 -1.8081233921262736e-8) math:sum 0.03539815442801438 . [] -1; math:negation 1 . - (191 2500 0.03539815442801438 0.03539816340144829 1) :pi true. + (191 1000 0.03539815442801438 0.035398163459948236 1) :pi true. } -_:bng_4621 { - (190 2500 0.0353981725092483 0.03539816340144829 -1) :pi true. +_:bng_1621 { + (190 1000 0.0353981725092483 0.035398163459948236 -1) :pi true. } -_:bng_4622 { - [] 189; math:notEqualTo 2500 . +_:bng_1622 { + [] 189; math:notEqualTo 1000 . (189 1) math:sum 190 . (2 189) math:product 378 . (378 1) math:sum 379 . @@ -41795,15 +14795,15 @@ _:bng_4622 { (1 54439560) math:quotient 1.8368994900032257e-8 . (0.0353981541402534 1.8368994900032257e-8) math:sum 0.0353981725092483 . [] 1; math:negation -1 . - (190 2500 0.0353981725092483 0.03539816340144829 -1) :pi true. + (190 1000 0.0353981725092483 0.035398163459948236 -1) :pi true. } -_:bng_4623 { - (189 2500 0.0353981541402534 0.03539816340144829 1) :pi true. +_:bng_1623 { + (189 1000 0.0353981541402534 0.035398163459948236 1) :pi true. } -_:bng_4624 { - [] 188; math:notEqualTo 2500 . +_:bng_1624 { + [] 188; math:notEqualTo 1000 . (188 1) math:sum 189 . (2 188) math:product 376 . (376 1) math:sum 377 . @@ -41812,15 +14812,15 @@ _:bng_4624 { (-1 53582256) math:quotient -1.866289467169878e-8 . (0.035398172803148074 -1.866289467169878e-8) math:sum 0.0353981541402534 . [] -1; math:negation 1 . - (189 2500 0.0353981541402534 0.03539816340144829 1) :pi true. + (189 1000 0.0353981541402534 0.035398163459948236 1) :pi true. } -_:bng_4625 { - (188 2500 0.035398172803148074 0.03539816340144829 -1) :pi true. +_:bng_1625 { + (188 1000 0.035398172803148074 0.035398163459948236 -1) :pi true. } -_:bng_4626 { - [] 187; math:notEqualTo 2500 . +_:bng_1626 { + [] 187; math:notEqualTo 1000 . (187 1) math:sum 188 . (2 187) math:product 374 . (374 1) math:sum 375 . @@ -41829,15 +14829,15 @@ _:bng_4626 { (1 52734000) math:quotient 1.8963097811658512e-8 . (0.03539815384005026 1.8963097811658512e-8) math:sum 0.035398172803148074 . [] 1; math:negation -1 . - (188 2500 0.035398172803148074 0.03539816340144829 -1) :pi true. + (188 1000 0.035398172803148074 0.035398163459948236 -1) :pi true. } -_:bng_4627 { - (187 2500 0.03539815384005026 0.03539816340144829 1) :pi true. +_:bng_1627 { + (187 1000 0.03539815384005026 0.035398163459948236 1) :pi true. } -_:bng_4628 { - [] 186; math:notEqualTo 2500 . +_:bng_1628 { + [] 186; math:notEqualTo 1000 . (186 1) math:sum 187 . (2 186) math:product 372 . (372 1) math:sum 373 . @@ -41846,15 +14846,15 @@ _:bng_4628 { (-1 51894744) math:quotient -1.9269774218367857e-8 . (0.03539817310982448 -1.9269774218367857e-8) math:sum 0.03539815384005026 . [] -1; math:negation 1 . - (187 2500 0.03539815384005026 0.03539816340144829 1) :pi true. + (187 1000 0.03539815384005026 0.035398163459948236 1) :pi true. } -_:bng_4629 { - (186 2500 0.03539817310982448 0.03539816340144829 -1) :pi true. +_:bng_1629 { + (186 1000 0.03539817310982448 0.035398163459948236 -1) :pi true. } -_:bng_4630 { - [] 185; math:notEqualTo 2500 . +_:bng_1630 { + [] 185; math:notEqualTo 1000 . (185 1) math:sum 186 . (2 185) math:product 370 . (370 1) math:sum 371 . @@ -41863,15 +14863,15 @@ _:bng_4630 { (1 51064440) math:quotient 1.9583099315296516e-8 . (0.035398153526725165 1.9583099315296516e-8) math:sum 0.03539817310982448 . [] 1; math:negation -1 . - (186 2500 0.03539817310982448 0.03539816340144829 -1) :pi true. + (186 1000 0.03539817310982448 0.035398163459948236 -1) :pi true. } -_:bng_4631 { - (185 2500 0.035398153526725165 0.03539816340144829 1) :pi true. +_:bng_1631 { + (185 1000 0.035398153526725165 0.035398163459948236 1) :pi true. } -_:bng_4632 { - [] 184; math:notEqualTo 2500 . +_:bng_1632 { + [] 184; math:notEqualTo 1000 . (184 1) math:sum 185 . (2 184) math:product 368 . (368 1) math:sum 369 . @@ -41880,15 +14880,15 @@ _:bng_4632 { (-1 50243040) math:quotient -1.9903254261684802e-8 . (0.035398173429979425 -1.9903254261684802e-8) math:sum 0.035398153526725165 . [] -1; math:negation 1 . - (185 2500 0.035398153526725165 0.03539816340144829 1) :pi true. + (185 1000 0.035398153526725165 0.035398163459948236 1) :pi true. } -_:bng_4633 { - (184 2500 0.035398173429979425 0.03539816340144829 -1) :pi true. +_:bng_1633 { + (184 1000 0.035398173429979425 0.035398163459948236 -1) :pi true. } -_:bng_4634 { - [] 183; math:notEqualTo 2500 . +_:bng_1634 { + [] 183; math:notEqualTo 1000 . (183 1) math:sum 184 . (2 183) math:product 366 . (366 1) math:sum 367 . @@ -41897,15 +14897,15 @@ _:bng_4634 { (1 49430496) math:quotient 2.0230426172539318e-8 . (0.03539815319955325 2.0230426172539318e-8) math:sum 0.035398173429979425 . [] 1; math:negation -1 . - (184 2500 0.035398173429979425 0.03539816340144829 -1) :pi true. + (184 1000 0.035398173429979425 0.035398163459948236 -1) :pi true. } -_:bng_4635 { - (183 2500 0.03539815319955325 0.03539816340144829 1) :pi true. +_:bng_1635 { + (183 1000 0.03539815319955325 0.035398163459948236 1) :pi true. } -_:bng_4636 { - [] 182; math:notEqualTo 2500 . +_:bng_1636 { + [] 182; math:notEqualTo 1000 . (182 1) math:sum 183 . (2 182) math:product 364 . (364 1) math:sum 365 . @@ -41914,15 +14914,15 @@ _:bng_4636 { (-1 48626760) math:quotient -2.056480834832508e-8 . (0.0353981737643616 -2.056480834832508e-8) math:sum 0.03539815319955325 . [] -1; math:negation 1 . - (183 2500 0.03539815319955325 0.03539816340144829 1) :pi true. + (183 1000 0.03539815319955325 0.035398163459948236 1) :pi true. } -_:bng_4637 { - (182 2500 0.0353981737643616 0.03539816340144829 -1) :pi true. +_:bng_1637 { + (182 1000 0.0353981737643616 0.035398163459948236 -1) :pi true. } -_:bng_4638 { - [] 181; math:notEqualTo 2500 . +_:bng_1638 { + [] 181; math:notEqualTo 1000 . (181 1) math:sum 182 . (2 181) math:product 362 . (362 1) math:sum 363 . @@ -41931,15 +14931,15 @@ _:bng_4638 { (1 47831784) math:quotient 2.0906600514837582e-8 . (0.03539815285776109 2.0906600514837582e-8) math:sum 0.0353981737643616 . [] 1; math:negation -1 . - (182 2500 0.0353981737643616 0.03539816340144829 -1) :pi true. + (182 1000 0.0353981737643616 0.035398163459948236 -1) :pi true. } -_:bng_4639 { - (181 2500 0.03539815285776109 0.03539816340144829 1) :pi true. +_:bng_1639 { + (181 1000 0.03539815285776109 0.035398163459948236 1) :pi true. } -_:bng_4640 { - [] 180; math:notEqualTo 2500 . +_:bng_1640 { + [] 180; math:notEqualTo 1000 . (180 1) math:sum 181 . (2 180) math:product 360 . (360 1) math:sum 361 . @@ -41948,15 +14948,15 @@ _:bng_4640 { (-1 47045520) math:quotient -2.1256009073765153e-8 . (0.03539817411377016 -2.1256009073765153e-8) math:sum 0.03539815285776109 . [] -1; math:negation 1 . - (181 2500 0.03539815285776109 0.03539816340144829 1) :pi true. + (181 1000 0.03539815285776109 0.035398163459948236 1) :pi true. } -_:bng_4641 { - (180 2500 0.03539817411377016 0.03539816340144829 -1) :pi true. +_:bng_1641 { + (180 1000 0.03539817411377016 0.035398163459948236 -1) :pi true. } -_:bng_4642 { - [] 179; math:notEqualTo 2500 . +_:bng_1642 { + [] 179; math:notEqualTo 1000 . (179 1) math:sum 180 . (2 179) math:product 358 . (358 1) math:sum 359 . @@ -41965,15 +14965,15 @@ _:bng_4642 { (1 46267920) math:quotient 2.1613247364480616e-8 . (0.03539815250052279 2.1613247364480616e-8) math:sum 0.03539817411377016 . [] 1; math:negation -1 . - (180 2500 0.03539817411377016 0.03539816340144829 -1) :pi true. + (180 1000 0.03539817411377016 0.035398163459948236 -1) :pi true. } -_:bng_4643 { - (179 2500 0.03539815250052279 0.03539816340144829 1) :pi true. +_:bng_1643 { + (179 1000 0.03539815250052279 0.035398163459948236 1) :pi true. } -_:bng_4644 { - [] 178; math:notEqualTo 2500 . +_:bng_1644 { + [] 178; math:notEqualTo 1000 . (178 1) math:sum 179 . (2 178) math:product 356 . (356 1) math:sum 357 . @@ -41982,15 +14982,15 @@ _:bng_4644 { (-1 45498936) math:quotient -2.1978535937631596e-8 . (0.03539817447905873 -2.1978535937631596e-8) math:sum 0.03539815250052279 . [] -1; math:negation 1 . - (179 2500 0.03539815250052279 0.03539816340144829 1) :pi true. + (179 1000 0.03539815250052279 0.035398163459948236 1) :pi true. } -_:bng_4645 { - (178 2500 0.03539817447905873 0.03539816340144829 -1) :pi true. +_:bng_1645 { + (178 1000 0.03539817447905873 0.035398163459948236 -1) :pi true. } -_:bng_4646 { - [] 177; math:notEqualTo 2500 . +_:bng_1646 { + [] 177; math:notEqualTo 1000 . (177 1) math:sum 178 . (2 177) math:product 354 . (354 1) math:sum 355 . @@ -41999,15 +14999,15 @@ _:bng_4646 { (1 44738520) math:quotient 2.2352102841131086e-8 . (0.035398152126955885 2.2352102841131086e-8) math:sum 0.03539817447905873 . [] 1; math:negation -1 . - (178 2500 0.03539817447905873 0.03539816340144829 -1) :pi true. + (178 1000 0.03539817447905873 0.035398163459948236 -1) :pi true. } -_:bng_4647 { - (177 2500 0.035398152126955885 0.03539816340144829 1) :pi true. +_:bng_1647 { + (177 1000 0.035398152126955885 0.035398163459948236 1) :pi true. } -_:bng_4648 { - [] 176; math:notEqualTo 2500 . +_:bng_1648 { + [] 176; math:notEqualTo 1000 . (176 1) math:sum 177 . (2 176) math:product 352 . (352 1) math:sum 353 . @@ -42016,15 +15016,15 @@ _:bng_4648 { (-1 43986624) math:quotient -2.273418391918416e-8 . (0.0353981748611398 -2.273418391918416e-8) math:sum 0.035398152126955885 . [] -1; math:negation 1 . - (177 2500 0.035398152126955885 0.03539816340144829 1) :pi true. + (177 1000 0.035398152126955885 0.035398163459948236 1) :pi true. } -_:bng_4649 { - (176 2500 0.0353981748611398 0.03539816340144829 -1) :pi true. +_:bng_1649 { + (176 1000 0.0353981748611398 0.035398163459948236 -1) :pi true. } -_:bng_4650 { - [] 175; math:notEqualTo 2500 . +_:bng_1650 { + [] 175; math:notEqualTo 1000 . (175 1) math:sum 176 . (2 175) math:product 350 . (350 1) math:sum 351 . @@ -42033,15 +15033,15 @@ _:bng_4650 { (1 43243200) math:quotient 2.3125023125023126e-8 . (0.03539815173611668 2.3125023125023126e-8) math:sum 0.0353981748611398 . [] 1; math:negation -1 . - (176 2500 0.0353981748611398 0.03539816340144829 -1) :pi true. + (176 1000 0.0353981748611398 0.035398163459948236 -1) :pi true. } -_:bng_4651 { - (175 2500 0.03539815173611668 0.03539816340144829 1) :pi true. +_:bng_1651 { + (175 1000 0.03539815173611668 0.035398163459948236 1) :pi true. } -_:bng_4652 { - [] 174; math:notEqualTo 2500 . +_:bng_1652 { + [] 174; math:notEqualTo 1000 . (174 1) math:sum 175 . (2 174) math:product 348 . (348 1) math:sum 349 . @@ -42050,15 +15050,15 @@ _:bng_4652 { (-1 42508200) math:quotient -2.3524872848062257e-8 . (0.035398175260989526 -2.3524872848062257e-8) math:sum 0.03539815173611668 . [] -1; math:negation 1 . - (175 2500 0.03539815173611668 0.03539816340144829 1) :pi true. + (175 1000 0.03539815173611668 0.035398163459948236 1) :pi true. } -_:bng_4653 { - (174 2500 0.035398175260989526 0.03539816340144829 -1) :pi true. +_:bng_1653 { + (174 1000 0.035398175260989526 0.035398163459948236 -1) :pi true. } -_:bng_4654 { - [] 173; math:notEqualTo 2500 . +_:bng_1654 { + [] 173; math:notEqualTo 1000 . (173 1) math:sum 174 . (2 173) math:product 346 . (346 1) math:sum 347 . @@ -42067,15 +15067,15 @@ _:bng_4654 { (1 41781576) math:quotient 2.3933994256224322e-8 . (0.03539815132699527 2.3933994256224322e-8) math:sum 0.035398175260989526 . [] 1; math:negation -1 . - (174 2500 0.035398175260989526 0.03539816340144829 -1) :pi true. + (174 1000 0.035398175260989526 0.035398163459948236 -1) :pi true. } -_:bng_4655 { - (173 2500 0.03539815132699527 0.03539816340144829 1) :pi true. +_:bng_1655 { + (173 1000 0.03539815132699527 0.035398163459948236 1) :pi true. } -_:bng_4656 { - [] 172; math:notEqualTo 2500 . +_:bng_1656 { + [] 172; math:notEqualTo 1000 . (172 1) math:sum 173 . (2 172) math:product 344 . (344 1) math:sum 345 . @@ -42084,15 +15084,15 @@ _:bng_4656 { (-1 41063280) math:quotient -2.4352657654235122e-8 . (0.03539817567965292 -2.4352657654235122e-8) math:sum 0.03539815132699527 . [] -1; math:negation 1 . - (173 2500 0.03539815132699527 0.03539816340144829 1) :pi true. + (173 1000 0.03539815132699527 0.035398163459948236 1) :pi true. } -_:bng_4657 { - (172 2500 0.03539817567965292 0.03539816340144829 -1) :pi true. +_:bng_1657 { + (172 1000 0.03539817567965292 0.035398163459948236 -1) :pi true. } -_:bng_4658 { - [] 171; math:notEqualTo 2500 . +_:bng_1658 { + [] 171; math:notEqualTo 1000 . (171 1) math:sum 172 . (2 171) math:product 342 . (342 1) math:sum 343 . @@ -42101,15 +15101,15 @@ _:bng_4658 { (1 40353264) math:quotient 2.4781142858728852e-8 . (0.03539815089851006 2.4781142858728852e-8) math:sum 0.03539817567965292 . [] 1; math:negation -1 . - (172 2500 0.03539817567965292 0.03539816340144829 -1) :pi true. + (172 1000 0.03539817567965292 0.035398163459948236 -1) :pi true. } -_:bng_4659 { - (171 2500 0.03539815089851006 0.03539816340144829 1) :pi true. +_:bng_1659 { + (171 1000 0.03539815089851006 0.035398163459948236 1) :pi true. } -_:bng_4660 { - [] 170; math:notEqualTo 2500 . +_:bng_1660 { + [] 170; math:notEqualTo 1000 . (170 1) math:sum 171 . (2 170) math:product 340 . (340 1) math:sum 341 . @@ -42118,15 +15118,15 @@ _:bng_4660 { (-1 39651480) math:quotient -2.5219739591056877e-8 . (0.03539817611824965 -2.5219739591056877e-8) math:sum 0.03539815089851006 . [] -1; math:negation 1 . - (171 2500 0.03539815089851006 0.03539816340144829 1) :pi true. + (171 1000 0.03539815089851006 0.035398163459948236 1) :pi true. } -_:bng_4661 { - (170 2500 0.03539817611824965 0.03539816340144829 -1) :pi true. +_:bng_1661 { + (170 1000 0.03539817611824965 0.035398163459948236 -1) :pi true. } -_:bng_4662 { - [] 169; math:notEqualTo 2500 . +_:bng_1662 { + [] 169; math:notEqualTo 1000 . (169 1) math:sum 170 . (2 169) math:product 338 . (338 1) math:sum 339 . @@ -42135,15 +15135,15 @@ _:bng_4662 { (1 38957880) math:quotient 2.5668747888745487e-8 . (0.03539815044950176 2.5668747888745487e-8) math:sum 0.03539817611824965 . [] 1; math:negation -1 . - (170 2500 0.03539817611824965 0.03539816340144829 -1) :pi true. + (170 1000 0.03539817611824965 0.035398163459948236 -1) :pi true. } -_:bng_4663 { - (169 2500 0.03539815044950176 0.03539816340144829 1) :pi true. +_:bng_1663 { + (169 1000 0.03539815044950176 0.035398163459948236 1) :pi true. } -_:bng_4664 { - [] 168; math:notEqualTo 2500 . +_:bng_1664 { + [] 168; math:notEqualTo 1000 . (168 1) math:sum 169 . (2 168) math:product 336 . (336 1) math:sum 337 . @@ -42152,15 +15152,15 @@ _:bng_4664 { (-1 38272416) math:quotient -2.6128478536604535e-8 . (0.03539817657798029 -2.6128478536604535e-8) math:sum 0.03539815044950176 . [] -1; math:negation 1 . - (169 2500 0.03539815044950176 0.03539816340144829 1) :pi true. + (169 1000 0.03539815044950176 0.035398163459948236 1) :pi true. } -_:bng_4665 { - (168 2500 0.03539817657798029 0.03539816340144829 -1) :pi true. +_:bng_1665 { + (168 1000 0.03539817657798029 0.035398163459948236 -1) :pi true. } -_:bng_4666 { - [] 167; math:notEqualTo 2500 . +_:bng_1666 { + [] 167; math:notEqualTo 1000 . (167 1) math:sum 168 . (2 167) math:product 334 . (334 1) math:sum 335 . @@ -42169,15 +15169,15 @@ _:bng_4666 { (1 37595040) math:quotient 2.6599253518549256e-8 . (0.03539814997872677 2.6599253518549256e-8) math:sum 0.03539817657798029 . [] 1; math:negation -1 . - (168 2500 0.03539817657798029 0.03539816340144829 -1) :pi true. + (168 1000 0.03539817657798029 0.035398163459948236 -1) :pi true. } -_:bng_4667 { - (167 2500 0.03539814997872677 0.03539816340144829 1) :pi true. +_:bng_1667 { + (167 1000 0.03539814997872677 0.035398163459948236 1) :pi true. } -_:bng_4668 { - [] 166; math:notEqualTo 2500 . +_:bng_1668 { + [] 166; math:notEqualTo 1000 . (166 1) math:sum 167 . (2 166) math:product 332 . (332 1) math:sum 333 . @@ -42186,15 +15186,15 @@ _:bng_4668 { (-1 36925704) math:quotient -2.708140649126148e-8 . (0.03539817706013326 -2.708140649126148e-8) math:sum 0.03539814997872677 . [] -1; math:negation 1 . - (167 2500 0.03539814997872677 0.03539816340144829 1) :pi true. + (167 1000 0.03539814997872677 0.035398163459948236 1) :pi true. } -_:bng_4669 { - (166 2500 0.03539817706013326 0.03539816340144829 -1) :pi true. +_:bng_1669 { + (166 1000 0.03539817706013326 0.035398163459948236 -1) :pi true. } -_:bng_4670 { - [] 165; math:notEqualTo 2500 . +_:bng_1670 { + [] 165; math:notEqualTo 1000 . (165 1) math:sum 166 . (2 165) math:product 330 . (330 1) math:sum 331 . @@ -42203,15 +15203,15 @@ _:bng_4670 { (1 36264360) math:quotient 2.7575283280885146e-8 . (0.03539814948484998 2.7575283280885146e-8) math:sum 0.03539817706013326 . [] 1; math:negation -1 . - (166 2500 0.03539817706013326 0.03539816340144829 -1) :pi true. + (166 1000 0.03539817706013326 0.035398163459948236 -1) :pi true. } -_:bng_4671 { - (165 2500 0.03539814948484998 0.03539816340144829 1) :pi true. +_:bng_1671 { + (165 1000 0.03539814948484998 0.035398163459948236 1) :pi true. } -_:bng_4672 { - [] 164; math:notEqualTo 2500 . +_:bng_1672 { + [] 164; math:notEqualTo 1000 . (164 1) math:sum 165 . (2 164) math:product 328 . (328 1) math:sum 329 . @@ -42220,15 +15220,15 @@ _:bng_4672 { (-1 35610960) math:quotient -2.808124240402393e-8 . (0.035398177566092384 -2.808124240402393e-8) math:sum 0.03539814948484998 . [] -1; math:negation 1 . - (165 2500 0.03539814948484998 0.03539816340144829 1) :pi true. + (165 1000 0.03539814948484998 0.035398163459948236 1) :pi true. } -_:bng_4673 { - (164 2500 0.035398177566092384 0.03539816340144829 -1) :pi true. +_:bng_1673 { + (164 1000 0.035398177566092384 0.035398163459948236 -1) :pi true. } -_:bng_4674 { - [] 163; math:notEqualTo 2500 . +_:bng_1674 { + [] 163; math:notEqualTo 1000 . (163 1) math:sum 164 . (2 163) math:product 326 . (326 1) math:sum 327 . @@ -42237,15 +15237,15 @@ _:bng_4674 { (1 34965456) math:quotient 2.8599655614386955e-8 . (0.03539814896643677 2.8599655614386955e-8) math:sum 0.035398177566092384 . [] 1; math:negation -1 . - (164 2500 0.035398177566092384 0.03539816340144829 -1) :pi true. + (164 1000 0.035398177566092384 0.035398163459948236 -1) :pi true. } -_:bng_4675 { - (163 2500 0.03539814896643677 0.03539816340144829 1) :pi true. +_:bng_1675 { + (163 1000 0.03539814896643677 0.035398163459948236 1) :pi true. } -_:bng_4676 { - [] 162; math:notEqualTo 2500 . +_:bng_1676 { + [] 162; math:notEqualTo 1000 . (162 1) math:sum 163 . (2 162) math:product 324 . (324 1) math:sum 325 . @@ -42254,15 +15254,15 @@ _:bng_4676 { (-1 34327800) math:quotient -2.913090847651175e-8 . (0.035398178097345245 -2.913090847651175e-8) math:sum 0.03539814896643677 . [] -1; math:negation 1 . - (163 2500 0.03539814896643677 0.03539816340144829 1) :pi true. + (163 1000 0.03539814896643677 0.035398163459948236 1) :pi true. } -_:bng_4677 { - (162 2500 0.035398178097345245 0.03539816340144829 -1) :pi true. +_:bng_1677 { + (162 1000 0.035398178097345245 0.035398163459948236 -1) :pi true. } -_:bng_4678 { - [] 161; math:notEqualTo 2500 . +_:bng_1678 { + [] 161; math:notEqualTo 1000 . (161 1) math:sum 162 . (2 161) math:product 322 . (322 1) math:sum 323 . @@ -42271,15 +15271,15 @@ _:bng_4678 { (1 33697944) math:quotient 2.96754009680828e-8 . (0.035398148421944275 2.96754009680828e-8) math:sum 0.035398178097345245 . [] 1; math:negation -1 . - (162 2500 0.035398178097345245 0.03539816340144829 -1) :pi true. + (162 1000 0.035398178097345245 0.035398163459948236 -1) :pi true. } -_:bng_4679 { - (161 2500 0.035398148421944275 0.03539816340144829 1) :pi true. +_:bng_1679 { + (161 1000 0.035398148421944275 0.035398163459948236 1) :pi true. } -_:bng_4680 { - [] 160; math:notEqualTo 2500 . +_:bng_1680 { + [] 160; math:notEqualTo 1000 . (160 1) math:sum 161 . (2 160) math:product 320 . (320 1) math:sum 321 . @@ -42288,15 +15288,15 @@ _:bng_4680 { (-1 33075840) math:quotient -3.023354811245912e-8 . (0.035398178655492385 -3.023354811245912e-8) math:sum 0.035398148421944275 . [] -1; math:negation 1 . - (161 2500 0.035398148421944275 0.03539816340144829 1) :pi true. + (161 1000 0.035398148421944275 0.035398163459948236 1) :pi true. } -_:bng_4681 { - (160 2500 0.035398178655492385 0.03539816340144829 -1) :pi true. +_:bng_1681 { + (160 1000 0.035398178655492385 0.035398163459948236 -1) :pi true. } -_:bng_4682 { - [] 159; math:notEqualTo 2500 . +_:bng_1682 { + [] 159; math:notEqualTo 1000 . (159 1) math:sum 160 . (2 159) math:product 318 . (318 1) math:sum 319 . @@ -42305,15 +15305,15 @@ _:bng_4682 { (1 32461440) math:quotient 3.0805780643126124e-8 . (0.03539814784971174 3.0805780643126124e-8) math:sum 0.035398178655492385 . [] 1; math:negation -1 . - (160 2500 0.035398178655492385 0.03539816340144829 -1) :pi true. + (160 1000 0.035398178655492385 0.035398163459948236 -1) :pi true. } -_:bng_4683 { - (159 2500 0.03539814784971174 0.03539816340144829 1) :pi true. +_:bng_1683 { + (159 1000 0.03539814784971174 0.035398163459948236 1) :pi true. } -_:bng_4684 { - [] 158; math:notEqualTo 2500 . +_:bng_1684 { + [] 158; math:notEqualTo 1000 . (158 1) math:sum 159 . (2 158) math:product 316 . (316 1) math:sum 317 . @@ -42322,15 +15322,15 @@ _:bng_4684 { (-1 31854696) math:quotient -3.139254570189588e-8 . (0.035398179242257445 -3.139254570189588e-8) math:sum 0.03539814784971174 . [] -1; math:negation 1 . - (159 2500 0.03539814784971174 0.03539816340144829 1) :pi true. + (159 1000 0.03539814784971174 0.035398163459948236 1) :pi true. } -_:bng_4685 { - (158 2500 0.035398179242257445 0.03539816340144829 -1) :pi true. +_:bng_1685 { + (158 1000 0.035398179242257445 0.035398163459948236 -1) :pi true. } -_:bng_4686 { - [] 157; math:notEqualTo 2500 . +_:bng_1686 { + [] 157; math:notEqualTo 1000 . (157 1) math:sum 158 . (2 157) math:product 314 . (314 1) math:sum 315 . @@ -42339,15 +15339,15 @@ _:bng_4686 { (1 31255560) math:quotient 3.199430757279665e-8 . (0.035398147247949874 3.199430757279665e-8) math:sum 0.035398179242257445 . [] 1; math:negation -1 . - (158 2500 0.035398179242257445 0.03539816340144829 -1) :pi true. + (158 1000 0.035398179242257445 0.035398163459948236 -1) :pi true. } -_:bng_4687 { - (157 2500 0.035398147247949874 0.03539816340144829 1) :pi true. +_:bng_1687 { + (157 1000 0.035398147247949874 0.035398163459948236 1) :pi true. } -_:bng_4688 { - [] 156; math:notEqualTo 2500 . +_:bng_1688 { + [] 156; math:notEqualTo 1000 . (156 1) math:sum 157 . (2 156) math:product 312 . (312 1) math:sum 313 . @@ -42356,15 +15356,15 @@ _:bng_4688 { (-1 30663984) math:quotient -3.2611548453716907e-8 . (0.03539817985949833 -3.2611548453716907e-8) math:sum 0.035398147247949874 . [] -1; math:negation 1 . - (157 2500 0.035398147247949874 0.03539816340144829 1) :pi true. + (157 1000 0.035398147247949874 0.035398163459948236 1) :pi true. } -_:bng_4689 { - (156 2500 0.03539817985949833 0.03539816340144829 -1) :pi true. +_:bng_1689 { + (156 1000 0.03539817985949833 0.035398163459948236 -1) :pi true. } -_:bng_4690 { - [] 155; math:notEqualTo 2500 . +_:bng_1690 { + [] 155; math:notEqualTo 1000 . (155 1) math:sum 156 . (2 155) math:product 310 . (310 1) math:sum 311 . @@ -42373,15 +15373,15 @@ _:bng_4690 { (1 30079920) math:quotient 3.3244769268003375e-8 . (0.03539814661472906 3.3244769268003375e-8) math:sum 0.03539817985949833 . [] 1; math:negation -1 . - (156 2500 0.03539817985949833 0.03539816340144829 -1) :pi true. + (156 1000 0.03539817985949833 0.035398163459948236 -1) :pi true. } -_:bng_4691 { - (155 2500 0.03539814661472906 0.03539816340144829 1) :pi true. +_:bng_1691 { + (155 1000 0.03539814661472906 0.035398163459948236 1) :pi true. } -_:bng_4692 { - [] 154; math:notEqualTo 2500 . +_:bng_1692 { + [] 154; math:notEqualTo 1000 . (154 1) math:sum 155 . (2 154) math:product 308 . (308 1) math:sum 309 . @@ -42390,15 +15390,15 @@ _:bng_4692 { (-1 29503320) math:quotient -3.389449051835522e-8 . (0.03539818050921958 -3.389449051835522e-8) math:sum 0.03539814661472906 . [] -1; math:negation 1 . - (155 2500 0.03539814661472906 0.03539816340144829 1) :pi true. + (155 1000 0.03539814661472906 0.035398163459948236 1) :pi true. } -_:bng_4693 { - (154 2500 0.03539818050921958 0.03539816340144829 -1) :pi true. +_:bng_1693 { + (154 1000 0.03539818050921958 0.035398163459948236 -1) :pi true. } -_:bng_4694 { - [] 153; math:notEqualTo 2500 . +_:bng_1694 { + [] 153; math:notEqualTo 1000 . (153 1) math:sum 154 . (2 153) math:product 306 . (306 1) math:sum 307 . @@ -42407,15 +15407,15 @@ _:bng_4694 { (1 28934136) math:quotient 3.45612531855107e-8 . (0.03539814594796639 3.45612531855107e-8) math:sum 0.03539818050921958 . [] 1; math:negation -1 . - (154 2500 0.03539818050921958 0.03539816340144829 -1) :pi true. + (154 1000 0.03539818050921958 0.035398163459948236 -1) :pi true. } -_:bng_4695 { - (153 2500 0.03539814594796639 0.03539816340144829 1) :pi true. +_:bng_1695 { + (153 1000 0.03539814594796639 0.035398163459948236 1) :pi true. } -_:bng_4696 { - [] 152; math:notEqualTo 2500 . +_:bng_1696 { + [] 152; math:notEqualTo 1000 . (152 1) math:sum 153 . (2 152) math:product 304 . (304 1) math:sum 305 . @@ -42424,15 +15424,15 @@ _:bng_4696 { (-1 28372320) math:quotient -3.5245619674386865e-8 . (0.035398181193586065 -3.5245619674386865e-8) math:sum 0.03539814594796639 . [] -1; math:negation 1 . - (153 2500 0.03539814594796639 0.03539816340144829 1) :pi true. + (153 1000 0.03539814594796639 0.035398163459948236 1) :pi true. } -_:bng_4697 { - (152 2500 0.035398181193586065 0.03539816340144829 -1) :pi true. +_:bng_1697 { + (152 1000 0.035398181193586065 0.035398163459948236 -1) :pi true. } -_:bng_4698 { - [] 151; math:notEqualTo 2500 . +_:bng_1698 { + [] 151; math:notEqualTo 1000 . (151 1) math:sum 152 . (2 151) math:product 302 . (302 1) math:sum 303 . @@ -42441,15 +15441,15 @@ _:bng_4698 { (1 27817824) math:quotient 3.594817481050998e-8 . (0.03539814524541125 3.594817481050998e-8) math:sum 0.035398181193586065 . [] 1; math:negation -1 . - (152 2500 0.035398181193586065 0.03539816340144829 -1) :pi true. + (152 1000 0.035398181193586065 0.035398163459948236 -1) :pi true. } -_:bng_4699 { - (151 2500 0.03539814524541125 0.03539816340144829 1) :pi true. +_:bng_1699 { + (151 1000 0.03539814524541125 0.035398163459948236 1) :pi true. } -_:bng_4700 { - [] 150; math:notEqualTo 2500 . +_:bng_1700 { + [] 150; math:notEqualTo 1000 . (150 1) math:sum 151 . (2 150) math:product 300 . (300 1) math:sum 301 . @@ -42458,15 +15458,15 @@ _:bng_4700 { (-1 27270600) math:quotient -3.666952688976407e-8 . (0.03539818191493814 -3.666952688976407e-8) math:sum 0.03539814524541125 . [] -1; math:negation 1 . - (151 2500 0.03539814524541125 0.03539816340144829 1) :pi true. + (151 1000 0.03539814524541125 0.035398163459948236 1) :pi true. } -_:bng_4701 { - (150 2500 0.03539818191493814 0.03539816340144829 -1) :pi true. +_:bng_1701 { + (150 1000 0.03539818191493814 0.035398163459948236 -1) :pi true. } -_:bng_4702 { - [] 149; math:notEqualTo 2500 . +_:bng_1702 { + [] 149; math:notEqualTo 1000 . (149 1) math:sum 150 . (2 149) math:product 298 . (298 1) math:sum 299 . @@ -42475,15 +15475,15 @@ _:bng_4702 { (1 26730600) math:quotient 3.741030878468871e-8 . (0.03539814450462936 3.741030878468871e-8) math:sum 0.03539818191493814 . [] 1; math:negation -1 . - (150 2500 0.03539818191493814 0.03539816340144829 -1) :pi true. + (150 1000 0.03539818191493814 0.035398163459948236 -1) :pi true. } -_:bng_4703 { - (149 2500 0.03539814450462936 0.03539816340144829 1) :pi true. +_:bng_1703 { + (149 1000 0.03539814450462936 0.035398163459948236 1) :pi true. } -_:bng_4704 { - [] 148; math:notEqualTo 2500 . +_:bng_1704 { + [] 148; math:notEqualTo 1000 . (148 1) math:sum 149 . (2 148) math:product 296 . (296 1) math:sum 297 . @@ -42492,15 +15492,15 @@ _:bng_4704 { (-1 26197776) math:quotient -3.8171179110776424e-8 . (0.03539818267580847 -3.8171179110776424e-8) math:sum 0.03539814450462936 . [] -1; math:negation 1 . - (149 2500 0.03539814450462936 0.03539816340144829 1) :pi true. + (149 1000 0.03539814450462936 0.035398163459948236 1) :pi true. } -_:bng_4705 { - (148 2500 0.03539818267580847 0.03539816340144829 -1) :pi true. +_:bng_1705 { + (148 1000 0.03539818267580847 0.035398163459948236 -1) :pi true. } -_:bng_4706 { - [] 147; math:notEqualTo 2500 . +_:bng_1706 { + [] 147; math:notEqualTo 1000 . (147 1) math:sum 148 . (2 147) math:product 294 . (294 1) math:sum 295 . @@ -42509,15 +15509,15 @@ _:bng_4706 { (1 25672080) math:quotient 3.895282345645542e-8 . (0.03539814372298501 3.895282345645542e-8) math:sum 0.03539818267580847 . [] 1; math:negation -1 . - (148 2500 0.03539818267580847 0.03539816340144829 -1) :pi true. + (148 1000 0.03539818267580847 0.035398163459948236 -1) :pi true. } -_:bng_4707 { - (147 2500 0.03539814372298501 0.03539816340144829 1) :pi true. +_:bng_1707 { + (147 1000 0.03539814372298501 0.035398163459948236 1) :pi true. } -_:bng_4708 { - [] 146; math:notEqualTo 2500 . +_:bng_1708 { + [] 146; math:notEqualTo 1000 . (146 1) math:sum 147 . (2 146) math:product 292 . (292 1) math:sum 293 . @@ -42526,15 +15526,15 @@ _:bng_4708 { (-1 25153464) math:quotient -3.9755955680696704e-8 . (0.03539818347894069 -3.9755955680696704e-8) math:sum 0.03539814372298501 . [] -1; math:negation 1 . - (147 2500 0.03539814372298501 0.03539816340144829 1) :pi true. + (147 1000 0.03539814372298501 0.035398163459948236 1) :pi true. } -_:bng_4709 { - (146 2500 0.03539818347894069 0.03539816340144829 -1) :pi true. +_:bng_1709 { + (146 1000 0.03539818347894069 0.035398163459948236 -1) :pi true. } -_:bng_4710 { - [] 145; math:notEqualTo 2500 . +_:bng_1710 { + [] 145; math:notEqualTo 1000 . (145 1) math:sum 146 . (2 145) math:product 290 . (290 1) math:sum 291 . @@ -42543,15 +15543,15 @@ _:bng_4710 { (1 24641880) math:quotient 4.058131928245735e-8 . (0.03539814289762141 4.058131928245735e-8) math:sum 0.03539818347894069 . [] 1; math:negation -1 . - (146 2500 0.03539818347894069 0.03539816340144829 -1) :pi true. + (146 1000 0.03539818347894069 0.035398163459948236 -1) :pi true. } -_:bng_4711 { - (145 2500 0.03539814289762141 0.03539816340144829 1) :pi true. +_:bng_1711 { + (145 1000 0.03539814289762141 0.035398163459948236 1) :pi true. } -_:bng_4712 { - [] 144; math:notEqualTo 2500 . +_:bng_1712 { + [] 144; math:notEqualTo 1000 . (144 1) math:sum 145 . (2 144) math:product 288 . (288 1) math:sum 289 . @@ -42560,15 +15560,15 @@ _:bng_4712 { (-1 24137280) math:quotient -4.142968884646489e-8 . (0.035398184327310254 -4.142968884646489e-8) math:sum 0.03539814289762141 . [] -1; math:negation 1 . - (145 2500 0.03539814289762141 0.03539816340144829 1) :pi true. + (145 1000 0.03539814289762141 0.035398163459948236 1) :pi true. } -_:bng_4713 { - (144 2500 0.035398184327310254 0.03539816340144829 -1) :pi true. +_:bng_1713 { + (144 1000 0.035398184327310254 0.035398163459948236 -1) :pi true. } -_:bng_4714 { - [] 143; math:notEqualTo 2500 . +_:bng_1714 { + [] 143; math:notEqualTo 1000 . (143 1) math:sum 144 . (2 143) math:product 286 . (286 1) math:sum 287 . @@ -42577,15 +15577,15 @@ _:bng_4714 { (1 23639616) math:quotient 4.230187157016425e-8 . (0.035398142025438686 4.230187157016425e-8) math:sum 0.035398184327310254 . [] 1; math:negation -1 . - (144 2500 0.035398184327310254 0.03539816340144829 -1) :pi true. + (144 1000 0.035398184327310254 0.035398163459948236 -1) :pi true. } -_:bng_4715 { - (143 2500 0.035398142025438686 0.03539816340144829 1) :pi true. +_:bng_1715 { + (143 1000 0.035398142025438686 0.035398163459948236 1) :pi true. } -_:bng_4716 { - [] 142; math:notEqualTo 2500 . +_:bng_1716 { + [] 142; math:notEqualTo 1000 . (142 1) math:sum 143 . (2 142) math:product 284 . (284 1) math:sum 285 . @@ -42594,15 +15594,15 @@ _:bng_4716 { (-1 23148840) math:quotient -4.319870887698908e-8 . (0.03539818522414756 -4.319870887698908e-8) math:sum 0.035398142025438686 . [] -1; math:negation 1 . - (143 2500 0.035398142025438686 0.03539816340144829 1) :pi true. + (143 1000 0.035398142025438686 0.035398163459948236 1) :pi true. } -_:bng_4717 { - (142 2500 0.03539818522414756 0.03539816340144829 -1) :pi true. +_:bng_1717 { + (142 1000 0.03539818522414756 0.035398163459948236 -1) :pi true. } -_:bng_4718 { - [] 141; math:notEqualTo 2500 . +_:bng_1718 { + [] 141; math:notEqualTo 1000 . (141 1) math:sum 142 . (2 141) math:product 282 . (282 1) math:sum 283 . @@ -42611,15 +15611,15 @@ _:bng_4718 { (1 22664904) math:quotient 4.412107812148686e-8 . (0.035398141103069436 4.412107812148686e-8) math:sum 0.03539818522414756 . [] 1; math:negation -1 . - (142 2500 0.03539818522414756 0.03539816340144829 -1) :pi true. + (142 1000 0.03539818522414756 0.035398163459948236 -1) :pi true. } -_:bng_4719 { - (141 2500 0.035398141103069436 0.03539816340144829 1) :pi true. +_:bng_1719 { + (141 1000 0.035398141103069436 0.035398163459948236 1) :pi true. } -_:bng_4720 { - [] 140; math:notEqualTo 2500 . +_:bng_1720 { + [] 140; math:notEqualTo 1000 . (140 1) math:sum 141 . (2 140) math:product 280 . (280 1) math:sum 281 . @@ -42628,15 +15628,15 @@ _:bng_4720 { (-1 22187760) math:quotient -4.506989439222346e-8 . (0.03539818617296383 -4.506989439222346e-8) math:sum 0.035398141103069436 . [] -1; math:negation 1 . - (141 2500 0.035398141103069436 0.03539816340144829 1) :pi true. + (141 1000 0.035398141103069436 0.035398163459948236 1) :pi true. } -_:bng_4721 { - (140 2500 0.03539818617296383 0.03539816340144829 -1) :pi true. +_:bng_1721 { + (140 1000 0.03539818617296383 0.035398163459948236 -1) :pi true. } -_:bng_4722 { - [] 139; math:notEqualTo 2500 . +_:bng_1722 { + [] 139; math:notEqualTo 1000 . (139 1) math:sum 140 . (2 139) math:product 278 . (278 1) math:sum 279 . @@ -42645,15 +15645,15 @@ _:bng_4722 { (1 21717360) math:quotient 4.6046112418820705e-8 . (0.03539814012685141 4.6046112418820705e-8) math:sum 0.03539818617296383 . [] 1; math:negation -1 . - (140 2500 0.03539818617296383 0.03539816340144829 -1) :pi true. + (140 1000 0.03539818617296383 0.035398163459948236 -1) :pi true. } -_:bng_4723 { - (139 2500 0.03539814012685141 0.03539816340144829 1) :pi true. +_:bng_1723 { + (139 1000 0.03539814012685141 0.035398163459948236 1) :pi true. } -_:bng_4724 { - [] 138; math:notEqualTo 2500 . +_:bng_1724 { + [] 138; math:notEqualTo 1000 . (138 1) math:sum 139 . (2 138) math:product 276 . (276 1) math:sum 277 . @@ -42662,15 +15662,15 @@ _:bng_4724 { (-1 21253656) math:quotient -4.705072858994236e-8 . (0.035398187177580004 -4.705072858994236e-8) math:sum 0.03539814012685141 . [] -1; math:negation 1 . - (139 2500 0.03539814012685141 0.03539816340144829 1) :pi true. + (139 1000 0.03539814012685141 0.035398163459948236 1) :pi true. } -_:bng_4725 { - (138 2500 0.035398187177580004 0.03539816340144829 -1) :pi true. +_:bng_1725 { + (138 1000 0.035398187177580004 0.035398163459948236 -1) :pi true. } -_:bng_4726 { - [] 137; math:notEqualTo 2500 . +_:bng_1726 { + [] 137; math:notEqualTo 1000 . (137 1) math:sum 138 . (2 137) math:product 274 . (274 1) math:sum 275 . @@ -42679,15 +15679,15 @@ _:bng_4726 { (1 20796600) math:quotient 4.808478308954348e-8 . (0.03539813909279691 4.808478308954348e-8) math:sum 0.035398187177580004 . [] 1; math:negation -1 . - (138 2500 0.035398187177580004 0.03539816340144829 -1) :pi true. + (138 1000 0.035398187177580004 0.035398163459948236 -1) :pi true. } -_:bng_4727 { - (137 2500 0.03539813909279691 0.03539816340144829 1) :pi true. +_:bng_1727 { + (137 1000 0.03539813909279691 0.035398163459948236 1) :pi true. } -_:bng_4728 { - [] 136; math:notEqualTo 2500 . +_:bng_1728 { + [] 136; math:notEqualTo 1000 . (136 1) math:sum 137 . (2 136) math:product 272 . (272 1) math:sum 273 . @@ -42696,15 +15696,15 @@ _:bng_4728 { (-1 20346144) math:quotient -4.914936215923764e-8 . (0.03539818824215907 -4.914936215923764e-8) math:sum 0.03539813909279691 . [] -1; math:negation 1 . - (137 2500 0.03539813909279691 0.03539816340144829 1) :pi true. + (137 1000 0.03539813909279691 0.035398163459948236 1) :pi true. } -_:bng_4729 { - (136 2500 0.03539818824215907 0.03539816340144829 -1) :pi true. +_:bng_1729 { + (136 1000 0.03539818824215907 0.035398163459948236 -1) :pi true. } -_:bng_4730 { - [] 135; math:notEqualTo 2500 . +_:bng_1730 { + [] 135; math:notEqualTo 1000 . (135 1) math:sum 136 . (2 135) math:product 270 . (270 1) math:sum 271 . @@ -42713,15 +15713,15 @@ _:bng_4730 { (1 19902240) math:quotient 5.0245600495220635e-8 . (0.035398137996558575 5.0245600495220635e-8) math:sum 0.03539818824215907 . [] 1; math:negation -1 . - (136 2500 0.03539818824215907 0.03539816340144829 -1) :pi true. + (136 1000 0.03539818824215907 0.035398163459948236 -1) :pi true. } -_:bng_4731 { - (135 2500 0.035398137996558575 0.03539816340144829 1) :pi true. +_:bng_1731 { + (135 1000 0.035398137996558575 0.035398163459948236 1) :pi true. } -_:bng_4732 { - [] 134; math:notEqualTo 2500 . +_:bng_1732 { + [] 134; math:notEqualTo 1000 . (134 1) math:sum 135 . (2 134) math:product 268 . (268 1) math:sum 269 . @@ -42730,15 +15730,15 @@ _:bng_4732 { (-1 19464840) math:quotient -5.137468378882128e-8 . (0.03539818937124237 -5.137468378882128e-8) math:sum 0.035398137996558575 . [] -1; math:negation 1 . - (135 2500 0.035398137996558575 0.03539816340144829 1) :pi true. + (135 1000 0.035398137996558575 0.035398163459948236 1) :pi true. } -_:bng_4733 { - (134 2500 0.03539818937124237 0.03539816340144829 -1) :pi true. +_:bng_1733 { + (134 1000 0.03539818937124237 0.035398163459948236 -1) :pi true. } -_:bng_4734 { - [] 133; math:notEqualTo 2500 . +_:bng_1734 { + [] 133; math:notEqualTo 1000 . (133 1) math:sum 134 . (2 133) math:product 266 . (266 1) math:sum 267 . @@ -42747,15 +15747,15 @@ _:bng_4734 { (1 19033896) math:quotient 5.2537851420434365e-8 . (0.03539813683339094 5.2537851420434365e-8) math:sum 0.03539818937124237 . [] 1; math:negation -1 . - (134 2500 0.03539818937124237 0.03539816340144829 -1) :pi true. + (134 1000 0.03539818937124237 0.035398163459948236 -1) :pi true. } -_:bng_4735 { - (133 2500 0.03539813683339094 0.03539816340144829 1) :pi true. +_:bng_1735 { + (133 1000 0.03539813683339094 0.035398163459948236 1) :pi true. } -_:bng_4736 { - [] 132; math:notEqualTo 2500 . +_:bng_1736 { + [] 132; math:notEqualTo 1000 . (132 1) math:sum 133 . (2 132) math:product 264 . (264 1) math:sum 265 . @@ -42764,15 +15764,15 @@ _:bng_4736 { (-1 18609360) math:quotient -5.3736399317332784e-8 . (0.03539819056979026 -5.3736399317332784e-8) math:sum 0.03539813683339094 . [] -1; math:negation 1 . - (133 2500 0.03539813683339094 0.03539816340144829 1) :pi true. + (133 1000 0.03539813683339094 0.035398163459948236 1) :pi true. } -_:bng_4737 { - (132 2500 0.03539819056979026 0.03539816340144829 -1) :pi true. +_:bng_1737 { + (132 1000 0.03539819056979026 0.035398163459948236 -1) :pi true. } -_:bng_4738 { - [] 131; math:notEqualTo 2500 . +_:bng_1738 { + [] 131; math:notEqualTo 1000 . (131 1) math:sum 132 . (2 131) math:product 262 . (262 1) math:sum 263 . @@ -42781,15 +15781,15 @@ _:bng_4738 { (1 18191184) math:quotient 5.497168298665991e-8 . (0.035398135598107276 5.497168298665991e-8) math:sum 0.03539819056979026 . [] 1; math:negation -1 . - (132 2500 0.03539819056979026 0.03539816340144829 -1) :pi true. + (132 1000 0.03539819056979026 0.035398163459948236 -1) :pi true. } -_:bng_4739 { - (131 2500 0.035398135598107276 0.03539816340144829 1) :pi true. +_:bng_1739 { + (131 1000 0.035398135598107276 0.035398163459948236 1) :pi true. } -_:bng_4740 { - [] 130; math:notEqualTo 2500 . +_:bng_1740 { + [] 130; math:notEqualTo 1000 . (130 1) math:sum 131 . (2 130) math:product 260 . (260 1) math:sum 261 . @@ -42798,15 +15798,15 @@ _:bng_4740 { (-1 17779320) math:quotient -5.624512073577617e-8 . (0.03539819184322801 -5.624512073577617e-8) math:sum 0.035398135598107276 . [] -1; math:negation 1 . - (131 2500 0.035398135598107276 0.03539816340144829 1) :pi true. + (131 1000 0.035398135598107276 0.035398163459948236 1) :pi true. } -_:bng_4741 { - (130 2500 0.03539819184322801 0.03539816340144829 -1) :pi true. +_:bng_1741 { + (130 1000 0.03539819184322801 0.035398163459948236 -1) :pi true. } -_:bng_4742 { - [] 129; math:notEqualTo 2500 . +_:bng_1742 { + [] 129; math:notEqualTo 1000 . (129 1) math:sum 130 . (2 129) math:product 258 . (258 1) math:sum 259 . @@ -42815,15 +15815,15 @@ _:bng_4742 { (1 17373720) math:quotient 5.755819709308081e-8 . (0.03539813428503092 5.755819709308081e-8) math:sum 0.03539819184322801 . [] 1; math:negation -1 . - (130 2500 0.03539819184322801 0.03539816340144829 -1) :pi true. + (130 1000 0.03539819184322801 0.035398163459948236 -1) :pi true. } -_:bng_4743 { - (129 2500 0.03539813428503092 0.03539816340144829 1) :pi true. +_:bng_1743 { + (129 1000 0.03539813428503092 0.035398163459948236 1) :pi true. } -_:bng_4744 { - [] 128; math:notEqualTo 2500 . +_:bng_1744 { + [] 128; math:notEqualTo 1000 . (128 1) math:sum 129 . (2 128) math:product 256 . (256 1) math:sum 257 . @@ -42832,15 +15832,15 @@ _:bng_4744 { (-1 16974336) math:quotient -5.891246644345911e-8 . (0.03539819319749737 -5.891246644345911e-8) math:sum 0.03539813428503092 . [] -1; math:negation 1 . - (129 2500 0.03539813428503092 0.03539816340144829 1) :pi true. + (129 1000 0.03539813428503092 0.035398163459948236 1) :pi true. } -_:bng_4745 { - (128 2500 0.03539819319749737 0.03539816340144829 -1) :pi true. +_:bng_1745 { + (128 1000 0.03539819319749737 0.035398163459948236 -1) :pi true. } -_:bng_4746 { - [] 127; math:notEqualTo 2500 . +_:bng_1746 { + [] 127; math:notEqualTo 1000 . (127 1) math:sum 128 . (2 127) math:product 254 . (254 1) math:sum 255 . @@ -42849,15 +15849,15 @@ _:bng_4746 { (1 16581120) math:quotient 6.030955689362359e-8 . (0.03539813288794048 6.030955689362359e-8) math:sum 0.03539819319749737 . [] 1; math:negation -1 . - (128 2500 0.03539819319749737 0.03539816340144829 -1) :pi true. + (128 1000 0.03539819319749737 0.035398163459948236 -1) :pi true. } -_:bng_4747 { - (127 2500 0.03539813288794048 0.03539816340144829 1) :pi true. +_:bng_1747 { + (127 1000 0.03539813288794048 0.035398163459948236 1) :pi true. } -_:bng_4748 { - [] 126; math:notEqualTo 2500 . +_:bng_1748 { + [] 126; math:notEqualTo 1000 . (126 1) math:sum 127 . (2 126) math:product 252 . (252 1) math:sum 253 . @@ -42866,15 +15866,15 @@ _:bng_4748 { (-1 16194024) math:quotient -6.175117438383443e-8 . (0.03539819463911486 -6.175117438383443e-8) math:sum 0.03539813288794048 . [] -1; math:negation 1 . - (127 2500 0.03539813288794048 0.03539816340144829 1) :pi true. + (127 1000 0.03539813288794048 0.035398163459948236 1) :pi true. } -_:bng_4749 { - (126 2500 0.03539819463911486 0.03539816340144829 -1) :pi true. +_:bng_1749 { + (126 1000 0.03539819463911486 0.035398163459948236 -1) :pi true. } -_:bng_4750 { - [] 125; math:notEqualTo 2500 . +_:bng_1750 { + [] 125; math:notEqualTo 1000 . (125 1) math:sum 126 . (2 125) math:product 250 . (250 1) math:sum 251 . @@ -42883,15 +15883,15 @@ _:bng_4750 { (1 15813000) math:quotient 6.323910706380825e-8 . (0.0353981314000078 6.323910706380825e-8) math:sum 0.03539819463911486 . [] 1; math:negation -1 . - (126 2500 0.03539819463911486 0.03539816340144829 -1) :pi true. + (126 1000 0.03539819463911486 0.035398163459948236 -1) :pi true. } -_:bng_4751 { - (125 2500 0.0353981314000078 0.03539816340144829 1) :pi true. +_:bng_1751 { + (125 1000 0.0353981314000078 0.035398163459948236 1) :pi true. } -_:bng_4752 { - [] 124; math:notEqualTo 2500 . +_:bng_1752 { + [] 124; math:notEqualTo 1000 . (124 1) math:sum 125 . (2 124) math:product 248 . (248 1) math:sum 249 . @@ -42900,15 +15900,15 @@ _:bng_4752 { (-1 15438000) math:quotient -6.477522995206634e-8 . (0.03539819617523775 -6.477522995206634e-8) math:sum 0.0353981314000078 . [] -1; math:negation 1 . - (125 2500 0.0353981314000078 0.03539816340144829 1) :pi true. + (125 1000 0.0353981314000078 0.035398163459948236 1) :pi true. } -_:bng_4753 { - (124 2500 0.03539819617523775 0.03539816340144829 -1) :pi true. +_:bng_1753 { + (124 1000 0.03539819617523775 0.035398163459948236 -1) :pi true. } -_:bng_4754 { - [] 123; math:notEqualTo 2500 . +_:bng_1754 { + [] 123; math:notEqualTo 1000 . (123 1) math:sum 124 . (2 123) math:product 246 . (246 1) math:sum 247 . @@ -42917,15 +15917,15 @@ _:bng_4754 { (1 15068976) math:quotient 6.63615098995446e-8 . (0.03539812981372785 6.63615098995446e-8) math:sum 0.03539819617523775 . [] 1; math:negation -1 . - (124 2500 0.03539819617523775 0.03539816340144829 -1) :pi true. + (124 1000 0.03539819617523775 0.035398163459948236 -1) :pi true. } -_:bng_4755 { - (123 2500 0.03539812981372785 0.03539816340144829 1) :pi true. +_:bng_1755 { + (123 1000 0.03539812981372785 0.035398163459948236 1) :pi true. } -_:bng_4756 { - [] 122; math:notEqualTo 2500 . +_:bng_1756 { + [] 122; math:notEqualTo 1000 . (122 1) math:sum 123 . (2 122) math:product 244 . (244 1) math:sum 245 . @@ -42934,15 +15934,15 @@ _:bng_4756 { (-1 14705880) math:quotient -6.800001088000174e-8 . (0.03539819781373873 -6.800001088000174e-8) math:sum 0.03539812981372785 . [] -1; math:negation 1 . - (123 2500 0.03539812981372785 0.03539816340144829 1) :pi true. + (123 1000 0.03539812981372785 0.035398163459948236 1) :pi true. } -_:bng_4757 { - (122 2500 0.03539819781373873 0.03539816340144829 -1) :pi true. +_:bng_1757 { + (122 1000 0.03539819781373873 0.035398163459948236 -1) :pi true. } -_:bng_4758 { - [] 121; math:notEqualTo 2500 . +_:bng_1758 { + [] 121; math:notEqualTo 1000 . (121 1) math:sum 122 . (2 121) math:product 242 . (242 1) math:sum 243 . @@ -42951,15 +15951,15 @@ _:bng_4758 { (1 14348664) math:quotient 6.96928996316312e-8 . (0.0353981281208391 6.96928996316312e-8) math:sum 0.03539819781373873 . [] 1; math:negation -1 . - (122 2500 0.03539819781373873 0.03539816340144829 -1) :pi true. + (122 1000 0.03539819781373873 0.035398163459948236 -1) :pi true. } -_:bng_4759 { - (121 2500 0.0353981281208391 0.03539816340144829 1) :pi true. +_:bng_1759 { + (121 1000 0.0353981281208391 0.035398163459948236 1) :pi true. } -_:bng_4760 { - [] 120; math:notEqualTo 2500 . +_:bng_1760 { + [] 120; math:notEqualTo 1000 . (120 1) math:sum 121 . (2 120) math:product 240 . (240 1) math:sum 241 . @@ -42968,15 +15968,15 @@ _:bng_4760 { (-1 13997280) math:quotient -7.144245167632569e-8 . (0.03539819956329077 -7.144245167632569e-8) math:sum 0.0353981281208391 . [] -1; math:negation 1 . - (121 2500 0.0353981281208391 0.03539816340144829 1) :pi true. + (121 1000 0.0353981281208391 0.035398163459948236 1) :pi true. } -_:bng_4761 { - (120 2500 0.03539819956329077 0.03539816340144829 -1) :pi true. +_:bng_1761 { + (120 1000 0.03539819956329077 0.035398163459948236 -1) :pi true. } -_:bng_4762 { - [] 119; math:notEqualTo 2500 . +_:bng_1762 { + [] 119; math:notEqualTo 1000 . (119 1) math:sum 120 . (2 119) math:product 238 . (238 1) math:sum 239 . @@ -42985,15 +15985,15 @@ _:bng_4762 { (1 13651680) math:quotient 7.325105774527384e-8 . (0.035398126312233026 7.325105774527384e-8) math:sum 0.03539819956329077 . [] 1; math:negation -1 . - (120 2500 0.03539819956329077 0.03539816340144829 -1) :pi true. + (120 1000 0.03539819956329077 0.035398163459948236 -1) :pi true. } -_:bng_4763 { - (119 2500 0.035398126312233026 0.03539816340144829 1) :pi true. +_:bng_1763 { + (119 1000 0.035398126312233026 0.035398163459948236 1) :pi true. } -_:bng_4764 { - [] 118; math:notEqualTo 2500 . +_:bng_1764 { + [] 118; math:notEqualTo 1000 . (118 1) math:sum 119 . (2 118) math:product 236 . (236 1) math:sum 237 . @@ -43002,15 +16002,15 @@ _:bng_4764 { (-1 13311816) math:quotient -7.512123064201008e-8 . (0.035398201433463665 -7.512123064201008e-8) math:sum 0.035398126312233026 . [] -1; math:negation 1 . - (119 2500 0.035398126312233026 0.03539816340144829 1) :pi true. + (119 1000 0.035398126312233026 0.035398163459948236 1) :pi true. } -_:bng_4765 { - (118 2500 0.035398201433463665 0.03539816340144829 -1) :pi true. +_:bng_1765 { + (118 1000 0.035398201433463665 0.035398163459948236 -1) :pi true. } -_:bng_4766 { - [] 117; math:notEqualTo 2500 . +_:bng_1766 { + [] 117; math:notEqualTo 1000 . (117 1) math:sum 118 . (2 117) math:product 234 . (234 1) math:sum 235 . @@ -43019,15 +16019,15 @@ _:bng_4766 { (1 12977640) math:quotient 7.705561257670886e-8 . (0.03539812437785109 7.705561257670886e-8) math:sum 0.035398201433463665 . [] 1; math:negation -1 . - (118 2500 0.035398201433463665 0.03539816340144829 -1) :pi true. + (118 1000 0.035398201433463665 0.035398163459948236 -1) :pi true. } -_:bng_4767 { - (117 2500 0.03539812437785109 0.03539816340144829 1) :pi true. +_:bng_1767 { + (117 1000 0.03539812437785109 0.035398163459948236 1) :pi true. } -_:bng_4768 { - [] 116; math:notEqualTo 2500 . +_:bng_1768 { + [] 116; math:notEqualTo 1000 . (116 1) math:sum 117 . (2 116) math:product 232 . (232 1) math:sum 233 . @@ -43036,15 +16036,15 @@ _:bng_4768 { (-1 12649104) math:quotient -7.905698300844076e-8 . (0.035398203434834095 -7.905698300844076e-8) math:sum 0.03539812437785109 . [] -1; math:negation 1 . - (117 2500 0.03539812437785109 0.03539816340144829 1) :pi true. + (117 1000 0.03539812437785109 0.035398163459948236 1) :pi true. } -_:bng_4769 { - (116 2500 0.035398203434834095 0.03539816340144829 -1) :pi true. +_:bng_1769 { + (116 1000 0.035398203434834095 0.035398163459948236 -1) :pi true. } -_:bng_4770 { - [] 115; math:notEqualTo 2500 . +_:bng_1770 { + [] 115; math:notEqualTo 1000 . (115 1) math:sum 116 . (2 115) math:product 230 . (230 1) math:sum 231 . @@ -43053,15 +16053,15 @@ _:bng_4770 { (1 12326160) math:quotient 8.112826703531352e-8 . (0.03539812230656706 8.112826703531352e-8) math:sum 0.035398203434834095 . [] 1; math:negation -1 . - (116 2500 0.035398203434834095 0.03539816340144829 -1) :pi true. + (116 1000 0.035398203434834095 0.035398163459948236 -1) :pi true. } -_:bng_4771 { - (115 2500 0.03539812230656706 0.03539816340144829 1) :pi true. +_:bng_1771 { + (115 1000 0.03539812230656706 0.035398163459948236 1) :pi true. } -_:bng_4772 { - [] 114; math:notEqualTo 2500 . +_:bng_1772 { + [] 114; math:notEqualTo 1000 . (114 1) math:sum 115 . (2 114) math:product 228 . (228 1) math:sum 229 . @@ -43070,15 +16070,15 @@ _:bng_4772 { (-1 12008760) math:quotient -8.327254437593889e-8 . (0.035398205579111434 -8.327254437593889e-8) math:sum 0.03539812230656706 . [] -1; math:negation 1 . - (115 2500 0.03539812230656706 0.03539816340144829 1) :pi true. + (115 1000 0.03539812230656706 0.035398163459948236 1) :pi true. } -_:bng_4773 { - (114 2500 0.035398205579111434 0.03539816340144829 -1) :pi true. +_:bng_1773 { + (114 1000 0.035398205579111434 0.035398163459948236 -1) :pi true. } -_:bng_4774 { - [] 113; math:notEqualTo 2500 . +_:bng_1774 { + [] 113; math:notEqualTo 1000 . (113 1) math:sum 114 . (2 113) math:product 226 . (226 1) math:sum 227 . @@ -43087,15 +16087,15 @@ _:bng_4774 { (1 11696856) math:quotient 8.549305898952675e-8 . (0.03539812008605245 8.549305898952675e-8) math:sum 0.035398205579111434 . [] 1; math:negation -1 . - (114 2500 0.035398205579111434 0.03539816340144829 -1) :pi true. + (114 1000 0.035398205579111434 0.035398163459948236 -1) :pi true. } -_:bng_4775 { - (113 2500 0.03539812008605245 0.03539816340144829 1) :pi true. +_:bng_1775 { + (113 1000 0.03539812008605245 0.035398163459948236 1) :pi true. } -_:bng_4776 { - [] 112; math:notEqualTo 2500 . +_:bng_1776 { + [] 112; math:notEqualTo 1000 . (112 1) math:sum 113 . (2 112) math:product 224 . (224 1) math:sum 225 . @@ -43104,15 +16104,15 @@ _:bng_4776 { (-1 11390400) math:quotient -8.779322938614974e-8 . (0.035398207879281836 -8.779322938614974e-8) math:sum 0.03539812008605245 . [] -1; math:negation 1 . - (113 2500 0.03539812008605245 0.03539816340144829 1) :pi true. + (113 1000 0.03539812008605245 0.035398163459948236 1) :pi true. } -_:bng_4777 { - (112 2500 0.035398207879281836 0.03539816340144829 -1) :pi true. +_:bng_1777 { + (112 1000 0.035398207879281836 0.035398163459948236 -1) :pi true. } -_:bng_4778 { - [] 111; math:notEqualTo 2500 . +_:bng_1778 { + [] 111; math:notEqualTo 1000 . (111 1) math:sum 112 . (2 111) math:product 222 . (222 1) math:sum 223 . @@ -43121,15 +16121,15 @@ _:bng_4778 { (1 11089344) math:quotient 9.017665968338614e-8 . (0.035398117702622155 9.017665968338614e-8) math:sum 0.035398207879281836 . [] 1; math:negation -1 . - (112 2500 0.035398207879281836 0.03539816340144829 -1) :pi true. + (112 1000 0.035398207879281836 0.035398163459948236 -1) :pi true. } -_:bng_4779 { - (111 2500 0.035398117702622155 0.03539816340144829 1) :pi true. +_:bng_1779 { + (111 1000 0.035398117702622155 0.035398163459948236 1) :pi true. } -_:bng_4780 { - [] 110; math:notEqualTo 2500 . +_:bng_1780 { + [] 110; math:notEqualTo 1000 . (110 1) math:sum 111 . (2 110) math:product 220 . (220 1) math:sum 221 . @@ -43138,15 +16138,15 @@ _:bng_4780 { (-1 10793640) math:quotient -9.264715147068088e-8 . (0.035398210349773626 -9.264715147068088e-8) math:sum 0.035398117702622155 . [] -1; math:negation 1 . - (111 2500 0.035398117702622155 0.03539816340144829 1) :pi true. + (111 1000 0.035398117702622155 0.035398163459948236 1) :pi true. } -_:bng_4781 { - (110 2500 0.035398210349773626 0.03539816340144829 -1) :pi true. +_:bng_1781 { + (110 1000 0.035398210349773626 0.035398163459948236 -1) :pi true. } -_:bng_4782 { - [] 109; math:notEqualTo 2500 . +_:bng_1782 { + [] 109; math:notEqualTo 1000 . (109 1) math:sum 110 . (2 109) math:product 218 . (218 1) math:sum 219 . @@ -43155,15 +16155,15 @@ _:bng_4782 { (1 10503240) math:quotient 9.520871654841744e-8 . (0.03539811514105708 9.520871654841744e-8) math:sum 0.035398210349773626 . [] 1; math:negation -1 . - (110 2500 0.035398210349773626 0.03539816340144829 -1) :pi true. + (110 1000 0.035398210349773626 0.035398163459948236 -1) :pi true. } -_:bng_4783 { - (109 2500 0.03539811514105708 0.03539816340144829 1) :pi true. +_:bng_1783 { + (109 1000 0.03539811514105708 0.035398163459948236 1) :pi true. } -_:bng_4784 { - [] 108; math:notEqualTo 2500 . +_:bng_1784 { + [] 108; math:notEqualTo 1000 . (108 1) math:sum 109 . (2 108) math:product 216 . (216 1) math:sum 217 . @@ -43172,15 +16172,15 @@ _:bng_4784 { (-1 10218096) math:quotient -9.786559061492474e-8 . (0.035398213006647694 -9.786559061492474e-8) math:sum 0.03539811514105708 . [] -1; math:negation 1 . - (109 2500 0.03539811514105708 0.03539816340144829 1) :pi true. + (109 1000 0.03539811514105708 0.035398163459948236 1) :pi true. } -_:bng_4785 { - (108 2500 0.035398213006647694 0.03539816340144829 -1) :pi true. +_:bng_1785 { + (108 1000 0.035398213006647694 0.035398163459948236 -1) :pi true. } -_:bng_4786 { - [] 107; math:notEqualTo 2500 . +_:bng_1786 { + [] 107; math:notEqualTo 1000 . (107 1) math:sum 108 . (2 107) math:product 214 . (214 1) math:sum 215 . @@ -43189,15 +16189,15 @@ _:bng_4786 { (1 9938160) math:quotient 1.006222479815177e-7 . (0.035398112384399716 1.006222479815177e-7) math:sum 0.035398213006647694 . [] 1; math:negation -1 . - (108 2500 0.035398213006647694 0.03539816340144829 -1) :pi true. + (108 1000 0.035398213006647694 0.035398163459948236 -1) :pi true. } -_:bng_4787 { - (107 2500 0.035398112384399716 0.03539816340144829 1) :pi true. +_:bng_1787 { + (107 1000 0.035398112384399716 0.035398163459948236 1) :pi true. } -_:bng_4788 { - [] 106; math:notEqualTo 2500 . +_:bng_1788 { + [] 106; math:notEqualTo 1000 . (106 1) math:sum 107 . (2 106) math:product 212 . (212 1) math:sum 213 . @@ -43206,15 +16206,15 @@ _:bng_4788 { (-1 9663384) math:quotient -1.0348341740326163e-7 . (0.03539821586781712 -1.0348341740326163e-7) math:sum 0.035398112384399716 . [] -1; math:negation 1 . - (107 2500 0.035398112384399716 0.03539816340144829 1) :pi true. + (107 1000 0.035398112384399716 0.035398163459948236 1) :pi true. } -_:bng_4789 { - (106 2500 0.03539821586781712 0.03539816340144829 -1) :pi true. +_:bng_1789 { + (106 1000 0.03539821586781712 0.035398163459948236 -1) :pi true. } -_:bng_4790 { - [] 105; math:notEqualTo 2500 . +_:bng_1790 { + [] 105; math:notEqualTo 1000 . (105 1) math:sum 106 . (2 105) math:product 210 . (210 1) math:sum 211 . @@ -43223,15 +16223,15 @@ _:bng_4790 { (1 9393720) math:quotient 1.0645409912154077e-7 . (0.035398109413718 1.0645409912154077e-7) math:sum 0.03539821586781712 . [] 1; math:negation -1 . - (106 2500 0.03539821586781712 0.03539816340144829 -1) :pi true. + (106 1000 0.03539821586781712 0.035398163459948236 -1) :pi true. } -_:bng_4791 { - (105 2500 0.035398109413718 0.03539816340144829 1) :pi true. +_:bng_1791 { + (105 1000 0.035398109413718 0.035398163459948236 1) :pi true. } -_:bng_4792 { - [] 104; math:notEqualTo 2500 . +_:bng_1792 { + [] 104; math:notEqualTo 1000 . (104 1) math:sum 105 . (2 104) math:product 208 . (208 1) math:sum 209 . @@ -43240,15 +16240,15 @@ _:bng_4792 { (-1 9129120) math:quotient -1.0953958322379375e-7 . (0.035398218953301225 -1.0953958322379375e-7) math:sum 0.035398109413718 . [] -1; math:negation 1 . - (105 2500 0.035398109413718 0.03539816340144829 1) :pi true. + (105 1000 0.035398109413718 0.035398163459948236 1) :pi true. } -_:bng_4793 { - (104 2500 0.035398218953301225 0.03539816340144829 -1) :pi true. +_:bng_1793 { + (104 1000 0.035398218953301225 0.035398163459948236 -1) :pi true. } -_:bng_4794 { - [] 103; math:notEqualTo 2500 . +_:bng_1794 { + [] 103; math:notEqualTo 1000 . (103 1) math:sum 104 . (2 103) math:product 206 . (206 1) math:sum 207 . @@ -43257,15 +16257,15 @@ _:bng_4794 { (1 8869536) math:quotient 1.1274546943605618e-7 . (0.03539810620783179 1.1274546943605618e-7) math:sum 0.035398218953301225 . [] 1; math:negation -1 . - (104 2500 0.035398218953301225 0.03539816340144829 -1) :pi true. + (104 1000 0.035398218953301225 0.035398163459948236 -1) :pi true. } -_:bng_4795 { - (103 2500 0.03539810620783179 0.03539816340144829 1) :pi true. +_:bng_1795 { + (103 1000 0.03539810620783179 0.035398163459948236 1) :pi true. } -_:bng_4796 { - [] 102; math:notEqualTo 2500 . +_:bng_1796 { + [] 102; math:notEqualTo 1000 . (102 1) math:sum 103 . (2 102) math:product 204 . (204 1) math:sum 205 . @@ -43274,15 +16274,15 @@ _:bng_4796 { (-1 8614920) math:quotient -1.1607768847534278e-7 . (0.03539822228552027 -1.1607768847534278e-7) math:sum 0.03539810620783179 . [] -1; math:negation 1 . - (103 2500 0.03539810620783179 0.03539816340144829 1) :pi true. + (103 1000 0.03539810620783179 0.035398163459948236 1) :pi true. } -_:bng_4797 { - (102 2500 0.03539822228552027 0.03539816340144829 -1) :pi true. +_:bng_1797 { + (102 1000 0.03539822228552027 0.035398163459948236 -1) :pi true. } -_:bng_4798 { - [] 101; math:notEqualTo 2500 . +_:bng_1798 { + [] 101; math:notEqualTo 1000 . (101 1) math:sum 102 . (2 101) math:product 202 . (202 1) math:sum 203 . @@ -43291,15 +16291,15 @@ _:bng_4798 { (1 8365224) math:quotient 1.1954252510153942e-7 . (0.035398102742995166 1.1954252510153942e-7) math:sum 0.03539822228552027 . [] 1; math:negation -1 . - (102 2500 0.03539822228552027 0.03539816340144829 -1) :pi true. + (102 1000 0.03539822228552027 0.035398163459948236 -1) :pi true. } -_:bng_4799 { - (101 2500 0.035398102742995166 0.03539816340144829 1) :pi true. +_:bng_1799 { + (101 1000 0.035398102742995166 0.035398163459948236 1) :pi true. } -_:bng_4800 { - [] 100; math:notEqualTo 2500 . +_:bng_1800 { + [] 100; math:notEqualTo 1000 . (100 1) math:sum 101 . (2 100) math:product 200 . (200 1) math:sum 201 . @@ -43308,15 +16308,15 @@ _:bng_4800 { (-1 8120400) math:quotient -1.231466430225112e-7 . (0.03539822588963819 -1.231466430225112e-7) math:sum 0.035398102742995166 . [] -1; math:negation 1 . - (101 2500 0.035398102742995166 0.03539816340144829 1) :pi true. + (101 1000 0.035398102742995166 0.035398163459948236 1) :pi true. } -_:bng_4801 { - (100 2500 0.03539822588963819 0.03539816340144829 -1) :pi true. +_:bng_1801 { + (100 1000 0.03539822588963819 0.035398163459948236 -1) :pi true. } -_:bng_4802 { - [] 99; math:notEqualTo 2500 . +_:bng_1802 { + [] 99; math:notEqualTo 1000 . (99 1) math:sum 100 . (2 99) math:product 198 . (198 1) math:sum 199 . @@ -43325,15 +16325,15 @@ _:bng_4802 { (1 7880400) math:quotient 1.2689711182173494e-7 . (0.03539809899252637 1.2689711182173494e-7) math:sum 0.03539822588963819 . [] 1; math:negation -1 . - (100 2500 0.03539822588963819 0.03539816340144829 -1) :pi true. + (100 1000 0.03539822588963819 0.035398163459948236 -1) :pi true. } -_:bng_4803 { - (99 2500 0.03539809899252637 0.03539816340144829 1) :pi true. +_:bng_1803 { + (99 1000 0.03539809899252637 0.035398163459948236 1) :pi true. } -_:bng_4804 { - [] 98; math:notEqualTo 2500 . +_:bng_1804 { + [] 98; math:notEqualTo 1000 . (98 1) math:sum 99 . (2 98) math:product 196 . (196 1) math:sum 197 . @@ -43342,15 +16342,15 @@ _:bng_4804 { (-1 7645176) math:quotient -1.3080143609512717e-7 . (0.03539822979396246 -1.3080143609512717e-7) math:sum 0.03539809899252637 . [] -1; math:negation 1 . - (99 2500 0.03539809899252637 0.03539816340144829 1) :pi true. + (99 1000 0.03539809899252637 0.035398163459948236 1) :pi true. } -_:bng_4805 { - (98 2500 0.03539822979396246 0.03539816340144829 -1) :pi true. +_:bng_1805 { + (98 1000 0.03539822979396246 0.035398163459948236 -1) :pi true. } -_:bng_4806 { - [] 97; math:notEqualTo 2500 . +_:bng_1806 { + [] 97; math:notEqualTo 1000 . (97 1) math:sum 98 . (2 97) math:product 194 . (194 1) math:sum 195 . @@ -43359,15 +16359,15 @@ _:bng_4806 { (1 7414680) math:quotient 1.3486758700308037e-7 . (0.03539809492637546 1.3486758700308037e-7) math:sum 0.03539822979396246 . [] 1; math:negation -1 . - (98 2500 0.03539822979396246 0.03539816340144829 -1) :pi true. + (98 1000 0.03539822979396246 0.035398163459948236 -1) :pi true. } -_:bng_4807 { - (97 2500 0.03539809492637546 0.03539816340144829 1) :pi true. +_:bng_1807 { + (97 1000 0.03539809492637546 0.035398163459948236 1) :pi true. } -_:bng_4808 { - [] 96; math:notEqualTo 2500 . +_:bng_1808 { + [] 96; math:notEqualTo 1000 . (96 1) math:sum 97 . (2 96) math:product 192 . (192 1) math:sum 193 . @@ -43376,15 +16376,15 @@ _:bng_4808 { (-1 7188864) math:quotient -1.3910403646528854e-7 . (0.035398234030411924 -1.3910403646528854e-7) math:sum 0.03539809492637546 . [] -1; math:negation 1 . - (97 2500 0.03539809492637546 0.03539816340144829 1) :pi true. + (97 1000 0.03539809492637546 0.035398163459948236 1) :pi true. } -_:bng_4809 { - (96 2500 0.035398234030411924 0.03539816340144829 -1) :pi true. +_:bng_1809 { + (96 1000 0.035398234030411924 0.035398163459948236 -1) :pi true. } -_:bng_4810 { - [] 95; math:notEqualTo 2500 . +_:bng_1810 { + [] 95; math:notEqualTo 1000 . (95 1) math:sum 96 . (2 95) math:product 190 . (190 1) math:sum 191 . @@ -43393,15 +16393,15 @@ _:bng_4810 { (1 6967680) math:quotient 1.4351979425002297e-7 . (0.03539809051061767 1.4351979425002297e-7) math:sum 0.035398234030411924 . [] 1; math:negation -1 . - (96 2500 0.035398234030411924 0.03539816340144829 -1) :pi true. + (96 1000 0.035398234030411924 0.035398163459948236 -1) :pi true. } -_:bng_4811 { - (95 2500 0.03539809051061767 0.03539816340144829 1) :pi true. +_:bng_1811 { + (95 1000 0.03539809051061767 0.035398163459948236 1) :pi true. } -_:bng_4812 { - [] 94; math:notEqualTo 2500 . +_:bng_1812 { + [] 94; math:notEqualTo 1000 . (94 1) math:sum 95 . (2 94) math:product 188 . (188 1) math:sum 189 . @@ -43410,15 +16410,15 @@ _:bng_4812 { (-1 6751080) math:quotient -1.4812444823643032e-7 . (0.03539823863506591 -1.4812444823643032e-7) math:sum 0.03539809051061767 . [] -1; math:negation 1 . - (95 2500 0.03539809051061767 0.03539816340144829 1) :pi true. + (95 1000 0.03539809051061767 0.035398163459948236 1) :pi true. } -_:bng_4813 { - (94 2500 0.03539823863506591 0.03539816340144829 -1) :pi true. +_:bng_1813 { + (94 1000 0.03539823863506591 0.035398163459948236 -1) :pi true. } -_:bng_4814 { - [] 93; math:notEqualTo 2500 . +_:bng_1814 { + [] 93; math:notEqualTo 1000 . (93 1) math:sum 94 . (2 93) math:product 186 . (186 1) math:sum 187 . @@ -43427,15 +16427,15 @@ _:bng_4814 { (1 6539016) math:quotient 1.529282081585364e-7 . (0.03539808570685775 1.529282081585364e-7) math:sum 0.03539823863506591 . [] 1; math:negation -1 . - (94 2500 0.03539823863506591 0.03539816340144829 -1) :pi true. + (94 1000 0.03539823863506591 0.035398163459948236 -1) :pi true. } -_:bng_4815 { - (93 2500 0.03539808570685775 0.03539816340144829 1) :pi true. +_:bng_1815 { + (93 1000 0.03539808570685775 0.035398163459948236 1) :pi true. } -_:bng_4816 { - [] 92; math:notEqualTo 2500 . +_:bng_1816 { + [] 92; math:notEqualTo 1000 . (92 1) math:sum 93 . (2 92) math:product 184 . (184 1) math:sum 185 . @@ -43444,15 +16444,15 @@ _:bng_4816 { (-1 6331440) math:quotient -1.579419531733697e-7 . (0.035398243648810924 -1.579419531733697e-7) math:sum 0.03539808570685775 . [] -1; math:negation 1 . - (93 2500 0.03539808570685775 0.03539816340144829 1) :pi true. + (93 1000 0.03539808570685775 0.035398163459948236 1) :pi true. } -_:bng_4817 { - (92 2500 0.035398243648810924 0.03539816340144829 -1) :pi true. +_:bng_1817 { + (92 1000 0.035398243648810924 0.035398163459948236 -1) :pi true. } -_:bng_4818 { - [] 91; math:notEqualTo 2500 . +_:bng_1818 { + [] 91; math:notEqualTo 1000 . (91 1) math:sum 92 . (2 91) math:product 182 . (182 1) math:sum 183 . @@ -43461,15 +16461,15 @@ _:bng_4818 { (1 6128304) math:quotient 1.6317728363344898e-7 . (0.03539808047152729 1.6317728363344898e-7) math:sum 0.035398243648810924 . [] 1; math:negation -1 . - (92 2500 0.035398243648810924 0.03539816340144829 -1) :pi true. + (92 1000 0.035398243648810924 0.035398163459948236 -1) :pi true. } -_:bng_4819 { - (91 2500 0.03539808047152729 0.03539816340144829 1) :pi true. +_:bng_1819 { + (91 1000 0.03539808047152729 0.035398163459948236 1) :pi true. } -_:bng_4820 { - [] 90; math:notEqualTo 2500 . +_:bng_1820 { + [] 90; math:notEqualTo 1000 . (90 1) math:sum 91 . (2 90) math:product 180 . (180 1) math:sum 181 . @@ -43478,15 +16478,15 @@ _:bng_4820 { (-1 5929560) math:quotient -1.686465774863565e-7 . (0.035398249118104776 -1.686465774863565e-7) math:sum 0.03539808047152729 . [] -1; math:negation 1 . - (91 2500 0.03539808047152729 0.03539816340144829 1) :pi true. + (91 1000 0.03539808047152729 0.035398163459948236 1) :pi true. } -_:bng_4821 { - (90 2500 0.035398249118104776 0.03539816340144829 -1) :pi true. +_:bng_1821 { + (90 1000 0.035398249118104776 0.035398163459948236 -1) :pi true. } -_:bng_4822 { - [] 89; math:notEqualTo 2500 . +_:bng_1822 { + [] 89; math:notEqualTo 1000 . (89 1) math:sum 90 . (2 89) math:product 178 . (178 1) math:sum 179 . @@ -43495,15 +16495,15 @@ _:bng_4822 { (1 5735160) math:quotient 1.7436305177187734e-7 . (0.035398074755053 1.7436305177187734e-7) math:sum 0.035398249118104776 . [] 1; math:negation -1 . - (90 2500 0.035398249118104776 0.03539816340144829 -1) :pi true. + (90 1000 0.035398249118104776 0.035398163459948236 -1) :pi true. } -_:bng_4823 { - (89 2500 0.035398074755053 0.03539816340144829 1) :pi true. +_:bng_1823 { + (89 1000 0.035398074755053 0.035398163459948236 1) :pi true. } -_:bng_4824 { - [] 88; math:notEqualTo 2500 . +_:bng_1824 { + [] 88; math:notEqualTo 1000 . (88 1) math:sum 89 . (2 88) math:product 176 . (176 1) math:sum 177 . @@ -43512,15 +16512,15 @@ _:bng_4824 { (-1 5545056) math:quotient -1.80340829740944e-7 . (0.03539825509588274 -1.80340829740944e-7) math:sum 0.035398074755053 . [] -1; math:negation 1 . - (89 2500 0.035398074755053 0.03539816340144829 1) :pi true. + (89 1000 0.035398074755053 0.035398163459948236 1) :pi true. } -_:bng_4825 { - (88 2500 0.03539825509588274 0.03539816340144829 -1) :pi true. +_:bng_1825 { + (88 1000 0.03539825509588274 0.035398163459948236 -1) :pi true. } -_:bng_4826 { - [] 87; math:notEqualTo 2500 . +_:bng_1826 { + [] 87; math:notEqualTo 1000 . (87 1) math:sum 88 . (2 87) math:product 174 . (174 1) math:sum 175 . @@ -43529,15 +16529,15 @@ _:bng_4826 { (1 5359200) math:quotient 1.8659501418122107e-7 . (0.03539806850086856 1.8659501418122107e-7) math:sum 0.03539825509588274 . [] 1; math:negation -1 . - (88 2500 0.03539825509588274 0.03539816340144829 -1) :pi true. + (88 1000 0.03539825509588274 0.035398163459948236 -1) :pi true. } -_:bng_4827 { - (87 2500 0.03539806850086856 0.03539816340144829 1) :pi true. +_:bng_1827 { + (87 1000 0.03539806850086856 0.035398163459948236 1) :pi true. } -_:bng_4828 { - [] 86; math:notEqualTo 2500 . +_:bng_1828 { + [] 86; math:notEqualTo 1000 . (86 1) math:sum 87 . (2 86) math:product 172 . (172 1) math:sum 173 . @@ -43546,15 +16546,15 @@ _:bng_4828 { (-1 5177544) math:quotient -1.931417676025544e-7 . (0.03539826164263616 -1.931417676025544e-7) math:sum 0.03539806850086856 . [] -1; math:negation 1 . - (87 2500 0.03539806850086856 0.03539816340144829 1) :pi true. + (87 1000 0.03539806850086856 0.035398163459948236 1) :pi true. } -_:bng_4829 { - (86 2500 0.03539826164263616 0.03539816340144829 -1) :pi true. +_:bng_1829 { + (86 1000 0.03539826164263616 0.035398163459948236 -1) :pi true. } -_:bng_4830 { - [] 85; math:notEqualTo 2500 . +_:bng_1830 { + [] 85; math:notEqualTo 1000 . (85 1) math:sum 86 . (2 85) math:product 170 . (170 1) math:sum 171 . @@ -43563,15 +16563,15 @@ _:bng_4830 { (1 5000040) math:quotient 1.999984000127999e-7 . (0.035398061644236145 1.999984000127999e-7) math:sum 0.03539826164263616 . [] 1; math:negation -1 . - (86 2500 0.03539826164263616 0.03539816340144829 -1) :pi true. + (86 1000 0.03539826164263616 0.035398163459948236 -1) :pi true. } -_:bng_4831 { - (85 2500 0.035398061644236145 0.03539816340144829 1) :pi true. +_:bng_1831 { + (85 1000 0.035398061644236145 0.035398163459948236 1) :pi true. } -_:bng_4832 { - [] 84; math:notEqualTo 2500 . +_:bng_1832 { + [] 84; math:notEqualTo 1000 . (84 1) math:sum 85 . (2 84) math:product 168 . (168 1) math:sum 169 . @@ -43580,15 +16580,15 @@ _:bng_4832 { (-1 4826640) math:quotient -2.0718346510201713e-7 . (0.035398268827701244 -2.0718346510201713e-7) math:sum 0.035398061644236145 . [] -1; math:negation 1 . - (85 2500 0.035398061644236145 0.03539816340144829 1) :pi true. + (85 1000 0.035398061644236145 0.035398163459948236 1) :pi true. } -_:bng_4833 { - (84 2500 0.035398268827701244 0.03539816340144829 -1) :pi true. +_:bng_1833 { + (84 1000 0.035398268827701244 0.035398163459948236 -1) :pi true. } -_:bng_4834 { - [] 83; math:notEqualTo 2500 . +_:bng_1834 { + [] 83; math:notEqualTo 1000 . (83 1) math:sum 84 . (2 83) math:product 166 . (166 1) math:sum 167 . @@ -43597,15 +16597,15 @@ _:bng_4834 { (1 4657296) math:quotient 2.147168657521446e-7 . (0.03539805411083549 2.147168657521446e-7) math:sum 0.035398268827701244 . [] 1; math:negation -1 . - (84 2500 0.035398268827701244 0.03539816340144829 -1) :pi true. + (84 1000 0.035398268827701244 0.035398163459948236 -1) :pi true. } -_:bng_4835 { - (83 2500 0.03539805411083549 0.03539816340144829 1) :pi true. +_:bng_1835 { + (83 1000 0.03539805411083549 0.035398163459948236 1) :pi true. } -_:bng_4836 { - [] 82; math:notEqualTo 2500 . +_:bng_1836 { + [] 82; math:notEqualTo 1000 . (82 1) math:sum 83 . (2 82) math:product 164 . (164 1) math:sum 165 . @@ -43614,15 +16614,15 @@ _:bng_4836 { (-1 4491960) math:quotient -2.2261996990178006e-7 . (0.035398276730805395 -2.2261996990178006e-7) math:sum 0.03539805411083549 . [] -1; math:negation 1 . - (83 2500 0.03539805411083549 0.03539816340144829 1) :pi true. + (83 1000 0.03539805411083549 0.035398163459948236 1) :pi true. } -_:bng_4837 { - (82 2500 0.035398276730805395 0.03539816340144829 -1) :pi true. +_:bng_1837 { + (82 1000 0.035398276730805395 0.035398163459948236 -1) :pi true. } -_:bng_4838 { - [] 81; math:notEqualTo 2500 . +_:bng_1838 { + [] 81; math:notEqualTo 1000 . (81 1) math:sum 82 . (2 81) math:product 162 . (162 1) math:sum 163 . @@ -43631,15 +16631,15 @@ _:bng_4838 { (1 4330584) math:quotient 2.3091573792356873e-7 . (0.03539804581506747 2.3091573792356873e-7) math:sum 0.035398276730805395 . [] 1; math:negation -1 . - (82 2500 0.035398276730805395 0.03539816340144829 -1) :pi true. + (82 1000 0.035398276730805395 0.035398163459948236 -1) :pi true. } -_:bng_4839 { - (81 2500 0.03539804581506747 0.03539816340144829 1) :pi true. +_:bng_1839 { + (81 1000 0.03539804581506747 0.035398163459948236 1) :pi true. } -_:bng_4840 { - [] 80; math:notEqualTo 2500 . +_:bng_1840 { + [] 80; math:notEqualTo 1000 . (80 1) math:sum 81 . (2 80) math:product 160 . (160 1) math:sum 161 . @@ -43648,15 +16648,15 @@ _:bng_4840 { (-1 4173120) math:quotient -2.396288628172686e-7 . (0.03539828544393028 -2.396288628172686e-7) math:sum 0.03539804581506747 . [] -1; math:negation 1 . - (81 2500 0.03539804581506747 0.03539816340144829 1) :pi true. + (81 1000 0.03539804581506747 0.035398163459948236 1) :pi true. } -_:bng_4841 { - (80 2500 0.03539828544393028 0.03539816340144829 -1) :pi true. +_:bng_1841 { + (80 1000 0.03539828544393028 0.035398163459948236 -1) :pi true. } -_:bng_4842 { - [] 79; math:notEqualTo 2500 . +_:bng_1842 { + [] 79; math:notEqualTo 1000 . (79 1) math:sum 80 . (2 79) math:product 158 . (158 1) math:sum 159 . @@ -43665,15 +16665,15 @@ _:bng_4842 { (1 4019520) math:quotient 2.4878592468752487e-7 . (0.035398036658005595 2.4878592468752487e-7) math:sum 0.03539828544393028 . [] 1; math:negation -1 . - (80 2500 0.03539828544393028 0.03539816340144829 -1) :pi true. + (80 1000 0.03539828544393028 0.035398163459948236 -1) :pi true. } -_:bng_4843 { - (79 2500 0.035398036658005595 0.03539816340144829 1) :pi true. +_:bng_1843 { + (79 1000 0.035398036658005595 0.035398163459948236 1) :pi true. } -_:bng_4844 { - [] 78; math:notEqualTo 2500 . +_:bng_1844 { + [] 78; math:notEqualTo 1000 . (78 1) math:sum 79 . (2 78) math:product 156 . (156 1) math:sum 157 . @@ -43682,15 +16682,15 @@ _:bng_4844 { (-1 3869736) math:quotient -2.58415561164896e-7 . (0.03539829507356676 -2.58415561164896e-7) math:sum 0.035398036658005595 . [] -1; math:negation 1 . - (79 2500 0.035398036658005595 0.03539816340144829 1) :pi true. + (79 1000 0.035398036658005595 0.035398163459948236 1) :pi true. } -_:bng_4845 { - (78 2500 0.03539829507356676 0.03539816340144829 -1) :pi true. +_:bng_1845 { + (78 1000 0.03539829507356676 0.035398163459948236 -1) :pi true. } -_:bng_4846 { - [] 77; math:notEqualTo 2500 . +_:bng_1846 { + [] 77; math:notEqualTo 1000 . (77 1) math:sum 78 . (2 77) math:product 154 . (154 1) math:sum 155 . @@ -43699,15 +16699,15 @@ _:bng_4846 { (1 3723720) math:quotient 2.6854865564542984e-7 . (0.035398026524911114 2.6854865564542984e-7) math:sum 0.03539829507356676 . [] 1; math:negation -1 . - (78 2500 0.03539829507356676 0.03539816340144829 -1) :pi true. + (78 1000 0.03539829507356676 0.035398163459948236 -1) :pi true. } -_:bng_4847 { - (77 2500 0.035398026524911114 0.03539816340144829 1) :pi true. +_:bng_1847 { + (77 1000 0.035398026524911114 0.035398163459948236 1) :pi true. } -_:bng_4848 { - [] 76; math:notEqualTo 2500 . +_:bng_1848 { + [] 76; math:notEqualTo 1000 . (76 1) math:sum 77 . (2 76) math:product 152 . (152 1) math:sum 153 . @@ -43716,15 +16716,15 @@ _:bng_4848 { (-1 3581424) math:quotient -2.792185454724154e-7 . (0.035398305743456586 -2.792185454724154e-7) math:sum 0.035398026524911114 . [] -1; math:negation 1 . - (77 2500 0.035398026524911114 0.03539816340144829 1) :pi true. + (77 1000 0.035398026524911114 0.035398163459948236 1) :pi true. } -_:bng_4849 { - (76 2500 0.035398305743456586 0.03539816340144829 -1) :pi true. +_:bng_1849 { + (76 1000 0.035398305743456586 0.035398163459948236 -1) :pi true. } -_:bng_4850 { - [] 75; math:notEqualTo 2500 . +_:bng_1850 { + [] 75; math:notEqualTo 1000 . (75 1) math:sum 76 . (2 75) math:product 150 . (150 1) math:sum 151 . @@ -43733,15 +16733,15 @@ _:bng_4850 { (1 3442800) math:quotient 2.904612524689206e-7 . (0.03539801528220412 2.904612524689206e-7) math:sum 0.035398305743456586 . [] 1; math:negation -1 . - (76 2500 0.035398305743456586 0.03539816340144829 -1) :pi true. + (76 1000 0.035398305743456586 0.035398163459948236 -1) :pi true. } -_:bng_4851 { - (75 2500 0.03539801528220412 0.03539816340144829 1) :pi true. +_:bng_1851 { + (75 1000 0.03539801528220412 0.035398163459948236 1) :pi true. } -_:bng_4852 { - [] 74; math:notEqualTo 2500 . +_:bng_1852 { + [] 74; math:notEqualTo 1000 . (74 1) math:sum 75 . (2 74) math:product 148 . (148 1) math:sum 149 . @@ -43750,15 +16750,15 @@ _:bng_4852 { (-1 3307800) math:quotient -3.023157385573493e-7 . (0.03539831759794267 -3.023157385573493e-7) math:sum 0.03539801528220412 . [] -1; math:negation 1 . - (75 2500 0.03539801528220412 0.03539816340144829 1) :pi true. + (75 1000 0.03539801528220412 0.035398163459948236 1) :pi true. } -_:bng_4853 { - (74 2500 0.03539831759794267 0.03539816340144829 -1) :pi true. +_:bng_1853 { + (74 1000 0.03539831759794267 0.035398163459948236 -1) :pi true. } -_:bng_4854 { - [] 73; math:notEqualTo 2500 . +_:bng_1854 { + [] 73; math:notEqualTo 1000 . (73 1) math:sum 74 . (2 73) math:product 146 . (146 1) math:sum 147 . @@ -43767,15 +16767,15 @@ _:bng_4854 { (1 3176376) math:quotient 3.148241895795712e-7 . (0.035398002773753094 3.148241895795712e-7) math:sum 0.03539831759794267 . [] 1; math:negation -1 . - (74 2500 0.03539831759794267 0.03539816340144829 -1) :pi true. + (74 1000 0.03539831759794267 0.035398163459948236 -1) :pi true. } -_:bng_4855 { - (73 2500 0.035398002773753094 0.03539816340144829 1) :pi true. +_:bng_1855 { + (73 1000 0.035398002773753094 0.035398163459948236 1) :pi true. } -_:bng_4856 { - [] 72; math:notEqualTo 2500 . +_:bng_1856 { + [] 72; math:notEqualTo 1000 . (72 1) math:sum 73 . (2 72) math:product 144 . (144 1) math:sum 145 . @@ -43784,15 +16784,15 @@ _:bng_4856 { (-1 3048480) math:quotient -3.280323308665302e-7 . (0.03539833080608396 -3.280323308665302e-7) math:sum 0.035398002773753094 . [] -1; math:negation 1 . - (73 2500 0.035398002773753094 0.03539816340144829 1) :pi true. + (73 1000 0.035398002773753094 0.035398163459948236 1) :pi true. } -_:bng_4857 { - (72 2500 0.03539833080608396 0.03539816340144829 -1) :pi true. +_:bng_1857 { + (72 1000 0.03539833080608396 0.035398163459948236 -1) :pi true. } -_:bng_4858 { - [] 71; math:notEqualTo 2500 . +_:bng_1858 { + [] 71; math:notEqualTo 1000 . (71 1) math:sum 72 . (2 71) math:product 142 . (142 1) math:sum 143 . @@ -43801,15 +16801,15 @@ _:bng_4858 { (1 2924064) math:quotient 3.419897786094969e-7 . (0.035397988816305355 3.419897786094969e-7) math:sum 0.03539833080608396 . [] 1; math:negation -1 . - (72 2500 0.03539833080608396 0.03539816340144829 -1) :pi true. + (72 1000 0.03539833080608396 0.035398163459948236 -1) :pi true. } -_:bng_4859 { - (71 2500 0.035397988816305355 0.03539816340144829 1) :pi true. +_:bng_1859 { + (71 1000 0.035397988816305355 0.035398163459948236 1) :pi true. } -_:bng_4860 { - [] 70; math:notEqualTo 2500 . +_:bng_1860 { + [] 70; math:notEqualTo 1000 . (70 1) math:sum 71 . (2 70) math:product 140 . (140 1) math:sum 141 . @@ -43818,15 +16818,15 @@ _:bng_4860 { (-1 2803080) math:quotient -3.567504316680223e-7 . (0.03539834556673702 -3.567504316680223e-7) math:sum 0.035397988816305355 . [] -1; math:negation 1 . - (71 2500 0.035397988816305355 0.03539816340144829 1) :pi true. + (71 1000 0.035397988816305355 0.035398163459948236 1) :pi true. } -_:bng_4861 { - (70 2500 0.03539834556673702 0.03539816340144829 -1) :pi true. +_:bng_1861 { + (70 1000 0.03539834556673702 0.035398163459948236 -1) :pi true. } -_:bng_4862 { - [] 69; math:notEqualTo 2500 . +_:bng_1862 { + [] 69; math:notEqualTo 1000 . (69 1) math:sum 70 . (2 69) math:product 138 . (138 1) math:sum 139 . @@ -43835,15 +16835,15 @@ _:bng_4862 { (1 2685480) math:quotient 3.723729091261153e-7 . (0.0353979731938279 3.723729091261153e-7) math:sum 0.03539834556673702 . [] 1; math:negation -1 . - (70 2500 0.03539834556673702 0.03539816340144829 -1) :pi true. + (70 1000 0.03539834556673702 0.035398163459948236 -1) :pi true. } -_:bng_4863 { - (69 2500 0.0353979731938279 0.03539816340144829 1) :pi true. +_:bng_1863 { + (69 1000 0.0353979731938279 0.035398163459948236 1) :pi true. } -_:bng_4864 { - [] 68; math:notEqualTo 2500 . +_:bng_1864 { + [] 68; math:notEqualTo 1000 . (68 1) math:sum 69 . (2 68) math:product 136 . (136 1) math:sum 137 . @@ -43852,15 +16852,15 @@ _:bng_4864 { (-1 2571216) math:quotient -3.88921039694837e-7 . (0.03539836211486759 -3.88921039694837e-7) math:sum 0.0353979731938279 . [] -1; math:negation 1 . - (69 2500 0.0353979731938279 0.03539816340144829 1) :pi true. + (69 1000 0.0353979731938279 0.035398163459948236 1) :pi true. } -_:bng_4865 { - (68 2500 0.03539836211486759 0.03539816340144829 -1) :pi true. +_:bng_1865 { + (68 1000 0.03539836211486759 0.035398163459948236 -1) :pi true. } -_:bng_4866 { - [] 67; math:notEqualTo 2500 . +_:bng_1866 { + [] 67; math:notEqualTo 1000 . (67 1) math:sum 68 . (2 67) math:product 134 . (134 1) math:sum 135 . @@ -43869,15 +16869,15 @@ _:bng_4866 { (1 2460240) math:quotient 4.064644099762625e-7 . (0.03539795565045761 4.064644099762625e-7) math:sum 0.03539836211486759 . [] 1; math:negation -1 . - (68 2500 0.03539836211486759 0.03539816340144829 -1) :pi true. + (68 1000 0.03539836211486759 0.035398163459948236 -1) :pi true. } -_:bng_4867 { - (67 2500 0.03539795565045761 0.03539816340144829 1) :pi true. +_:bng_1867 { + (67 1000 0.03539795565045761 0.035398163459948236 1) :pi true. } -_:bng_4868 { - [] 66; math:notEqualTo 2500 . +_:bng_1868 { + [] 66; math:notEqualTo 1000 . (66 1) math:sum 67 . (2 66) math:product 132 . (132 1) math:sum 133 . @@ -43886,15 +16886,15 @@ _:bng_4868 { (-1 2352504) math:quotient -4.250789796744235e-7 . (0.03539838072943729 -4.250789796744235e-7) math:sum 0.03539795565045761 . [] -1; math:negation 1 . - (67 2500 0.03539795565045761 0.03539816340144829 1) :pi true. + (67 1000 0.03539795565045761 0.035398163459948236 1) :pi true. } -_:bng_4869 { - (66 2500 0.03539838072943729 0.03539816340144829 -1) :pi true. +_:bng_1869 { + (66 1000 0.03539838072943729 0.035398163459948236 -1) :pi true. } -_:bng_4870 { - [] 65; math:notEqualTo 2500 . +_:bng_1870 { + [] 65; math:notEqualTo 1000 . (65 1) math:sum 66 . (2 65) math:product 130 . (130 1) math:sum 131 . @@ -43903,15 +16903,15 @@ _:bng_4870 { (1 2247960) math:quotient 4.448477730920479e-7 . (0.0353979358816642 4.448477730920479e-7) math:sum 0.03539838072943729 . [] 1; math:negation -1 . - (66 2500 0.03539838072943729 0.03539816340144829 -1) :pi true. + (66 1000 0.03539838072943729 0.035398163459948236 -1) :pi true. } -_:bng_4871 { - (65 2500 0.0353979358816642 0.03539816340144829 1) :pi true. +_:bng_1871 { + (65 1000 0.0353979358816642 0.035398163459948236 1) :pi true. } -_:bng_4872 { - [] 64; math:notEqualTo 2500 . +_:bng_1872 { + [] 64; math:notEqualTo 1000 . (64 1) math:sum 65 . (2 64) math:product 128 . (128 1) math:sum 129 . @@ -43920,15 +16920,15 @@ _:bng_4872 { (-1 2146560) math:quotient -4.6586165772212284e-7 . (0.03539840174332192 -4.6586165772212284e-7) math:sum 0.0353979358816642 . [] -1; math:negation 1 . - (65 2500 0.0353979358816642 0.03539816340144829 1) :pi true. + (65 1000 0.0353979358816642 0.035398163459948236 1) :pi true. } -_:bng_4873 { - (64 2500 0.03539840174332192 0.03539816340144829 -1) :pi true. +_:bng_1873 { + (64 1000 0.03539840174332192 0.035398163459948236 -1) :pi true. } -_:bng_4874 { - [] 63; math:notEqualTo 2500 . +_:bng_1874 { + [] 63; math:notEqualTo 1000 . (63 1) math:sum 64 . (2 63) math:product 126 . (126 1) math:sum 127 . @@ -43937,15 +16937,15 @@ _:bng_4874 { (1 2048256) math:quotient 4.882202224721909e-7 . (0.03539791352309945 4.882202224721909e-7) math:sum 0.03539840174332192 . [] 1; math:negation -1 . - (64 2500 0.03539840174332192 0.03539816340144829 -1) :pi true. + (64 1000 0.03539840174332192 0.035398163459948236 -1) :pi true. } -_:bng_4875 { - (63 2500 0.03539791352309945 0.03539816340144829 1) :pi true. +_:bng_1875 { + (63 1000 0.03539791352309945 0.035398163459948236 1) :pi true. } -_:bng_4876 { - [] 62; math:notEqualTo 2500 . +_:bng_1876 { + [] 62; math:notEqualTo 1000 . (62 1) math:sum 63 . (2 62) math:product 124 . (124 1) math:sum 125 . @@ -43954,15 +16954,15 @@ _:bng_4876 { (-1 1953000) math:quotient -5.120327700972862e-7 . (0.03539842555586955 -5.120327700972862e-7) math:sum 0.03539791352309945 . [] -1; math:negation 1 . - (63 2500 0.03539791352309945 0.03539816340144829 1) :pi true. + (63 1000 0.03539791352309945 0.035398163459948236 1) :pi true. } -_:bng_4877 { - (62 2500 0.03539842555586955 0.03539816340144829 -1) :pi true. +_:bng_1877 { + (62 1000 0.03539842555586955 0.035398163459948236 -1) :pi true. } -_:bng_4878 { - [] 61; math:notEqualTo 2500 . +_:bng_1878 { + [] 61; math:notEqualTo 1000 . (61 1) math:sum 62 . (2 61) math:product 122 . (122 1) math:sum 123 . @@ -43971,15 +16971,15 @@ _:bng_4878 { (1 1860744) math:quotient 5.374194408258202e-7 . (0.035397888136428725 5.374194408258202e-7) math:sum 0.03539842555586955 . [] 1; math:negation -1 . - (62 2500 0.03539842555586955 0.03539816340144829 -1) :pi true. + (62 1000 0.03539842555586955 0.035398163459948236 -1) :pi true. } -_:bng_4879 { - (61 2500 0.035397888136428725 0.03539816340144829 1) :pi true. +_:bng_1879 { + (61 1000 0.035397888136428725 0.035398163459948236 1) :pi true. } -_:bng_4880 { - [] 60; math:notEqualTo 2500 . +_:bng_1880 { + [] 60; math:notEqualTo 1000 . (60 1) math:sum 61 . (2 60) math:product 120 . (120 1) math:sum 121 . @@ -43988,15 +16988,15 @@ _:bng_4880 { (-1 1771440) math:quotient -5.645124870162128e-7 . (0.035398452648915744 -5.645124870162128e-7) math:sum 0.035397888136428725 . [] -1; math:negation 1 . - (61 2500 0.035397888136428725 0.03539816340144829 1) :pi true. + (61 1000 0.035397888136428725 0.035398163459948236 1) :pi true. } -_:bng_4881 { - (60 2500 0.035398452648915744 0.03539816340144829 -1) :pi true. +_:bng_1881 { + (60 1000 0.035398452648915744 0.035398163459948236 -1) :pi true. } -_:bng_4882 { - [] 59; math:notEqualTo 2500 . +_:bng_1882 { + [] 59; math:notEqualTo 1000 . (59 1) math:sum 60 . (2 59) math:product 118 . (118 1) math:sum 119 . @@ -44005,15 +17005,15 @@ _:bng_4882 { (1 1685040) math:quotient 5.934577220718796e-7 . (0.035397859191193676 5.934577220718796e-7) math:sum 0.035398452648915744 . [] 1; math:negation -1 . - (60 2500 0.035398452648915744 0.03539816340144829 -1) :pi true. + (60 1000 0.035398452648915744 0.035398163459948236 -1) :pi true. } -_:bng_4883 { - (59 2500 0.035397859191193676 0.03539816340144829 1) :pi true. +_:bng_1883 { + (59 1000 0.035397859191193676 0.035398163459948236 1) :pi true. } -_:bng_4884 { - [] 58; math:notEqualTo 2500 . +_:bng_1884 { + [] 58; math:notEqualTo 1000 . (58 1) math:sum 59 . (2 58) math:product 116 . (116 1) math:sum 117 . @@ -44022,15 +17022,15 @@ _:bng_4884 { (-1 1601496) math:quotient -6.24416170880227e-7 . (0.035398483607364556 -6.24416170880227e-7) math:sum 0.035397859191193676 . [] -1; math:negation 1 . - (59 2500 0.035397859191193676 0.03539816340144829 1) :pi true. + (59 1000 0.035397859191193676 0.035398163459948236 1) :pi true. } -_:bng_4885 { - (58 2500 0.035398483607364556 0.03539816340144829 -1) :pi true. +_:bng_1885 { + (58 1000 0.035398483607364556 0.035398163459948236 -1) :pi true. } -_:bng_4886 { - [] 57; math:notEqualTo 2500 . +_:bng_1886 { + [] 57; math:notEqualTo 1000 . (57 1) math:sum 58 . (2 57) math:product 114 . (114 1) math:sum 115 . @@ -44039,15 +17039,15 @@ _:bng_4886 { (1 1520760) math:quotient 6.575659538651727e-7 . (0.03539782604141069 6.575659538651727e-7) math:sum 0.035398483607364556 . [] 1; math:negation -1 . - (58 2500 0.035398483607364556 0.03539816340144829 -1) :pi true. + (58 1000 0.035398483607364556 0.035398163459948236 -1) :pi true. } -_:bng_4887 { - (57 2500 0.03539782604141069 0.03539816340144829 1) :pi true. +_:bng_1887 { + (57 1000 0.03539782604141069 0.035398163459948236 1) :pi true. } -_:bng_4888 { - [] 56; math:notEqualTo 2500 . +_:bng_1888 { + [] 56; math:notEqualTo 1000 . (56 1) math:sum 57 . (2 56) math:product 112 . (112 1) math:sum 113 . @@ -44056,15 +17056,15 @@ _:bng_4888 { (-1 1442784) math:quotient -6.931044425222348e-7 . (0.03539851914585321 -6.931044425222348e-7) math:sum 0.03539782604141069 . [] -1; math:negation 1 . - (57 2500 0.03539782604141069 0.03539816340144829 1) :pi true. + (57 1000 0.03539782604141069 0.035398163459948236 1) :pi true. } -_:bng_4889 { - (56 2500 0.03539851914585321 0.03539816340144829 -1) :pi true. +_:bng_1889 { + (56 1000 0.03539851914585321 0.035398163459948236 -1) :pi true. } -_:bng_4890 { - [] 55; math:notEqualTo 2500 . +_:bng_1890 { + [] 55; math:notEqualTo 1000 . (55 1) math:sum 56 . (2 55) math:product 110 . (110 1) math:sum 111 . @@ -44073,15 +17073,15 @@ _:bng_4890 { (1 1367520) math:quotient 7.312507312507313e-7 . (0.035397787895121956 7.312507312507313e-7) math:sum 0.03539851914585321 . [] 1; math:negation -1 . - (56 2500 0.03539851914585321 0.03539816340144829 -1) :pi true. + (56 1000 0.03539851914585321 0.035398163459948236 -1) :pi true. } -_:bng_4891 { - (55 2500 0.035397787895121956 0.03539816340144829 1) :pi true. +_:bng_1891 { + (55 1000 0.035397787895121956 0.035398163459948236 1) :pi true. } -_:bng_4892 { - [] 54; math:notEqualTo 2500 . +_:bng_1892 { + [] 54; math:notEqualTo 1000 . (54 1) math:sum 55 . (2 54) math:product 108 . (108 1) math:sum 109 . @@ -44090,15 +17090,15 @@ _:bng_4892 { (-1 1294920) math:quotient -7.72248478670497e-7 . (0.03539856014360063 -7.72248478670497e-7) math:sum 0.035397787895121956 . [] -1; math:negation 1 . - (55 2500 0.035397787895121956 0.03539816340144829 1) :pi true. + (55 1000 0.035397787895121956 0.035398163459948236 1) :pi true. } -_:bng_4893 { - (54 2500 0.03539856014360063 0.03539816340144829 -1) :pi true. +_:bng_1893 { + (54 1000 0.03539856014360063 0.035398163459948236 -1) :pi true. } -_:bng_4894 { - [] 53; math:notEqualTo 2500 . +_:bng_1894 { + [] 53; math:notEqualTo 1000 . (53 1) math:sum 54 . (2 53) math:product 106 . (106 1) math:sum 107 . @@ -44107,15 +17107,15 @@ _:bng_4894 { (1 1224936) math:quotient 8.163691817368417e-7 . (0.03539774377441889 8.163691817368417e-7) math:sum 0.03539856014360063 . [] 1; math:negation -1 . - (54 2500 0.03539856014360063 0.03539816340144829 -1) :pi true. + (54 1000 0.03539856014360063 0.035398163459948236 -1) :pi true. } -_:bng_4895 { - (53 2500 0.03539774377441889 0.03539816340144829 1) :pi true. +_:bng_1895 { + (53 1000 0.03539774377441889 0.035398163459948236 1) :pi true. } -_:bng_4896 { - [] 52; math:notEqualTo 2500 . +_:bng_1896 { + [] 52; math:notEqualTo 1000 . (52 1) math:sum 53 . (2 52) math:product 104 . (104 1) math:sum 105 . @@ -44124,15 +17124,15 @@ _:bng_4896 { (-1 1157520) math:quotient -8.639159582555809e-7 . (0.03539860769037715 -8.639159582555809e-7) math:sum 0.03539774377441889 . [] -1; math:negation 1 . - (53 2500 0.03539774377441889 0.03539816340144829 1) :pi true. + (53 1000 0.03539774377441889 0.035398163459948236 1) :pi true. } -_:bng_4897 { - (52 2500 0.03539860769037715 0.03539816340144829 -1) :pi true. +_:bng_1897 { + (52 1000 0.03539860769037715 0.035398163459948236 -1) :pi true. } -_:bng_4898 { - [] 51; math:notEqualTo 2500 . +_:bng_1898 { + [] 51; math:notEqualTo 1000 . (51 1) math:sum 52 . (2 51) math:product 102 . (102 1) math:sum 103 . @@ -44141,15 +17141,15 @@ _:bng_4898 { (1 1092624) math:quotient 9.152279283632795e-7 . (0.03539769246244879 9.152279283632795e-7) math:sum 0.03539860769037715 . [] 1; math:negation -1 . - (52 2500 0.03539860769037715 0.03539816340144829 -1) :pi true. + (52 1000 0.03539860769037715 0.035398163459948236 -1) :pi true. } -_:bng_4899 { - (51 2500 0.03539769246244879 0.03539816340144829 1) :pi true. +_:bng_1899 { + (51 1000 0.03539769246244879 0.035398163459948236 1) :pi true. } -_:bng_4900 { - [] 50; math:notEqualTo 2500 . +_:bng_1900 { + [] 50; math:notEqualTo 1000 . (50 1) math:sum 51 . (2 50) math:product 100 . (100 1) math:sum 101 . @@ -44158,15 +17158,15 @@ _:bng_4900 { (-1 1030200) math:quotient -9.706853038245e-7 . (0.03539866314775261 -9.706853038245e-7) math:sum 0.03539769246244879 . [] -1; math:negation 1 . - (51 2500 0.03539769246244879 0.03539816340144829 1) :pi true. + (51 1000 0.03539769246244879 0.035398163459948236 1) :pi true. } -_:bng_4901 { - (50 2500 0.03539866314775261 0.03539816340144829 -1) :pi true. +_:bng_1901 { + (50 1000 0.03539866314775261 0.035398163459948236 -1) :pi true. } -_:bng_4902 { - [] 49; math:notEqualTo 2500 . +_:bng_1902 { + [] 49; math:notEqualTo 1000 . (49 1) math:sum 50 . (2 49) math:product 98 . (98 1) math:sum 99 . @@ -44175,15 +17175,15 @@ _:bng_4902 { (1 970200) math:quotient 1.0307153164296022e-6 . (0.03539763243243618 1.0307153164296022e-6) math:sum 0.03539866314775261 . [] 1; math:negation -1 . - (50 2500 0.03539866314775261 0.03539816340144829 -1) :pi true. + (50 1000 0.03539866314775261 0.035398163459948236 -1) :pi true. } -_:bng_4903 { - (49 2500 0.03539763243243618 0.03539816340144829 1) :pi true. +_:bng_1903 { + (49 1000 0.03539763243243618 0.035398163459948236 1) :pi true. } -_:bng_4904 { - [] 48; math:notEqualTo 2500 . +_:bng_1904 { + [] 48; math:notEqualTo 1000 . (48 1) math:sum 49 . (2 48) math:product 96 . (96 1) math:sum 97 . @@ -44192,15 +17192,15 @@ _:bng_4904 { (-1 912576) math:quotient -1.095799144400028e-6 . (0.035398728231580585 -1.095799144400028e-6) math:sum 0.03539763243243618 . [] -1; math:negation 1 . - (49 2500 0.03539763243243618 0.03539816340144829 1) :pi true. + (49 1000 0.03539763243243618 0.035398163459948236 1) :pi true. } -_:bng_4905 { - (48 2500 0.035398728231580585 0.03539816340144829 -1) :pi true. +_:bng_1905 { + (48 1000 0.035398728231580585 0.035398163459948236 -1) :pi true. } -_:bng_4906 { - [] 47; math:notEqualTo 2500 . +_:bng_1906 { + [] 47; math:notEqualTo 1000 . (47 1) math:sum 48 . (2 47) math:product 94 . (94 1) math:sum 95 . @@ -44209,15 +17209,15 @@ _:bng_4906 { (1 857280) math:quotient 1.1664800298618887e-6 . (0.035397561751550725 1.1664800298618887e-6) math:sum 0.035398728231580585 . [] 1; math:negation -1 . - (48 2500 0.035398728231580585 0.03539816340144829 -1) :pi true. + (48 1000 0.035398728231580585 0.035398163459948236 -1) :pi true. } -_:bng_4907 { - (47 2500 0.035397561751550725 0.03539816340144829 1) :pi true. +_:bng_1907 { + (47 1000 0.035397561751550725 0.035398163459948236 1) :pi true. } -_:bng_4908 { - [] 46; math:notEqualTo 2500 . +_:bng_1908 { + [] 46; math:notEqualTo 1000 . (46 1) math:sum 47 . (2 46) math:product 92 . (92 1) math:sum 93 . @@ -44226,15 +17226,15 @@ _:bng_4908 { (-1 804264) math:quotient -1.2433728228541871e-6 . (0.03539880512437358 -1.2433728228541871e-6) math:sum 0.035397561751550725 . [] -1; math:negation 1 . - (47 2500 0.035397561751550725 0.03539816340144829 1) :pi true. + (47 1000 0.035397561751550725 0.035398163459948236 1) :pi true. } -_:bng_4909 { - (46 2500 0.03539880512437358 0.03539816340144829 -1) :pi true. +_:bng_1909 { + (46 1000 0.03539880512437358 0.035398163459948236 -1) :pi true. } -_:bng_4910 { - [] 45; math:notEqualTo 2500 . +_:bng_1910 { + [] 45; math:notEqualTo 1000 . (45 1) math:sum 46 . (2 45) math:product 90 . (90 1) math:sum 91 . @@ -44243,15 +17243,15 @@ _:bng_4910 { (1 753480) math:quotient 1.3271752402187185e-6 . (0.03539747794913336 1.3271752402187185e-6) math:sum 0.03539880512437358 . [] 1; math:negation -1 . - (46 2500 0.03539880512437358 0.03539816340144829 -1) :pi true. + (46 1000 0.03539880512437358 0.035398163459948236 -1) :pi true. } -_:bng_4911 { - (45 2500 0.03539747794913336 0.03539816340144829 1) :pi true. +_:bng_1911 { + (45 1000 0.03539747794913336 0.035398163459948236 1) :pi true. } -_:bng_4912 { - [] 44; math:notEqualTo 2500 . +_:bng_1912 { + [] 44; math:notEqualTo 1000 . (44 1) math:sum 45 . (2 44) math:product 88 . (88 1) math:sum 89 . @@ -44260,15 +17260,15 @@ _:bng_4912 { (-1 704880) math:quotient -1.4186811939620928e-6 . (0.035398896630327324 -1.4186811939620928e-6) math:sum 0.03539747794913336 . [] -1; math:negation 1 . - (45 2500 0.03539747794913336 0.03539816340144829 1) :pi true. + (45 1000 0.03539747794913336 0.035398163459948236 1) :pi true. } -_:bng_4913 { - (44 2500 0.035398896630327324 0.03539816340144829 -1) :pi true. +_:bng_1913 { + (44 1000 0.035398896630327324 0.035398163459948236 -1) :pi true. } -_:bng_4914 { - [] 43; math:notEqualTo 2500 . +_:bng_1914 { + [] 43; math:notEqualTo 1000 . (43 1) math:sum 44 . (2 43) math:product 86 . (86 1) math:sum 87 . @@ -44277,15 +17277,15 @@ _:bng_4914 { (1 658416) math:quotient 1.5187966270564506e-6 . (0.03539737783370027 1.5187966270564506e-6) math:sum 0.035398896630327324 . [] 1; math:negation -1 . - (44 2500 0.035398896630327324 0.03539816340144829 -1) :pi true. + (44 1000 0.035398896630327324 0.035398163459948236 -1) :pi true. } -_:bng_4915 { - (43 2500 0.03539737783370027 0.03539816340144829 1) :pi true. +_:bng_1915 { + (43 1000 0.03539737783370027 0.035398163459948236 1) :pi true. } -_:bng_4916 { - [] 42; math:notEqualTo 2500 . +_:bng_1916 { + [] 42; math:notEqualTo 1000 . (42 1) math:sum 43 . (2 42) math:product 84 . (84 1) math:sum 85 . @@ -44294,15 +17294,15 @@ _:bng_4916 { (-1 614040) math:quotient -1.6285584001042277e-6 . (0.03539900639210038 -1.6285584001042277e-6) math:sum 0.03539737783370027 . [] -1; math:negation 1 . - (43 2500 0.03539737783370027 0.03539816340144829 1) :pi true. + (43 1000 0.03539737783370027 0.035398163459948236 1) :pi true. } -_:bng_4917 { - (42 2500 0.03539900639210038 0.03539816340144829 -1) :pi true. +_:bng_1917 { + (42 1000 0.03539900639210038 0.035398163459948236 -1) :pi true. } -_:bng_4918 { - [] 41; math:notEqualTo 2500 . +_:bng_1918 { + [] 41; math:notEqualTo 1000 . (41 1) math:sum 42 . (2 41) math:product 82 . (82 1) math:sum 83 . @@ -44311,15 +17311,15 @@ _:bng_4918 { (1 571704) math:quotient 1.749156906371129e-6 . (0.035397257235194005 1.749156906371129e-6) math:sum 0.03539900639210038 . [] 1; math:negation -1 . - (42 2500 0.03539900639210038 0.03539816340144829 -1) :pi true. + (42 1000 0.03539900639210038 0.035398163459948236 -1) :pi true. } -_:bng_4919 { - (41 2500 0.035397257235194005 0.03539816340144829 1) :pi true. +_:bng_1919 { + (41 1000 0.035397257235194005 0.035398163459948236 1) :pi true. } -_:bng_4920 { - [] 40; math:notEqualTo 2500 . +_:bng_1920 { + [] 40; math:notEqualTo 1000 . (40 1) math:sum 41 . (2 40) math:product 80 . (80 1) math:sum 81 . @@ -44328,15 +17328,15 @@ _:bng_4920 { (-1 531360) math:quotient -1.8819632640770852e-6 . (0.03539913919845808 -1.8819632640770852e-6) math:sum 0.035397257235194005 . [] -1; math:negation 1 . - (41 2500 0.035397257235194005 0.03539816340144829 1) :pi true. + (41 1000 0.035397257235194005 0.035398163459948236 1) :pi true. } -_:bng_4921 { - (40 2500 0.03539913919845808 0.03539816340144829 -1) :pi true. +_:bng_1921 { + (40 1000 0.03539913919845808 0.035398163459948236 -1) :pi true. } -_:bng_4922 { - [] 39; math:notEqualTo 2500 . +_:bng_1922 { + [] 39; math:notEqualTo 1000 . (39 1) math:sum 40 . (2 39) math:product 78 . (78 1) math:sum 79 . @@ -44345,15 +17345,15 @@ _:bng_4922 { (1 492960) math:quotient 2.0285621551444335e-6 . (0.035397110636302936 2.0285621551444335e-6) math:sum 0.03539913919845808 . [] 1; math:negation -1 . - (40 2500 0.03539913919845808 0.03539816340144829 -1) :pi true. + (40 1000 0.03539913919845808 0.035398163459948236 -1) :pi true. } -_:bng_4923 { - (39 2500 0.035397110636302936 0.03539816340144829 1) :pi true. +_:bng_1923 { + (39 1000 0.035397110636302936 0.035398163459948236 1) :pi true. } -_:bng_4924 { - [] 38; math:notEqualTo 2500 . +_:bng_1924 { + [] 38; math:notEqualTo 1000 . (38 1) math:sum 39 . (2 38) math:product 76 . (76 1) math:sum 77 . @@ -44362,15 +17362,15 @@ _:bng_4924 { (-1 456456) math:quotient -2.190791664475875e-6 . (0.03539930142796741 -2.190791664475875e-6) math:sum 0.035397110636302936 . [] -1; math:negation 1 . - (39 2500 0.035397110636302936 0.03539816340144829 1) :pi true. + (39 1000 0.035397110636302936 0.035398163459948236 1) :pi true. } -_:bng_4925 { - (38 2500 0.03539930142796741 0.03539816340144829 -1) :pi true. +_:bng_1925 { + (38 1000 0.03539930142796741 0.035398163459948236 -1) :pi true. } -_:bng_4926 { - [] 37; math:notEqualTo 2500 . +_:bng_1926 { + [] 37; math:notEqualTo 1000 . (37 1) math:sum 38 . (2 37) math:product 74 . (74 1) math:sum 75 . @@ -44379,15 +17379,15 @@ _:bng_4926 { (1 421800) math:quotient 2.370791844476055e-6 . (0.03539693063612294 2.370791844476055e-6) math:sum 0.03539930142796741 . [] 1; math:negation -1 . - (38 2500 0.03539930142796741 0.03539816340144829 -1) :pi true. + (38 1000 0.03539930142796741 0.035398163459948236 -1) :pi true. } -_:bng_4927 { - (37 2500 0.03539693063612294 0.03539816340144829 1) :pi true. +_:bng_1927 { + (37 1000 0.03539693063612294 0.035398163459948236 1) :pi true. } -_:bng_4928 { - [] 36; math:notEqualTo 2500 . +_:bng_1928 { + [] 36; math:notEqualTo 1000 . (36 1) math:sum 37 . (2 36) math:product 72 . (72 1) math:sum 73 . @@ -44396,15 +17396,15 @@ _:bng_4928 { (-1 388944) math:quotient -2.5710642148998313e-6 . (0.035399501700337836 -2.5710642148998313e-6) math:sum 0.03539693063612294 . [] -1; math:negation 1 . - (37 2500 0.03539693063612294 0.03539816340144829 1) :pi true. + (37 1000 0.03539693063612294 0.035398163459948236 1) :pi true. } -_:bng_4929 { - (36 2500 0.035399501700337836 0.03539816340144829 -1) :pi true. +_:bng_1929 { + (36 1000 0.035399501700337836 0.035398163459948236 -1) :pi true. } -_:bng_4930 { - [] 35; math:notEqualTo 2500 . +_:bng_1930 { + [] 35; math:notEqualTo 1000 . (35 1) math:sum 36 . (2 35) math:product 70 . (70 1) math:sum 71 . @@ -44413,15 +17413,15 @@ _:bng_4930 { (1 357840) math:quotient 2.794545048066175e-6 . (0.03539670715528977 2.794545048066175e-6) math:sum 0.035399501700337836 . [] 1; math:negation -1 . - (36 2500 0.035399501700337836 0.03539816340144829 -1) :pi true. + (36 1000 0.035399501700337836 0.035398163459948236 -1) :pi true. } -_:bng_4931 { - (35 2500 0.03539670715528977 0.03539816340144829 1) :pi true. +_:bng_1931 { + (35 1000 0.03539670715528977 0.035398163459948236 1) :pi true. } -_:bng_4932 { - [] 34; math:notEqualTo 2500 . +_:bng_1932 { + [] 34; math:notEqualTo 1000 . (34 1) math:sum 35 . (2 34) math:product 68 . (68 1) math:sum 69 . @@ -44430,15 +17430,15 @@ _:bng_4932 { (-1 328440) math:quotient -3.0446961393252953e-6 . (0.035399751851429094 -3.0446961393252953e-6) math:sum 0.03539670715528977 . [] -1; math:negation 1 . - (35 2500 0.03539670715528977 0.03539816340144829 1) :pi true. + (35 1000 0.03539670715528977 0.035398163459948236 1) :pi true. } -_:bng_4933 { - (34 2500 0.035399751851429094 0.03539816340144829 -1) :pi true. +_:bng_1933 { + (34 1000 0.035399751851429094 0.035398163459948236 -1) :pi true. } -_:bng_4934 { - [] 33; math:notEqualTo 2500 . +_:bng_1934 { + [] 33; math:notEqualTo 1000 . (33 1) math:sum 34 . (2 33) math:product 66 . (66 1) math:sum 67 . @@ -44447,15 +17447,15 @@ _:bng_4934 { (1 300696) math:quotient 3.325617899805784e-6 . (0.03539642623352929 3.325617899805784e-6) math:sum 0.035399751851429094 . [] 1; math:negation -1 . - (34 2500 0.035399751851429094 0.03539816340144829 -1) :pi true. + (34 1000 0.035399751851429094 0.035398163459948236 -1) :pi true. } -_:bng_4935 { - (33 2500 0.03539642623352929 0.03539816340144829 1) :pi true. +_:bng_1935 { + (33 1000 0.03539642623352929 0.035398163459948236 1) :pi true. } -_:bng_4936 { - [] 32; math:notEqualTo 2500 . +_:bng_1936 { + [] 32; math:notEqualTo 1000 . (32 1) math:sum 33 . (2 32) math:product 64 . (64 1) math:sum 65 . @@ -44464,15 +17464,15 @@ _:bng_4936 { (-1 274560) math:quotient -3.642191142191142e-6 . (0.03540006842467148 -3.642191142191142e-6) math:sum 0.03539642623352929 . [] -1; math:negation 1 . - (33 2500 0.03539642623352929 0.03539816340144829 1) :pi true. + (33 1000 0.03539642623352929 0.035398163459948236 1) :pi true. } -_:bng_4937 { - (32 2500 0.03540006842467148 0.03539816340144829 -1) :pi true. +_:bng_1937 { + (32 1000 0.03540006842467148 0.035398163459948236 -1) :pi true. } -_:bng_4938 { - [] 31; math:notEqualTo 2500 . +_:bng_1938 { + [] 31; math:notEqualTo 1000 . (31 1) math:sum 32 . (2 31) math:product 62 . (62 1) math:sum 63 . @@ -44481,15 +17481,15 @@ _:bng_4938 { (1 249984) math:quotient 4.000256016385049e-6 . (0.03539606816865509 4.000256016385049e-6) math:sum 0.03540006842467148 . [] 1; math:negation -1 . - (32 2500 0.03540006842467148 0.03539816340144829 -1) :pi true. + (32 1000 0.03540006842467148 0.035398163459948236 -1) :pi true. } -_:bng_4939 { - (31 2500 0.03539606816865509 0.03539816340144829 1) :pi true. +_:bng_1939 { + (31 1000 0.03539606816865509 0.035398163459948236 1) :pi true. } -_:bng_4940 { - [] 30; math:notEqualTo 2500 . +_:bng_1940 { + [] 30; math:notEqualTo 1000 . (30 1) math:sum 31 . (2 30) math:product 60 . (60 1) math:sum 61 . @@ -44498,15 +17498,15 @@ _:bng_4940 { (-1 226920) math:quotient -4.406839414771726e-6 . (0.035400475008069865 -4.406839414771726e-6) math:sum 0.03539606816865509 . [] -1; math:negation 1 . - (31 2500 0.03539606816865509 0.03539816340144829 1) :pi true. + (31 1000 0.03539606816865509 0.035398163459948236 1) :pi true. } -_:bng_4941 { - (30 2500 0.035400475008069865 0.03539816340144829 -1) :pi true. +_:bng_1941 { + (30 1000 0.035400475008069865 0.035398163459948236 -1) :pi true. } -_:bng_4942 { - [] 29; math:notEqualTo 2500 . +_:bng_1942 { + [] 29; math:notEqualTo 1000 . (29 1) math:sum 30 . (2 29) math:product 58 . (58 1) math:sum 59 . @@ -44515,15 +17515,15 @@ _:bng_4942 { (1 205320) math:quotient 4.87044613286577e-6 . (0.035395604561937 4.87044613286577e-6) math:sum 0.035400475008069865 . [] 1; math:negation -1 . - (30 2500 0.035400475008069865 0.03539816340144829 -1) :pi true. + (30 1000 0.035400475008069865 0.035398163459948236 -1) :pi true. } -_:bng_4943 { - (29 2500 0.035395604561937 0.03539816340144829 1) :pi true. +_:bng_1943 { + (29 1000 0.035395604561937 0.035398163459948236 1) :pi true. } -_:bng_4944 { - [] 28; math:notEqualTo 2500 . +_:bng_1944 { + [] 28; math:notEqualTo 1000 . (28 1) math:sum 29 . (2 28) math:product 56 . (56 1) math:sum 57 . @@ -44532,15 +17532,15 @@ _:bng_4944 { (-1 185136) math:quotient -5.401434621035347e-6 . (0.03540100599655804 -5.401434621035347e-6) math:sum 0.035395604561937 . [] -1; math:negation 1 . - (29 2500 0.035395604561937 0.03539816340144829 1) :pi true. + (29 1000 0.035395604561937 0.035398163459948236 1) :pi true. } -_:bng_4945 { - (28 2500 0.03540100599655804 0.03539816340144829 -1) :pi true. +_:bng_1945 { + (28 1000 0.03540100599655804 0.035398163459948236 -1) :pi true. } -_:bng_4946 { - [] 27; math:notEqualTo 2500 . +_:bng_1946 { + [] 27; math:notEqualTo 1000 . (27 1) math:sum 28 . (2 27) math:product 54 . (54 1) math:sum 55 . @@ -44549,15 +17549,15 @@ _:bng_4946 { (1 166320) math:quotient 6.012506012506012e-6 . (0.03539499349054553 6.012506012506012e-6) math:sum 0.03540100599655804 . [] 1; math:negation -1 . - (28 2500 0.03540100599655804 0.03539816340144829 -1) :pi true. + (28 1000 0.03540100599655804 0.035398163459948236 -1) :pi true. } -_:bng_4947 { - (27 2500 0.03539499349054553 0.03539816340144829 1) :pi true. +_:bng_1947 { + (27 1000 0.03539499349054553 0.035398163459948236 1) :pi true. } -_:bng_4948 { - [] 26; math:notEqualTo 2500 . +_:bng_1948 { + [] 26; math:notEqualTo 1000 . (26 1) math:sum 27 . (2 26) math:product 52 . (52 1) math:sum 53 . @@ -44566,15 +17566,15 @@ _:bng_4948 { (-1 148824) math:quotient -6.719346341987852e-6 . (0.03540171283688751 -6.719346341987852e-6) math:sum 0.03539499349054553 . [] -1; math:negation 1 . - (27 2500 0.03539499349054553 0.03539816340144829 1) :pi true. + (27 1000 0.03539499349054553 0.035398163459948236 1) :pi true. } -_:bng_4949 { - (26 2500 0.03540171283688751 0.03539816340144829 -1) :pi true. +_:bng_1949 { + (26 1000 0.03540171283688751 0.035398163459948236 -1) :pi true. } -_:bng_4950 { - [] 25; math:notEqualTo 2500 . +_:bng_1950 { + [] 25; math:notEqualTo 1000 . (25 1) math:sum 26 . (2 25) math:product 50 . (50 1) math:sum 51 . @@ -44583,15 +17583,15 @@ _:bng_4950 { (1 132600) math:quotient 7.541478129713424e-6 . (0.035394171358757796 7.541478129713424e-6) math:sum 0.03540171283688751 . [] 1; math:negation -1 . - (26 2500 0.03540171283688751 0.03539816340144829 -1) :pi true. + (26 1000 0.03540171283688751 0.035398163459948236 -1) :pi true. } -_:bng_4951 { - (25 2500 0.035394171358757796 0.03539816340144829 1) :pi true. +_:bng_1951 { + (25 1000 0.035394171358757796 0.035398163459948236 1) :pi true. } -_:bng_4952 { - [] 24; math:notEqualTo 2500 . +_:bng_1952 { + [] 24; math:notEqualTo 1000 . (24 1) math:sum 25 . (2 24) math:product 48 . (48 1) math:sum 49 . @@ -44600,15 +17600,15 @@ _:bng_4952 { (-1 117600) math:quotient -8.503401360544217e-6 . (0.03540267476011834 -8.503401360544217e-6) math:sum 0.035394171358757796 . [] -1; math:negation 1 . - (25 2500 0.035394171358757796 0.03539816340144829 1) :pi true. + (25 1000 0.035394171358757796 0.035398163459948236 1) :pi true. } -_:bng_4953 { - (24 2500 0.03540267476011834 0.03539816340144829 -1) :pi true. +_:bng_1953 { + (24 1000 0.03540267476011834 0.035398163459948236 -1) :pi true. } -_:bng_4954 { - [] 23; math:notEqualTo 2500 . +_:bng_1954 { + [] 23; math:notEqualTo 1000 . (23 1) math:sum 24 . (2 23) math:product 46 . (46 1) math:sum 47 . @@ -44617,15 +17617,15 @@ _:bng_4954 { (1 103776) math:quotient 9.63613937711995e-6 . (0.03539303862074122 9.63613937711995e-6) math:sum 0.03540267476011834 . [] 1; math:negation -1 . - (24 2500 0.03540267476011834 0.03539816340144829 -1) :pi true. + (24 1000 0.03540267476011834 0.035398163459948236 -1) :pi true. } -_:bng_4955 { - (23 2500 0.03539303862074122 0.03539816340144829 1) :pi true. +_:bng_1955 { + (23 1000 0.03539303862074122 0.035398163459948236 1) :pi true. } -_:bng_4956 { - [] 22; math:notEqualTo 2500 . +_:bng_1956 { + [] 22; math:notEqualTo 1000 . (22 1) math:sum 23 . (2 22) math:product 44 . (44 1) math:sum 45 . @@ -44634,15 +17634,15 @@ _:bng_4956 { (-1 91080) math:quotient -1.0979358805445763e-5 . (0.03540401797954666 -1.0979358805445763e-5) math:sum 0.03539303862074122 . [] -1; math:negation 1 . - (23 2500 0.03539303862074122 0.03539816340144829 1) :pi true. + (23 1000 0.03539303862074122 0.035398163459948236 1) :pi true. } -_:bng_4957 { - (22 2500 0.03540401797954666 0.03539816340144829 -1) :pi true. +_:bng_1957 { + (22 1000 0.03540401797954666 0.035398163459948236 -1) :pi true. } -_:bng_4958 { - [] 21; math:notEqualTo 2500 . +_:bng_1958 { + [] 21; math:notEqualTo 1000 . (21 1) math:sum 22 . (2 21) math:product 42 . (42 1) math:sum 43 . @@ -44651,15 +17651,15 @@ _:bng_4958 { (1 79464) math:quotient 1.2584314909896305e-5 . (0.03539143366463676 1.2584314909896305e-5) math:sum 0.03540401797954666 . [] 1; math:negation -1 . - (22 2500 0.03540401797954666 0.03539816340144829 -1) :pi true. + (22 1000 0.03540401797954666 0.035398163459948236 -1) :pi true. } -_:bng_4959 { - (21 2500 0.03539143366463676 0.03539816340144829 1) :pi true. +_:bng_1959 { + (21 1000 0.03539143366463676 0.035398163459948236 1) :pi true. } -_:bng_4960 { - [] 20; math:notEqualTo 2500 . +_:bng_1960 { + [] 20; math:notEqualTo 1000 . (20 1) math:sum 21 . (2 20) math:product 40 . (40 1) math:sum 41 . @@ -44668,15 +17668,15 @@ _:bng_4960 { (-1 68880) math:quotient -1.4518002322880372e-5 . (0.035405951666959645 -1.4518002322880372e-5) math:sum 0.03539143366463676 . [] -1; math:negation 1 . - (21 2500 0.03539143366463676 0.03539816340144829 1) :pi true. + (21 1000 0.03539143366463676 0.035398163459948236 1) :pi true. } -_:bng_4961 { - (20 2500 0.035405951666959645 0.03539816340144829 -1) :pi true. +_:bng_1961 { + (20 1000 0.035405951666959645 0.035398163459948236 -1) :pi true. } -_:bng_4962 { - [] 19; math:notEqualTo 2500 . +_:bng_1962 { + [] 19; math:notEqualTo 1000 . (19 1) math:sum 20 . (2 19) math:product 38 . (38 1) math:sum 39 . @@ -44685,15 +17685,15 @@ _:bng_4962 { (1 59280) math:quotient 1.6869095816464237e-5 . (0.035389082571143184 1.6869095816464237e-5) math:sum 0.035405951666959645 . [] 1; math:negation -1 . - (20 2500 0.035405951666959645 0.03539816340144829 -1) :pi true. + (20 1000 0.035405951666959645 0.035398163459948236 -1) :pi true. } -_:bng_4963 { - (19 2500 0.035389082571143184 0.03539816340144829 1) :pi true. +_:bng_1963 { + (19 1000 0.035389082571143184 0.035398163459948236 1) :pi true. } -_:bng_4964 { - [] 18; math:notEqualTo 2500 . +_:bng_1964 { + [] 18; math:notEqualTo 1000 . (18 1) math:sum 19 . (2 18) math:product 36 . (36 1) math:sum 37 . @@ -44702,15 +17702,15 @@ _:bng_4964 { (-1 50616) math:quotient -1.9756598703967125e-5 . (0.03540883916984715 -1.9756598703967125e-5) math:sum 0.035389082571143184 . [] -1; math:negation 1 . - (19 2500 0.035389082571143184 0.03539816340144829 1) :pi true. + (19 1000 0.035389082571143184 0.035398163459948236 1) :pi true. } -_:bng_4965 { - (18 2500 0.03540883916984715 0.03539816340144829 -1) :pi true. +_:bng_1965 { + (18 1000 0.03540883916984715 0.035398163459948236 -1) :pi true. } -_:bng_4966 { - [] 17; math:notEqualTo 2500 . +_:bng_1966 { + [] 17; math:notEqualTo 1000 . (17 1) math:sum 18 . (2 17) math:product 34 . (34 1) math:sum 35 . @@ -44719,15 +17719,15 @@ _:bng_4966 { (1 42840) math:quotient 2.334267040149393e-5 . (0.035385496499445654 2.334267040149393e-5) math:sum 0.03540883916984715 . [] 1; math:negation -1 . - (18 2500 0.03540883916984715 0.03539816340144829 -1) :pi true. + (18 1000 0.03540883916984715 0.035398163459948236 -1) :pi true. } -_:bng_4967 { - (17 2500 0.035385496499445654 0.03539816340144829 1) :pi true. +_:bng_1967 { + (17 1000 0.035385496499445654 0.035398163459948236 1) :pi true. } -_:bng_4968 { - [] 16; math:notEqualTo 2500 . +_:bng_1968 { + [] 16; math:notEqualTo 1000 . (16 1) math:sum 17 . (2 16) math:product 32 . (32 1) math:sum 33 . @@ -44736,15 +17736,15 @@ _:bng_4968 { (-1 35904) math:quotient -2.785204991087344e-5 . (0.03541334854935653 -2.785204991087344e-5) math:sum 0.035385496499445654 . [] -1; math:negation 1 . - (17 2500 0.035385496499445654 0.03539816340144829 1) :pi true. + (17 1000 0.035385496499445654 0.035398163459948236 1) :pi true. } -_:bng_4969 { - (16 2500 0.03541334854935653 0.03539816340144829 -1) :pi true. +_:bng_1969 { + (16 1000 0.03541334854935653 0.035398163459948236 -1) :pi true. } -_:bng_4970 { - [] 15; math:notEqualTo 2500 . +_:bng_1970 { + [] 15; math:notEqualTo 1000 . (15 1) math:sum 16 . (2 15) math:product 30 . (30 1) math:sum 31 . @@ -44753,15 +17753,15 @@ _:bng_4970 { (1 29760) math:quotient 3.360215053763441e-5 . (0.0353797463988189 3.360215053763441e-5) math:sum 0.03541334854935653 . [] 1; math:negation -1 . - (16 2500 0.03541334854935653 0.03539816340144829 -1) :pi true. + (16 1000 0.03541334854935653 0.035398163459948236 -1) :pi true. } -_:bng_4971 { - (15 2500 0.0353797463988189 0.03539816340144829 1) :pi true. +_:bng_1971 { + (15 1000 0.0353797463988189 0.035398163459948236 1) :pi true. } -_:bng_4972 { - [] 14; math:notEqualTo 2500 . +_:bng_1972 { + [] 14; math:notEqualTo 1000 . (14 1) math:sum 15 . (2 14) math:product 28 . (28 1) math:sum 29 . @@ -44770,15 +17770,15 @@ _:bng_4972 { (-1 24360) math:quotient -4.105090311986864e-5 . (0.03542079730193877 -4.105090311986864e-5) math:sum 0.0353797463988189 . [] -1; math:negation 1 . - (15 2500 0.0353797463988189 0.03539816340144829 1) :pi true. + (15 1000 0.0353797463988189 0.035398163459948236 1) :pi true. } -_:bng_4973 { - (14 2500 0.03542079730193877 0.03539816340144829 -1) :pi true. +_:bng_1973 { + (14 1000 0.03542079730193877 0.035398163459948236 -1) :pi true. } -_:bng_4974 { - [] 13; math:notEqualTo 2500 . +_:bng_1974 { + [] 13; math:notEqualTo 1000 . (13 1) math:sum 14 . (2 13) math:product 26 . (26 1) math:sum 27 . @@ -44787,15 +17787,15 @@ _:bng_4974 { (1 19656) math:quotient 5.087505087505087e-5 . (0.035369922251063717 5.087505087505087e-5) math:sum 0.03542079730193877 . [] 1; math:negation -1 . - (14 2500 0.03542079730193877 0.03539816340144829 -1) :pi true. + (14 1000 0.03542079730193877 0.035398163459948236 -1) :pi true. } -_:bng_4975 { - (13 2500 0.035369922251063717 0.03539816340144829 1) :pi true. +_:bng_1975 { + (13 1000 0.035369922251063717 0.035398163459948236 1) :pi true. } -_:bng_4976 { - [] 12; math:notEqualTo 2500 . +_:bng_1976 { + [] 12; math:notEqualTo 1000 . (12 1) math:sum 13 . (2 12) math:product 24 . (24 1) math:sum 25 . @@ -44804,15 +17804,15 @@ _:bng_4976 { (-1 15600) math:quotient -6.41025641025641e-5 . (0.03543402481516628 -6.41025641025641e-5) math:sum 0.035369922251063717 . [] -1; math:negation 1 . - (13 2500 0.035369922251063717 0.03539816340144829 1) :pi true. + (13 1000 0.035369922251063717 0.035398163459948236 1) :pi true. } -_:bng_4977 { - (12 2500 0.03543402481516628 0.03539816340144829 -1) :pi true. +_:bng_1977 { + (12 1000 0.03543402481516628 0.035398163459948236 -1) :pi true. } -_:bng_4978 { - [] 11; math:notEqualTo 2500 . +_:bng_1978 { + [] 11; math:notEqualTo 1000 . (11 1) math:sum 12 . (2 11) math:product 22 . (22 1) math:sum 23 . @@ -44821,15 +17821,15 @@ _:bng_4978 { (1 12144) math:quotient 8.234519104084322e-5 . (0.03535167962412544 8.234519104084322e-5) math:sum 0.03543402481516628 . [] 1; math:negation -1 . - (12 2500 0.03543402481516628 0.03539816340144829 -1) :pi true. + (12 1000 0.03543402481516628 0.035398163459948236 -1) :pi true. } -_:bng_4979 { - (11 2500 0.03535167962412544 0.03539816340144829 1) :pi true. +_:bng_1979 { + (11 1000 0.03535167962412544 0.035398163459948236 1) :pi true. } -_:bng_4980 { - [] 10; math:notEqualTo 2500 . +_:bng_1980 { + [] 10; math:notEqualTo 1000 . (10 1) math:sum 11 . (2 10) math:product 20 . (20 1) math:sum 21 . @@ -44838,15 +17838,15 @@ _:bng_4980 { (-1 9240) math:quotient -0.00010822510822510823 . (0.03545990473235055 -0.00010822510822510823) math:sum 0.03535167962412544 . [] -1; math:negation 1 . - (11 2500 0.03535167962412544 0.03539816340144829 1) :pi true. + (11 1000 0.03535167962412544 0.035398163459948236 1) :pi true. } -_:bng_4981 { - (10 2500 0.03545990473235055 0.03539816340144829 -1) :pi true. +_:bng_1981 { + (10 1000 0.03545990473235055 0.035398163459948236 -1) :pi true. } -_:bng_4982 { - [] 9; math:notEqualTo 2500 . +_:bng_1982 { + [] 9; math:notEqualTo 1000 . (9 1) math:sum 10 . (2 9) math:product 18 . (18 1) math:sum 19 . @@ -44855,15 +17855,15 @@ _:bng_4982 { (1 6840) math:quotient 0.00014619883040935673 . (0.03531370590194119 0.00014619883040935673) math:sum 0.03545990473235055 . [] 1; math:negation -1 . - (10 2500 0.03545990473235055 0.03539816340144829 -1) :pi true. + (10 1000 0.03545990473235055 0.035398163459948236 -1) :pi true. } -_:bng_4983 { - (9 2500 0.03531370590194119 0.03539816340144829 1) :pi true. +_:bng_1983 { + (9 1000 0.03531370590194119 0.035398163459948236 1) :pi true. } -_:bng_4984 { - [] 8; math:notEqualTo 2500 . +_:bng_1984 { + [] 8; math:notEqualTo 1000 . (8 1) math:sum 9 . (2 8) math:product 16 . (16 1) math:sum 17 . @@ -44872,15 +17872,15 @@ _:bng_4984 { (-1 4896) math:quotient -0.0002042483660130719 . (0.03551795426795426 -0.0002042483660130719) math:sum 0.03531370590194119 . [] -1; math:negation 1 . - (9 2500 0.03531370590194119 0.03539816340144829 1) :pi true. + (9 1000 0.03531370590194119 0.035398163459948236 1) :pi true. } -_:bng_4985 { - (8 2500 0.03551795426795426 0.03539816340144829 -1) :pi true. +_:bng_1985 { + (8 1000 0.03551795426795426 0.035398163459948236 -1) :pi true. } -_:bng_4986 { - [] 7; math:notEqualTo 2500 . +_:bng_1986 { + [] 7; math:notEqualTo 1000 . (7 1) math:sum 8 . (2 7) math:product 14 . (14 1) math:sum 15 . @@ -44889,15 +17889,15 @@ _:bng_4986 { (1 3360) math:quotient 0.00029761904761904765 . (0.035220335220335214 0.00029761904761904765) math:sum 0.03551795426795426 . [] 1; math:negation -1 . - (8 2500 0.03551795426795426 0.03539816340144829 -1) :pi true. + (8 1000 0.03551795426795426 0.035398163459948236 -1) :pi true. } -_:bng_4987 { - (7 2500 0.035220335220335214 0.03539816340144829 1) :pi true. +_:bng_1987 { + (7 1000 0.035220335220335214 0.035398163459948236 1) :pi true. } -_:bng_4988 { - [] 6; math:notEqualTo 2500 . +_:bng_1988 { + [] 6; math:notEqualTo 1000 . (6 1) math:sum 7 . (2 6) math:product 12 . (12 1) math:sum 13 . @@ -44906,15 +17906,15 @@ _:bng_4988 { (-1 2184) math:quotient -0.0004578754578754579 . (0.03567821067821067 -0.0004578754578754579) math:sum 0.035220335220335214 . [] -1; math:negation 1 . - (7 2500 0.035220335220335214 0.03539816340144829 1) :pi true. + (7 1000 0.035220335220335214 0.035398163459948236 1) :pi true. } -_:bng_4989 { - (6 2500 0.03567821067821067 0.03539816340144829 -1) :pi true. +_:bng_1989 { + (6 1000 0.03567821067821067 0.035398163459948236 -1) :pi true. } -_:bng_4990 { - [] 5; math:notEqualTo 2500 . +_:bng_1990 { + [] 5; math:notEqualTo 1000 . (5 1) math:sum 6 . (2 5) math:product 10 . (10 1) math:sum 11 . @@ -44923,15 +17923,15 @@ _:bng_4990 { (1 1320) math:quotient 0.0007575757575757576 . (0.034920634920634915 0.0007575757575757576) math:sum 0.03567821067821067 . [] 1; math:negation -1 . - (6 2500 0.03567821067821067 0.03539816340144829 -1) :pi true. + (6 1000 0.03567821067821067 0.035398163459948236 -1) :pi true. } -_:bng_4991 { - (5 2500 0.034920634920634915 0.03539816340144829 1) :pi true. +_:bng_1991 { + (5 1000 0.034920634920634915 0.035398163459948236 1) :pi true. } -_:bng_4992 { - [] 4; math:notEqualTo 2500 . +_:bng_1992 { + [] 4; math:notEqualTo 1000 . (4 1) math:sum 5 . (2 4) math:product 8 . (8 1) math:sum 9 . @@ -44940,15 +17940,15 @@ _:bng_4992 { (-1 720) math:quotient -0.001388888888888889 . (0.036309523809523805 -0.001388888888888889) math:sum 0.034920634920634915 . [] -1; math:negation 1 . - (5 2500 0.034920634920634915 0.03539816340144829 1) :pi true. + (5 1000 0.034920634920634915 0.035398163459948236 1) :pi true. } -_:bng_4993 { - (4 2500 0.036309523809523805 0.03539816340144829 -1) :pi true. +_:bng_1993 { + (4 1000 0.036309523809523805 0.035398163459948236 -1) :pi true. } -_:bng_4994 { - [] 3; math:notEqualTo 2500 . +_:bng_1994 { + [] 3; math:notEqualTo 1000 . (3 1) math:sum 4 . (2 3) math:product 6 . (6 1) math:sum 7 . @@ -44957,15 +17957,15 @@ _:bng_4994 { (1 336) math:quotient 0.002976190476190476 . (0.03333333333333333 0.002976190476190476) math:sum 0.036309523809523805 . [] 1; math:negation -1 . - (4 2500 0.036309523809523805 0.03539816340144829 -1) :pi true. + (4 1000 0.036309523809523805 0.035398163459948236 -1) :pi true. } -_:bng_4995 { - (3 2500 0.03333333333333333 0.03539816340144829 1) :pi true. +_:bng_1995 { + (3 1000 0.03333333333333333 0.035398163459948236 1) :pi true. } -_:bng_4996 { - [] 2; math:notEqualTo 2500 . +_:bng_1996 { + [] 2; math:notEqualTo 1000 . (2 1) math:sum 3 . (2 2) math:product 4 . (4 1) math:sum 5 . @@ -44974,15 +17974,15 @@ _:bng_4996 { (-1 120) math:quotient -0.008333333333333333 . (0.041666666666666664 -0.008333333333333333) math:sum 0.03333333333333333 . [] -1; math:negation 1 . - (3 2500 0.03333333333333333 0.03539816340144829 1) :pi true. + (3 1000 0.03333333333333333 0.035398163459948236 1) :pi true. } -_:bng_4997 { - (2 2500 0.041666666666666664 0.03539816340144829 -1) :pi true. +_:bng_1997 { + (2 1000 0.041666666666666664 0.035398163459948236 -1) :pi true. } -_:bng_4998 { - [] 1; math:notEqualTo 2500 . +_:bng_1998 { + [] 1; math:notEqualTo 1000 . (1 1) math:sum 2 . (2 1) math:product 2 . (2 1) math:sum 3 . @@ -44991,28 +17991,28 @@ _:bng_4998 { (1 24) math:quotient 0.041666666666666664 . (0 0.041666666666666664) math:sum 0.041666666666666664 . [] 1; math:negation -1 . - (2 2500 0.041666666666666664 0.03539816340144829 -1) :pi true. + (2 1000 0.041666666666666664 0.035398163459948236 -1) :pi true. } -_:bng_4999 { - (1 2500 0 0.03539816340144829 1) :pi true. +_:bng_1999 { + (1 1000 0 0.035398163459948236 1) :pi true. } -_:bng_5000 { +_:bng_2000 { _:bng_1_1 log:isImpliedBy _:bng_2_1. } -_:bng_5001 { - (1 2500 0 0.03539816340144829 1) :pi true. - (4 0.03539816340144829) math:product 0.14159265360579315 . - (3 0.14159265360579315) math:sum 3.141592653605793. +_:bng_2001 { + (1 1000 0 0.035398163459948236 1) :pi true. + (4 0.035398163459948236) math:product 0.14159265383979294 . + (3 0.14159265383979294) math:sum 3.141592653839793. } -_:bng_5002 { - (2500 3.141592653605793) :pi true. +_:bng_2002 { + (1000 3.141592653839793) :pi true. } -_:bng_5003 { +_:bng_2003 { _:bng_6_1 log:query _:bng_6_1. } @@ -45044,5 +18044,5 @@ _:bng_2_1 { } _:bng_6_1 { - (2500 var:Pi) :pi true. + (1000 var:Pi) :pi true. } diff --git a/rdfproof/queens.trig b/rdfproof/queens.trig index c3fde4c..ba6c1c5 100644 --- a/rdfproof/queens.trig +++ b/rdfproof/queens.trig @@ -6,97 +6,6 @@ @prefix var: . [] rdf:value 8; :queens (4 2 7 3 6 8 5 1). -[] rdf:value 8; :queens (5 2 4 7 3 8 6 1). -[] rdf:value 8; :queens (3 5 2 8 6 4 7 1). -[] rdf:value 8; :queens (3 6 4 2 8 5 7 1). -[] rdf:value 8; :queens (5 7 1 3 8 6 4 2). -[] rdf:value 8; :queens (4 6 8 3 1 7 5 2). -[] rdf:value 8; :queens (3 6 8 1 4 7 5 2). -[] rdf:value 8; :queens (5 3 8 4 7 1 6 2). -[] rdf:value 8; :queens (5 7 4 1 3 8 6 2). -[] rdf:value 8; :queens (4 1 5 8 6 3 7 2). -[] rdf:value 8; :queens (3 6 4 1 8 5 7 2). -[] rdf:value 8; :queens (4 7 5 3 1 6 8 2). -[] rdf:value 8; :queens (6 4 2 8 5 7 1 3). -[] rdf:value 8; :queens (6 4 7 1 8 2 5 3). -[] rdf:value 8; :queens (1 7 4 6 8 2 5 3). -[] rdf:value 8; :queens (6 8 2 4 1 7 5 3). -[] rdf:value 8; :queens (6 2 7 1 4 8 5 3). -[] rdf:value 8; :queens (4 7 1 8 5 2 6 3). -[] rdf:value 8; :queens (5 8 4 1 7 2 6 3). -[] rdf:value 8; :queens (4 8 1 5 7 2 6 3). -[] rdf:value 8; :queens (2 7 5 8 1 4 6 3). -[] rdf:value 8; :queens (1 7 5 8 2 4 6 3). -[] rdf:value 8; :queens (2 5 7 4 1 8 6 3). -[] rdf:value 8; :queens (4 2 7 5 1 8 6 3). -[] rdf:value 8; :queens (5 7 1 4 2 8 6 3). -[] rdf:value 8; :queens (6 4 1 5 8 2 7 3). -[] rdf:value 8; :queens (5 1 4 6 8 2 7 3). -[] rdf:value 8; :queens (5 2 6 1 7 4 8 3). -[] rdf:value 8; :queens (6 3 7 2 8 5 1 4). -[] rdf:value 8; :queens (2 7 3 6 8 5 1 4). -[] rdf:value 8; :queens (7 3 1 6 8 5 2 4). -[] rdf:value 8; :queens (5 1 8 6 3 7 2 4). -[] rdf:value 8; :queens (1 5 8 6 3 7 2 4). -[] rdf:value 8; :queens (3 6 8 1 5 7 2 4). -[] rdf:value 8; :queens (6 3 1 7 5 8 2 4). -[] rdf:value 8; :queens (7 5 3 1 6 8 2 4). -[] rdf:value 8; :queens (7 3 8 2 5 1 6 4). -[] rdf:value 8; :queens (5 3 1 7 2 8 6 4). -[] rdf:value 8; :queens (2 5 7 1 3 8 6 4). -[] rdf:value 8; :queens (3 6 2 5 8 1 7 4). -[] rdf:value 8; :queens (6 1 5 2 8 3 7 4). -[] rdf:value 8; :queens (8 3 1 6 2 5 7 4). -[] rdf:value 8; :queens (2 8 6 1 3 5 7 4). -[] rdf:value 8; :queens (5 7 2 6 3 1 8 4). -[] rdf:value 8; :queens (3 6 2 7 5 1 8 4). -[] rdf:value 8; :queens (6 2 7 1 3 5 8 4). -[] rdf:value 8; :queens (3 7 2 8 6 4 1 5). -[] rdf:value 8; :queens (6 3 7 2 4 8 1 5). -[] rdf:value 8; :queens (4 2 7 3 6 8 1 5). -[] rdf:value 8; :queens (7 1 3 8 6 4 2 5). -[] rdf:value 8; :queens (1 6 8 3 7 4 2 5). -[] rdf:value 8; :queens (3 8 4 7 1 6 2 5). -[] rdf:value 8; :queens (6 3 7 4 1 8 2 5). -[] rdf:value 8; :queens (7 4 2 8 6 1 3 5). -[] rdf:value 8; :queens (4 6 8 2 7 1 3 5). -[] rdf:value 8; :queens (2 6 1 7 4 8 3 5). -[] rdf:value 8; :queens (2 4 6 8 3 1 7 5). -[] rdf:value 8; :queens (3 6 8 2 4 1 7 5). -[] rdf:value 8; :queens (6 3 1 8 4 2 7 5). -[] rdf:value 8; :queens (8 4 1 3 6 2 7 5). -[] rdf:value 8; :queens (4 8 1 3 6 2 7 5). -[] rdf:value 8; :queens (2 6 8 3 1 4 7 5). -[] rdf:value 8; :queens (7 2 6 3 1 4 8 5). -[] rdf:value 8; :queens (3 6 2 7 1 4 8 5). -[] rdf:value 8; :queens (4 7 3 8 2 5 1 6). -[] rdf:value 8; :queens (4 8 5 3 1 7 2 6). -[] rdf:value 8; :queens (3 5 8 4 1 7 2 6). -[] rdf:value 8; :queens (4 2 8 5 7 1 3 6). -[] rdf:value 8; :queens (5 7 2 4 8 1 3 6). -[] rdf:value 8; :queens (7 4 2 5 8 1 3 6). -[] rdf:value 8; :queens (8 2 4 1 7 5 3 6). -[] rdf:value 8; :queens (7 2 4 1 8 5 3 6). -[] rdf:value 8; :queens (5 1 8 4 2 7 3 6). -[] rdf:value 8; :queens (4 1 5 8 2 7 3 6). -[] rdf:value 8; :queens (5 2 8 1 4 7 3 6). -[] rdf:value 8; :queens (3 7 2 8 5 1 4 6). -[] rdf:value 8; :queens (3 1 7 5 8 2 4 6). -[] rdf:value 8; :queens (8 2 5 3 1 7 4 6). -[] rdf:value 8; :queens (3 5 2 8 1 7 4 6). -[] rdf:value 8; :queens (3 5 7 1 4 2 8 6). -[] rdf:value 8; :queens (5 2 4 6 8 3 1 7). -[] rdf:value 8; :queens (6 3 5 8 1 4 2 7). -[] rdf:value 8; :queens (5 8 4 1 3 6 2 7). -[] rdf:value 8; :queens (4 2 5 8 6 1 3 7). -[] rdf:value 8; :queens (4 6 1 5 2 8 3 7). -[] rdf:value 8; :queens (6 3 1 8 5 2 4 7). -[] rdf:value 8; :queens (5 3 1 6 8 2 4 7). -[] rdf:value 8; :queens (4 2 8 6 1 3 5 7). -[] rdf:value 8; :queens (6 3 5 7 1 4 2 8). -[] rdf:value 8; :queens (6 4 7 1 3 5 2 8). -[] rdf:value 8; :queens (4 7 5 2 6 1 3 8). -[] rdf:value 8; :queens (5 7 2 6 3 1 4 8). # # rdfproof @@ -750,9999 +659,6 @@ (_:bng_1059 _:bng_1074) log:proves _:bng_1075. (_:bng_1076 _:bng_1077) log:proves _:bng_1078. (_:bng_1079 _:bng_1078) log:proves _:bng_1078. -(_:bng_21 _:bng_1080) log:proves _:bng_1081. -(_:bng_30 _:bng_1082) log:proves _:bng_1083. -(_:bng_30 _:bng_1084) log:proves _:bng_1085. -(_:bng_30 _:bng_1086) log:proves _:bng_1087. -(_:bng_19 _:bng_1087) log:proves _:bng_1088. -(_:bng_16 _:bng_1089) log:proves _:bng_1090. -(_:bng_19 _:bng_1090) log:proves _:bng_1091. -(_:bng_30 _:bng_1092) log:proves _:bng_1093. -(_:bng_30 _:bng_1094) log:proves _:bng_1095. -(_:bng_30 _:bng_1096) log:proves _:bng_1097. -(_:bng_30 _:bng_1098) log:proves _:bng_1099. -(_:bng_19 _:bng_1099) log:proves _:bng_1100. -(_:bng_21 _:bng_1101) log:proves _:bng_1102. -(_:bng_19 _:bng_1102) log:proves _:bng_1103. -(_:bng_21 _:bng_1104) log:proves _:bng_1105. -(_:bng_30 _:bng_1106) log:proves _:bng_1107. -(_:bng_19 _:bng_1107) log:proves _:bng_1108. -(_:bng_21 _:bng_1109) log:proves _:bng_1110. -(_:bng_30 _:bng_1111) log:proves _:bng_1112. -(_:bng_30 _:bng_1113) log:proves _:bng_1114. -(_:bng_19 _:bng_1114) log:proves _:bng_1115. -(_:bng_16 _:bng_1116) log:proves _:bng_1117. -(_:bng_19 _:bng_1117) log:proves _:bng_1118. -(_:bng_21 _:bng_1119) log:proves _:bng_1120. -(_:bng_19 _:bng_1120) log:proves _:bng_1121. -(_:bng_16 _:bng_1122) log:proves _:bng_1123. -(_:bng_19 _:bng_1123) log:proves _:bng_1124. -(_:bng_21 _:bng_1125) log:proves _:bng_1126. -(_:bng_30 _:bng_1127) log:proves _:bng_1128. -(_:bng_19 _:bng_1128) log:proves _:bng_1129. -(_:bng_21 _:bng_1130) log:proves _:bng_1131. -(_:bng_30 _:bng_1132) log:proves _:bng_1133. -(_:bng_30 _:bng_1134) log:proves _:bng_1135. -(_:bng_19 _:bng_1135) log:proves _:bng_1136. -(_:bng_21 _:bng_1137) log:proves _:bng_1138. -(_:bng_19 _:bng_1138) log:proves _:bng_1139. -(_:bng_21 _:bng_1140) log:proves _:bng_1141. -(_:bng_30 _:bng_1142) log:proves _:bng_1143. -(_:bng_19 _:bng_1143) log:proves _:bng_1144. -(_:bng_21 _:bng_1145) log:proves _:bng_1146. -(_:bng_19 _:bng_1146) log:proves _:bng_1147. -(_:bng_16 _:bng_1148) log:proves _:bng_1149. -(_:bng_30 _:bng_1150) log:proves _:bng_1151. -(_:bng_30 _:bng_1152) log:proves _:bng_1153. -(_:bng_19 _:bng_1153) log:proves _:bng_1154. -(_:bng_16 _:bng_1155) log:proves _:bng_1156. -(_:bng_19 _:bng_1156) log:proves _:bng_1157. -(_:bng_30 _:bng_1158) log:proves _:bng_1159. -(_:bng_19 _:bng_1159) log:proves _:bng_1160. -(_:bng_21 _:bng_1161) log:proves _:bng_1162. -(_:bng_19 _:bng_1162) log:proves _:bng_1163. -(_:bng_30 _:bng_1164) log:proves _:bng_1165. -(_:bng_30 _:bng_1166) log:proves _:bng_1167. -(_:bng_30 _:bng_1168) log:proves _:bng_1169. -(_:bng_30 _:bng_1170) log:proves _:bng_1171. -(_:bng_30 _:bng_1172) log:proves _:bng_1173. -(_:bng_19 _:bng_1173) log:proves _:bng_1174. -(_:bng_21 _:bng_1175) log:proves _:bng_1176. -(_:bng_19 _:bng_1176) log:proves _:bng_1177. -(_:bng_30 _:bng_1178) log:proves _:bng_1179. -(_:bng_19 _:bng_1179) log:proves _:bng_1180. -(_:bng_16 _:bng_1181) log:proves _:bng_1182. -(_:bng_30 _:bng_1183) log:proves _:bng_1184. -(_:bng_19 _:bng_1184) log:proves _:bng_1185. -(_:bng_30 _:bng_1186) log:proves _:bng_1187. -(_:bng_30 _:bng_1188) log:proves _:bng_1189. -(_:bng_30 _:bng_1190) log:proves _:bng_1191. -(_:bng_19 _:bng_1191) log:proves _:bng_1192. -(_:bng_16 _:bng_1193) log:proves _:bng_1194. -(_:bng_19 _:bng_1194) log:proves _:bng_1195. -(_:bng_16 _:bng_1196) log:proves _:bng_1197. -(_:bng_30 _:bng_1198) log:proves _:bng_1199. -(_:bng_19 _:bng_1199) log:proves _:bng_1200. -(_:bng_30 _:bng_1201) log:proves _:bng_1202. -(_:bng_19 _:bng_1202) log:proves _:bng_1203. -(_:bng_16 _:bng_1204) log:proves _:bng_1205. -(_:bng_19 _:bng_1205) log:proves _:bng_1206. -(_:bng_30 _:bng_1207) log:proves _:bng_1208. -(_:bng_30 _:bng_1209) log:proves _:bng_1210. -(_:bng_19 _:bng_1210) log:proves _:bng_1211. -(_:bng_21 _:bng_1212) log:proves _:bng_1213. -(_:bng_30 _:bng_1214) log:proves _:bng_1215. -(_:bng_19 _:bng_1215) log:proves _:bng_1216. -(_:bng_16 _:bng_1217) log:proves _:bng_1218. -(_:bng_30 _:bng_1219) log:proves _:bng_1220. -(_:bng_30 _:bng_1221) log:proves _:bng_1222. -(_:bng_30 _:bng_1223) log:proves _:bng_1224. -(_:bng_19 _:bng_1224) log:proves _:bng_1225. -(_:bng_30 _:bng_1226) log:proves _:bng_1227. -(_:bng_30 _:bng_1228) log:proves _:bng_1229. -(_:bng_30 _:bng_1230) log:proves _:bng_1231. -(_:bng_30 _:bng_1232) log:proves _:bng_1233. -(_:bng_30 _:bng_1234) log:proves _:bng_1235. -(_:bng_30 _:bng_1236) log:proves _:bng_1237. -(_:bng_19 _:bng_1237) log:proves _:bng_1238. -(_:bng_30 _:bng_1239) log:proves _:bng_1240. -(_:bng_19 _:bng_1240) log:proves _:bng_1241. -(_:bng_16 _:bng_1242) log:proves _:bng_1243. -(_:bng_19 _:bng_1243) log:proves _:bng_1244. -(_:bng_16 _:bng_1245) log:proves _:bng_1246. -(_:bng_30 _:bng_1247) log:proves _:bng_1248. -(_:bng_30 _:bng_1249) log:proves _:bng_1250. -(_:bng_19 _:bng_1250) log:proves _:bng_1251. -(_:bng_30 _:bng_1252) log:proves _:bng_1253. -(_:bng_30 _:bng_1254) log:proves _:bng_1255. -(_:bng_30 _:bng_1256) log:proves _:bng_1257. -(_:bng_30 _:bng_1258) log:proves _:bng_1259. -(_:bng_19 _:bng_1259) log:proves _:bng_1260. -(_:bng_16 _:bng_1261) log:proves _:bng_1262. -(_:bng_30 _:bng_1263) log:proves _:bng_1264. -(_:bng_19 _:bng_1264) log:proves _:bng_1265. -(_:bng_30 _:bng_1266) log:proves _:bng_1267. -(_:bng_19 _:bng_1267) log:proves _:bng_1268. -(_:bng_21 _:bng_1269) log:proves _:bng_1270. -(_:bng_19 _:bng_1270) log:proves _:bng_1271. -(_:bng_21 _:bng_1272) log:proves _:bng_1273. -(_:bng_19 _:bng_1273) log:proves _:bng_1274. -(_:bng_16 _:bng_1275) log:proves _:bng_1276. -(_:bng_19 _:bng_1276) log:proves _:bng_1277. -(_:bng_21 _:bng_1278) log:proves _:bng_1279. -(_:bng_30 _:bng_1280) log:proves _:bng_1281. -(_:bng_19 _:bng_1281) log:proves _:bng_1282. -(_:bng_30 _:bng_1283) log:proves _:bng_1284. -(_:bng_30 _:bng_1285) log:proves _:bng_1286. -(_:bng_19 _:bng_1286) log:proves _:bng_1287. -(_:bng_30 _:bng_1288) log:proves _:bng_1289. -(_:bng_19 _:bng_1289) log:proves _:bng_1290. -(_:bng_16 _:bng_1291) log:proves _:bng_1292. -(_:bng_19 _:bng_1292) log:proves _:bng_1293. -(_:bng_30 _:bng_1294) log:proves _:bng_1295. -(_:bng_19 _:bng_1295) log:proves _:bng_1296. -(_:bng_21 _:bng_1297) log:proves _:bng_1298. -(_:bng_19 _:bng_1298) log:proves _:bng_1299. -(_:bng_16 _:bng_1300) log:proves _:bng_1301. -(_:bng_19 _:bng_1301) log:proves _:bng_1302. -(_:bng_16 _:bng_1303) log:proves _:bng_1304. -(_:bng_19 _:bng_1304) log:proves _:bng_1305. -(_:bng_21 _:bng_1306) log:proves _:bng_1307. -(_:bng_19 _:bng_1307) log:proves _:bng_1308. -(_:bng_16 _:bng_1309) log:proves _:bng_1310. -(_:bng_19 _:bng_1310) log:proves _:bng_1311. -(_:bng_21 _:bng_1312) log:proves _:bng_1313. -(_:bng_30 _:bng_1314) log:proves _:bng_1315. -(_:bng_19 _:bng_1315) log:proves _:bng_1316. -(_:bng_16 _:bng_1317) log:proves _:bng_1318. -(_:bng_30 _:bng_1319) log:proves _:bng_1320. -(_:bng_30 _:bng_1321) log:proves _:bng_1322. -(_:bng_19 _:bng_1322) log:proves _:bng_1323. -(_:bng_30 _:bng_1324) log:proves _:bng_1325. -(_:bng_30 _:bng_1326) log:proves _:bng_1327. -(_:bng_19 _:bng_1327) log:proves _:bng_1328. -(_:bng_16 _:bng_1329) log:proves _:bng_1330. -(_:bng_19 _:bng_1330) log:proves _:bng_1331. -(_:bng_21 _:bng_1332) log:proves _:bng_1333. -(_:bng_30 _:bng_1334) log:proves _:bng_1335. -(_:bng_19 _:bng_1335) log:proves _:bng_1336. -(_:bng_16 _:bng_1337) log:proves _:bng_1338. -(_:bng_30 _:bng_1339) log:proves _:bng_1340. -(_:bng_19 _:bng_1340) log:proves _:bng_1341. -(_:bng_21 _:bng_1342) log:proves _:bng_1343. -(_:bng_30 _:bng_1344) log:proves _:bng_1345. -(_:bng_30 _:bng_1346) log:proves _:bng_1347. -(_:bng_19 _:bng_1347) log:proves _:bng_1348. -(_:bng_21 _:bng_1349) log:proves _:bng_1350. -(_:bng_19 _:bng_1350) log:proves _:bng_1351. -(_:bng_16 _:bng_1352) log:proves _:bng_1353. -(_:bng_19 _:bng_1353) log:proves _:bng_1354. -(_:bng_30 _:bng_1355) log:proves _:bng_1356. -(_:bng_19 _:bng_1356) log:proves _:bng_1357. -(_:bng_21 _:bng_1358) log:proves _:bng_1359. -(_:bng_30 _:bng_1360) log:proves _:bng_1361. -(_:bng_30 _:bng_1362) log:proves _:bng_1363. -(_:bng_30 _:bng_1364) log:proves _:bng_1365. -(_:bng_19 _:bng_1365) log:proves _:bng_1366. -(_:bng_1059 _:bng_1367) log:proves _:bng_1368. -(_:bng_1059 _:bng_1369) log:proves _:bng_1370. -(_:bng_1059 _:bng_1371) log:proves _:bng_1372. -(_:bng_1059 _:bng_1373) log:proves _:bng_1374. -(_:bng_1059 _:bng_1375) log:proves _:bng_1376. -(_:bng_1059 _:bng_1377) log:proves _:bng_1378. -(_:bng_1059 _:bng_1379) log:proves _:bng_1380. -(_:bng_1059 _:bng_1381) log:proves _:bng_1382. -(_:bng_1076 _:bng_1383) log:proves _:bng_1384. -(_:bng_1079 _:bng_1384) log:proves _:bng_1384. -(_:bng_16 _:bng_1385) log:proves _:bng_1386. -(_:bng_19 _:bng_1386) log:proves _:bng_1387. -(_:bng_16 _:bng_1388) log:proves _:bng_1389. -(_:bng_30 _:bng_1390) log:proves _:bng_1391. -(_:bng_19 _:bng_1391) log:proves _:bng_1392. -(_:bng_30 _:bng_1393) log:proves _:bng_1394. -(_:bng_19 _:bng_1394) log:proves _:bng_1395. -(_:bng_16 _:bng_1396) log:proves _:bng_1397. -(_:bng_19 _:bng_1397) log:proves _:bng_1398. -(_:bng_21 _:bng_1399) log:proves _:bng_1400. -(_:bng_19 _:bng_1400) log:proves _:bng_1401. -(_:bng_30 _:bng_1402) log:proves _:bng_1403. -(_:bng_30 _:bng_1404) log:proves _:bng_1405. -(_:bng_30 _:bng_1406) log:proves _:bng_1407. -(_:bng_30 _:bng_1408) log:proves _:bng_1409. -(_:bng_19 _:bng_1409) log:proves _:bng_1410. -(_:bng_16 _:bng_1411) log:proves _:bng_1412. -(_:bng_30 _:bng_1413) log:proves _:bng_1414. -(_:bng_19 _:bng_1414) log:proves _:bng_1415. -(_:bng_30 _:bng_1416) log:proves _:bng_1417. -(_:bng_30 _:bng_1418) log:proves _:bng_1419. -(_:bng_19 _:bng_1419) log:proves _:bng_1420. -(_:bng_21 _:bng_1421) log:proves _:bng_1422. -(_:bng_19 _:bng_1422) log:proves _:bng_1423. -(_:bng_30 _:bng_1424) log:proves _:bng_1425. -(_:bng_30 _:bng_1426) log:proves _:bng_1427. -(_:bng_19 _:bng_1427) log:proves _:bng_1428. -(_:bng_21 _:bng_1429) log:proves _:bng_1430. -(_:bng_30 _:bng_1431) log:proves _:bng_1432. -(_:bng_19 _:bng_1432) log:proves _:bng_1433. -(_:bng_21 _:bng_1434) log:proves _:bng_1435. -(_:bng_30 _:bng_1436) log:proves _:bng_1437. -(_:bng_30 _:bng_1438) log:proves _:bng_1439. -(_:bng_19 _:bng_1439) log:proves _:bng_1440. -(_:bng_21 _:bng_1441) log:proves _:bng_1442. -(_:bng_19 _:bng_1442) log:proves _:bng_1443. -(_:bng_21 _:bng_1444) log:proves _:bng_1445. -(_:bng_19 _:bng_1445) log:proves _:bng_1446. -(_:bng_16 _:bng_1447) log:proves _:bng_1448. -(_:bng_19 _:bng_1448) log:proves _:bng_1449. -(_:bng_30 _:bng_1450) log:proves _:bng_1451. -(_:bng_30 _:bng_1452) log:proves _:bng_1453. -(_:bng_19 _:bng_1453) log:proves _:bng_1454. -(_:bng_21 _:bng_1455) log:proves _:bng_1456. -(_:bng_30 _:bng_1457) log:proves _:bng_1458. -(_:bng_19 _:bng_1458) log:proves _:bng_1459. -(_:bng_16 _:bng_1460) log:proves _:bng_1461. -(_:bng_19 _:bng_1461) log:proves _:bng_1462. -(_:bng_16 _:bng_1463) log:proves _:bng_1464. -(_:bng_30 _:bng_1465) log:proves _:bng_1466. -(_:bng_30 _:bng_1467) log:proves _:bng_1468. -(_:bng_19 _:bng_1468) log:proves _:bng_1469. -(_:bng_16 _:bng_1470) log:proves _:bng_1471. -(_:bng_30 _:bng_1472) log:proves _:bng_1473. -(_:bng_19 _:bng_1473) log:proves _:bng_1474. -(_:bng_16 _:bng_1475) log:proves _:bng_1476. -(_:bng_30 _:bng_1477) log:proves _:bng_1478. -(_:bng_19 _:bng_1478) log:proves _:bng_1479. -(_:bng_21 _:bng_1480) log:proves _:bng_1481. -(_:bng_19 _:bng_1481) log:proves _:bng_1482. -(_:bng_21 _:bng_1483) log:proves _:bng_1484. -(_:bng_30 _:bng_1485) log:proves _:bng_1486. -(_:bng_30 _:bng_1487) log:proves _:bng_1488. -(_:bng_30 _:bng_1489) log:proves _:bng_1490. -(_:bng_19 _:bng_1490) log:proves _:bng_1491. -(_:bng_21 _:bng_1492) log:proves _:bng_1493. -(_:bng_30 _:bng_1494) log:proves _:bng_1495. -(_:bng_19 _:bng_1495) log:proves _:bng_1496. -(_:bng_30 _:bng_1497) log:proves _:bng_1498. -(_:bng_19 _:bng_1498) log:proves _:bng_1499. -(_:bng_16 _:bng_1500) log:proves _:bng_1501. -(_:bng_19 _:bng_1501) log:proves _:bng_1502. -(_:bng_30 _:bng_1503) log:proves _:bng_1504. -(_:bng_30 _:bng_1505) log:proves _:bng_1506. -(_:bng_19 _:bng_1506) log:proves _:bng_1507. -(_:bng_21 _:bng_1508) log:proves _:bng_1509. -(_:bng_30 _:bng_1510) log:proves _:bng_1511. -(_:bng_19 _:bng_1511) log:proves _:bng_1512. -(_:bng_30 _:bng_1513) log:proves _:bng_1514. -(_:bng_19 _:bng_1514) log:proves _:bng_1515. -(_:bng_30 _:bng_1516) log:proves _:bng_1517. -(_:bng_30 _:bng_1518) log:proves _:bng_1519. -(_:bng_30 _:bng_1520) log:proves _:bng_1521. -(_:bng_19 _:bng_1521) log:proves _:bng_1522. -(_:bng_30 _:bng_1523) log:proves _:bng_1524. -(_:bng_30 _:bng_1525) log:proves _:bng_1526. -(_:bng_19 _:bng_1526) log:proves _:bng_1527. -(_:bng_21 _:bng_1528) log:proves _:bng_1529. -(_:bng_19 _:bng_1529) log:proves _:bng_1530. -(_:bng_16 _:bng_1531) log:proves _:bng_1532. -(_:bng_19 _:bng_1532) log:proves _:bng_1533. -(_:bng_21 _:bng_1534) log:proves _:bng_1535. -(_:bng_19 _:bng_1535) log:proves _:bng_1536. -(_:bng_30 _:bng_1537) log:proves _:bng_1538. -(_:bng_19 _:bng_1538) log:proves _:bng_1539. -(_:bng_16 _:bng_1540) log:proves _:bng_1541. -(_:bng_19 _:bng_1541) log:proves _:bng_1542. -(_:bng_30 _:bng_1543) log:proves _:bng_1544. -(_:bng_30 _:bng_1545) log:proves _:bng_1546. -(_:bng_19 _:bng_1546) log:proves _:bng_1547. -(_:bng_16 _:bng_1548) log:proves _:bng_1549. -(_:bng_30 _:bng_1550) log:proves _:bng_1551. -(_:bng_19 _:bng_1551) log:proves _:bng_1552. -(_:bng_30 _:bng_1553) log:proves _:bng_1554. -(_:bng_30 _:bng_1555) log:proves _:bng_1556. -(_:bng_30 _:bng_1557) log:proves _:bng_1558. -(_:bng_19 _:bng_1558) log:proves _:bng_1559. -(_:bng_16 _:bng_1560) log:proves _:bng_1561. -(_:bng_30 _:bng_1562) log:proves _:bng_1563. -(_:bng_30 _:bng_1564) log:proves _:bng_1565. -(_:bng_30 _:bng_1566) log:proves _:bng_1567. -(_:bng_19 _:bng_1567) log:proves _:bng_1568. -(_:bng_16 _:bng_1569) log:proves _:bng_1570. -(_:bng_19 _:bng_1570) log:proves _:bng_1571. -(_:bng_30 _:bng_1572) log:proves _:bng_1573. -(_:bng_30 _:bng_1574) log:proves _:bng_1575. -(_:bng_30 _:bng_1576) log:proves _:bng_1577. -(_:bng_30 _:bng_1578) log:proves _:bng_1579. -(_:bng_19 _:bng_1579) log:proves _:bng_1580. -(_:bng_21 _:bng_1581) log:proves _:bng_1582. -(_:bng_19 _:bng_1582) log:proves _:bng_1583. -(_:bng_16 _:bng_1584) log:proves _:bng_1585. -(_:bng_19 _:bng_1585) log:proves _:bng_1586. -(_:bng_21 _:bng_1587) log:proves _:bng_1588. -(_:bng_30 _:bng_1589) log:proves _:bng_1590. -(_:bng_19 _:bng_1590) log:proves _:bng_1591. -(_:bng_21 _:bng_1592) log:proves _:bng_1593. -(_:bng_19 _:bng_1593) log:proves _:bng_1594. -(_:bng_21 _:bng_1595) log:proves _:bng_1596. -(_:bng_30 _:bng_1597) log:proves _:bng_1598. -(_:bng_30 _:bng_1599) log:proves _:bng_1600. -(_:bng_30 _:bng_1601) log:proves _:bng_1602. -(_:bng_30 _:bng_1603) log:proves _:bng_1604. -(_:bng_19 _:bng_1604) log:proves _:bng_1605. -(_:bng_16 _:bng_1606) log:proves _:bng_1607. -(_:bng_30 _:bng_1608) log:proves _:bng_1609. -(_:bng_30 _:bng_1610) log:proves _:bng_1611. -(_:bng_30 _:bng_1612) log:proves _:bng_1613. -(_:bng_19 _:bng_1613) log:proves _:bng_1614. -(_:bng_16 _:bng_1615) log:proves _:bng_1616. -(_:bng_30 _:bng_1617) log:proves _:bng_1618. -(_:bng_19 _:bng_1618) log:proves _:bng_1619. -(_:bng_21 _:bng_1620) log:proves _:bng_1621. -(_:bng_19 _:bng_1621) log:proves _:bng_1622. -(_:bng_16 _:bng_1623) log:proves _:bng_1624. -(_:bng_19 _:bng_1624) log:proves _:bng_1625. -(_:bng_1059 _:bng_1626) log:proves _:bng_1627. -(_:bng_1059 _:bng_1628) log:proves _:bng_1629. -(_:bng_1059 _:bng_1630) log:proves _:bng_1631. -(_:bng_1059 _:bng_1632) log:proves _:bng_1633. -(_:bng_1059 _:bng_1634) log:proves _:bng_1635. -(_:bng_1059 _:bng_1636) log:proves _:bng_1637. -(_:bng_1059 _:bng_1638) log:proves _:bng_1639. -(_:bng_1059 _:bng_1640) log:proves _:bng_1641. -(_:bng_1076 _:bng_1642) log:proves _:bng_1643. -(_:bng_1079 _:bng_1643) log:proves _:bng_1643. -(_:bng_30 _:bng_1644) log:proves _:bng_1645. -(_:bng_30 _:bng_1646) log:proves _:bng_1647. -(_:bng_19 _:bng_1647) log:proves _:bng_1648. -(_:bng_30 _:bng_1649) log:proves _:bng_1650. -(_:bng_30 _:bng_1651) log:proves _:bng_1652. -(_:bng_19 _:bng_1652) log:proves _:bng_1653. -(_:bng_21 _:bng_1654) log:proves _:bng_1655. -(_:bng_30 _:bng_1656) log:proves _:bng_1657. -(_:bng_30 _:bng_1658) log:proves _:bng_1659. -(_:bng_19 _:bng_1659) log:proves _:bng_1660. -(_:bng_30 _:bng_1661) log:proves _:bng_1662. -(_:bng_19 _:bng_1662) log:proves _:bng_1663. -(_:bng_21 _:bng_1664) log:proves _:bng_1665. -(_:bng_19 _:bng_1665) log:proves _:bng_1666. -(_:bng_30 _:bng_1667) log:proves _:bng_1668. -(_:bng_30 _:bng_1669) log:proves _:bng_1670. -(_:bng_30 _:bng_1671) log:proves _:bng_1672. -(_:bng_19 _:bng_1672) log:proves _:bng_1673. -(_:bng_16 _:bng_1674) log:proves _:bng_1675. -(_:bng_19 _:bng_1675) log:proves _:bng_1676. -(_:bng_21 _:bng_1677) log:proves _:bng_1678. -(_:bng_30 _:bng_1679) log:proves _:bng_1680. -(_:bng_19 _:bng_1680) log:proves _:bng_1681. -(_:bng_30 _:bng_1682) log:proves _:bng_1683. -(_:bng_19 _:bng_1683) log:proves _:bng_1684. -(_:bng_30 _:bng_1685) log:proves _:bng_1686. -(_:bng_19 _:bng_1686) log:proves _:bng_1687. -(_:bng_16 _:bng_1688) log:proves _:bng_1689. -(_:bng_19 _:bng_1689) log:proves _:bng_1690. -(_:bng_21 _:bng_1691) log:proves _:bng_1692. -(_:bng_30 _:bng_1693) log:proves _:bng_1694. -(_:bng_30 _:bng_1695) log:proves _:bng_1696. -(_:bng_19 _:bng_1696) log:proves _:bng_1697. -(_:bng_30 _:bng_1698) log:proves _:bng_1699. -(_:bng_30 _:bng_1700) log:proves _:bng_1701. -(_:bng_30 _:bng_1702) log:proves _:bng_1703. -(_:bng_19 _:bng_1703) log:proves _:bng_1704. -(_:bng_16 _:bng_1705) log:proves _:bng_1706. -(_:bng_30 _:bng_1707) log:proves _:bng_1708. -(_:bng_19 _:bng_1708) log:proves _:bng_1709. -(_:bng_16 _:bng_1710) log:proves _:bng_1711. -(_:bng_30 _:bng_1712) log:proves _:bng_1713. -(_:bng_30 _:bng_1714) log:proves _:bng_1715. -(_:bng_19 _:bng_1715) log:proves _:bng_1716. -(_:bng_30 _:bng_1717) log:proves _:bng_1718. -(_:bng_19 _:bng_1718) log:proves _:bng_1719. -(_:bng_30 _:bng_1720) log:proves _:bng_1721. -(_:bng_19 _:bng_1721) log:proves _:bng_1722. -(_:bng_30 _:bng_1723) log:proves _:bng_1724. -(_:bng_30 _:bng_1725) log:proves _:bng_1726. -(_:bng_30 _:bng_1727) log:proves _:bng_1728. -(_:bng_19 _:bng_1728) log:proves _:bng_1729. -(_:bng_21 _:bng_1730) log:proves _:bng_1731. -(_:bng_19 _:bng_1731) log:proves _:bng_1732. -(_:bng_16 _:bng_1733) log:proves _:bng_1734. -(_:bng_19 _:bng_1734) log:proves _:bng_1735. -(_:bng_21 _:bng_1736) log:proves _:bng_1737. -(_:bng_30 _:bng_1738) log:proves _:bng_1739. -(_:bng_30 _:bng_1740) log:proves _:bng_1741. -(_:bng_19 _:bng_1741) log:proves _:bng_1742. -(_:bng_30 _:bng_1743) log:proves _:bng_1744. -(_:bng_30 _:bng_1745) log:proves _:bng_1746. -(_:bng_30 _:bng_1747) log:proves _:bng_1748. -(_:bng_30 _:bng_1749) log:proves _:bng_1750. -(_:bng_19 _:bng_1750) log:proves _:bng_1751. -(_:bng_16 _:bng_1752) log:proves _:bng_1753. -(_:bng_30 _:bng_1754) log:proves _:bng_1755. -(_:bng_19 _:bng_1755) log:proves _:bng_1756. -(_:bng_30 _:bng_1757) log:proves _:bng_1758. -(_:bng_30 _:bng_1759) log:proves _:bng_1760. -(_:bng_19 _:bng_1760) log:proves _:bng_1761. -(_:bng_30 _:bng_1762) log:proves _:bng_1763. -(_:bng_19 _:bng_1763) log:proves _:bng_1764. -(_:bng_30 _:bng_1765) log:proves _:bng_1766. -(_:bng_30 _:bng_1767) log:proves _:bng_1768. -(_:bng_19 _:bng_1768) log:proves _:bng_1769. -(_:bng_21 _:bng_1770) log:proves _:bng_1771. -(_:bng_30 _:bng_1772) log:proves _:bng_1773. -(_:bng_19 _:bng_1773) log:proves _:bng_1774. -(_:bng_30 _:bng_1775) log:proves _:bng_1776. -(_:bng_30 _:bng_1777) log:proves _:bng_1778. -(_:bng_19 _:bng_1778) log:proves _:bng_1779. -(_:bng_21 _:bng_1780) log:proves _:bng_1781. -(_:bng_19 _:bng_1781) log:proves _:bng_1782. -(_:bng_16 _:bng_1783) log:proves _:bng_1784. -(_:bng_19 _:bng_1784) log:proves _:bng_1785. -(_:bng_16 _:bng_1786) log:proves _:bng_1787. -(_:bng_19 _:bng_1787) log:proves _:bng_1788. -(_:bng_21 _:bng_1789) log:proves _:bng_1790. -(_:bng_19 _:bng_1790) log:proves _:bng_1791. -(_:bng_1059 _:bng_1792) log:proves _:bng_1793. -(_:bng_1059 _:bng_1794) log:proves _:bng_1795. -(_:bng_1059 _:bng_1796) log:proves _:bng_1797. -(_:bng_1059 _:bng_1798) log:proves _:bng_1799. -(_:bng_1059 _:bng_1800) log:proves _:bng_1801. -(_:bng_1059 _:bng_1802) log:proves _:bng_1803. -(_:bng_1059 _:bng_1804) log:proves _:bng_1805. -(_:bng_1059 _:bng_1806) log:proves _:bng_1807. -(_:bng_1076 _:bng_1808) log:proves _:bng_1809. -(_:bng_1079 _:bng_1809) log:proves _:bng_1809. -(_:bng_21 _:bng_1810) log:proves _:bng_1811. -(_:bng_30 _:bng_1812) log:proves _:bng_1813. -(_:bng_19 _:bng_1813) log:proves _:bng_1814. -(_:bng_21 _:bng_1815) log:proves _:bng_1816. -(_:bng_30 _:bng_1817) log:proves _:bng_1818. -(_:bng_19 _:bng_1818) log:proves _:bng_1819. -(_:bng_30 _:bng_1820) log:proves _:bng_1821. -(_:bng_19 _:bng_1821) log:proves _:bng_1822. -(_:bng_30 _:bng_1823) log:proves _:bng_1824. -(_:bng_30 _:bng_1825) log:proves _:bng_1826. -(_:bng_19 _:bng_1826) log:proves _:bng_1827. -(_:bng_30 _:bng_1828) log:proves _:bng_1829. -(_:bng_30 _:bng_1830) log:proves _:bng_1831. -(_:bng_19 _:bng_1831) log:proves _:bng_1832. -(_:bng_30 _:bng_1833) log:proves _:bng_1834. -(_:bng_30 _:bng_1835) log:proves _:bng_1836. -(_:bng_30 _:bng_1837) log:proves _:bng_1838. -(_:bng_19 _:bng_1838) log:proves _:bng_1839. -(_:bng_21 _:bng_1840) log:proves _:bng_1841. -(_:bng_19 _:bng_1841) log:proves _:bng_1842. -(_:bng_21 _:bng_1843) log:proves _:bng_1844. -(_:bng_19 _:bng_1844) log:proves _:bng_1845. -(_:bng_16 _:bng_1846) log:proves _:bng_1847. -(_:bng_19 _:bng_1847) log:proves _:bng_1848. -(_:bng_16 _:bng_1849) log:proves _:bng_1850. -(_:bng_19 _:bng_1850) log:proves _:bng_1851. -(_:bng_30 _:bng_1852) log:proves _:bng_1853. -(_:bng_30 _:bng_1854) log:proves _:bng_1855. -(_:bng_19 _:bng_1855) log:proves _:bng_1856. -(_:bng_16 _:bng_1857) log:proves _:bng_1858. -(_:bng_19 _:bng_1858) log:proves _:bng_1859. -(_:bng_30 _:bng_1860) log:proves _:bng_1861. -(_:bng_30 _:bng_1862) log:proves _:bng_1863. -(_:bng_30 _:bng_1864) log:proves _:bng_1865. -(_:bng_30 _:bng_1866) log:proves _:bng_1867. -(_:bng_19 _:bng_1867) log:proves _:bng_1868. -(_:bng_16 _:bng_1869) log:proves _:bng_1870. -(_:bng_30 _:bng_1871) log:proves _:bng_1872. -(_:bng_19 _:bng_1872) log:proves _:bng_1873. -(_:bng_21 _:bng_1874) log:proves _:bng_1875. -(_:bng_19 _:bng_1875) log:proves _:bng_1876. -(_:bng_16 _:bng_1877) log:proves _:bng_1878. -(_:bng_19 _:bng_1878) log:proves _:bng_1879. -(_:bng_21 _:bng_1880) log:proves _:bng_1881. -(_:bng_30 _:bng_1882) log:proves _:bng_1883. -(_:bng_19 _:bng_1883) log:proves _:bng_1884. -(_:bng_21 _:bng_1885) log:proves _:bng_1886. -(_:bng_30 _:bng_1887) log:proves _:bng_1888. -(_:bng_30 _:bng_1889) log:proves _:bng_1890. -(_:bng_30 _:bng_1891) log:proves _:bng_1892. -(_:bng_19 _:bng_1892) log:proves _:bng_1893. -(_:bng_21 _:bng_1894) log:proves _:bng_1895. -(_:bng_19 _:bng_1895) log:proves _:bng_1896. -(_:bng_21 _:bng_1897) log:proves _:bng_1898. -(_:bng_30 _:bng_1899) log:proves _:bng_1900. -(_:bng_19 _:bng_1900) log:proves _:bng_1901. -(_:bng_16 _:bng_1902) log:proves _:bng_1903. -(_:bng_19 _:bng_1903) log:proves _:bng_1904. -(_:bng_21 _:bng_1905) log:proves _:bng_1906. -(_:bng_30 _:bng_1907) log:proves _:bng_1908. -(_:bng_19 _:bng_1908) log:proves _:bng_1909. -(_:bng_30 _:bng_1910) log:proves _:bng_1911. -(_:bng_30 _:bng_1912) log:proves _:bng_1913. -(_:bng_19 _:bng_1913) log:proves _:bng_1914. -(_:bng_16 _:bng_1915) log:proves _:bng_1916. -(_:bng_30 _:bng_1917) log:proves _:bng_1918. -(_:bng_19 _:bng_1918) log:proves _:bng_1919. -(_:bng_21 _:bng_1920) log:proves _:bng_1921. -(_:bng_30 _:bng_1922) log:proves _:bng_1923. -(_:bng_30 _:bng_1924) log:proves _:bng_1925. -(_:bng_19 _:bng_1925) log:proves _:bng_1926. -(_:bng_21 _:bng_1927) log:proves _:bng_1928. -(_:bng_19 _:bng_1928) log:proves _:bng_1929. -(_:bng_30 _:bng_1930) log:proves _:bng_1931. -(_:bng_19 _:bng_1931) log:proves _:bng_1932. -(_:bng_16 _:bng_1933) log:proves _:bng_1934. -(_:bng_19 _:bng_1934) log:proves _:bng_1935. -(_:bng_30 _:bng_1936) log:proves _:bng_1937. -(_:bng_30 _:bng_1938) log:proves _:bng_1939. -(_:bng_19 _:bng_1939) log:proves _:bng_1940. -(_:bng_16 _:bng_1941) log:proves _:bng_1942. -(_:bng_30 _:bng_1943) log:proves _:bng_1944. -(_:bng_19 _:bng_1944) log:proves _:bng_1945. -(_:bng_21 _:bng_1946) log:proves _:bng_1947. -(_:bng_30 _:bng_1948) log:proves _:bng_1949. -(_:bng_19 _:bng_1949) log:proves _:bng_1950. -(_:bng_21 _:bng_1951) log:proves _:bng_1952. -(_:bng_19 _:bng_1952) log:proves _:bng_1953. -(_:bng_21 _:bng_1954) log:proves _:bng_1955. -(_:bng_30 _:bng_1956) log:proves _:bng_1957. -(_:bng_30 _:bng_1958) log:proves _:bng_1959. -(_:bng_30 _:bng_1960) log:proves _:bng_1961. -(_:bng_30 _:bng_1962) log:proves _:bng_1963. -(_:bng_19 _:bng_1963) log:proves _:bng_1964. -(_:bng_16 _:bng_1965) log:proves _:bng_1966. -(_:bng_19 _:bng_1966) log:proves _:bng_1967. -(_:bng_21 _:bng_1968) log:proves _:bng_1969. -(_:bng_19 _:bng_1969) log:proves _:bng_1970. -(_:bng_21 _:bng_1971) log:proves _:bng_1972. -(_:bng_19 _:bng_1972) log:proves _:bng_1973. -(_:bng_16 _:bng_1974) log:proves _:bng_1975. -(_:bng_19 _:bng_1975) log:proves _:bng_1976. -(_:bng_30 _:bng_1977) log:proves _:bng_1978. -(_:bng_19 _:bng_1978) log:proves _:bng_1979. -(_:bng_21 _:bng_1980) log:proves _:bng_1981. -(_:bng_30 _:bng_1982) log:proves _:bng_1983. -(_:bng_19 _:bng_1983) log:proves _:bng_1984. -(_:bng_21 _:bng_1985) log:proves _:bng_1986. -(_:bng_19 _:bng_1986) log:proves _:bng_1987. -(_:bng_21 _:bng_1988) log:proves _:bng_1989. -(_:bng_30 _:bng_1990) log:proves _:bng_1991. -(_:bng_19 _:bng_1991) log:proves _:bng_1992. -(_:bng_30 _:bng_1993) log:proves _:bng_1994. -(_:bng_30 _:bng_1995) log:proves _:bng_1996. -(_:bng_30 _:bng_1997) log:proves _:bng_1998. -(_:bng_19 _:bng_1998) log:proves _:bng_1999. -(_:bng_30 _:bng_2000) log:proves _:bng_2001. -(_:bng_19 _:bng_2001) log:proves _:bng_2002. -(_:bng_21 _:bng_2003) log:proves _:bng_2004. -(_:bng_19 _:bng_2004) log:proves _:bng_2005. -(_:bng_16 _:bng_2006) log:proves _:bng_2007. -(_:bng_19 _:bng_2007) log:proves _:bng_2008. -(_:bng_21 _:bng_2009) log:proves _:bng_2010. -(_:bng_19 _:bng_2010) log:proves _:bng_2011. -(_:bng_30 _:bng_2012) log:proves _:bng_2013. -(_:bng_30 _:bng_2014) log:proves _:bng_2015. -(_:bng_30 _:bng_2016) log:proves _:bng_2017. -(_:bng_19 _:bng_2017) log:proves _:bng_2018. -(_:bng_30 _:bng_2019) log:proves _:bng_2020. -(_:bng_30 _:bng_2021) log:proves _:bng_2022. -(_:bng_30 _:bng_2023) log:proves _:bng_2024. -(_:bng_30 _:bng_2025) log:proves _:bng_2026. -(_:bng_19 _:bng_2026) log:proves _:bng_2027. -(_:bng_21 _:bng_2028) log:proves _:bng_2029. -(_:bng_19 _:bng_2029) log:proves _:bng_2030. -(_:bng_16 _:bng_2031) log:proves _:bng_2032. -(_:bng_19 _:bng_2032) log:proves _:bng_2033. -(_:bng_30 _:bng_2034) log:proves _:bng_2035. -(_:bng_30 _:bng_2036) log:proves _:bng_2037. -(_:bng_30 _:bng_2038) log:proves _:bng_2039. -(_:bng_30 _:bng_2040) log:proves _:bng_2041. -(_:bng_30 _:bng_2042) log:proves _:bng_2043. -(_:bng_19 _:bng_2043) log:proves _:bng_2044. -(_:bng_16 _:bng_2045) log:proves _:bng_2046. -(_:bng_30 _:bng_2047) log:proves _:bng_2048. -(_:bng_19 _:bng_2048) log:proves _:bng_2049. -(_:bng_16 _:bng_2050) log:proves _:bng_2051. -(_:bng_19 _:bng_2051) log:proves _:bng_2052. -(_:bng_16 _:bng_2053) log:proves _:bng_2054. -(_:bng_30 _:bng_2055) log:proves _:bng_2056. -(_:bng_19 _:bng_2056) log:proves _:bng_2057. -(_:bng_21 _:bng_2058) log:proves _:bng_2059. -(_:bng_19 _:bng_2059) log:proves _:bng_2060. -(_:bng_16 _:bng_2061) log:proves _:bng_2062. -(_:bng_19 _:bng_2062) log:proves _:bng_2063. -(_:bng_21 _:bng_2064) log:proves _:bng_2065. -(_:bng_30 _:bng_2066) log:proves _:bng_2067. -(_:bng_30 _:bng_2068) log:proves _:bng_2069. -(_:bng_19 _:bng_2069) log:proves _:bng_2070. -(_:bng_30 _:bng_2071) log:proves _:bng_2072. -(_:bng_30 _:bng_2073) log:proves _:bng_2074. -(_:bng_30 _:bng_2075) log:proves _:bng_2076. -(_:bng_19 _:bng_2076) log:proves _:bng_2077. -(_:bng_16 _:bng_2078) log:proves _:bng_2079. -(_:bng_19 _:bng_2079) log:proves _:bng_2080. -(_:bng_30 _:bng_2081) log:proves _:bng_2082. -(_:bng_19 _:bng_2082) log:proves _:bng_2083. -(_:bng_21 _:bng_2084) log:proves _:bng_2085. -(_:bng_19 _:bng_2085) log:proves _:bng_2086. -(_:bng_16 _:bng_2087) log:proves _:bng_2088. -(_:bng_19 _:bng_2088) log:proves _:bng_2089. -(_:bng_16 _:bng_2090) log:proves _:bng_2091. -(_:bng_19 _:bng_2091) log:proves _:bng_2092. -(_:bng_30 _:bng_2093) log:proves _:bng_2094. -(_:bng_30 _:bng_2095) log:proves _:bng_2096. -(_:bng_19 _:bng_2096) log:proves _:bng_2097. -(_:bng_30 _:bng_2098) log:proves _:bng_2099. -(_:bng_30 _:bng_2100) log:proves _:bng_2101. -(_:bng_19 _:bng_2101) log:proves _:bng_2102. -(_:bng_21 _:bng_2103) log:proves _:bng_2104. -(_:bng_30 _:bng_2105) log:proves _:bng_2106. -(_:bng_19 _:bng_2106) log:proves _:bng_2107. -(_:bng_30 _:bng_2108) log:proves _:bng_2109. -(_:bng_30 _:bng_2110) log:proves _:bng_2111. -(_:bng_19 _:bng_2111) log:proves _:bng_2112. -(_:bng_21 _:bng_2113) log:proves _:bng_2114. -(_:bng_19 _:bng_2114) log:proves _:bng_2115. -(_:bng_30 _:bng_2116) log:proves _:bng_2117. -(_:bng_19 _:bng_2117) log:proves _:bng_2118. -(_:bng_21 _:bng_2119) log:proves _:bng_2120. -(_:bng_19 _:bng_2120) log:proves _:bng_2121. -(_:bng_16 _:bng_2122) log:proves _:bng_2123. -(_:bng_19 _:bng_2123) log:proves _:bng_2124. -(_:bng_21 _:bng_2125) log:proves _:bng_2126. -(_:bng_30 _:bng_2127) log:proves _:bng_2128. -(_:bng_19 _:bng_2128) log:proves _:bng_2129. -(_:bng_30 _:bng_2130) log:proves _:bng_2131. -(_:bng_30 _:bng_2132) log:proves _:bng_2133. -(_:bng_19 _:bng_2133) log:proves _:bng_2134. -(_:bng_21 _:bng_2135) log:proves _:bng_2136. -(_:bng_30 _:bng_2137) log:proves _:bng_2138. -(_:bng_30 _:bng_2139) log:proves _:bng_2140. -(_:bng_19 _:bng_2140) log:proves _:bng_2141. -(_:bng_16 _:bng_2142) log:proves _:bng_2143. -(_:bng_30 _:bng_2144) log:proves _:bng_2145. -(_:bng_19 _:bng_2145) log:proves _:bng_2146. -(_:bng_30 _:bng_2147) log:proves _:bng_2148. -(_:bng_30 _:bng_2149) log:proves _:bng_2150. -(_:bng_30 _:bng_2151) log:proves _:bng_2152. -(_:bng_30 _:bng_2153) log:proves _:bng_2154. -(_:bng_19 _:bng_2154) log:proves _:bng_2155. -(_:bng_21 _:bng_2156) log:proves _:bng_2157. -(_:bng_19 _:bng_2157) log:proves _:bng_2158. -(_:bng_21 _:bng_2159) log:proves _:bng_2160. -(_:bng_19 _:bng_2160) log:proves _:bng_2161. -(_:bng_16 _:bng_2162) log:proves _:bng_2163. -(_:bng_19 _:bng_2163) log:proves _:bng_2164. -(_:bng_30 _:bng_2165) log:proves _:bng_2166. -(_:bng_19 _:bng_2166) log:proves _:bng_2167. -(_:bng_16 _:bng_2168) log:proves _:bng_2169. -(_:bng_19 _:bng_2169) log:proves _:bng_2170. -(_:bng_21 _:bng_2171) log:proves _:bng_2172. -(_:bng_30 _:bng_2173) log:proves _:bng_2174. -(_:bng_19 _:bng_2174) log:proves _:bng_2175. -(_:bng_30 _:bng_2176) log:proves _:bng_2177. -(_:bng_30 _:bng_2178) log:proves _:bng_2179. -(_:bng_30 _:bng_2180) log:proves _:bng_2181. -(_:bng_19 _:bng_2181) log:proves _:bng_2182. -(_:bng_16 _:bng_2183) log:proves _:bng_2184. -(_:bng_30 _:bng_2185) log:proves _:bng_2186. -(_:bng_19 _:bng_2186) log:proves _:bng_2187. -(_:bng_30 _:bng_2188) log:proves _:bng_2189. -(_:bng_19 _:bng_2189) log:proves _:bng_2190. -(_:bng_21 _:bng_2191) log:proves _:bng_2192. -(_:bng_19 _:bng_2192) log:proves _:bng_2193. -(_:bng_16 _:bng_2194) log:proves _:bng_2195. -(_:bng_19 _:bng_2195) log:proves _:bng_2196. -(_:bng_21 _:bng_2197) log:proves _:bng_2198. -(_:bng_19 _:bng_2198) log:proves _:bng_2199. -(_:bng_21 _:bng_2200) log:proves _:bng_2201. -(_:bng_19 _:bng_2201) log:proves _:bng_2202. -(_:bng_16 _:bng_2203) log:proves _:bng_2204. -(_:bng_19 _:bng_2204) log:proves _:bng_2205. -(_:bng_16 _:bng_2206) log:proves _:bng_2207. -(_:bng_19 _:bng_2207) log:proves _:bng_2208. -(_:bng_16 _:bng_2209) log:proves _:bng_2210. -(_:bng_30 _:bng_2211) log:proves _:bng_2212. -(_:bng_30 _:bng_2213) log:proves _:bng_2214. -(_:bng_30 _:bng_2215) log:proves _:bng_2216. -(_:bng_30 _:bng_2217) log:proves _:bng_2218. -(_:bng_19 _:bng_2218) log:proves _:bng_2219. -(_:bng_16 _:bng_2220) log:proves _:bng_2221. -(_:bng_30 _:bng_2222) log:proves _:bng_2223. -(_:bng_30 _:bng_2224) log:proves _:bng_2225. -(_:bng_30 _:bng_2226) log:proves _:bng_2227. -(_:bng_19 _:bng_2227) log:proves _:bng_2228. -(_:bng_16 _:bng_2229) log:proves _:bng_2230. -(_:bng_30 _:bng_2231) log:proves _:bng_2232. -(_:bng_30 _:bng_2233) log:proves _:bng_2234. -(_:bng_30 _:bng_2235) log:proves _:bng_2236. -(_:bng_19 _:bng_2236) log:proves _:bng_2237. -(_:bng_16 _:bng_2238) log:proves _:bng_2239. -(_:bng_30 _:bng_2240) log:proves _:bng_2241. -(_:bng_30 _:bng_2242) log:proves _:bng_2243. -(_:bng_19 _:bng_2243) log:proves _:bng_2244. -(_:bng_16 _:bng_2245) log:proves _:bng_2246. -(_:bng_30 _:bng_2247) log:proves _:bng_2248. -(_:bng_19 _:bng_2248) log:proves _:bng_2249. -(_:bng_21 _:bng_2250) log:proves _:bng_2251. -(_:bng_19 _:bng_2251) log:proves _:bng_2252. -(_:bng_16 _:bng_2253) log:proves _:bng_2254. -(_:bng_19 _:bng_2254) log:proves _:bng_2255. -(_:bng_21 _:bng_2256) log:proves _:bng_2257. -(_:bng_19 _:bng_2257) log:proves _:bng_2258. -(_:bng_16 _:bng_2259) log:proves _:bng_2260. -(_:bng_30 _:bng_2261) log:proves _:bng_2262. -(_:bng_30 _:bng_2263) log:proves _:bng_2264. -(_:bng_19 _:bng_2264) log:proves _:bng_2265. -(_:bng_16 _:bng_2266) log:proves _:bng_2267. -(_:bng_30 _:bng_2268) log:proves _:bng_2269. -(_:bng_19 _:bng_2269) log:proves _:bng_2270. -(_:bng_16 _:bng_2271) log:proves _:bng_2272. -(_:bng_30 _:bng_2273) log:proves _:bng_2274. -(_:bng_19 _:bng_2274) log:proves _:bng_2275. -(_:bng_16 _:bng_2276) log:proves _:bng_2277. -(_:bng_30 _:bng_2278) log:proves _:bng_2279. -(_:bng_30 _:bng_2280) log:proves _:bng_2281. -(_:bng_19 _:bng_2281) log:proves _:bng_2282. -(_:bng_16 _:bng_2283) log:proves _:bng_2284. -(_:bng_30 _:bng_2285) log:proves _:bng_2286. -(_:bng_30 _:bng_2287) log:proves _:bng_2288. -(_:bng_30 _:bng_2289) log:proves _:bng_2290. -(_:bng_30 _:bng_2291) log:proves _:bng_2292. -(_:bng_30 _:bng_2293) log:proves _:bng_2294. -(_:bng_19 _:bng_2294) log:proves _:bng_2295. -(_:bng_16 _:bng_2296) log:proves _:bng_2297. -(_:bng_19 _:bng_2297) log:proves _:bng_2298. -(_:bng_30 _:bng_2299) log:proves _:bng_2300. -(_:bng_30 _:bng_2301) log:proves _:bng_2302. -(_:bng_19 _:bng_2302) log:proves _:bng_2303. -(_:bng_21 _:bng_2304) log:proves _:bng_2305. -(_:bng_19 _:bng_2305) log:proves _:bng_2306. -(_:bng_16 _:bng_2307) log:proves _:bng_2308. -(_:bng_19 _:bng_2308) log:proves _:bng_2309. -(_:bng_30 _:bng_2310) log:proves _:bng_2311. -(_:bng_19 _:bng_2311) log:proves _:bng_2312. -(_:bng_16 _:bng_2313) log:proves _:bng_2314. -(_:bng_19 _:bng_2314) log:proves _:bng_2315. -(_:bng_16 _:bng_2316) log:proves _:bng_2317. -(_:bng_30 _:bng_2318) log:proves _:bng_2319. -(_:bng_19 _:bng_2319) log:proves _:bng_2320. -(_:bng_16 _:bng_2321) log:proves _:bng_2322. -(_:bng_19 _:bng_2322) log:proves _:bng_2323. -(_:bng_30 _:bng_2324) log:proves _:bng_2325. -(_:bng_30 _:bng_2326) log:proves _:bng_2327. -(_:bng_19 _:bng_2327) log:proves _:bng_2328. -(_:bng_30 _:bng_2329) log:proves _:bng_2330. -(_:bng_19 _:bng_2330) log:proves _:bng_2331. -(_:bng_21 _:bng_2332) log:proves _:bng_2333. -(_:bng_19 _:bng_2333) log:proves _:bng_2334. -(_:bng_21 _:bng_2335) log:proves _:bng_2336. -(_:bng_19 _:bng_2336) log:proves _:bng_2337. -(_:bng_16 _:bng_2338) log:proves _:bng_2339. -(_:bng_19 _:bng_2339) log:proves _:bng_2340. -(_:bng_16 _:bng_2341) log:proves _:bng_2342. -(_:bng_19 _:bng_2342) log:proves _:bng_2343. -(_:bng_30 _:bng_2344) log:proves _:bng_2345. -(_:bng_30 _:bng_2346) log:proves _:bng_2347. -(_:bng_30 _:bng_2348) log:proves _:bng_2349. -(_:bng_30 _:bng_2350) log:proves _:bng_2351. -(_:bng_19 _:bng_2351) log:proves _:bng_2352. -(_:bng_30 _:bng_2353) log:proves _:bng_2354. -(_:bng_30 _:bng_2355) log:proves _:bng_2356. -(_:bng_30 _:bng_2357) log:proves _:bng_2358. -(_:bng_19 _:bng_2358) log:proves _:bng_2359. -(_:bng_30 _:bng_2360) log:proves _:bng_2361. -(_:bng_30 _:bng_2362) log:proves _:bng_2363. -(_:bng_30 _:bng_2364) log:proves _:bng_2365. -(_:bng_19 _:bng_2365) log:proves _:bng_2366. -(_:bng_16 _:bng_2367) log:proves _:bng_2368. -(_:bng_30 _:bng_2369) log:proves _:bng_2370. -(_:bng_19 _:bng_2370) log:proves _:bng_2371. -(_:bng_30 _:bng_2372) log:proves _:bng_2373. -(_:bng_19 _:bng_2373) log:proves _:bng_2374. -(_:bng_30 _:bng_2375) log:proves _:bng_2376. -(_:bng_19 _:bng_2376) log:proves _:bng_2377. -(_:bng_30 _:bng_2378) log:proves _:bng_2379. -(_:bng_30 _:bng_2380) log:proves _:bng_2381. -(_:bng_19 _:bng_2381) log:proves _:bng_2382. -(_:bng_16 _:bng_2383) log:proves _:bng_2384. -(_:bng_30 _:bng_2385) log:proves _:bng_2386. -(_:bng_19 _:bng_2386) log:proves _:bng_2387. -(_:bng_21 _:bng_2388) log:proves _:bng_2389. -(_:bng_30 _:bng_2390) log:proves _:bng_2391. -(_:bng_30 _:bng_2392) log:proves _:bng_2393. -(_:bng_19 _:bng_2393) log:proves _:bng_2394. -(_:bng_21 _:bng_2395) log:proves _:bng_2396. -(_:bng_30 _:bng_2397) log:proves _:bng_2398. -(_:bng_19 _:bng_2398) log:proves _:bng_2399. -(_:bng_30 _:bng_2400) log:proves _:bng_2401. -(_:bng_30 _:bng_2402) log:proves _:bng_2403. -(_:bng_19 _:bng_2403) log:proves _:bng_2404. -(_:bng_30 _:bng_2405) log:proves _:bng_2406. -(_:bng_30 _:bng_2407) log:proves _:bng_2408. -(_:bng_19 _:bng_2408) log:proves _:bng_2409. -(_:bng_30 _:bng_2410) log:proves _:bng_2411. -(_:bng_19 _:bng_2411) log:proves _:bng_2412. -(_:bng_30 _:bng_2413) log:proves _:bng_2414. -(_:bng_19 _:bng_2414) log:proves _:bng_2415. -(_:bng_21 _:bng_2416) log:proves _:bng_2417. -(_:bng_19 _:bng_2417) log:proves _:bng_2418. -(_:bng_16 _:bng_2419) log:proves _:bng_2420. -(_:bng_19 _:bng_2420) log:proves _:bng_2421. -(_:bng_30 _:bng_2422) log:proves _:bng_2423. -(_:bng_19 _:bng_2423) log:proves _:bng_2424. -(_:bng_16 _:bng_2425) log:proves _:bng_2426. -(_:bng_30 _:bng_2427) log:proves _:bng_2428. -(_:bng_19 _:bng_2428) log:proves _:bng_2429. -(_:bng_1059 _:bng_2430) log:proves _:bng_2431. -(_:bng_1059 _:bng_2432) log:proves _:bng_2433. -(_:bng_1059 _:bng_2434) log:proves _:bng_2435. -(_:bng_1059 _:bng_2436) log:proves _:bng_2437. -(_:bng_1059 _:bng_2438) log:proves _:bng_2439. -(_:bng_1059 _:bng_2440) log:proves _:bng_2441. -(_:bng_1059 _:bng_2442) log:proves _:bng_2443. -(_:bng_1059 _:bng_2444) log:proves _:bng_2445. -(_:bng_1076 _:bng_2446) log:proves _:bng_2447. -(_:bng_1079 _:bng_2447) log:proves _:bng_2447. -(_:bng_21 _:bng_2448) log:proves _:bng_2449. -(_:bng_30 _:bng_2450) log:proves _:bng_2451. -(_:bng_19 _:bng_2451) log:proves _:bng_2452. -(_:bng_21 _:bng_2453) log:proves _:bng_2454. -(_:bng_30 _:bng_2455) log:proves _:bng_2456. -(_:bng_30 _:bng_2457) log:proves _:bng_2458. -(_:bng_30 _:bng_2459) log:proves _:bng_2460. -(_:bng_30 _:bng_2461) log:proves _:bng_2462. -(_:bng_19 _:bng_2462) log:proves _:bng_2463. -(_:bng_30 _:bng_2464) log:proves _:bng_2465. -(_:bng_30 _:bng_2466) log:proves _:bng_2467. -(_:bng_19 _:bng_2467) log:proves _:bng_2468. -(_:bng_21 _:bng_2469) log:proves _:bng_2470. -(_:bng_30 _:bng_2471) log:proves _:bng_2472. -(_:bng_19 _:bng_2472) log:proves _:bng_2473. -(_:bng_16 _:bng_2474) log:proves _:bng_2475. -(_:bng_30 _:bng_2476) log:proves _:bng_2477. -(_:bng_19 _:bng_2477) log:proves _:bng_2478. -(_:bng_21 _:bng_2479) log:proves _:bng_2480. -(_:bng_30 _:bng_2481) log:proves _:bng_2482. -(_:bng_30 _:bng_2483) log:proves _:bng_2484. -(_:bng_19 _:bng_2484) log:proves _:bng_2485. -(_:bng_30 _:bng_2486) log:proves _:bng_2487. -(_:bng_19 _:bng_2487) log:proves _:bng_2488. -(_:bng_21 _:bng_2489) log:proves _:bng_2490. -(_:bng_19 _:bng_2490) log:proves _:bng_2491. -(_:bng_16 _:bng_2492) log:proves _:bng_2493. -(_:bng_19 _:bng_2493) log:proves _:bng_2494. -(_:bng_30 _:bng_2495) log:proves _:bng_2496. -(_:bng_30 _:bng_2497) log:proves _:bng_2498. -(_:bng_30 _:bng_2499) log:proves _:bng_2500. -(_:bng_30 _:bng_2501) log:proves _:bng_2502. -(_:bng_19 _:bng_2502) log:proves _:bng_2503. -(_:bng_21 _:bng_2504) log:proves _:bng_2505. -(_:bng_19 _:bng_2505) log:proves _:bng_2506. -(_:bng_30 _:bng_2507) log:proves _:bng_2508. -(_:bng_19 _:bng_2508) log:proves _:bng_2509. -(_:bng_30 _:bng_2510) log:proves _:bng_2511. -(_:bng_30 _:bng_2512) log:proves _:bng_2513. -(_:bng_30 _:bng_2514) log:proves _:bng_2515. -(_:bng_19 _:bng_2515) log:proves _:bng_2516. -(_:bng_21 _:bng_2517) log:proves _:bng_2518. -(_:bng_30 _:bng_2519) log:proves _:bng_2520. -(_:bng_19 _:bng_2520) log:proves _:bng_2521. -(_:bng_30 _:bng_2522) log:proves _:bng_2523. -(_:bng_30 _:bng_2524) log:proves _:bng_2525. -(_:bng_19 _:bng_2525) log:proves _:bng_2526. -(_:bng_16 _:bng_2527) log:proves _:bng_2528. -(_:bng_30 _:bng_2529) log:proves _:bng_2530. -(_:bng_19 _:bng_2530) log:proves _:bng_2531. -(_:bng_21 _:bng_2532) log:proves _:bng_2533. -(_:bng_30 _:bng_2534) log:proves _:bng_2535. -(_:bng_30 _:bng_2536) log:proves _:bng_2537. -(_:bng_30 _:bng_2538) log:proves _:bng_2539. -(_:bng_19 _:bng_2539) log:proves _:bng_2540. -(_:bng_16 _:bng_2541) log:proves _:bng_2542. -(_:bng_19 _:bng_2542) log:proves _:bng_2543. -(_:bng_30 _:bng_2544) log:proves _:bng_2545. -(_:bng_19 _:bng_2545) log:proves _:bng_2546. -(_:bng_21 _:bng_2547) log:proves _:bng_2548. -(_:bng_19 _:bng_2548) log:proves _:bng_2549. -(_:bng_30 _:bng_2550) log:proves _:bng_2551. -(_:bng_30 _:bng_2552) log:proves _:bng_2553. -(_:bng_19 _:bng_2553) log:proves _:bng_2554. -(_:bng_30 _:bng_2555) log:proves _:bng_2556. -(_:bng_19 _:bng_2556) log:proves _:bng_2557. -(_:bng_30 _:bng_2558) log:proves _:bng_2559. -(_:bng_19 _:bng_2559) log:proves _:bng_2560. -(_:bng_21 _:bng_2561) log:proves _:bng_2562. -(_:bng_30 _:bng_2563) log:proves _:bng_2564. -(_:bng_19 _:bng_2564) log:proves _:bng_2565. -(_:bng_16 _:bng_2566) log:proves _:bng_2567. -(_:bng_30 _:bng_2568) log:proves _:bng_2569. -(_:bng_19 _:bng_2569) log:proves _:bng_2570. -(_:bng_21 _:bng_2571) log:proves _:bng_2572. -(_:bng_30 _:bng_2573) log:proves _:bng_2574. -(_:bng_30 _:bng_2575) log:proves _:bng_2576. -(_:bng_19 _:bng_2576) log:proves _:bng_2577. -(_:bng_21 _:bng_2578) log:proves _:bng_2579. -(_:bng_19 _:bng_2579) log:proves _:bng_2580. -(_:bng_30 _:bng_2581) log:proves _:bng_2582. -(_:bng_19 _:bng_2582) log:proves _:bng_2583. -(_:bng_21 _:bng_2584) log:proves _:bng_2585. -(_:bng_19 _:bng_2585) log:proves _:bng_2586. -(_:bng_16 _:bng_2587) log:proves _:bng_2588. -(_:bng_19 _:bng_2588) log:proves _:bng_2589. -(_:bng_21 _:bng_2590) log:proves _:bng_2591. -(_:bng_30 _:bng_2592) log:proves _:bng_2593. -(_:bng_30 _:bng_2594) log:proves _:bng_2595. -(_:bng_19 _:bng_2595) log:proves _:bng_2596. -(_:bng_21 _:bng_2597) log:proves _:bng_2598. -(_:bng_19 _:bng_2598) log:proves _:bng_2599. -(_:bng_16 _:bng_2600) log:proves _:bng_2601. -(_:bng_19 _:bng_2601) log:proves _:bng_2602. -(_:bng_30 _:bng_2603) log:proves _:bng_2604. -(_:bng_30 _:bng_2605) log:proves _:bng_2606. -(_:bng_30 _:bng_2607) log:proves _:bng_2608. -(_:bng_19 _:bng_2608) log:proves _:bng_2609. -(_:bng_16 _:bng_2610) log:proves _:bng_2611. -(_:bng_30 _:bng_2612) log:proves _:bng_2613. -(_:bng_19 _:bng_2613) log:proves _:bng_2614. -(_:bng_16 _:bng_2615) log:proves _:bng_2616. -(_:bng_19 _:bng_2616) log:proves _:bng_2617. -(_:bng_30 _:bng_2618) log:proves _:bng_2619. -(_:bng_19 _:bng_2619) log:proves _:bng_2620. -(_:bng_21 _:bng_2621) log:proves _:bng_2622. -(_:bng_30 _:bng_2623) log:proves _:bng_2624. -(_:bng_19 _:bng_2624) log:proves _:bng_2625. -(_:bng_30 _:bng_2626) log:proves _:bng_2627. -(_:bng_30 _:bng_2628) log:proves _:bng_2629. -(_:bng_19 _:bng_2629) log:proves _:bng_2630. -(_:bng_30 _:bng_2631) log:proves _:bng_2632. -(_:bng_30 _:bng_2633) log:proves _:bng_2634. -(_:bng_19 _:bng_2634) log:proves _:bng_2635. -(_:bng_21 _:bng_2636) log:proves _:bng_2637. -(_:bng_30 _:bng_2638) log:proves _:bng_2639. -(_:bng_19 _:bng_2639) log:proves _:bng_2640. -(_:bng_16 _:bng_2641) log:proves _:bng_2642. -(_:bng_19 _:bng_2642) log:proves _:bng_2643. -(_:bng_30 _:bng_2644) log:proves _:bng_2645. -(_:bng_30 _:bng_2646) log:proves _:bng_2647. -(_:bng_19 _:bng_2647) log:proves _:bng_2648. -(_:bng_30 _:bng_2649) log:proves _:bng_2650. -(_:bng_19 _:bng_2650) log:proves _:bng_2651. -(_:bng_30 _:bng_2652) log:proves _:bng_2653. -(_:bng_19 _:bng_2653) log:proves _:bng_2654. -(_:bng_30 _:bng_2655) log:proves _:bng_2656. -(_:bng_19 _:bng_2656) log:proves _:bng_2657. -(_:bng_30 _:bng_2658) log:proves _:bng_2659. -(_:bng_19 _:bng_2659) log:proves _:bng_2660. -(_:bng_21 _:bng_2661) log:proves _:bng_2662. -(_:bng_19 _:bng_2662) log:proves _:bng_2663. -(_:bng_21 _:bng_2664) log:proves _:bng_2665. -(_:bng_30 _:bng_2666) log:proves _:bng_2667. -(_:bng_19 _:bng_2667) log:proves _:bng_2668. -(_:bng_21 _:bng_2669) log:proves _:bng_2670. -(_:bng_19 _:bng_2670) log:proves _:bng_2671. -(_:bng_30 _:bng_2672) log:proves _:bng_2673. -(_:bng_30 _:bng_2674) log:proves _:bng_2675. -(_:bng_30 _:bng_2676) log:proves _:bng_2677. -(_:bng_19 _:bng_2677) log:proves _:bng_2678. -(_:bng_16 _:bng_2679) log:proves _:bng_2680. -(_:bng_30 _:bng_2681) log:proves _:bng_2682. -(_:bng_30 _:bng_2683) log:proves _:bng_2684. -(_:bng_30 _:bng_2685) log:proves _:bng_2686. -(_:bng_19 _:bng_2686) log:proves _:bng_2687. -(_:bng_30 _:bng_2688) log:proves _:bng_2689. -(_:bng_30 _:bng_2690) log:proves _:bng_2691. -(_:bng_30 _:bng_2692) log:proves _:bng_2693. -(_:bng_30 _:bng_2694) log:proves _:bng_2695. -(_:bng_30 _:bng_2696) log:proves _:bng_2697. -(_:bng_19 _:bng_2697) log:proves _:bng_2698. -(_:bng_21 _:bng_2699) log:proves _:bng_2700. -(_:bng_19 _:bng_2700) log:proves _:bng_2701. -(_:bng_16 _:bng_2702) log:proves _:bng_2703. -(_:bng_19 _:bng_2703) log:proves _:bng_2704. -(_:bng_16 _:bng_2705) log:proves _:bng_2706. -(_:bng_30 _:bng_2707) log:proves _:bng_2708. -(_:bng_30 _:bng_2709) log:proves _:bng_2710. -(_:bng_19 _:bng_2710) log:proves _:bng_2711. -(_:bng_16 _:bng_2712) log:proves _:bng_2713. -(_:bng_30 _:bng_2714) log:proves _:bng_2715. -(_:bng_19 _:bng_2715) log:proves _:bng_2716. -(_:bng_21 _:bng_2717) log:proves _:bng_2718. -(_:bng_19 _:bng_2718) log:proves _:bng_2719. -(_:bng_30 _:bng_2720) log:proves _:bng_2721. -(_:bng_30 _:bng_2722) log:proves _:bng_2723. -(_:bng_30 _:bng_2724) log:proves _:bng_2725. -(_:bng_30 _:bng_2726) log:proves _:bng_2727. -(_:bng_19 _:bng_2727) log:proves _:bng_2728. -(_:bng_16 _:bng_2729) log:proves _:bng_2730. -(_:bng_30 _:bng_2731) log:proves _:bng_2732. -(_:bng_19 _:bng_2732) log:proves _:bng_2733. -(_:bng_16 _:bng_2734) log:proves _:bng_2735. -(_:bng_19 _:bng_2735) log:proves _:bng_2736. -(_:bng_30 _:bng_2737) log:proves _:bng_2738. -(_:bng_19 _:bng_2738) log:proves _:bng_2739. -(_:bng_16 _:bng_2740) log:proves _:bng_2741. -(_:bng_30 _:bng_2742) log:proves _:bng_2743. -(_:bng_19 _:bng_2743) log:proves _:bng_2744. -(_:bng_30 _:bng_2745) log:proves _:bng_2746. -(_:bng_19 _:bng_2746) log:proves _:bng_2747. -(_:bng_21 _:bng_2748) log:proves _:bng_2749. -(_:bng_19 _:bng_2749) log:proves _:bng_2750. -(_:bng_21 _:bng_2751) log:proves _:bng_2752. -(_:bng_30 _:bng_2753) log:proves _:bng_2754. -(_:bng_19 _:bng_2754) log:proves _:bng_2755. -(_:bng_30 _:bng_2756) log:proves _:bng_2757. -(_:bng_30 _:bng_2758) log:proves _:bng_2759. -(_:bng_19 _:bng_2759) log:proves _:bng_2760. -(_:bng_30 _:bng_2761) log:proves _:bng_2762. -(_:bng_19 _:bng_2762) log:proves _:bng_2763. -(_:bng_21 _:bng_2764) log:proves _:bng_2765. -(_:bng_19 _:bng_2765) log:proves _:bng_2766. -(_:bng_16 _:bng_2767) log:proves _:bng_2768. -(_:bng_30 _:bng_2769) log:proves _:bng_2770. -(_:bng_30 _:bng_2771) log:proves _:bng_2772. -(_:bng_19 _:bng_2772) log:proves _:bng_2773. -(_:bng_30 _:bng_2774) log:proves _:bng_2775. -(_:bng_30 _:bng_2776) log:proves _:bng_2777. -(_:bng_30 _:bng_2778) log:proves _:bng_2779. -(_:bng_19 _:bng_2779) log:proves _:bng_2780. -(_:bng_16 _:bng_2781) log:proves _:bng_2782. -(_:bng_30 _:bng_2783) log:proves _:bng_2784. -(_:bng_19 _:bng_2784) log:proves _:bng_2785. -(_:bng_21 _:bng_2786) log:proves _:bng_2787. -(_:bng_19 _:bng_2787) log:proves _:bng_2788. -(_:bng_30 _:bng_2789) log:proves _:bng_2790. -(_:bng_30 _:bng_2791) log:proves _:bng_2792. -(_:bng_19 _:bng_2792) log:proves _:bng_2793. -(_:bng_16 _:bng_2794) log:proves _:bng_2795. -(_:bng_30 _:bng_2796) log:proves _:bng_2797. -(_:bng_30 _:bng_2798) log:proves _:bng_2799. -(_:bng_30 _:bng_2800) log:proves _:bng_2801. -(_:bng_30 _:bng_2802) log:proves _:bng_2803. -(_:bng_19 _:bng_2803) log:proves _:bng_2804. -(_:bng_30 _:bng_2805) log:proves _:bng_2806. -(_:bng_30 _:bng_2807) log:proves _:bng_2808. -(_:bng_30 _:bng_2809) log:proves _:bng_2810. -(_:bng_30 _:bng_2811) log:proves _:bng_2812. -(_:bng_19 _:bng_2812) log:proves _:bng_2813. -(_:bng_21 _:bng_2814) log:proves _:bng_2815. -(_:bng_19 _:bng_2815) log:proves _:bng_2816. -(_:bng_16 _:bng_2817) log:proves _:bng_2818. -(_:bng_19 _:bng_2818) log:proves _:bng_2819. -(_:bng_30 _:bng_2820) log:proves _:bng_2821. -(_:bng_30 _:bng_2822) log:proves _:bng_2823. -(_:bng_19 _:bng_2823) log:proves _:bng_2824. -(_:bng_16 _:bng_2825) log:proves _:bng_2826. -(_:bng_19 _:bng_2826) log:proves _:bng_2827. -(_:bng_21 _:bng_2828) log:proves _:bng_2829. -(_:bng_30 _:bng_2830) log:proves _:bng_2831. -(_:bng_19 _:bng_2831) log:proves _:bng_2832. -(_:bng_21 _:bng_2833) log:proves _:bng_2834. -(_:bng_30 _:bng_2835) log:proves _:bng_2836. -(_:bng_30 _:bng_2837) log:proves _:bng_2838. -(_:bng_30 _:bng_2839) log:proves _:bng_2840. -(_:bng_19 _:bng_2840) log:proves _:bng_2841. -(_:bng_30 _:bng_2842) log:proves _:bng_2843. -(_:bng_30 _:bng_2844) log:proves _:bng_2845. -(_:bng_19 _:bng_2845) log:proves _:bng_2846. -(_:bng_16 _:bng_2847) log:proves _:bng_2848. -(_:bng_30 _:bng_2849) log:proves _:bng_2850. -(_:bng_19 _:bng_2850) log:proves _:bng_2851. -(_:bng_16 _:bng_2852) log:proves _:bng_2853. -(_:bng_19 _:bng_2853) log:proves _:bng_2854. -(_:bng_30 _:bng_2855) log:proves _:bng_2856. -(_:bng_19 _:bng_2856) log:proves _:bng_2857. -(_:bng_30 _:bng_2858) log:proves _:bng_2859. -(_:bng_19 _:bng_2859) log:proves _:bng_2860. -(_:bng_30 _:bng_2861) log:proves _:bng_2862. -(_:bng_19 _:bng_2862) log:proves _:bng_2863. -(_:bng_30 _:bng_2864) log:proves _:bng_2865. -(_:bng_30 _:bng_2866) log:proves _:bng_2867. -(_:bng_19 _:bng_2867) log:proves _:bng_2868. -(_:bng_21 _:bng_2869) log:proves _:bng_2870. -(_:bng_30 _:bng_2871) log:proves _:bng_2872. -(_:bng_19 _:bng_2872) log:proves _:bng_2873. -(_:bng_30 _:bng_2874) log:proves _:bng_2875. -(_:bng_30 _:bng_2876) log:proves _:bng_2877. -(_:bng_19 _:bng_2877) log:proves _:bng_2878. -(_:bng_30 _:bng_2879) log:proves _:bng_2880. -(_:bng_19 _:bng_2880) log:proves _:bng_2881. -(_:bng_21 _:bng_2882) log:proves _:bng_2883. -(_:bng_19 _:bng_2883) log:proves _:bng_2884. -(_:bng_21 _:bng_2885) log:proves _:bng_2886. -(_:bng_19 _:bng_2886) log:proves _:bng_2887. -(_:bng_16 _:bng_2888) log:proves _:bng_2889. -(_:bng_19 _:bng_2889) log:proves _:bng_2890. -(_:bng_16 _:bng_2891) log:proves _:bng_2892. -(_:bng_19 _:bng_2892) log:proves _:bng_2893. -(_:bng_16 _:bng_2894) log:proves _:bng_2895. -(_:bng_30 _:bng_2896) log:proves _:bng_2897. -(_:bng_30 _:bng_2898) log:proves _:bng_2899. -(_:bng_19 _:bng_2899) log:proves _:bng_2900. -(_:bng_30 _:bng_2901) log:proves _:bng_2902. -(_:bng_30 _:bng_2903) log:proves _:bng_2904. -(_:bng_30 _:bng_2905) log:proves _:bng_2906. -(_:bng_30 _:bng_2907) log:proves _:bng_2908. -(_:bng_19 _:bng_2908) log:proves _:bng_2909. -(_:bng_30 _:bng_2910) log:proves _:bng_2911. -(_:bng_19 _:bng_2911) log:proves _:bng_2912. -(_:bng_1059 _:bng_2913) log:proves _:bng_2914. -(_:bng_1059 _:bng_2915) log:proves _:bng_2916. -(_:bng_1059 _:bng_2917) log:proves _:bng_2918. -(_:bng_1059 _:bng_2919) log:proves _:bng_2920. -(_:bng_1059 _:bng_2921) log:proves _:bng_2922. -(_:bng_1059 _:bng_2923) log:proves _:bng_2924. -(_:bng_1059 _:bng_2925) log:proves _:bng_2926. -(_:bng_1059 _:bng_2927) log:proves _:bng_2928. -(_:bng_1076 _:bng_2929) log:proves _:bng_2930. -(_:bng_1079 _:bng_2930) log:proves _:bng_2930. -(_:bng_21 _:bng_2931) log:proves _:bng_2932. -(_:bng_19 _:bng_2932) log:proves _:bng_2933. -(_:bng_21 _:bng_2934) log:proves _:bng_2935. -(_:bng_30 _:bng_2936) log:proves _:bng_2937. -(_:bng_30 _:bng_2938) log:proves _:bng_2939. -(_:bng_30 _:bng_2940) log:proves _:bng_2941. -(_:bng_19 _:bng_2941) log:proves _:bng_2942. -(_:bng_30 _:bng_2943) log:proves _:bng_2944. -(_:bng_30 _:bng_2945) log:proves _:bng_2946. -(_:bng_19 _:bng_2946) log:proves _:bng_2947. -(_:bng_30 _:bng_2948) log:proves _:bng_2949. -(_:bng_19 _:bng_2949) log:proves _:bng_2950. -(_:bng_16 _:bng_2951) log:proves _:bng_2952. -(_:bng_30 _:bng_2953) log:proves _:bng_2954. -(_:bng_19 _:bng_2954) log:proves _:bng_2955. -(_:bng_30 _:bng_2956) log:proves _:bng_2957. -(_:bng_30 _:bng_2958) log:proves _:bng_2959. -(_:bng_19 _:bng_2959) log:proves _:bng_2960. -(_:bng_30 _:bng_2961) log:proves _:bng_2962. -(_:bng_30 _:bng_2963) log:proves _:bng_2964. -(_:bng_19 _:bng_2964) log:proves _:bng_2965. -(_:bng_30 _:bng_2966) log:proves _:bng_2967. -(_:bng_19 _:bng_2967) log:proves _:bng_2968. -(_:bng_16 _:bng_2969) log:proves _:bng_2970. -(_:bng_30 _:bng_2971) log:proves _:bng_2972. -(_:bng_30 _:bng_2973) log:proves _:bng_2974. -(_:bng_30 _:bng_2975) log:proves _:bng_2976. -(_:bng_19 _:bng_2976) log:proves _:bng_2977. -(_:bng_30 _:bng_2978) log:proves _:bng_2979. -(_:bng_30 _:bng_2980) log:proves _:bng_2981. -(_:bng_30 _:bng_2982) log:proves _:bng_2983. -(_:bng_19 _:bng_2983) log:proves _:bng_2984. -(_:bng_16 _:bng_2985) log:proves _:bng_2986. -(_:bng_30 _:bng_2987) log:proves _:bng_2988. -(_:bng_19 _:bng_2988) log:proves _:bng_2989. -(_:bng_16 _:bng_2990) log:proves _:bng_2991. -(_:bng_30 _:bng_2992) log:proves _:bng_2993. -(_:bng_19 _:bng_2993) log:proves _:bng_2994. -(_:bng_1059 _:bng_2995) log:proves _:bng_2996. -(_:bng_1059 _:bng_2997) log:proves _:bng_2998. -(_:bng_1059 _:bng_2999) log:proves _:bng_3000. -(_:bng_1059 _:bng_3001) log:proves _:bng_3002. -(_:bng_1059 _:bng_3003) log:proves _:bng_3004. -(_:bng_1059 _:bng_3005) log:proves _:bng_3006. -(_:bng_1059 _:bng_3007) log:proves _:bng_3008. -(_:bng_1059 _:bng_3009) log:proves _:bng_3010. -(_:bng_1076 _:bng_3011) log:proves _:bng_3012. -(_:bng_1079 _:bng_3012) log:proves _:bng_3012. -(_:bng_21 _:bng_3013) log:proves _:bng_3014. -(_:bng_19 _:bng_3014) log:proves _:bng_3015. -(_:bng_30 _:bng_3016) log:proves _:bng_3017. -(_:bng_19 _:bng_3017) log:proves _:bng_3018. -(_:bng_30 _:bng_3019) log:proves _:bng_3020. -(_:bng_19 _:bng_3020) log:proves _:bng_3021. -(_:bng_21 _:bng_3022) log:proves _:bng_3023. -(_:bng_19 _:bng_3023) log:proves _:bng_3024. -(_:bng_16 _:bng_3025) log:proves _:bng_3026. -(_:bng_19 _:bng_3026) log:proves _:bng_3027. -(_:bng_16 _:bng_3028) log:proves _:bng_3029. -(_:bng_19 _:bng_3029) log:proves _:bng_3030. -(_:bng_16 _:bng_3031) log:proves _:bng_3032. -(_:bng_30 _:bng_3033) log:proves _:bng_3034. -(_:bng_30 _:bng_3035) log:proves _:bng_3036. -(_:bng_19 _:bng_3036) log:proves _:bng_3037. -(_:bng_16 _:bng_3038) log:proves _:bng_3039. -(_:bng_19 _:bng_3039) log:proves _:bng_3040. -(_:bng_30 _:bng_3041) log:proves _:bng_3042. -(_:bng_30 _:bng_3043) log:proves _:bng_3044. -(_:bng_30 _:bng_3045) log:proves _:bng_3046. -(_:bng_19 _:bng_3046) log:proves _:bng_3047. -(_:bng_21 _:bng_3048) log:proves _:bng_3049. -(_:bng_19 _:bng_3049) log:proves _:bng_3050. -(_:bng_16 _:bng_3051) log:proves _:bng_3052. -(_:bng_30 _:bng_3053) log:proves _:bng_3054. -(_:bng_30 _:bng_3055) log:proves _:bng_3056. -(_:bng_19 _:bng_3056) log:proves _:bng_3057. -(_:bng_16 _:bng_3058) log:proves _:bng_3059. -(_:bng_19 _:bng_3059) log:proves _:bng_3060. -(_:bng_30 _:bng_3061) log:proves _:bng_3062. -(_:bng_19 _:bng_3062) log:proves _:bng_3063. -(_:bng_21 _:bng_3064) log:proves _:bng_3065. -(_:bng_30 _:bng_3066) log:proves _:bng_3067. -(_:bng_19 _:bng_3067) log:proves _:bng_3068. -(_:bng_16 _:bng_3069) log:proves _:bng_3070. -(_:bng_30 _:bng_3071) log:proves _:bng_3072. -(_:bng_19 _:bng_3072) log:proves _:bng_3073. -(_:bng_21 _:bng_3074) log:proves _:bng_3075. -(_:bng_19 _:bng_3075) log:proves _:bng_3076. -(_:bng_21 _:bng_3077) log:proves _:bng_3078. -(_:bng_30 _:bng_3079) log:proves _:bng_3080. -(_:bng_30 _:bng_3081) log:proves _:bng_3082. -(_:bng_30 _:bng_3083) log:proves _:bng_3084. -(_:bng_30 _:bng_3085) log:proves _:bng_3086. -(_:bng_19 _:bng_3086) log:proves _:bng_3087. -(_:bng_21 _:bng_3088) log:proves _:bng_3089. -(_:bng_19 _:bng_3089) log:proves _:bng_3090. -(_:bng_30 _:bng_3091) log:proves _:bng_3092. -(_:bng_19 _:bng_3092) log:proves _:bng_3093. -(_:bng_16 _:bng_3094) log:proves _:bng_3095. -(_:bng_19 _:bng_3095) log:proves _:bng_3096. -(_:bng_16 _:bng_3097) log:proves _:bng_3098. -(_:bng_30 _:bng_3099) log:proves _:bng_3100. -(_:bng_30 _:bng_3101) log:proves _:bng_3102. -(_:bng_19 _:bng_3102) log:proves _:bng_3103. -(_:bng_16 _:bng_3104) log:proves _:bng_3105. -(_:bng_30 _:bng_3106) log:proves _:bng_3107. -(_:bng_19 _:bng_3107) log:proves _:bng_3108. -(_:bng_30 _:bng_3109) log:proves _:bng_3110. -(_:bng_30 _:bng_3111) log:proves _:bng_3112. -(_:bng_19 _:bng_3112) log:proves _:bng_3113. -(_:bng_21 _:bng_3114) log:proves _:bng_3115. -(_:bng_19 _:bng_3115) log:proves _:bng_3116. -(_:bng_30 _:bng_3117) log:proves _:bng_3118. -(_:bng_19 _:bng_3118) log:proves _:bng_3119. -(_:bng_30 _:bng_3120) log:proves _:bng_3121. -(_:bng_30 _:bng_3122) log:proves _:bng_3123. -(_:bng_30 _:bng_3124) log:proves _:bng_3125. -(_:bng_19 _:bng_3125) log:proves _:bng_3126. -(_:bng_21 _:bng_3127) log:proves _:bng_3128. -(_:bng_30 _:bng_3129) log:proves _:bng_3130. -(_:bng_30 _:bng_3131) log:proves _:bng_3132. -(_:bng_19 _:bng_3132) log:proves _:bng_3133. -(_:bng_21 _:bng_3134) log:proves _:bng_3135. -(_:bng_30 _:bng_3136) log:proves _:bng_3137. -(_:bng_19 _:bng_3137) log:proves _:bng_3138. -(_:bng_21 _:bng_3139) log:proves _:bng_3140. -(_:bng_19 _:bng_3140) log:proves _:bng_3141. -(_:bng_16 _:bng_3142) log:proves _:bng_3143. -(_:bng_19 _:bng_3143) log:proves _:bng_3144. -(_:bng_16 _:bng_3145) log:proves _:bng_3146. -(_:bng_30 _:bng_3147) log:proves _:bng_3148. -(_:bng_30 _:bng_3149) log:proves _:bng_3150. -(_:bng_19 _:bng_3150) log:proves _:bng_3151. -(_:bng_21 _:bng_3152) log:proves _:bng_3153. -(_:bng_30 _:bng_3154) log:proves _:bng_3155. -(_:bng_19 _:bng_3155) log:proves _:bng_3156. -(_:bng_30 _:bng_3157) log:proves _:bng_3158. -(_:bng_30 _:bng_3159) log:proves _:bng_3160. -(_:bng_19 _:bng_3160) log:proves _:bng_3161. -(_:bng_30 _:bng_3162) log:proves _:bng_3163. -(_:bng_30 _:bng_3164) log:proves _:bng_3165. -(_:bng_19 _:bng_3165) log:proves _:bng_3166. -(_:bng_16 _:bng_3167) log:proves _:bng_3168. -(_:bng_19 _:bng_3168) log:proves _:bng_3169. -(_:bng_30 _:bng_3170) log:proves _:bng_3171. -(_:bng_19 _:bng_3171) log:proves _:bng_3172. -(_:bng_30 _:bng_3173) log:proves _:bng_3174. -(_:bng_19 _:bng_3174) log:proves _:bng_3175. -(_:bng_21 _:bng_3176) log:proves _:bng_3177. -(_:bng_19 _:bng_3177) log:proves _:bng_3178. -(_:bng_30 _:bng_3179) log:proves _:bng_3180. -(_:bng_19 _:bng_3180) log:proves _:bng_3181. -(_:bng_16 _:bng_3182) log:proves _:bng_3183. -(_:bng_19 _:bng_3183) log:proves _:bng_3184. -(_:bng_21 _:bng_3185) log:proves _:bng_3186. -(_:bng_19 _:bng_3186) log:proves _:bng_3187. -(_:bng_16 _:bng_3188) log:proves _:bng_3189. -(_:bng_19 _:bng_3189) log:proves _:bng_3190. -(_:bng_21 _:bng_3191) log:proves _:bng_3192. -(_:bng_19 _:bng_3192) log:proves _:bng_3193. -(_:bng_30 _:bng_3194) log:proves _:bng_3195. -(_:bng_30 _:bng_3196) log:proves _:bng_3197. -(_:bng_30 _:bng_3198) log:proves _:bng_3199. -(_:bng_30 _:bng_3200) log:proves _:bng_3201. -(_:bng_19 _:bng_3201) log:proves _:bng_3202. -(_:bng_16 _:bng_3203) log:proves _:bng_3204. -(_:bng_30 _:bng_3205) log:proves _:bng_3206. -(_:bng_30 _:bng_3207) log:proves _:bng_3208. -(_:bng_30 _:bng_3209) log:proves _:bng_3210. -(_:bng_19 _:bng_3210) log:proves _:bng_3211. -(_:bng_21 _:bng_3212) log:proves _:bng_3213. -(_:bng_19 _:bng_3213) log:proves _:bng_3214. -(_:bng_16 _:bng_3215) log:proves _:bng_3216. -(_:bng_30 _:bng_3217) log:proves _:bng_3218. -(_:bng_30 _:bng_3219) log:proves _:bng_3220. -(_:bng_19 _:bng_3220) log:proves _:bng_3221. -(_:bng_16 _:bng_3222) log:proves _:bng_3223. -(_:bng_30 _:bng_3224) log:proves _:bng_3225. -(_:bng_19 _:bng_3225) log:proves _:bng_3226. -(_:bng_16 _:bng_3227) log:proves _:bng_3228. -(_:bng_19 _:bng_3228) log:proves _:bng_3229. -(_:bng_30 _:bng_3230) log:proves _:bng_3231. -(_:bng_19 _:bng_3231) log:proves _:bng_3232. -(_:bng_30 _:bng_3233) log:proves _:bng_3234. -(_:bng_19 _:bng_3234) log:proves _:bng_3235. -(_:bng_21 _:bng_3236) log:proves _:bng_3237. -(_:bng_19 _:bng_3237) log:proves _:bng_3238. -(_:bng_21 _:bng_3239) log:proves _:bng_3240. -(_:bng_30 _:bng_3241) log:proves _:bng_3242. -(_:bng_19 _:bng_3242) log:proves _:bng_3243. -(_:bng_30 _:bng_3244) log:proves _:bng_3245. -(_:bng_30 _:bng_3246) log:proves _:bng_3247. -(_:bng_19 _:bng_3247) log:proves _:bng_3248. -(_:bng_16 _:bng_3249) log:proves _:bng_3250. -(_:bng_30 _:bng_3251) log:proves _:bng_3252. -(_:bng_19 _:bng_3252) log:proves _:bng_3253. -(_:bng_21 _:bng_3254) log:proves _:bng_3255. -(_:bng_19 _:bng_3255) log:proves _:bng_3256. -(_:bng_16 _:bng_3257) log:proves _:bng_3258. -(_:bng_19 _:bng_3258) log:proves _:bng_3259. -(_:bng_1059 _:bng_3260) log:proves _:bng_3261. -(_:bng_1059 _:bng_3262) log:proves _:bng_3263. -(_:bng_1059 _:bng_3264) log:proves _:bng_3265. -(_:bng_1059 _:bng_3266) log:proves _:bng_3267. -(_:bng_1059 _:bng_3268) log:proves _:bng_3269. -(_:bng_1059 _:bng_3270) log:proves _:bng_3271. -(_:bng_1059 _:bng_3272) log:proves _:bng_3273. -(_:bng_1059 _:bng_3274) log:proves _:bng_3275. -(_:bng_1076 _:bng_3276) log:proves _:bng_3277. -(_:bng_1079 _:bng_3277) log:proves _:bng_3277. -(_:bng_16 _:bng_3278) log:proves _:bng_3279. -(_:bng_30 _:bng_3280) log:proves _:bng_3281. -(_:bng_30 _:bng_3282) log:proves _:bng_3283. -(_:bng_30 _:bng_3284) log:proves _:bng_3285. -(_:bng_19 _:bng_3285) log:proves _:bng_3286. -(_:bng_16 _:bng_3287) log:proves _:bng_3288. -(_:bng_19 _:bng_3288) log:proves _:bng_3289. -(_:bng_30 _:bng_3290) log:proves _:bng_3291. -(_:bng_30 _:bng_3292) log:proves _:bng_3293. -(_:bng_30 _:bng_3294) log:proves _:bng_3295. -(_:bng_30 _:bng_3296) log:proves _:bng_3297. -(_:bng_30 _:bng_3298) log:proves _:bng_3299. -(_:bng_19 _:bng_3299) log:proves _:bng_3300. -(_:bng_21 _:bng_3301) log:proves _:bng_3302. -(_:bng_19 _:bng_3302) log:proves _:bng_3303. -(_:bng_21 _:bng_3304) log:proves _:bng_3305. -(_:bng_30 _:bng_3306) log:proves _:bng_3307. -(_:bng_19 _:bng_3307) log:proves _:bng_3308. -(_:bng_21 _:bng_3309) log:proves _:bng_3310. -(_:bng_30 _:bng_3311) log:proves _:bng_3312. -(_:bng_30 _:bng_3313) log:proves _:bng_3314. -(_:bng_19 _:bng_3314) log:proves _:bng_3315. -(_:bng_16 _:bng_3316) log:proves _:bng_3317. -(_:bng_19 _:bng_3317) log:proves _:bng_3318. -(_:bng_16 _:bng_3319) log:proves _:bng_3320. -(_:bng_30 _:bng_3321) log:proves _:bng_3322. -(_:bng_19 _:bng_3322) log:proves _:bng_3323. -(_:bng_16 _:bng_3324) log:proves _:bng_3325. -(_:bng_19 _:bng_3325) log:proves _:bng_3326. -(_:bng_30 _:bng_3327) log:proves _:bng_3328. -(_:bng_30 _:bng_3329) log:proves _:bng_3330. -(_:bng_30 _:bng_3331) log:proves _:bng_3332. -(_:bng_19 _:bng_3332) log:proves _:bng_3333. -(_:bng_16 _:bng_3334) log:proves _:bng_3335. -(_:bng_30 _:bng_3336) log:proves _:bng_3337. -(_:bng_30 _:bng_3338) log:proves _:bng_3339. -(_:bng_19 _:bng_3339) log:proves _:bng_3340. -(_:bng_21 _:bng_3341) log:proves _:bng_3342. -(_:bng_19 _:bng_3342) log:proves _:bng_3343. -(_:bng_16 _:bng_3344) log:proves _:bng_3345. -(_:bng_30 _:bng_3346) log:proves _:bng_3347. -(_:bng_19 _:bng_3347) log:proves _:bng_3348. -(_:bng_16 _:bng_3349) log:proves _:bng_3350. -(_:bng_19 _:bng_3350) log:proves _:bng_3351. -(_:bng_30 _:bng_3352) log:proves _:bng_3353. -(_:bng_30 _:bng_3354) log:proves _:bng_3355. -(_:bng_30 _:bng_3356) log:proves _:bng_3357. -(_:bng_30 _:bng_3358) log:proves _:bng_3359. -(_:bng_19 _:bng_3359) log:proves _:bng_3360. -(_:bng_21 _:bng_3361) log:proves _:bng_3362. -(_:bng_19 _:bng_3362) log:proves _:bng_3363. -(_:bng_30 _:bng_3364) log:proves _:bng_3365. -(_:bng_19 _:bng_3365) log:proves _:bng_3366. -(_:bng_16 _:bng_3367) log:proves _:bng_3368. -(_:bng_19 _:bng_3368) log:proves _:bng_3369. -(_:bng_16 _:bng_3370) log:proves _:bng_3371. -(_:bng_19 _:bng_3371) log:proves _:bng_3372. -(_:bng_16 _:bng_3373) log:proves _:bng_3374. -(_:bng_30 _:bng_3375) log:proves _:bng_3376. -(_:bng_30 _:bng_3377) log:proves _:bng_3378. -(_:bng_30 _:bng_3379) log:proves _:bng_3380. -(_:bng_19 _:bng_3380) log:proves _:bng_3381. -(_:bng_21 _:bng_3382) log:proves _:bng_3383. -(_:bng_19 _:bng_3383) log:proves _:bng_3384. -(_:bng_30 _:bng_3385) log:proves _:bng_3386. -(_:bng_19 _:bng_3386) log:proves _:bng_3387. -(_:bng_21 _:bng_3388) log:proves _:bng_3389. -(_:bng_19 _:bng_3389) log:proves _:bng_3390. -(_:bng_16 _:bng_3391) log:proves _:bng_3392. -(_:bng_19 _:bng_3392) log:proves _:bng_3393. -(_:bng_30 _:bng_3394) log:proves _:bng_3395. -(_:bng_19 _:bng_3395) log:proves _:bng_3396. -(_:bng_21 _:bng_3397) log:proves _:bng_3398. -(_:bng_30 _:bng_3399) log:proves _:bng_3400. -(_:bng_19 _:bng_3400) log:proves _:bng_3401. -(_:bng_16 _:bng_3402) log:proves _:bng_3403. -(_:bng_30 _:bng_3404) log:proves _:bng_3405. -(_:bng_30 _:bng_3406) log:proves _:bng_3407. -(_:bng_30 _:bng_3408) log:proves _:bng_3409. -(_:bng_30 _:bng_3410) log:proves _:bng_3411. -(_:bng_19 _:bng_3411) log:proves _:bng_3412. -(_:bng_30 _:bng_3413) log:proves _:bng_3414. -(_:bng_30 _:bng_3415) log:proves _:bng_3416. -(_:bng_30 _:bng_3417) log:proves _:bng_3418. -(_:bng_19 _:bng_3418) log:proves _:bng_3419. -(_:bng_16 _:bng_3420) log:proves _:bng_3421. -(_:bng_19 _:bng_3421) log:proves _:bng_3422. -(_:bng_21 _:bng_3423) log:proves _:bng_3424. -(_:bng_30 _:bng_3425) log:proves _:bng_3426. -(_:bng_30 _:bng_3427) log:proves _:bng_3428. -(_:bng_30 _:bng_3429) log:proves _:bng_3430. -(_:bng_30 _:bng_3431) log:proves _:bng_3432. -(_:bng_19 _:bng_3432) log:proves _:bng_3433. -(_:bng_21 _:bng_3434) log:proves _:bng_3435. -(_:bng_30 _:bng_3436) log:proves _:bng_3437. -(_:bng_30 _:bng_3438) log:proves _:bng_3439. -(_:bng_19 _:bng_3439) log:proves _:bng_3440. -(_:bng_30 _:bng_3441) log:proves _:bng_3442. -(_:bng_19 _:bng_3442) log:proves _:bng_3443. -(_:bng_16 _:bng_3444) log:proves _:bng_3445. -(_:bng_19 _:bng_3445) log:proves _:bng_3446. -(_:bng_30 _:bng_3447) log:proves _:bng_3448. -(_:bng_19 _:bng_3448) log:proves _:bng_3449. -(_:bng_16 _:bng_3450) log:proves _:bng_3451. -(_:bng_30 _:bng_3452) log:proves _:bng_3453. -(_:bng_19 _:bng_3453) log:proves _:bng_3454. -(_:bng_21 _:bng_3455) log:proves _:bng_3456. -(_:bng_19 _:bng_3456) log:proves _:bng_3457. -(_:bng_16 _:bng_3458) log:proves _:bng_3459. -(_:bng_19 _:bng_3459) log:proves _:bng_3460. -(_:bng_21 _:bng_3461) log:proves _:bng_3462. -(_:bng_30 _:bng_3463) log:proves _:bng_3464. -(_:bng_30 _:bng_3465) log:proves _:bng_3466. -(_:bng_19 _:bng_3466) log:proves _:bng_3467. -(_:bng_21 _:bng_3468) log:proves _:bng_3469. -(_:bng_19 _:bng_3469) log:proves _:bng_3470. -(_:bng_16 _:bng_3471) log:proves _:bng_3472. -(_:bng_19 _:bng_3472) log:proves _:bng_3473. -(_:bng_30 _:bng_3474) log:proves _:bng_3475. -(_:bng_30 _:bng_3476) log:proves _:bng_3477. -(_:bng_30 _:bng_3478) log:proves _:bng_3479. -(_:bng_19 _:bng_3479) log:proves _:bng_3480. -(_:bng_16 _:bng_3481) log:proves _:bng_3482. -(_:bng_30 _:bng_3483) log:proves _:bng_3484. -(_:bng_19 _:bng_3484) log:proves _:bng_3485. -(_:bng_21 _:bng_3486) log:proves _:bng_3487. -(_:bng_19 _:bng_3487) log:proves _:bng_3488. -(_:bng_30 _:bng_3489) log:proves _:bng_3490. -(_:bng_19 _:bng_3490) log:proves _:bng_3491. -(_:bng_30 _:bng_3492) log:proves _:bng_3493. -(_:bng_19 _:bng_3493) log:proves _:bng_3494. -(_:bng_21 _:bng_3495) log:proves _:bng_3496. -(_:bng_19 _:bng_3496) log:proves _:bng_3497. -(_:bng_16 _:bng_3498) log:proves _:bng_3499. -(_:bng_19 _:bng_3499) log:proves _:bng_3500. -(_:bng_21 _:bng_3501) log:proves _:bng_3502. -(_:bng_30 _:bng_3503) log:proves _:bng_3504. -(_:bng_30 _:bng_3505) log:proves _:bng_3506. -(_:bng_19 _:bng_3506) log:proves _:bng_3507. -(_:bng_16 _:bng_3508) log:proves _:bng_3509. -(_:bng_19 _:bng_3509) log:proves _:bng_3510. -(_:bng_1059 _:bng_3511) log:proves _:bng_3512. -(_:bng_1059 _:bng_3513) log:proves _:bng_3514. -(_:bng_1059 _:bng_3515) log:proves _:bng_3516. -(_:bng_1059 _:bng_3517) log:proves _:bng_3518. -(_:bng_1059 _:bng_3519) log:proves _:bng_3520. -(_:bng_1059 _:bng_3521) log:proves _:bng_3522. -(_:bng_1059 _:bng_3523) log:proves _:bng_3524. -(_:bng_1059 _:bng_3525) log:proves _:bng_3526. -(_:bng_1076 _:bng_3527) log:proves _:bng_3528. -(_:bng_1079 _:bng_3528) log:proves _:bng_3528. -(_:bng_16 _:bng_3529) log:proves _:bng_3530. -(_:bng_30 _:bng_3531) log:proves _:bng_3532. -(_:bng_19 _:bng_3532) log:proves _:bng_3533. -(_:bng_30 _:bng_3534) log:proves _:bng_3535. -(_:bng_30 _:bng_3536) log:proves _:bng_3537. -(_:bng_19 _:bng_3537) log:proves _:bng_3538. -(_:bng_16 _:bng_3539) log:proves _:bng_3540. -(_:bng_19 _:bng_3540) log:proves _:bng_3541. -(_:bng_21 _:bng_3542) log:proves _:bng_3543. -(_:bng_30 _:bng_3544) log:proves _:bng_3545. -(_:bng_19 _:bng_3545) log:proves _:bng_3546. -(_:bng_21 _:bng_3547) log:proves _:bng_3548. -(_:bng_19 _:bng_3548) log:proves _:bng_3549. -(_:bng_30 _:bng_3550) log:proves _:bng_3551. -(_:bng_19 _:bng_3551) log:proves _:bng_3552. -(_:bng_30 _:bng_3553) log:proves _:bng_3554. -(_:bng_19 _:bng_3554) log:proves _:bng_3555. -(_:bng_30 _:bng_3556) log:proves _:bng_3557. -(_:bng_30 _:bng_3558) log:proves _:bng_3559. -(_:bng_30 _:bng_3560) log:proves _:bng_3561. -(_:bng_30 _:bng_3562) log:proves _:bng_3563. -(_:bng_19 _:bng_3563) log:proves _:bng_3564. -(_:bng_16 _:bng_3565) log:proves _:bng_3566. -(_:bng_19 _:bng_3566) log:proves _:bng_3567. -(_:bng_30 _:bng_3568) log:proves _:bng_3569. -(_:bng_19 _:bng_3569) log:proves _:bng_3570. -(_:bng_30 _:bng_3571) log:proves _:bng_3572. -(_:bng_19 _:bng_3572) log:proves _:bng_3573. -(_:bng_30 _:bng_3574) log:proves _:bng_3575. -(_:bng_19 _:bng_3575) log:proves _:bng_3576. -(_:bng_21 _:bng_3577) log:proves _:bng_3578. -(_:bng_19 _:bng_3578) log:proves _:bng_3579. -(_:bng_16 _:bng_3580) log:proves _:bng_3581. -(_:bng_19 _:bng_3581) log:proves _:bng_3582. -(_:bng_21 _:bng_3583) log:proves _:bng_3584. -(_:bng_19 _:bng_3584) log:proves _:bng_3585. -(_:bng_16 _:bng_3586) log:proves _:bng_3587. -(_:bng_19 _:bng_3587) log:proves _:bng_3588. -(_:bng_21 _:bng_3589) log:proves _:bng_3590. -(_:bng_30 _:bng_3591) log:proves _:bng_3592. -(_:bng_19 _:bng_3592) log:proves _:bng_3593. -(_:bng_16 _:bng_3594) log:proves _:bng_3595. -(_:bng_30 _:bng_3596) log:proves _:bng_3597. -(_:bng_30 _:bng_3598) log:proves _:bng_3599. -(_:bng_19 _:bng_3599) log:proves _:bng_3600. -(_:bng_30 _:bng_3601) log:proves _:bng_3602. -(_:bng_30 _:bng_3603) log:proves _:bng_3604. -(_:bng_30 _:bng_3605) log:proves _:bng_3606. -(_:bng_19 _:bng_3606) log:proves _:bng_3607. -(_:bng_16 _:bng_3608) log:proves _:bng_3609. -(_:bng_30 _:bng_3610) log:proves _:bng_3611. -(_:bng_30 _:bng_3612) log:proves _:bng_3613. -(_:bng_19 _:bng_3613) log:proves _:bng_3614. -(_:bng_16 _:bng_3615) log:proves _:bng_3616. -(_:bng_30 _:bng_3617) log:proves _:bng_3618. -(_:bng_19 _:bng_3618) log:proves _:bng_3619. -(_:bng_16 _:bng_3620) log:proves _:bng_3621. -(_:bng_19 _:bng_3621) log:proves _:bng_3622. -(_:bng_21 _:bng_3623) log:proves _:bng_3624. -(_:bng_19 _:bng_3624) log:proves _:bng_3625. -(_:bng_21 _:bng_3626) log:proves _:bng_3627. -(_:bng_19 _:bng_3627) log:proves _:bng_3628. -(_:bng_16 _:bng_3629) log:proves _:bng_3630. -(_:bng_19 _:bng_3630) log:proves _:bng_3631. -(_:bng_30 _:bng_3632) log:proves _:bng_3633. -(_:bng_19 _:bng_3633) log:proves _:bng_3634. -(_:bng_21 _:bng_3635) log:proves _:bng_3636. -(_:bng_30 _:bng_3637) log:proves _:bng_3638. -(_:bng_30 _:bng_3639) log:proves _:bng_3640. -(_:bng_30 _:bng_3641) log:proves _:bng_3642. -(_:bng_19 _:bng_3642) log:proves _:bng_3643. -(_:bng_16 _:bng_3644) log:proves _:bng_3645. -(_:bng_30 _:bng_3646) log:proves _:bng_3647. -(_:bng_30 _:bng_3648) log:proves _:bng_3649. -(_:bng_30 _:bng_3650) log:proves _:bng_3651. -(_:bng_30 _:bng_3652) log:proves _:bng_3653. -(_:bng_19 _:bng_3653) log:proves _:bng_3654. -(_:bng_16 _:bng_3655) log:proves _:bng_3656. -(_:bng_19 _:bng_3656) log:proves _:bng_3657. -(_:bng_16 _:bng_3658) log:proves _:bng_3659. -(_:bng_30 _:bng_3660) log:proves _:bng_3661. -(_:bng_19 _:bng_3661) log:proves _:bng_3662. -(_:bng_21 _:bng_3663) log:proves _:bng_3664. -(_:bng_30 _:bng_3665) log:proves _:bng_3666. -(_:bng_19 _:bng_3666) log:proves _:bng_3667. -(_:bng_16 _:bng_3668) log:proves _:bng_3669. -(_:bng_30 _:bng_3670) log:proves _:bng_3671. -(_:bng_19 _:bng_3671) log:proves _:bng_3672. -(_:bng_21 _:bng_3673) log:proves _:bng_3674. -(_:bng_30 _:bng_3675) log:proves _:bng_3676. -(_:bng_30 _:bng_3677) log:proves _:bng_3678. -(_:bng_19 _:bng_3678) log:proves _:bng_3679. -(_:bng_21 _:bng_3680) log:proves _:bng_3681. -(_:bng_19 _:bng_3681) log:proves _:bng_3682. -(_:bng_30 _:bng_3683) log:proves _:bng_3684. -(_:bng_30 _:bng_3685) log:proves _:bng_3686. -(_:bng_19 _:bng_3686) log:proves _:bng_3687. -(_:bng_21 _:bng_3688) log:proves _:bng_3689. -(_:bng_30 _:bng_3690) log:proves _:bng_3691. -(_:bng_19 _:bng_3691) log:proves _:bng_3692. -(_:bng_21 _:bng_3693) log:proves _:bng_3694. -(_:bng_30 _:bng_3695) log:proves _:bng_3696. -(_:bng_30 _:bng_3697) log:proves _:bng_3698. -(_:bng_19 _:bng_3698) log:proves _:bng_3699. -(_:bng_21 _:bng_3700) log:proves _:bng_3701. -(_:bng_19 _:bng_3701) log:proves _:bng_3702. -(_:bng_30 _:bng_3703) log:proves _:bng_3704. -(_:bng_19 _:bng_3704) log:proves _:bng_3705. -(_:bng_30 _:bng_3706) log:proves _:bng_3707. -(_:bng_19 _:bng_3707) log:proves _:bng_3708. -(_:bng_30 _:bng_3709) log:proves _:bng_3710. -(_:bng_30 _:bng_3711) log:proves _:bng_3712. -(_:bng_19 _:bng_3712) log:proves _:bng_3713. -(_:bng_21 _:bng_3714) log:proves _:bng_3715. -(_:bng_19 _:bng_3715) log:proves _:bng_3716. -(_:bng_16 _:bng_3717) log:proves _:bng_3718. -(_:bng_19 _:bng_3718) log:proves _:bng_3719. -(_:bng_30 _:bng_3720) log:proves _:bng_3721. -(_:bng_19 _:bng_3721) log:proves _:bng_3722. -(_:bng_30 _:bng_3723) log:proves _:bng_3724. -(_:bng_30 _:bng_3725) log:proves _:bng_3726. -(_:bng_19 _:bng_3726) log:proves _:bng_3727. -(_:bng_16 _:bng_3728) log:proves _:bng_3729. -(_:bng_30 _:bng_3730) log:proves _:bng_3731. -(_:bng_19 _:bng_3731) log:proves _:bng_3732. -(_:bng_30 _:bng_3733) log:proves _:bng_3734. -(_:bng_30 _:bng_3735) log:proves _:bng_3736. -(_:bng_19 _:bng_3736) log:proves _:bng_3737. -(_:bng_16 _:bng_3738) log:proves _:bng_3739. -(_:bng_19 _:bng_3739) log:proves _:bng_3740. -(_:bng_21 _:bng_3741) log:proves _:bng_3742. -(_:bng_30 _:bng_3743) log:proves _:bng_3744. -(_:bng_19 _:bng_3744) log:proves _:bng_3745. -(_:bng_21 _:bng_3746) log:proves _:bng_3747. -(_:bng_19 _:bng_3747) log:proves _:bng_3748. -(_:bng_16 _:bng_3749) log:proves _:bng_3750. -(_:bng_19 _:bng_3750) log:proves _:bng_3751. -(_:bng_16 _:bng_3752) log:proves _:bng_3753. -(_:bng_30 _:bng_3754) log:proves _:bng_3755. -(_:bng_30 _:bng_3756) log:proves _:bng_3757. -(_:bng_19 _:bng_3757) log:proves _:bng_3758. -(_:bng_16 _:bng_3759) log:proves _:bng_3760. -(_:bng_19 _:bng_3760) log:proves _:bng_3761. -(_:bng_30 _:bng_3762) log:proves _:bng_3763. -(_:bng_19 _:bng_3763) log:proves _:bng_3764. -(_:bng_21 _:bng_3765) log:proves _:bng_3766. -(_:bng_30 _:bng_3767) log:proves _:bng_3768. -(_:bng_19 _:bng_3768) log:proves _:bng_3769. -(_:bng_30 _:bng_3770) log:proves _:bng_3771. -(_:bng_19 _:bng_3771) log:proves _:bng_3772. -(_:bng_21 _:bng_3773) log:proves _:bng_3774. -(_:bng_19 _:bng_3774) log:proves _:bng_3775. -(_:bng_16 _:bng_3776) log:proves _:bng_3777. -(_:bng_19 _:bng_3777) log:proves _:bng_3778. -(_:bng_21 _:bng_3779) log:proves _:bng_3780. -(_:bng_19 _:bng_3780) log:proves _:bng_3781. -(_:bng_21 _:bng_3782) log:proves _:bng_3783. -(_:bng_30 _:bng_3784) log:proves _:bng_3785. -(_:bng_19 _:bng_3785) log:proves _:bng_3786. -(_:bng_1059 _:bng_3787) log:proves _:bng_3788. -(_:bng_1059 _:bng_3789) log:proves _:bng_3790. -(_:bng_1059 _:bng_3791) log:proves _:bng_3792. -(_:bng_1059 _:bng_3793) log:proves _:bng_3794. -(_:bng_1059 _:bng_3795) log:proves _:bng_3796. -(_:bng_1059 _:bng_3797) log:proves _:bng_3798. -(_:bng_1059 _:bng_3799) log:proves _:bng_3800. -(_:bng_1059 _:bng_3801) log:proves _:bng_3802. -(_:bng_1076 _:bng_3803) log:proves _:bng_3804. -(_:bng_1079 _:bng_3804) log:proves _:bng_3804. -(_:bng_21 _:bng_3805) log:proves _:bng_3806. -(_:bng_19 _:bng_3806) log:proves _:bng_3807. -(_:bng_30 _:bng_3808) log:proves _:bng_3809. -(_:bng_19 _:bng_3809) log:proves _:bng_3810. -(_:bng_30 _:bng_3811) log:proves _:bng_3812. -(_:bng_19 _:bng_3812) log:proves _:bng_3813. -(_:bng_30 _:bng_3814) log:proves _:bng_3815. -(_:bng_19 _:bng_3815) log:proves _:bng_3816. -(_:bng_30 _:bng_3817) log:proves _:bng_3818. -(_:bng_19 _:bng_3818) log:proves _:bng_3819. -(_:bng_30 _:bng_3820) log:proves _:bng_3821. -(_:bng_19 _:bng_3821) log:proves _:bng_3822. -(_:bng_21 _:bng_3823) log:proves _:bng_3824. -(_:bng_30 _:bng_3825) log:proves _:bng_3826. -(_:bng_19 _:bng_3826) log:proves _:bng_3827. -(_:bng_30 _:bng_3828) log:proves _:bng_3829. -(_:bng_30 _:bng_3830) log:proves _:bng_3831. -(_:bng_19 _:bng_3831) log:proves _:bng_3832. -(_:bng_30 _:bng_3833) log:proves _:bng_3834. -(_:bng_30 _:bng_3835) log:proves _:bng_3836. -(_:bng_19 _:bng_3836) log:proves _:bng_3837. -(_:bng_16 _:bng_3838) log:proves _:bng_3839. -(_:bng_30 _:bng_3840) log:proves _:bng_3841. -(_:bng_19 _:bng_3841) log:proves _:bng_3842. -(_:bng_21 _:bng_3843) log:proves _:bng_3844. -(_:bng_19 _:bng_3844) log:proves _:bng_3845. -(_:bng_21 _:bng_3846) log:proves _:bng_3847. -(_:bng_30 _:bng_3848) log:proves _:bng_3849. -(_:bng_19 _:bng_3849) log:proves _:bng_3850. -(_:bng_16 _:bng_3851) log:proves _:bng_3852. -(_:bng_19 _:bng_3852) log:proves _:bng_3853. -(_:bng_16 _:bng_3854) log:proves _:bng_3855. -(_:bng_30 _:bng_3856) log:proves _:bng_3857. -(_:bng_30 _:bng_3858) log:proves _:bng_3859. -(_:bng_19 _:bng_3859) log:proves _:bng_3860. -(_:bng_16 _:bng_3861) log:proves _:bng_3862. -(_:bng_30 _:bng_3863) log:proves _:bng_3864. -(_:bng_30 _:bng_3865) log:proves _:bng_3866. -(_:bng_19 _:bng_3866) log:proves _:bng_3867. -(_:bng_30 _:bng_3868) log:proves _:bng_3869. -(_:bng_30 _:bng_3870) log:proves _:bng_3871. -(_:bng_30 _:bng_3872) log:proves _:bng_3873. -(_:bng_30 _:bng_3874) log:proves _:bng_3875. -(_:bng_30 _:bng_3876) log:proves _:bng_3877. -(_:bng_19 _:bng_3877) log:proves _:bng_3878. -(_:bng_16 _:bng_3879) log:proves _:bng_3880. -(_:bng_30 _:bng_3881) log:proves _:bng_3882. -(_:bng_19 _:bng_3882) log:proves _:bng_3883. -(_:bng_30 _:bng_3884) log:proves _:bng_3885. -(_:bng_19 _:bng_3885) log:proves _:bng_3886. -(_:bng_16 _:bng_3887) log:proves _:bng_3888. -(_:bng_30 _:bng_3889) log:proves _:bng_3890. -(_:bng_30 _:bng_3891) log:proves _:bng_3892. -(_:bng_19 _:bng_3892) log:proves _:bng_3893. -(_:bng_16 _:bng_3894) log:proves _:bng_3895. -(_:bng_19 _:bng_3895) log:proves _:bng_3896. -(_:bng_30 _:bng_3897) log:proves _:bng_3898. -(_:bng_19 _:bng_3898) log:proves _:bng_3899. -(_:bng_21 _:bng_3900) log:proves _:bng_3901. -(_:bng_30 _:bng_3902) log:proves _:bng_3903. -(_:bng_19 _:bng_3903) log:proves _:bng_3904. -(_:bng_21 _:bng_3905) log:proves _:bng_3906. -(_:bng_30 _:bng_3907) log:proves _:bng_3908. -(_:bng_30 _:bng_3909) log:proves _:bng_3910. -(_:bng_30 _:bng_3911) log:proves _:bng_3912. -(_:bng_19 _:bng_3912) log:proves _:bng_3913. -(_:bng_21 _:bng_3914) log:proves _:bng_3915. -(_:bng_30 _:bng_3916) log:proves _:bng_3917. -(_:bng_19 _:bng_3917) log:proves _:bng_3918. -(_:bng_30 _:bng_3919) log:proves _:bng_3920. -(_:bng_19 _:bng_3920) log:proves _:bng_3921. -(_:bng_21 _:bng_3922) log:proves _:bng_3923. -(_:bng_30 _:bng_3924) log:proves _:bng_3925. -(_:bng_30 _:bng_3926) log:proves _:bng_3927. -(_:bng_30 _:bng_3928) log:proves _:bng_3929. -(_:bng_30 _:bng_3930) log:proves _:bng_3931. -(_:bng_30 _:bng_3932) log:proves _:bng_3933. -(_:bng_19 _:bng_3933) log:proves _:bng_3934. -(_:bng_21 _:bng_3935) log:proves _:bng_3936. -(_:bng_19 _:bng_3936) log:proves _:bng_3937. -(_:bng_16 _:bng_3938) log:proves _:bng_3939. -(_:bng_19 _:bng_3939) log:proves _:bng_3940. -(_:bng_30 _:bng_3941) log:proves _:bng_3942. -(_:bng_30 _:bng_3943) log:proves _:bng_3944. -(_:bng_30 _:bng_3945) log:proves _:bng_3946. -(_:bng_19 _:bng_3946) log:proves _:bng_3947. -(_:bng_21 _:bng_3948) log:proves _:bng_3949. -(_:bng_19 _:bng_3949) log:proves _:bng_3950. -(_:bng_1059 _:bng_3951) log:proves _:bng_3952. -(_:bng_1059 _:bng_3953) log:proves _:bng_3954. -(_:bng_1059 _:bng_3955) log:proves _:bng_3956. -(_:bng_1059 _:bng_3957) log:proves _:bng_3958. -(_:bng_1059 _:bng_3959) log:proves _:bng_3960. -(_:bng_1059 _:bng_3961) log:proves _:bng_3962. -(_:bng_1059 _:bng_3963) log:proves _:bng_3964. -(_:bng_1059 _:bng_3965) log:proves _:bng_3966. -(_:bng_1076 _:bng_3967) log:proves _:bng_3968. -(_:bng_1079 _:bng_3968) log:proves _:bng_3968. -(_:bng_21 _:bng_3969) log:proves _:bng_3970. -(_:bng_30 _:bng_3971) log:proves _:bng_3972. -(_:bng_19 _:bng_3972) log:proves _:bng_3973. -(_:bng_30 _:bng_3974) log:proves _:bng_3975. -(_:bng_19 _:bng_3975) log:proves _:bng_3976. -(_:bng_30 _:bng_3977) log:proves _:bng_3978. -(_:bng_19 _:bng_3978) log:proves _:bng_3979. -(_:bng_30 _:bng_3980) log:proves _:bng_3981. -(_:bng_19 _:bng_3981) log:proves _:bng_3982. -(_:bng_21 _:bng_3983) log:proves _:bng_3984. -(_:bng_19 _:bng_3984) log:proves _:bng_3985. -(_:bng_16 _:bng_3986) log:proves _:bng_3987. -(_:bng_19 _:bng_3987) log:proves _:bng_3988. -(_:bng_16 _:bng_3989) log:proves _:bng_3990. -(_:bng_19 _:bng_3990) log:proves _:bng_3991. -(_:bng_21 _:bng_3992) log:proves _:bng_3993. -(_:bng_30 _:bng_3994) log:proves _:bng_3995. -(_:bng_30 _:bng_3996) log:proves _:bng_3997. -(_:bng_19 _:bng_3997) log:proves _:bng_3998. -(_:bng_30 _:bng_3999) log:proves _:bng_4000. -(_:bng_30 _:bng_4001) log:proves _:bng_4002. -(_:bng_30 _:bng_4003) log:proves _:bng_4004. -(_:bng_19 _:bng_4004) log:proves _:bng_4005. -(_:bng_16 _:bng_4006) log:proves _:bng_4007. -(_:bng_30 _:bng_4008) log:proves _:bng_4009. -(_:bng_30 _:bng_4010) log:proves _:bng_4011. -(_:bng_19 _:bng_4011) log:proves _:bng_4012. -(_:bng_16 _:bng_4013) log:proves _:bng_4014. -(_:bng_30 _:bng_4015) log:proves _:bng_4016. -(_:bng_19 _:bng_4016) log:proves _:bng_4017. -(_:bng_21 _:bng_4018) log:proves _:bng_4019. -(_:bng_19 _:bng_4019) log:proves _:bng_4020. -(_:bng_21 _:bng_4021) log:proves _:bng_4022. -(_:bng_19 _:bng_4022) log:proves _:bng_4023. -(_:bng_16 _:bng_4024) log:proves _:bng_4025. -(_:bng_19 _:bng_4025) log:proves _:bng_4026. -(_:bng_30 _:bng_4027) log:proves _:bng_4028. -(_:bng_19 _:bng_4028) log:proves _:bng_4029. -(_:bng_21 _:bng_4030) log:proves _:bng_4031. -(_:bng_30 _:bng_4032) log:proves _:bng_4033. -(_:bng_19 _:bng_4033) log:proves _:bng_4034. -(_:bng_21 _:bng_4035) log:proves _:bng_4036. -(_:bng_19 _:bng_4036) log:proves _:bng_4037. -(_:bng_21 _:bng_4038) log:proves _:bng_4039. -(_:bng_30 _:bng_4040) log:proves _:bng_4041. -(_:bng_30 _:bng_4042) log:proves _:bng_4043. -(_:bng_30 _:bng_4044) log:proves _:bng_4045. -(_:bng_30 _:bng_4046) log:proves _:bng_4047. -(_:bng_19 _:bng_4047) log:proves _:bng_4048. -(_:bng_16 _:bng_4049) log:proves _:bng_4050. -(_:bng_19 _:bng_4050) log:proves _:bng_4051. -(_:bng_21 _:bng_4052) log:proves _:bng_4053. -(_:bng_19 _:bng_4053) log:proves _:bng_4054. -(_:bng_30 _:bng_4055) log:proves _:bng_4056. -(_:bng_30 _:bng_4057) log:proves _:bng_4058. -(_:bng_19 _:bng_4058) log:proves _:bng_4059. -(_:bng_21 _:bng_4060) log:proves _:bng_4061. -(_:bng_30 _:bng_4062) log:proves _:bng_4063. -(_:bng_19 _:bng_4063) log:proves _:bng_4064. -(_:bng_16 _:bng_4065) log:proves _:bng_4066. -(_:bng_30 _:bng_4067) log:proves _:bng_4068. -(_:bng_19 _:bng_4068) log:proves _:bng_4069. -(_:bng_21 _:bng_4070) log:proves _:bng_4071. -(_:bng_19 _:bng_4071) log:proves _:bng_4072. -(_:bng_16 _:bng_4073) log:proves _:bng_4074. -(_:bng_19 _:bng_4074) log:proves _:bng_4075. -(_:bng_30 _:bng_4076) log:proves _:bng_4077. -(_:bng_30 _:bng_4078) log:proves _:bng_4079. -(_:bng_30 _:bng_4080) log:proves _:bng_4081. -(_:bng_19 _:bng_4081) log:proves _:bng_4082. -(_:bng_21 _:bng_4083) log:proves _:bng_4084. -(_:bng_19 _:bng_4084) log:proves _:bng_4085. -(_:bng_30 _:bng_4086) log:proves _:bng_4087. -(_:bng_19 _:bng_4087) log:proves _:bng_4088. -(_:bng_21 _:bng_4089) log:proves _:bng_4090. -(_:bng_19 _:bng_4090) log:proves _:bng_4091. -(_:bng_16 _:bng_4092) log:proves _:bng_4093. -(_:bng_19 _:bng_4093) log:proves _:bng_4094. -(_:bng_16 _:bng_4095) log:proves _:bng_4096. -(_:bng_30 _:bng_4097) log:proves _:bng_4098. -(_:bng_30 _:bng_4099) log:proves _:bng_4100. -(_:bng_19 _:bng_4100) log:proves _:bng_4101. -(_:bng_30 _:bng_4102) log:proves _:bng_4103. -(_:bng_30 _:bng_4104) log:proves _:bng_4105. -(_:bng_30 _:bng_4106) log:proves _:bng_4107. -(_:bng_30 _:bng_4108) log:proves _:bng_4109. -(_:bng_19 _:bng_4109) log:proves _:bng_4110. -(_:bng_16 _:bng_4111) log:proves _:bng_4112. -(_:bng_30 _:bng_4113) log:proves _:bng_4114. -(_:bng_19 _:bng_4114) log:proves _:bng_4115. -(_:bng_30 _:bng_4116) log:proves _:bng_4117. -(_:bng_30 _:bng_4118) log:proves _:bng_4119. -(_:bng_19 _:bng_4119) log:proves _:bng_4120. -(_:bng_21 _:bng_4121) log:proves _:bng_4122. -(_:bng_30 _:bng_4123) log:proves _:bng_4124. -(_:bng_30 _:bng_4125) log:proves _:bng_4126. -(_:bng_30 _:bng_4127) log:proves _:bng_4128. -(_:bng_19 _:bng_4128) log:proves _:bng_4129. -(_:bng_21 _:bng_4130) log:proves _:bng_4131. -(_:bng_19 _:bng_4131) log:proves _:bng_4132. -(_:bng_16 _:bng_4133) log:proves _:bng_4134. -(_:bng_19 _:bng_4134) log:proves _:bng_4135. -(_:bng_21 _:bng_4136) log:proves _:bng_4137. -(_:bng_19 _:bng_4137) log:proves _:bng_4138. -(_:bng_16 _:bng_4139) log:proves _:bng_4140. -(_:bng_19 _:bng_4140) log:proves _:bng_4141. -(_:bng_30 _:bng_4142) log:proves _:bng_4143. -(_:bng_19 _:bng_4143) log:proves _:bng_4144. -(_:bng_30 _:bng_4145) log:proves _:bng_4146. -(_:bng_19 _:bng_4146) log:proves _:bng_4147. -(_:bng_21 _:bng_4148) log:proves _:bng_4149. -(_:bng_30 _:bng_4150) log:proves _:bng_4151. -(_:bng_19 _:bng_4151) log:proves _:bng_4152. -(_:bng_16 _:bng_4153) log:proves _:bng_4154. -(_:bng_19 _:bng_4154) log:proves _:bng_4155. -(_:bng_16 _:bng_4156) log:proves _:bng_4157. -(_:bng_30 _:bng_4158) log:proves _:bng_4159. -(_:bng_19 _:bng_4159) log:proves _:bng_4160. -(_:bng_16 _:bng_4161) log:proves _:bng_4162. -(_:bng_19 _:bng_4162) log:proves _:bng_4163. -(_:bng_30 _:bng_4164) log:proves _:bng_4165. -(_:bng_30 _:bng_4166) log:proves _:bng_4167. -(_:bng_19 _:bng_4167) log:proves _:bng_4168. -(_:bng_30 _:bng_4169) log:proves _:bng_4170. -(_:bng_19 _:bng_4170) log:proves _:bng_4171. -(_:bng_21 _:bng_4172) log:proves _:bng_4173. -(_:bng_19 _:bng_4173) log:proves _:bng_4174. -(_:bng_30 _:bng_4175) log:proves _:bng_4176. -(_:bng_19 _:bng_4176) log:proves _:bng_4177. -(_:bng_21 _:bng_4178) log:proves _:bng_4179. -(_:bng_30 _:bng_4180) log:proves _:bng_4181. -(_:bng_19 _:bng_4181) log:proves _:bng_4182. -(_:bng_21 _:bng_4183) log:proves _:bng_4184. -(_:bng_19 _:bng_4184) log:proves _:bng_4185. -(_:bng_30 _:bng_4186) log:proves _:bng_4187. -(_:bng_30 _:bng_4188) log:proves _:bng_4189. -(_:bng_30 _:bng_4190) log:proves _:bng_4191. -(_:bng_30 _:bng_4192) log:proves _:bng_4193. -(_:bng_19 _:bng_4193) log:proves _:bng_4194. -(_:bng_16 _:bng_4195) log:proves _:bng_4196. -(_:bng_19 _:bng_4196) log:proves _:bng_4197. -(_:bng_30 _:bng_4198) log:proves _:bng_4199. -(_:bng_30 _:bng_4200) log:proves _:bng_4201. -(_:bng_30 _:bng_4202) log:proves _:bng_4203. -(_:bng_19 _:bng_4203) log:proves _:bng_4204. -(_:bng_30 _:bng_4205) log:proves _:bng_4206. -(_:bng_30 _:bng_4207) log:proves _:bng_4208. -(_:bng_19 _:bng_4208) log:proves _:bng_4209. -(_:bng_16 _:bng_4210) log:proves _:bng_4211. -(_:bng_30 _:bng_4212) log:proves _:bng_4213. -(_:bng_19 _:bng_4213) log:proves _:bng_4214. -(_:bng_30 _:bng_4215) log:proves _:bng_4216. -(_:bng_30 _:bng_4217) log:proves _:bng_4218. -(_:bng_30 _:bng_4219) log:proves _:bng_4220. -(_:bng_19 _:bng_4220) log:proves _:bng_4221. -(_:bng_16 _:bng_4222) log:proves _:bng_4223. -(_:bng_30 _:bng_4224) log:proves _:bng_4225. -(_:bng_30 _:bng_4226) log:proves _:bng_4227. -(_:bng_30 _:bng_4228) log:proves _:bng_4229. -(_:bng_19 _:bng_4229) log:proves _:bng_4230. -(_:bng_16 _:bng_4231) log:proves _:bng_4232. -(_:bng_19 _:bng_4232) log:proves _:bng_4233. -(_:bng_30 _:bng_4234) log:proves _:bng_4235. -(_:bng_30 _:bng_4236) log:proves _:bng_4237. -(_:bng_19 _:bng_4237) log:proves _:bng_4238. -(_:bng_16 _:bng_4239) log:proves _:bng_4240. -(_:bng_19 _:bng_4240) log:proves _:bng_4241. -(_:bng_30 _:bng_4242) log:proves _:bng_4243. -(_:bng_19 _:bng_4243) log:proves _:bng_4244. -(_:bng_30 _:bng_4245) log:proves _:bng_4246. -(_:bng_19 _:bng_4246) log:proves _:bng_4247. -(_:bng_21 _:bng_4248) log:proves _:bng_4249. -(_:bng_19 _:bng_4249) log:proves _:bng_4250. -(_:bng_16 _:bng_4251) log:proves _:bng_4252. -(_:bng_19 _:bng_4252) log:proves _:bng_4253. -(_:bng_16 _:bng_4254) log:proves _:bng_4255. -(_:bng_19 _:bng_4255) log:proves _:bng_4256. -(_:bng_16 _:bng_4257) log:proves _:bng_4258. -(_:bng_30 _:bng_4259) log:proves _:bng_4260. -(_:bng_30 _:bng_4261) log:proves _:bng_4262. -(_:bng_19 _:bng_4262) log:proves _:bng_4263. -(_:bng_30 _:bng_4264) log:proves _:bng_4265. -(_:bng_30 _:bng_4266) log:proves _:bng_4267. -(_:bng_19 _:bng_4267) log:proves _:bng_4268. -(_:bng_16 _:bng_4269) log:proves _:bng_4270. -(_:bng_30 _:bng_4271) log:proves _:bng_4272. -(_:bng_19 _:bng_4272) log:proves _:bng_4273. -(_:bng_21 _:bng_4274) log:proves _:bng_4275. -(_:bng_30 _:bng_4276) log:proves _:bng_4277. -(_:bng_30 _:bng_4278) log:proves _:bng_4279. -(_:bng_19 _:bng_4279) log:proves _:bng_4280. -(_:bng_30 _:bng_4281) log:proves _:bng_4282. -(_:bng_19 _:bng_4282) log:proves _:bng_4283. -(_:bng_30 _:bng_4284) log:proves _:bng_4285. -(_:bng_30 _:bng_4286) log:proves _:bng_4287. -(_:bng_30 _:bng_4288) log:proves _:bng_4289. -(_:bng_19 _:bng_4289) log:proves _:bng_4290. -(_:bng_16 _:bng_4291) log:proves _:bng_4292. -(_:bng_30 _:bng_4293) log:proves _:bng_4294. -(_:bng_19 _:bng_4294) log:proves _:bng_4295. -(_:bng_21 _:bng_4296) log:proves _:bng_4297. -(_:bng_19 _:bng_4297) log:proves _:bng_4298. -(_:bng_21 _:bng_4299) log:proves _:bng_4300. -(_:bng_30 _:bng_4301) log:proves _:bng_4302. -(_:bng_30 _:bng_4303) log:proves _:bng_4304. -(_:bng_30 _:bng_4305) log:proves _:bng_4306. -(_:bng_19 _:bng_4306) log:proves _:bng_4307. -(_:bng_30 _:bng_4308) log:proves _:bng_4309. -(_:bng_19 _:bng_4309) log:proves _:bng_4310. -(_:bng_21 _:bng_4311) log:proves _:bng_4312. -(_:bng_19 _:bng_4312) log:proves _:bng_4313. -(_:bng_16 _:bng_4314) log:proves _:bng_4315. -(_:bng_19 _:bng_4315) log:proves _:bng_4316. -(_:bng_21 _:bng_4317) log:proves _:bng_4318. -(_:bng_19 _:bng_4318) log:proves _:bng_4319. -(_:bng_1059 _:bng_4320) log:proves _:bng_4321. -(_:bng_1059 _:bng_4322) log:proves _:bng_4323. -(_:bng_1059 _:bng_4324) log:proves _:bng_4325. -(_:bng_1059 _:bng_4326) log:proves _:bng_4327. -(_:bng_1059 _:bng_4328) log:proves _:bng_4329. -(_:bng_1059 _:bng_4330) log:proves _:bng_4331. -(_:bng_1059 _:bng_4332) log:proves _:bng_4333. -(_:bng_1059 _:bng_4334) log:proves _:bng_4335. -(_:bng_1076 _:bng_4336) log:proves _:bng_4337. -(_:bng_1079 _:bng_4337) log:proves _:bng_4337. -(_:bng_30 _:bng_4338) log:proves _:bng_4339. -(_:bng_30 _:bng_4340) log:proves _:bng_4341. -(_:bng_30 _:bng_4342) log:proves _:bng_4343. -(_:bng_19 _:bng_4343) log:proves _:bng_4344. -(_:bng_21 _:bng_4345) log:proves _:bng_4346. -(_:bng_30 _:bng_4347) log:proves _:bng_4348. -(_:bng_19 _:bng_4348) log:proves _:bng_4349. -(_:bng_30 _:bng_4350) log:proves _:bng_4351. -(_:bng_30 _:bng_4352) log:proves _:bng_4353. -(_:bng_19 _:bng_4353) log:proves _:bng_4354. -(_:bng_16 _:bng_4355) log:proves _:bng_4356. -(_:bng_30 _:bng_4357) log:proves _:bng_4358. -(_:bng_19 _:bng_4358) log:proves _:bng_4359. -(_:bng_30 _:bng_4360) log:proves _:bng_4361. -(_:bng_30 _:bng_4362) log:proves _:bng_4363. -(_:bng_30 _:bng_4364) log:proves _:bng_4365. -(_:bng_19 _:bng_4365) log:proves _:bng_4366. -(_:bng_30 _:bng_4367) log:proves _:bng_4368. -(_:bng_30 _:bng_4369) log:proves _:bng_4370. -(_:bng_30 _:bng_4371) log:proves _:bng_4372. -(_:bng_30 _:bng_4373) log:proves _:bng_4374. -(_:bng_19 _:bng_4374) log:proves _:bng_4375. -(_:bng_21 _:bng_4376) log:proves _:bng_4377. -(_:bng_19 _:bng_4377) log:proves _:bng_4378. -(_:bng_30 _:bng_4379) log:proves _:bng_4380. -(_:bng_30 _:bng_4381) log:proves _:bng_4382. -(_:bng_19 _:bng_4382) log:proves _:bng_4383. -(_:bng_16 _:bng_4384) log:proves _:bng_4385. -(_:bng_30 _:bng_4386) log:proves _:bng_4387. -(_:bng_19 _:bng_4387) log:proves _:bng_4388. -(_:bng_30 _:bng_4389) log:proves _:bng_4390. -(_:bng_30 _:bng_4391) log:proves _:bng_4392. -(_:bng_19 _:bng_4392) log:proves _:bng_4393. -(_:bng_16 _:bng_4394) log:proves _:bng_4395. -(_:bng_19 _:bng_4395) log:proves _:bng_4396. -(_:bng_30 _:bng_4397) log:proves _:bng_4398. -(_:bng_19 _:bng_4398) log:proves _:bng_4399. -(_:bng_21 _:bng_4400) log:proves _:bng_4401. -(_:bng_30 _:bng_4402) log:proves _:bng_4403. -(_:bng_19 _:bng_4403) log:proves _:bng_4404. -(_:bng_30 _:bng_4405) log:proves _:bng_4406. -(_:bng_19 _:bng_4406) log:proves _:bng_4407. -(_:bng_30 _:bng_4408) log:proves _:bng_4409. -(_:bng_19 _:bng_4409) log:proves _:bng_4410. -(_:bng_21 _:bng_4411) log:proves _:bng_4412. -(_:bng_30 _:bng_4413) log:proves _:bng_4414. -(_:bng_30 _:bng_4415) log:proves _:bng_4416. -(_:bng_19 _:bng_4416) log:proves _:bng_4417. -(_:bng_16 _:bng_4418) log:proves _:bng_4419. -(_:bng_30 _:bng_4420) log:proves _:bng_4421. -(_:bng_19 _:bng_4421) log:proves _:bng_4422. -(_:bng_16 _:bng_4423) log:proves _:bng_4424. -(_:bng_30 _:bng_4425) log:proves _:bng_4426. -(_:bng_30 _:bng_4427) log:proves _:bng_4428. -(_:bng_19 _:bng_4428) log:proves _:bng_4429. -(_:bng_30 _:bng_4430) log:proves _:bng_4431. -(_:bng_30 _:bng_4432) log:proves _:bng_4433. -(_:bng_19 _:bng_4433) log:proves _:bng_4434. -(_:bng_21 _:bng_4435) log:proves _:bng_4436. -(_:bng_19 _:bng_4436) log:proves _:bng_4437. -(_:bng_16 _:bng_4438) log:proves _:bng_4439. -(_:bng_19 _:bng_4439) log:proves _:bng_4440. -(_:bng_30 _:bng_4441) log:proves _:bng_4442. -(_:bng_30 _:bng_4443) log:proves _:bng_4444. -(_:bng_30 _:bng_4445) log:proves _:bng_4446. -(_:bng_19 _:bng_4446) log:proves _:bng_4447. -(_:bng_21 _:bng_4448) log:proves _:bng_4449. -(_:bng_30 _:bng_4450) log:proves _:bng_4451. -(_:bng_19 _:bng_4451) log:proves _:bng_4452. -(_:bng_30 _:bng_4453) log:proves _:bng_4454. -(_:bng_19 _:bng_4454) log:proves _:bng_4455. -(_:bng_21 _:bng_4456) log:proves _:bng_4457. -(_:bng_30 _:bng_4458) log:proves _:bng_4459. -(_:bng_30 _:bng_4460) log:proves _:bng_4461. -(_:bng_19 _:bng_4461) log:proves _:bng_4462. -(_:bng_30 _:bng_4463) log:proves _:bng_4464. -(_:bng_19 _:bng_4464) log:proves _:bng_4465. -(_:bng_21 _:bng_4466) log:proves _:bng_4467. -(_:bng_19 _:bng_4467) log:proves _:bng_4468. -(_:bng_16 _:bng_4469) log:proves _:bng_4470. -(_:bng_19 _:bng_4470) log:proves _:bng_4471. -(_:bng_21 _:bng_4472) log:proves _:bng_4473. -(_:bng_19 _:bng_4473) log:proves _:bng_4474. -(_:bng_16 _:bng_4475) log:proves _:bng_4476. -(_:bng_19 _:bng_4476) log:proves _:bng_4477. -(_:bng_16 _:bng_4478) log:proves _:bng_4479. -(_:bng_19 _:bng_4479) log:proves _:bng_4480. -(_:bng_16 _:bng_4481) log:proves _:bng_4482. -(_:bng_30 _:bng_4483) log:proves _:bng_4484. -(_:bng_30 _:bng_4485) log:proves _:bng_4486. -(_:bng_19 _:bng_4486) log:proves _:bng_4487. -(_:bng_16 _:bng_4488) log:proves _:bng_4489. -(_:bng_30 _:bng_4490) log:proves _:bng_4491. -(_:bng_30 _:bng_4492) log:proves _:bng_4493. -(_:bng_30 _:bng_4494) log:proves _:bng_4495. -(_:bng_30 _:bng_4496) log:proves _:bng_4497. -(_:bng_19 _:bng_4497) log:proves _:bng_4498. -(_:bng_16 _:bng_4499) log:proves _:bng_4500. -(_:bng_30 _:bng_4501) log:proves _:bng_4502. -(_:bng_19 _:bng_4502) log:proves _:bng_4503. -(_:bng_16 _:bng_4504) log:proves _:bng_4505. -(_:bng_30 _:bng_4506) log:proves _:bng_4507. -(_:bng_30 _:bng_4508) log:proves _:bng_4509. -(_:bng_30 _:bng_4510) log:proves _:bng_4511. -(_:bng_19 _:bng_4511) log:proves _:bng_4512. -(_:bng_16 _:bng_4513) log:proves _:bng_4514. -(_:bng_30 _:bng_4515) log:proves _:bng_4516. -(_:bng_30 _:bng_4517) log:proves _:bng_4518. -(_:bng_30 _:bng_4519) log:proves _:bng_4520. -(_:bng_19 _:bng_4520) log:proves _:bng_4521. -(_:bng_21 _:bng_4522) log:proves _:bng_4523. -(_:bng_19 _:bng_4523) log:proves _:bng_4524. -(_:bng_16 _:bng_4525) log:proves _:bng_4526. -(_:bng_19 _:bng_4526) log:proves _:bng_4527. -(_:bng_21 _:bng_4528) log:proves _:bng_4529. -(_:bng_19 _:bng_4529) log:proves _:bng_4530. -(_:bng_16 _:bng_4531) log:proves _:bng_4532. -(_:bng_19 _:bng_4532) log:proves _:bng_4533. -(_:bng_16 _:bng_4534) log:proves _:bng_4535. -(_:bng_30 _:bng_4536) log:proves _:bng_4537. -(_:bng_30 _:bng_4538) log:proves _:bng_4539. -(_:bng_19 _:bng_4539) log:proves _:bng_4540. -(_:bng_21 _:bng_4541) log:proves _:bng_4542. -(_:bng_30 _:bng_4543) log:proves _:bng_4544. -(_:bng_19 _:bng_4544) log:proves _:bng_4545. -(_:bng_16 _:bng_4546) log:proves _:bng_4547. -(_:bng_30 _:bng_4548) log:proves _:bng_4549. -(_:bng_30 _:bng_4550) log:proves _:bng_4551. -(_:bng_30 _:bng_4552) log:proves _:bng_4553. -(_:bng_30 _:bng_4554) log:proves _:bng_4555. -(_:bng_19 _:bng_4555) log:proves _:bng_4556. -(_:bng_16 _:bng_4557) log:proves _:bng_4558. -(_:bng_30 _:bng_4559) log:proves _:bng_4560. -(_:bng_30 _:bng_4561) log:proves _:bng_4562. -(_:bng_30 _:bng_4563) log:proves _:bng_4564. -(_:bng_19 _:bng_4564) log:proves _:bng_4565. -(_:bng_16 _:bng_4566) log:proves _:bng_4567. -(_:bng_19 _:bng_4567) log:proves _:bng_4568. -(_:bng_30 _:bng_4569) log:proves _:bng_4570. -(_:bng_30 _:bng_4571) log:proves _:bng_4572. -(_:bng_19 _:bng_4572) log:proves _:bng_4573. -(_:bng_21 _:bng_4574) log:proves _:bng_4575. -(_:bng_19 _:bng_4575) log:proves _:bng_4576. -(_:bng_16 _:bng_4577) log:proves _:bng_4578. -(_:bng_19 _:bng_4578) log:proves _:bng_4579. -(_:bng_30 _:bng_4580) log:proves _:bng_4581. -(_:bng_19 _:bng_4581) log:proves _:bng_4582. -(_:bng_30 _:bng_4583) log:proves _:bng_4584. -(_:bng_30 _:bng_4585) log:proves _:bng_4586. -(_:bng_30 _:bng_4587) log:proves _:bng_4588. -(_:bng_19 _:bng_4588) log:proves _:bng_4589. -(_:bng_16 _:bng_4590) log:proves _:bng_4591. -(_:bng_30 _:bng_4592) log:proves _:bng_4593. -(_:bng_19 _:bng_4593) log:proves _:bng_4594. -(_:bng_16 _:bng_4595) log:proves _:bng_4596. -(_:bng_19 _:bng_4596) log:proves _:bng_4597. -(_:bng_30 _:bng_4598) log:proves _:bng_4599. -(_:bng_30 _:bng_4600) log:proves _:bng_4601. -(_:bng_19 _:bng_4601) log:proves _:bng_4602. -(_:bng_30 _:bng_4603) log:proves _:bng_4604. -(_:bng_19 _:bng_4604) log:proves _:bng_4605. -(_:bng_21 _:bng_4606) log:proves _:bng_4607. -(_:bng_19 _:bng_4607) log:proves _:bng_4608. -(_:bng_16 _:bng_4609) log:proves _:bng_4610. -(_:bng_30 _:bng_4611) log:proves _:bng_4612. -(_:bng_19 _:bng_4612) log:proves _:bng_4613. -(_:bng_21 _:bng_4614) log:proves _:bng_4615. -(_:bng_30 _:bng_4616) log:proves _:bng_4617. -(_:bng_19 _:bng_4617) log:proves _:bng_4618. -(_:bng_21 _:bng_4619) log:proves _:bng_4620. -(_:bng_19 _:bng_4620) log:proves _:bng_4621. -(_:bng_16 _:bng_4622) log:proves _:bng_4623. -(_:bng_30 _:bng_4624) log:proves _:bng_4625. -(_:bng_30 _:bng_4626) log:proves _:bng_4627. -(_:bng_19 _:bng_4627) log:proves _:bng_4628. -(_:bng_16 _:bng_4629) log:proves _:bng_4630. -(_:bng_19 _:bng_4630) log:proves _:bng_4631. -(_:bng_30 _:bng_4632) log:proves _:bng_4633. -(_:bng_30 _:bng_4634) log:proves _:bng_4635. -(_:bng_30 _:bng_4636) log:proves _:bng_4637. -(_:bng_19 _:bng_4637) log:proves _:bng_4638. -(_:bng_30 _:bng_4639) log:proves _:bng_4640. -(_:bng_30 _:bng_4641) log:proves _:bng_4642. -(_:bng_19 _:bng_4642) log:proves _:bng_4643. -(_:bng_16 _:bng_4644) log:proves _:bng_4645. -(_:bng_30 _:bng_4646) log:proves _:bng_4647. -(_:bng_19 _:bng_4647) log:proves _:bng_4648. -(_:bng_30 _:bng_4649) log:proves _:bng_4650. -(_:bng_30 _:bng_4651) log:proves _:bng_4652. -(_:bng_30 _:bng_4653) log:proves _:bng_4654. -(_:bng_19 _:bng_4654) log:proves _:bng_4655. -(_:bng_16 _:bng_4656) log:proves _:bng_4657. -(_:bng_30 _:bng_4658) log:proves _:bng_4659. -(_:bng_30 _:bng_4660) log:proves _:bng_4661. -(_:bng_30 _:bng_4662) log:proves _:bng_4663. -(_:bng_19 _:bng_4663) log:proves _:bng_4664. -(_:bng_16 _:bng_4665) log:proves _:bng_4666. -(_:bng_19 _:bng_4666) log:proves _:bng_4667. -(_:bng_30 _:bng_4668) log:proves _:bng_4669. -(_:bng_30 _:bng_4670) log:proves _:bng_4671. -(_:bng_19 _:bng_4671) log:proves _:bng_4672. -(_:bng_16 _:bng_4673) log:proves _:bng_4674. -(_:bng_19 _:bng_4674) log:proves _:bng_4675. -(_:bng_30 _:bng_4676) log:proves _:bng_4677. -(_:bng_19 _:bng_4677) log:proves _:bng_4678. -(_:bng_30 _:bng_4679) log:proves _:bng_4680. -(_:bng_19 _:bng_4680) log:proves _:bng_4681. -(_:bng_21 _:bng_4682) log:proves _:bng_4683. -(_:bng_19 _:bng_4683) log:proves _:bng_4684. -(_:bng_16 _:bng_4685) log:proves _:bng_4686. -(_:bng_19 _:bng_4686) log:proves _:bng_4687. -(_:bng_16 _:bng_4688) log:proves _:bng_4689. -(_:bng_19 _:bng_4689) log:proves _:bng_4690. -(_:bng_16 _:bng_4691) log:proves _:bng_4692. -(_:bng_30 _:bng_4693) log:proves _:bng_4694. -(_:bng_30 _:bng_4695) log:proves _:bng_4696. -(_:bng_19 _:bng_4696) log:proves _:bng_4697. -(_:bng_30 _:bng_4698) log:proves _:bng_4699. -(_:bng_30 _:bng_4700) log:proves _:bng_4701. -(_:bng_19 _:bng_4701) log:proves _:bng_4702. -(_:bng_16 _:bng_4703) log:proves _:bng_4704. -(_:bng_30 _:bng_4705) log:proves _:bng_4706. -(_:bng_19 _:bng_4706) log:proves _:bng_4707. -(_:bng_21 _:bng_4708) log:proves _:bng_4709. -(_:bng_30 _:bng_4710) log:proves _:bng_4711. -(_:bng_30 _:bng_4712) log:proves _:bng_4713. -(_:bng_19 _:bng_4713) log:proves _:bng_4714. -(_:bng_30 _:bng_4715) log:proves _:bng_4716. -(_:bng_19 _:bng_4716) log:proves _:bng_4717. -(_:bng_16 _:bng_4718) log:proves _:bng_4719. -(_:bng_30 _:bng_4720) log:proves _:bng_4721. -(_:bng_30 _:bng_4722) log:proves _:bng_4723. -(_:bng_30 _:bng_4724) log:proves _:bng_4725. -(_:bng_30 _:bng_4726) log:proves _:bng_4727. -(_:bng_30 _:bng_4728) log:proves _:bng_4729. -(_:bng_19 _:bng_4729) log:proves _:bng_4730. -(_:bng_16 _:bng_4731) log:proves _:bng_4732. -(_:bng_30 _:bng_4733) log:proves _:bng_4734. -(_:bng_19 _:bng_4734) log:proves _:bng_4735. -(_:bng_21 _:bng_4736) log:proves _:bng_4737. -(_:bng_19 _:bng_4737) log:proves _:bng_4738. -(_:bng_21 _:bng_4739) log:proves _:bng_4740. -(_:bng_30 _:bng_4741) log:proves _:bng_4742. -(_:bng_30 _:bng_4743) log:proves _:bng_4744. -(_:bng_30 _:bng_4745) log:proves _:bng_4746. -(_:bng_19 _:bng_4746) log:proves _:bng_4747. -(_:bng_21 _:bng_4748) log:proves _:bng_4749. -(_:bng_30 _:bng_4750) log:proves _:bng_4751. -(_:bng_30 _:bng_4752) log:proves _:bng_4753. -(_:bng_19 _:bng_4753) log:proves _:bng_4754. -(_:bng_21 _:bng_4755) log:proves _:bng_4756. -(_:bng_19 _:bng_4756) log:proves _:bng_4757. -(_:bng_16 _:bng_4758) log:proves _:bng_4759. -(_:bng_30 _:bng_4760) log:proves _:bng_4761. -(_:bng_30 _:bng_4762) log:proves _:bng_4763. -(_:bng_19 _:bng_4763) log:proves _:bng_4764. -(_:bng_21 _:bng_4765) log:proves _:bng_4766. -(_:bng_30 _:bng_4767) log:proves _:bng_4768. -(_:bng_19 _:bng_4768) log:proves _:bng_4769. -(_:bng_16 _:bng_4770) log:proves _:bng_4771. -(_:bng_30 _:bng_4772) log:proves _:bng_4773. -(_:bng_19 _:bng_4773) log:proves _:bng_4774. -(_:bng_21 _:bng_4775) log:proves _:bng_4776. -(_:bng_19 _:bng_4776) log:proves _:bng_4777. -(_:bng_30 _:bng_4778) log:proves _:bng_4779. -(_:bng_30 _:bng_4780) log:proves _:bng_4781. -(_:bng_30 _:bng_4782) log:proves _:bng_4783. -(_:bng_19 _:bng_4783) log:proves _:bng_4784. -(_:bng_30 _:bng_4785) log:proves _:bng_4786. -(_:bng_19 _:bng_4786) log:proves _:bng_4787. -(_:bng_30 _:bng_4788) log:proves _:bng_4789. -(_:bng_30 _:bng_4790) log:proves _:bng_4791. -(_:bng_30 _:bng_4792) log:proves _:bng_4793. -(_:bng_19 _:bng_4793) log:proves _:bng_4794. -(_:bng_16 _:bng_4795) log:proves _:bng_4796. -(_:bng_19 _:bng_4796) log:proves _:bng_4797. -(_:bng_21 _:bng_4798) log:proves _:bng_4799. -(_:bng_19 _:bng_4799) log:proves _:bng_4800. -(_:bng_30 _:bng_4801) log:proves _:bng_4802. -(_:bng_30 _:bng_4803) log:proves _:bng_4804. -(_:bng_19 _:bng_4804) log:proves _:bng_4805. -(_:bng_16 _:bng_4806) log:proves _:bng_4807. -(_:bng_30 _:bng_4808) log:proves _:bng_4809. -(_:bng_19 _:bng_4809) log:proves _:bng_4810. -(_:bng_30 _:bng_4811) log:proves _:bng_4812. -(_:bng_30 _:bng_4813) log:proves _:bng_4814. -(_:bng_19 _:bng_4814) log:proves _:bng_4815. -(_:bng_16 _:bng_4816) log:proves _:bng_4817. -(_:bng_19 _:bng_4817) log:proves _:bng_4818. -(_:bng_21 _:bng_4819) log:proves _:bng_4820. -(_:bng_30 _:bng_4821) log:proves _:bng_4822. -(_:bng_19 _:bng_4822) log:proves _:bng_4823. -(_:bng_21 _:bng_4824) log:proves _:bng_4825. -(_:bng_19 _:bng_4825) log:proves _:bng_4826. -(_:bng_30 _:bng_4827) log:proves _:bng_4828. -(_:bng_19 _:bng_4828) log:proves _:bng_4829. -(_:bng_30 _:bng_4830) log:proves _:bng_4831. -(_:bng_19 _:bng_4831) log:proves _:bng_4832. -(_:bng_30 _:bng_4833) log:proves _:bng_4834. -(_:bng_19 _:bng_4834) log:proves _:bng_4835. -(_:bng_30 _:bng_4836) log:proves _:bng_4837. -(_:bng_19 _:bng_4837) log:proves _:bng_4838. -(_:bng_21 _:bng_4839) log:proves _:bng_4840. -(_:bng_30 _:bng_4841) log:proves _:bng_4842. -(_:bng_30 _:bng_4843) log:proves _:bng_4844. -(_:bng_19 _:bng_4844) log:proves _:bng_4845. -(_:bng_16 _:bng_4846) log:proves _:bng_4847. -(_:bng_30 _:bng_4848) log:proves _:bng_4849. -(_:bng_19 _:bng_4849) log:proves _:bng_4850. -(_:bng_16 _:bng_4851) log:proves _:bng_4852. -(_:bng_30 _:bng_4853) log:proves _:bng_4854. -(_:bng_30 _:bng_4855) log:proves _:bng_4856. -(_:bng_19 _:bng_4856) log:proves _:bng_4857. -(_:bng_30 _:bng_4858) log:proves _:bng_4859. -(_:bng_30 _:bng_4860) log:proves _:bng_4861. -(_:bng_19 _:bng_4861) log:proves _:bng_4862. -(_:bng_21 _:bng_4863) log:proves _:bng_4864. -(_:bng_19 _:bng_4864) log:proves _:bng_4865. -(_:bng_16 _:bng_4866) log:proves _:bng_4867. -(_:bng_19 _:bng_4867) log:proves _:bng_4868. -(_:bng_1059 _:bng_4869) log:proves _:bng_4870. -(_:bng_1059 _:bng_4871) log:proves _:bng_4872. -(_:bng_1059 _:bng_4873) log:proves _:bng_4874. -(_:bng_1059 _:bng_4875) log:proves _:bng_4876. -(_:bng_1059 _:bng_4877) log:proves _:bng_4878. -(_:bng_1059 _:bng_4879) log:proves _:bng_4880. -(_:bng_1059 _:bng_4881) log:proves _:bng_4882. -(_:bng_1059 _:bng_4883) log:proves _:bng_4884. -(_:bng_1076 _:bng_4885) log:proves _:bng_4886. -(_:bng_1079 _:bng_4886) log:proves _:bng_4886. -(_:bng_21 _:bng_4887) log:proves _:bng_4888. -(_:bng_30 _:bng_4889) log:proves _:bng_4890. -(_:bng_19 _:bng_4890) log:proves _:bng_4891. -(_:bng_30 _:bng_4892) log:proves _:bng_4893. -(_:bng_19 _:bng_4893) log:proves _:bng_4894. -(_:bng_21 _:bng_4895) log:proves _:bng_4896. -(_:bng_30 _:bng_4897) log:proves _:bng_4898. -(_:bng_30 _:bng_4899) log:proves _:bng_4900. -(_:bng_19 _:bng_4900) log:proves _:bng_4901. -(_:bng_21 _:bng_4902) log:proves _:bng_4903. -(_:bng_30 _:bng_4904) log:proves _:bng_4905. -(_:bng_30 _:bng_4906) log:proves _:bng_4907. -(_:bng_30 _:bng_4908) log:proves _:bng_4909. -(_:bng_30 _:bng_4910) log:proves _:bng_4911. -(_:bng_19 _:bng_4911) log:proves _:bng_4912. -(_:bng_21 _:bng_4913) log:proves _:bng_4914. -(_:bng_19 _:bng_4914) log:proves _:bng_4915. -(_:bng_16 _:bng_4916) log:proves _:bng_4917. -(_:bng_19 _:bng_4917) log:proves _:bng_4918. -(_:bng_30 _:bng_4919) log:proves _:bng_4920. -(_:bng_30 _:bng_4921) log:proves _:bng_4922. -(_:bng_19 _:bng_4922) log:proves _:bng_4923. -(_:bng_21 _:bng_4924) log:proves _:bng_4925. -(_:bng_19 _:bng_4925) log:proves _:bng_4926. -(_:bng_16 _:bng_4927) log:proves _:bng_4928. -(_:bng_19 _:bng_4928) log:proves _:bng_4929. -(_:bng_21 _:bng_4930) log:proves _:bng_4931. -(_:bng_30 _:bng_4932) log:proves _:bng_4933. -(_:bng_30 _:bng_4934) log:proves _:bng_4935. -(_:bng_30 _:bng_4936) log:proves _:bng_4937. -(_:bng_19 _:bng_4937) log:proves _:bng_4938. -(_:bng_21 _:bng_4939) log:proves _:bng_4940. -(_:bng_19 _:bng_4940) log:proves _:bng_4941. -(_:bng_21 _:bng_4942) log:proves _:bng_4943. -(_:bng_30 _:bng_4944) log:proves _:bng_4945. -(_:bng_19 _:bng_4945) log:proves _:bng_4946. -(_:bng_30 _:bng_4947) log:proves _:bng_4948. -(_:bng_30 _:bng_4949) log:proves _:bng_4950. -(_:bng_19 _:bng_4950) log:proves _:bng_4951. -(_:bng_21 _:bng_4952) log:proves _:bng_4953. -(_:bng_30 _:bng_4954) log:proves _:bng_4955. -(_:bng_30 _:bng_4956) log:proves _:bng_4957. -(_:bng_19 _:bng_4957) log:proves _:bng_4958. -(_:bng_16 _:bng_4959) log:proves _:bng_4960. -(_:bng_30 _:bng_4961) log:proves _:bng_4962. -(_:bng_19 _:bng_4962) log:proves _:bng_4963. -(_:bng_16 _:bng_4964) log:proves _:bng_4965. -(_:bng_19 _:bng_4965) log:proves _:bng_4966. -(_:bng_21 _:bng_4967) log:proves _:bng_4968. -(_:bng_19 _:bng_4968) log:proves _:bng_4969. -(_:bng_16 _:bng_4970) log:proves _:bng_4971. -(_:bng_19 _:bng_4971) log:proves _:bng_4972. -(_:bng_30 _:bng_4973) log:proves _:bng_4974. -(_:bng_19 _:bng_4974) log:proves _:bng_4975. -(_:bng_30 _:bng_4976) log:proves _:bng_4977. -(_:bng_19 _:bng_4977) log:proves _:bng_4978. -(_:bng_30 _:bng_4979) log:proves _:bng_4980. -(_:bng_30 _:bng_4981) log:proves _:bng_4982. -(_:bng_30 _:bng_4983) log:proves _:bng_4984. -(_:bng_30 _:bng_4985) log:proves _:bng_4986. -(_:bng_19 _:bng_4986) log:proves _:bng_4987. -(_:bng_21 _:bng_4988) log:proves _:bng_4989. -(_:bng_19 _:bng_4989) log:proves _:bng_4990. -(_:bng_16 _:bng_4991) log:proves _:bng_4992. -(_:bng_30 _:bng_4993) log:proves _:bng_4994. -(_:bng_19 _:bng_4994) log:proves _:bng_4995. -(_:bng_16 _:bng_4996) log:proves _:bng_4997. -(_:bng_19 _:bng_4997) log:proves _:bng_4998. -(_:bng_16 _:bng_4999) log:proves _:bng_5000. -(_:bng_30 _:bng_5001) log:proves _:bng_5002. -(_:bng_19 _:bng_5002) log:proves _:bng_5003. -(_:bng_21 _:bng_5004) log:proves _:bng_5005. -(_:bng_19 _:bng_5005) log:proves _:bng_5006. -(_:bng_16 _:bng_5007) log:proves _:bng_5008. -(_:bng_19 _:bng_5008) log:proves _:bng_5009. -(_:bng_30 _:bng_5010) log:proves _:bng_5011. -(_:bng_19 _:bng_5011) log:proves _:bng_5012. -(_:bng_30 _:bng_5013) log:proves _:bng_5014. -(_:bng_19 _:bng_5014) log:proves _:bng_5015. -(_:bng_21 _:bng_5016) log:proves _:bng_5017. -(_:bng_19 _:bng_5017) log:proves _:bng_5018. -(_:bng_21 _:bng_5019) log:proves _:bng_5020. -(_:bng_19 _:bng_5020) log:proves _:bng_5021. -(_:bng_16 _:bng_5022) log:proves _:bng_5023. -(_:bng_19 _:bng_5023) log:proves _:bng_5024. -(_:bng_21 _:bng_5025) log:proves _:bng_5026. -(_:bng_30 _:bng_5027) log:proves _:bng_5028. -(_:bng_19 _:bng_5028) log:proves _:bng_5029. -(_:bng_21 _:bng_5030) log:proves _:bng_5031. -(_:bng_19 _:bng_5031) log:proves _:bng_5032. -(_:bng_16 _:bng_5033) log:proves _:bng_5034. -(_:bng_30 _:bng_5035) log:proves _:bng_5036. -(_:bng_19 _:bng_5036) log:proves _:bng_5037. -(_:bng_21 _:bng_5038) log:proves _:bng_5039. -(_:bng_19 _:bng_5039) log:proves _:bng_5040. -(_:bng_16 _:bng_5041) log:proves _:bng_5042. -(_:bng_19 _:bng_5042) log:proves _:bng_5043. -(_:bng_30 _:bng_5044) log:proves _:bng_5045. -(_:bng_30 _:bng_5046) log:proves _:bng_5047. -(_:bng_30 _:bng_5048) log:proves _:bng_5049. -(_:bng_30 _:bng_5050) log:proves _:bng_5051. -(_:bng_19 _:bng_5051) log:proves _:bng_5052. -(_:bng_21 _:bng_5053) log:proves _:bng_5054. -(_:bng_30 _:bng_5055) log:proves _:bng_5056. -(_:bng_30 _:bng_5057) log:proves _:bng_5058. -(_:bng_30 _:bng_5059) log:proves _:bng_5060. -(_:bng_19 _:bng_5060) log:proves _:bng_5061. -(_:bng_16 _:bng_5062) log:proves _:bng_5063. -(_:bng_19 _:bng_5063) log:proves _:bng_5064. -(_:bng_30 _:bng_5065) log:proves _:bng_5066. -(_:bng_19 _:bng_5066) log:proves _:bng_5067. -(_:bng_30 _:bng_5068) log:proves _:bng_5069. -(_:bng_30 _:bng_5070) log:proves _:bng_5071. -(_:bng_30 _:bng_5072) log:proves _:bng_5073. -(_:bng_19 _:bng_5073) log:proves _:bng_5074. -(_:bng_16 _:bng_5075) log:proves _:bng_5076. -(_:bng_30 _:bng_5077) log:proves _:bng_5078. -(_:bng_30 _:bng_5079) log:proves _:bng_5080. -(_:bng_19 _:bng_5080) log:proves _:bng_5081. -(_:bng_30 _:bng_5082) log:proves _:bng_5083. -(_:bng_30 _:bng_5084) log:proves _:bng_5085. -(_:bng_19 _:bng_5085) log:proves _:bng_5086. -(_:bng_16 _:bng_5087) log:proves _:bng_5088. -(_:bng_30 _:bng_5089) log:proves _:bng_5090. -(_:bng_19 _:bng_5090) log:proves _:bng_5091. -(_:bng_16 _:bng_5092) log:proves _:bng_5093. -(_:bng_30 _:bng_5094) log:proves _:bng_5095. -(_:bng_30 _:bng_5096) log:proves _:bng_5097. -(_:bng_30 _:bng_5098) log:proves _:bng_5099. -(_:bng_19 _:bng_5099) log:proves _:bng_5100. -(_:bng_21 _:bng_5101) log:proves _:bng_5102. -(_:bng_19 _:bng_5102) log:proves _:bng_5103. -(_:bng_21 _:bng_5104) log:proves _:bng_5105. -(_:bng_30 _:bng_5106) log:proves _:bng_5107. -(_:bng_19 _:bng_5107) log:proves _:bng_5108. -(_:bng_1059 _:bng_5109) log:proves _:bng_5110. -(_:bng_1059 _:bng_5111) log:proves _:bng_5112. -(_:bng_1059 _:bng_5113) log:proves _:bng_5114. -(_:bng_1059 _:bng_5115) log:proves _:bng_5116. -(_:bng_1059 _:bng_5117) log:proves _:bng_5118. -(_:bng_1059 _:bng_5119) log:proves _:bng_5120. -(_:bng_1059 _:bng_5121) log:proves _:bng_5122. -(_:bng_1059 _:bng_5123) log:proves _:bng_5124. -(_:bng_1076 _:bng_5125) log:proves _:bng_5126. -(_:bng_1079 _:bng_5126) log:proves _:bng_5126. -(_:bng_21 _:bng_5127) log:proves _:bng_5128. -(_:bng_19 _:bng_5128) log:proves _:bng_5129. -(_:bng_16 _:bng_5130) log:proves _:bng_5131. -(_:bng_30 _:bng_5132) log:proves _:bng_5133. -(_:bng_19 _:bng_5133) log:proves _:bng_5134. -(_:bng_30 _:bng_5135) log:proves _:bng_5136. -(_:bng_30 _:bng_5137) log:proves _:bng_5138. -(_:bng_19 _:bng_5138) log:proves _:bng_5139. -(_:bng_16 _:bng_5140) log:proves _:bng_5141. -(_:bng_30 _:bng_5142) log:proves _:bng_5143. -(_:bng_30 _:bng_5144) log:proves _:bng_5145. -(_:bng_30 _:bng_5146) log:proves _:bng_5147. -(_:bng_30 _:bng_5148) log:proves _:bng_5149. -(_:bng_19 _:bng_5149) log:proves _:bng_5150. -(_:bng_1059 _:bng_5151) log:proves _:bng_5152. -(_:bng_1059 _:bng_5153) log:proves _:bng_5154. -(_:bng_1059 _:bng_5155) log:proves _:bng_5156. -(_:bng_1059 _:bng_5157) log:proves _:bng_5158. -(_:bng_1059 _:bng_5159) log:proves _:bng_5160. -(_:bng_1059 _:bng_5161) log:proves _:bng_5162. -(_:bng_1059 _:bng_5163) log:proves _:bng_5164. -(_:bng_1059 _:bng_5165) log:proves _:bng_5166. -(_:bng_1076 _:bng_5167) log:proves _:bng_5168. -(_:bng_1079 _:bng_5168) log:proves _:bng_5168. -(_:bng_16 _:bng_5169) log:proves _:bng_5170. -(_:bng_19 _:bng_5170) log:proves _:bng_5171. -(_:bng_21 _:bng_5172) log:proves _:bng_5173. -(_:bng_19 _:bng_5173) log:proves _:bng_5174. -(_:bng_21 _:bng_5175) log:proves _:bng_5176. -(_:bng_19 _:bng_5176) log:proves _:bng_5177. -(_:bng_16 _:bng_5178) log:proves _:bng_5179. -(_:bng_19 _:bng_5179) log:proves _:bng_5180. -(_:bng_16 _:bng_5181) log:proves _:bng_5182. -(_:bng_19 _:bng_5182) log:proves _:bng_5183. -(_:bng_16 _:bng_5184) log:proves _:bng_5185. -(_:bng_30 _:bng_5186) log:proves _:bng_5187. -(_:bng_19 _:bng_5187) log:proves _:bng_5188. -(_:bng_1059 _:bng_5189) log:proves _:bng_5190. -(_:bng_1059 _:bng_5191) log:proves _:bng_5192. -(_:bng_1059 _:bng_5193) log:proves _:bng_5194. -(_:bng_1059 _:bng_5195) log:proves _:bng_5196. -(_:bng_1059 _:bng_5197) log:proves _:bng_5198. -(_:bng_1059 _:bng_5199) log:proves _:bng_5200. -(_:bng_1059 _:bng_5201) log:proves _:bng_5202. -(_:bng_1059 _:bng_5203) log:proves _:bng_5204. -(_:bng_1076 _:bng_5205) log:proves _:bng_5206. -(_:bng_1079 _:bng_5206) log:proves _:bng_5206. -(_:bng_21 _:bng_5207) log:proves _:bng_5208. -(_:bng_30 _:bng_5209) log:proves _:bng_5210. -(_:bng_19 _:bng_5210) log:proves _:bng_5211. -(_:bng_21 _:bng_5212) log:proves _:bng_5213. -(_:bng_30 _:bng_5214) log:proves _:bng_5215. -(_:bng_30 _:bng_5216) log:proves _:bng_5217. -(_:bng_30 _:bng_5218) log:proves _:bng_5219. -(_:bng_30 _:bng_5220) log:proves _:bng_5221. -(_:bng_19 _:bng_5221) log:proves _:bng_5222. -(_:bng_30 _:bng_5223) log:proves _:bng_5224. -(_:bng_30 _:bng_5225) log:proves _:bng_5226. -(_:bng_30 _:bng_5227) log:proves _:bng_5228. -(_:bng_19 _:bng_5228) log:proves _:bng_5229. -(_:bng_21 _:bng_5230) log:proves _:bng_5231. -(_:bng_30 _:bng_5232) log:proves _:bng_5233. -(_:bng_19 _:bng_5233) log:proves _:bng_5234. -(_:bng_16 _:bng_5235) log:proves _:bng_5236. -(_:bng_30 _:bng_5237) log:proves _:bng_5238. -(_:bng_19 _:bng_5238) log:proves _:bng_5239. -(_:bng_21 _:bng_5240) log:proves _:bng_5241. -(_:bng_30 _:bng_5242) log:proves _:bng_5243. -(_:bng_30 _:bng_5244) log:proves _:bng_5245. -(_:bng_19 _:bng_5245) log:proves _:bng_5246. -(_:bng_30 _:bng_5247) log:proves _:bng_5248. -(_:bng_19 _:bng_5248) log:proves _:bng_5249. -(_:bng_30 _:bng_5250) log:proves _:bng_5251. -(_:bng_30 _:bng_5252) log:proves _:bng_5253. -(_:bng_19 _:bng_5253) log:proves _:bng_5254. -(_:bng_21 _:bng_5255) log:proves _:bng_5256. -(_:bng_19 _:bng_5256) log:proves _:bng_5257. -(_:bng_30 _:bng_5258) log:proves _:bng_5259. -(_:bng_30 _:bng_5260) log:proves _:bng_5261. -(_:bng_30 _:bng_5262) log:proves _:bng_5263. -(_:bng_19 _:bng_5263) log:proves _:bng_5264. -(_:bng_16 _:bng_5265) log:proves _:bng_5266. -(_:bng_30 _:bng_5267) log:proves _:bng_5268. -(_:bng_19 _:bng_5268) log:proves _:bng_5269. -(_:bng_21 _:bng_5270) log:proves _:bng_5271. -(_:bng_30 _:bng_5272) log:proves _:bng_5273. -(_:bng_30 _:bng_5274) log:proves _:bng_5275. -(_:bng_19 _:bng_5275) log:proves _:bng_5276. -(_:bng_30 _:bng_5277) log:proves _:bng_5278. -(_:bng_30 _:bng_5279) log:proves _:bng_5280. -(_:bng_19 _:bng_5280) log:proves _:bng_5281. -(_:bng_30 _:bng_5282) log:proves _:bng_5283. -(_:bng_19 _:bng_5283) log:proves _:bng_5284. -(_:bng_16 _:bng_5285) log:proves _:bng_5286. -(_:bng_30 _:bng_5287) log:proves _:bng_5288. -(_:bng_19 _:bng_5288) log:proves _:bng_5289. -(_:bng_30 _:bng_5290) log:proves _:bng_5291. -(_:bng_19 _:bng_5291) log:proves _:bng_5292. -(_:bng_30 _:bng_5293) log:proves _:bng_5294. -(_:bng_19 _:bng_5294) log:proves _:bng_5295. -(_:bng_16 _:bng_5296) log:proves _:bng_5297. -(_:bng_19 _:bng_5297) log:proves _:bng_5298. -(_:bng_16 _:bng_5299) log:proves _:bng_5300. -(_:bng_30 _:bng_5301) log:proves _:bng_5302. -(_:bng_19 _:bng_5302) log:proves _:bng_5303. -(_:bng_30 _:bng_5304) log:proves _:bng_5305. -(_:bng_30 _:bng_5306) log:proves _:bng_5307. -(_:bng_19 _:bng_5307) log:proves _:bng_5308. -(_:bng_21 _:bng_5309) log:proves _:bng_5310. -(_:bng_30 _:bng_5311) log:proves _:bng_5312. -(_:bng_30 _:bng_5313) log:proves _:bng_5314. -(_:bng_19 _:bng_5314) log:proves _:bng_5315. -(_:bng_30 _:bng_5316) log:proves _:bng_5317. -(_:bng_30 _:bng_5318) log:proves _:bng_5319. -(_:bng_19 _:bng_5319) log:proves _:bng_5320. -(_:bng_21 _:bng_5321) log:proves _:bng_5322. -(_:bng_30 _:bng_5323) log:proves _:bng_5324. -(_:bng_19 _:bng_5324) log:proves _:bng_5325. -(_:bng_30 _:bng_5326) log:proves _:bng_5327. -(_:bng_19 _:bng_5327) log:proves _:bng_5328. -(_:bng_30 _:bng_5329) log:proves _:bng_5330. -(_:bng_19 _:bng_5330) log:proves _:bng_5331. -(_:bng_21 _:bng_5332) log:proves _:bng_5333. -(_:bng_19 _:bng_5333) log:proves _:bng_5334. -(_:bng_16 _:bng_5335) log:proves _:bng_5336. -(_:bng_19 _:bng_5336) log:proves _:bng_5337. -(_:bng_16 _:bng_5338) log:proves _:bng_5339. -(_:bng_19 _:bng_5339) log:proves _:bng_5340. -(_:bng_16 _:bng_5341) log:proves _:bng_5342. -(_:bng_30 _:bng_5343) log:proves _:bng_5344. -(_:bng_19 _:bng_5344) log:proves _:bng_5345. -(_:bng_21 _:bng_5346) log:proves _:bng_5347. -(_:bng_19 _:bng_5347) log:proves _:bng_5348. -(_:bng_21 _:bng_5349) log:proves _:bng_5350. -(_:bng_30 _:bng_5351) log:proves _:bng_5352. -(_:bng_19 _:bng_5352) log:proves _:bng_5353. -(_:bng_16 _:bng_5354) log:proves _:bng_5355. -(_:bng_19 _:bng_5355) log:proves _:bng_5356. -(_:bng_30 _:bng_5357) log:proves _:bng_5358. -(_:bng_19 _:bng_5358) log:proves _:bng_5359. -(_:bng_21 _:bng_5360) log:proves _:bng_5361. -(_:bng_19 _:bng_5361) log:proves _:bng_5362. -(_:bng_21 _:bng_5363) log:proves _:bng_5364. -(_:bng_30 _:bng_5365) log:proves _:bng_5366. -(_:bng_19 _:bng_5366) log:proves _:bng_5367. -(_:bng_30 _:bng_5368) log:proves _:bng_5369. -(_:bng_30 _:bng_5370) log:proves _:bng_5371. -(_:bng_19 _:bng_5371) log:proves _:bng_5372. -(_:bng_21 _:bng_5373) log:proves _:bng_5374. -(_:bng_19 _:bng_5374) log:proves _:bng_5375. -(_:bng_30 _:bng_5376) log:proves _:bng_5377. -(_:bng_30 _:bng_5378) log:proves _:bng_5379. -(_:bng_30 _:bng_5380) log:proves _:bng_5381. -(_:bng_19 _:bng_5381) log:proves _:bng_5382. -(_:bng_16 _:bng_5383) log:proves _:bng_5384. -(_:bng_30 _:bng_5385) log:proves _:bng_5386. -(_:bng_30 _:bng_5387) log:proves _:bng_5388. -(_:bng_19 _:bng_5388) log:proves _:bng_5389. -(_:bng_16 _:bng_5390) log:proves _:bng_5391. -(_:bng_19 _:bng_5391) log:proves _:bng_5392. -(_:bng_16 _:bng_5393) log:proves _:bng_5394. -(_:bng_30 _:bng_5395) log:proves _:bng_5396. -(_:bng_30 _:bng_5397) log:proves _:bng_5398. -(_:bng_30 _:bng_5399) log:proves _:bng_5400. -(_:bng_19 _:bng_5400) log:proves _:bng_5401. -(_:bng_21 _:bng_5402) log:proves _:bng_5403. -(_:bng_19 _:bng_5403) log:proves _:bng_5404. -(_:bng_30 _:bng_5405) log:proves _:bng_5406. -(_:bng_19 _:bng_5406) log:proves _:bng_5407. -(_:bng_30 _:bng_5408) log:proves _:bng_5409. -(_:bng_19 _:bng_5409) log:proves _:bng_5410. -(_:bng_16 _:bng_5411) log:proves _:bng_5412. -(_:bng_19 _:bng_5412) log:proves _:bng_5413. -(_:bng_16 _:bng_5414) log:proves _:bng_5415. -(_:bng_30 _:bng_5416) log:proves _:bng_5417. -(_:bng_19 _:bng_5417) log:proves _:bng_5418. -(_:bng_1059 _:bng_5419) log:proves _:bng_5420. -(_:bng_1059 _:bng_5421) log:proves _:bng_5422. -(_:bng_1059 _:bng_5423) log:proves _:bng_5424. -(_:bng_1059 _:bng_5425) log:proves _:bng_5426. -(_:bng_1059 _:bng_5427) log:proves _:bng_5428. -(_:bng_1059 _:bng_5429) log:proves _:bng_5430. -(_:bng_1059 _:bng_5431) log:proves _:bng_5432. -(_:bng_1059 _:bng_5433) log:proves _:bng_5434. -(_:bng_1076 _:bng_5435) log:proves _:bng_5436. -(_:bng_1079 _:bng_5436) log:proves _:bng_5436. -(_:bng_21 _:bng_5437) log:proves _:bng_5438. -(_:bng_19 _:bng_5438) log:proves _:bng_5439. -(_:bng_30 _:bng_5440) log:proves _:bng_5441. -(_:bng_30 _:bng_5442) log:proves _:bng_5443. -(_:bng_19 _:bng_5443) log:proves _:bng_5444. -(_:bng_30 _:bng_5445) log:proves _:bng_5446. -(_:bng_19 _:bng_5446) log:proves _:bng_5447. -(_:bng_30 _:bng_5448) log:proves _:bng_5449. -(_:bng_19 _:bng_5449) log:proves _:bng_5450. -(_:bng_30 _:bng_5451) log:proves _:bng_5452. -(_:bng_19 _:bng_5452) log:proves _:bng_5453. -(_:bng_21 _:bng_5454) log:proves _:bng_5455. -(_:bng_19 _:bng_5455) log:proves _:bng_5456. -(_:bng_30 _:bng_5457) log:proves _:bng_5458. -(_:bng_19 _:bng_5458) log:proves _:bng_5459. -(_:bng_21 _:bng_5460) log:proves _:bng_5461. -(_:bng_19 _:bng_5461) log:proves _:bng_5462. -(_:bng_21 _:bng_5463) log:proves _:bng_5464. -(_:bng_30 _:bng_5465) log:proves _:bng_5466. -(_:bng_19 _:bng_5466) log:proves _:bng_5467. -(_:bng_16 _:bng_5468) log:proves _:bng_5469. -(_:bng_19 _:bng_5469) log:proves _:bng_5470. -(_:bng_16 _:bng_5471) log:proves _:bng_5472. -(_:bng_30 _:bng_5473) log:proves _:bng_5474. -(_:bng_30 _:bng_5475) log:proves _:bng_5476. -(_:bng_19 _:bng_5476) log:proves _:bng_5477. -(_:bng_16 _:bng_5478) log:proves _:bng_5479. -(_:bng_30 _:bng_5480) log:proves _:bng_5481. -(_:bng_19 _:bng_5481) log:proves _:bng_5482. -(_:bng_30 _:bng_5483) log:proves _:bng_5484. -(_:bng_30 _:bng_5485) log:proves _:bng_5486. -(_:bng_30 _:bng_5487) log:proves _:bng_5488. -(_:bng_30 _:bng_5489) log:proves _:bng_5490. -(_:bng_19 _:bng_5490) log:proves _:bng_5491. -(_:bng_21 _:bng_5492) log:proves _:bng_5493. -(_:bng_19 _:bng_5493) log:proves _:bng_5494. -(_:bng_30 _:bng_5495) log:proves _:bng_5496. -(_:bng_30 _:bng_5497) log:proves _:bng_5498. -(_:bng_30 _:bng_5499) log:proves _:bng_5500. -(_:bng_19 _:bng_5500) log:proves _:bng_5501. -(_:bng_16 _:bng_5502) log:proves _:bng_5503. -(_:bng_30 _:bng_5504) log:proves _:bng_5505. -(_:bng_30 _:bng_5506) log:proves _:bng_5507. -(_:bng_30 _:bng_5508) log:proves _:bng_5509. -(_:bng_30 _:bng_5510) log:proves _:bng_5511. -(_:bng_19 _:bng_5511) log:proves _:bng_5512. -(_:bng_1059 _:bng_5513) log:proves _:bng_5514. -(_:bng_1059 _:bng_5515) log:proves _:bng_5516. -(_:bng_1059 _:bng_5517) log:proves _:bng_5518. -(_:bng_1059 _:bng_5519) log:proves _:bng_5520. -(_:bng_1059 _:bng_5521) log:proves _:bng_5522. -(_:bng_1059 _:bng_5523) log:proves _:bng_5524. -(_:bng_1059 _:bng_5525) log:proves _:bng_5526. -(_:bng_1059 _:bng_5527) log:proves _:bng_5528. -(_:bng_1076 _:bng_5529) log:proves _:bng_5530. -(_:bng_1079 _:bng_5530) log:proves _:bng_5530. -(_:bng_21 _:bng_5531) log:proves _:bng_5532. -(_:bng_30 _:bng_5533) log:proves _:bng_5534. -(_:bng_30 _:bng_5535) log:proves _:bng_5536. -(_:bng_30 _:bng_5537) log:proves _:bng_5538. -(_:bng_30 _:bng_5539) log:proves _:bng_5540. -(_:bng_19 _:bng_5540) log:proves _:bng_5541. -(_:bng_21 _:bng_5542) log:proves _:bng_5543. -(_:bng_30 _:bng_5544) log:proves _:bng_5545. -(_:bng_30 _:bng_5546) log:proves _:bng_5547. -(_:bng_30 _:bng_5548) log:proves _:bng_5549. -(_:bng_19 _:bng_5549) log:proves _:bng_5550. -(_:bng_21 _:bng_5551) log:proves _:bng_5552. -(_:bng_19 _:bng_5552) log:proves _:bng_5553. -(_:bng_16 _:bng_5554) log:proves _:bng_5555. -(_:bng_19 _:bng_5555) log:proves _:bng_5556. -(_:bng_1059 _:bng_5557) log:proves _:bng_5558. -(_:bng_1059 _:bng_5559) log:proves _:bng_5560. -(_:bng_1059 _:bng_5561) log:proves _:bng_5562. -(_:bng_1059 _:bng_5563) log:proves _:bng_5564. -(_:bng_1059 _:bng_5565) log:proves _:bng_5566. -(_:bng_1059 _:bng_5567) log:proves _:bng_5568. -(_:bng_1059 _:bng_5569) log:proves _:bng_5570. -(_:bng_1059 _:bng_5571) log:proves _:bng_5572. -(_:bng_1076 _:bng_5573) log:proves _:bng_5574. -(_:bng_1079 _:bng_5574) log:proves _:bng_5574. -(_:bng_21 _:bng_5575) log:proves _:bng_5576. -(_:bng_30 _:bng_5577) log:proves _:bng_5578. -(_:bng_19 _:bng_5578) log:proves _:bng_5579. -(_:bng_30 _:bng_5580) log:proves _:bng_5581. -(_:bng_30 _:bng_5582) log:proves _:bng_5583. -(_:bng_19 _:bng_5583) log:proves _:bng_5584. -(_:bng_16 _:bng_5585) log:proves _:bng_5586. -(_:bng_30 _:bng_5587) log:proves _:bng_5588. -(_:bng_19 _:bng_5588) log:proves _:bng_5589. -(_:bng_21 _:bng_5590) log:proves _:bng_5591. -(_:bng_30 _:bng_5592) log:proves _:bng_5593. -(_:bng_30 _:bng_5594) log:proves _:bng_5595. -(_:bng_19 _:bng_5595) log:proves _:bng_5596. -(_:bng_1059 _:bng_5597) log:proves _:bng_5598. -(_:bng_1059 _:bng_5599) log:proves _:bng_5600. -(_:bng_1059 _:bng_5601) log:proves _:bng_5602. -(_:bng_1059 _:bng_5603) log:proves _:bng_5604. -(_:bng_1059 _:bng_5605) log:proves _:bng_5606. -(_:bng_1059 _:bng_5607) log:proves _:bng_5608. -(_:bng_1059 _:bng_5609) log:proves _:bng_5610. -(_:bng_1059 _:bng_5611) log:proves _:bng_5612. -(_:bng_1076 _:bng_5613) log:proves _:bng_5614. -(_:bng_1079 _:bng_5614) log:proves _:bng_5614. -(_:bng_21 _:bng_5615) log:proves _:bng_5616. -(_:bng_19 _:bng_5616) log:proves _:bng_5617. -(_:bng_30 _:bng_5618) log:proves _:bng_5619. -(_:bng_19 _:bng_5619) log:proves _:bng_5620. -(_:bng_16 _:bng_5621) log:proves _:bng_5622. -(_:bng_19 _:bng_5622) log:proves _:bng_5623. -(_:bng_16 _:bng_5624) log:proves _:bng_5625. -(_:bng_30 _:bng_5626) log:proves _:bng_5627. -(_:bng_19 _:bng_5627) log:proves _:bng_5628. -(_:bng_16 _:bng_5629) log:proves _:bng_5630. -(_:bng_19 _:bng_5630) log:proves _:bng_5631. -(_:bng_21 _:bng_5632) log:proves _:bng_5633. -(_:bng_30 _:bng_5634) log:proves _:bng_5635. -(_:bng_30 _:bng_5636) log:proves _:bng_5637. -(_:bng_30 _:bng_5638) log:proves _:bng_5639. -(_:bng_19 _:bng_5639) log:proves _:bng_5640. -(_:bng_16 _:bng_5641) log:proves _:bng_5642. -(_:bng_30 _:bng_5643) log:proves _:bng_5644. -(_:bng_30 _:bng_5645) log:proves _:bng_5646. -(_:bng_19 _:bng_5646) log:proves _:bng_5647. -(_:bng_30 _:bng_5648) log:proves _:bng_5649. -(_:bng_30 _:bng_5650) log:proves _:bng_5651. -(_:bng_30 _:bng_5652) log:proves _:bng_5653. -(_:bng_19 _:bng_5653) log:proves _:bng_5654. -(_:bng_30 _:bng_5655) log:proves _:bng_5656. -(_:bng_30 _:bng_5657) log:proves _:bng_5658. -(_:bng_19 _:bng_5658) log:proves _:bng_5659. -(_:bng_30 _:bng_5660) log:proves _:bng_5661. -(_:bng_19 _:bng_5661) log:proves _:bng_5662. -(_:bng_16 _:bng_5663) log:proves _:bng_5664. -(_:bng_30 _:bng_5665) log:proves _:bng_5666. -(_:bng_19 _:bng_5666) log:proves _:bng_5667. -(_:bng_1059 _:bng_5668) log:proves _:bng_5669. -(_:bng_1059 _:bng_5670) log:proves _:bng_5671. -(_:bng_1059 _:bng_5672) log:proves _:bng_5673. -(_:bng_1059 _:bng_5674) log:proves _:bng_5675. -(_:bng_1059 _:bng_5676) log:proves _:bng_5677. -(_:bng_1059 _:bng_5678) log:proves _:bng_5679. -(_:bng_1059 _:bng_5680) log:proves _:bng_5681. -(_:bng_1059 _:bng_5682) log:proves _:bng_5683. -(_:bng_1076 _:bng_5684) log:proves _:bng_5685. -(_:bng_1079 _:bng_5685) log:proves _:bng_5685. -(_:bng_21 _:bng_5686) log:proves _:bng_5687. -(_:bng_19 _:bng_5687) log:proves _:bng_5688. -(_:bng_21 _:bng_5689) log:proves _:bng_5690. -(_:bng_19 _:bng_5690) log:proves _:bng_5691. -(_:bng_21 _:bng_5692) log:proves _:bng_5693. -(_:bng_30 _:bng_5694) log:proves _:bng_5695. -(_:bng_30 _:bng_5696) log:proves _:bng_5697. -(_:bng_19 _:bng_5697) log:proves _:bng_5698. -(_:bng_30 _:bng_5699) log:proves _:bng_5700. -(_:bng_30 _:bng_5701) log:proves _:bng_5702. -(_:bng_19 _:bng_5702) log:proves _:bng_5703. -(_:bng_30 _:bng_5704) log:proves _:bng_5705. -(_:bng_30 _:bng_5706) log:proves _:bng_5707. -(_:bng_19 _:bng_5707) log:proves _:bng_5708. -(_:bng_30 _:bng_5709) log:proves _:bng_5710. -(_:bng_19 _:bng_5710) log:proves _:bng_5711. -(_:bng_30 _:bng_5712) log:proves _:bng_5713. -(_:bng_19 _:bng_5713) log:proves _:bng_5714. -(_:bng_30 _:bng_5715) log:proves _:bng_5716. -(_:bng_30 _:bng_5717) log:proves _:bng_5718. -(_:bng_30 _:bng_5719) log:proves _:bng_5720. -(_:bng_30 _:bng_5721) log:proves _:bng_5722. -(_:bng_19 _:bng_5722) log:proves _:bng_5723. -(_:bng_1059 _:bng_5724) log:proves _:bng_5725. -(_:bng_1059 _:bng_5726) log:proves _:bng_5727. -(_:bng_1059 _:bng_5728) log:proves _:bng_5729. -(_:bng_1059 _:bng_5730) log:proves _:bng_5731. -(_:bng_1059 _:bng_5732) log:proves _:bng_5733. -(_:bng_1059 _:bng_5734) log:proves _:bng_5735. -(_:bng_1059 _:bng_5736) log:proves _:bng_5737. -(_:bng_1059 _:bng_5738) log:proves _:bng_5739. -(_:bng_1076 _:bng_5740) log:proves _:bng_5741. -(_:bng_1079 _:bng_5741) log:proves _:bng_5741. -(_:bng_21 _:bng_5742) log:proves _:bng_5743. -(_:bng_19 _:bng_5743) log:proves _:bng_5744. -(_:bng_16 _:bng_5745) log:proves _:bng_5746. -(_:bng_19 _:bng_5746) log:proves _:bng_5747. -(_:bng_16 _:bng_5748) log:proves _:bng_5749. -(_:bng_19 _:bng_5749) log:proves _:bng_5750. -(_:bng_21 _:bng_5751) log:proves _:bng_5752. -(_:bng_30 _:bng_5753) log:proves _:bng_5754. -(_:bng_19 _:bng_5754) log:proves _:bng_5755. -(_:bng_30 _:bng_5756) log:proves _:bng_5757. -(_:bng_30 _:bng_5758) log:proves _:bng_5759. -(_:bng_19 _:bng_5759) log:proves _:bng_5760. -(_:bng_21 _:bng_5761) log:proves _:bng_5762. -(_:bng_30 _:bng_5763) log:proves _:bng_5764. -(_:bng_19 _:bng_5764) log:proves _:bng_5765. -(_:bng_30 _:bng_5766) log:proves _:bng_5767. -(_:bng_30 _:bng_5768) log:proves _:bng_5769. -(_:bng_19 _:bng_5769) log:proves _:bng_5770. -(_:bng_30 _:bng_5771) log:proves _:bng_5772. -(_:bng_30 _:bng_5773) log:proves _:bng_5774. -(_:bng_19 _:bng_5774) log:proves _:bng_5775. -(_:bng_30 _:bng_5776) log:proves _:bng_5777. -(_:bng_19 _:bng_5777) log:proves _:bng_5778. -(_:bng_16 _:bng_5779) log:proves _:bng_5780. -(_:bng_19 _:bng_5780) log:proves _:bng_5781. -(_:bng_30 _:bng_5782) log:proves _:bng_5783. -(_:bng_19 _:bng_5783) log:proves _:bng_5784. -(_:bng_21 _:bng_5785) log:proves _:bng_5786. -(_:bng_19 _:bng_5786) log:proves _:bng_5787. -(_:bng_16 _:bng_5788) log:proves _:bng_5789. -(_:bng_19 _:bng_5789) log:proves _:bng_5790. -(_:bng_16 _:bng_5791) log:proves _:bng_5792. -(_:bng_19 _:bng_5792) log:proves _:bng_5793. -(_:bng_30 _:bng_5794) log:proves _:bng_5795. -(_:bng_30 _:bng_5796) log:proves _:bng_5797. -(_:bng_30 _:bng_5798) log:proves _:bng_5799. -(_:bng_19 _:bng_5799) log:proves _:bng_5800. -(_:bng_16 _:bng_5801) log:proves _:bng_5802. -(_:bng_19 _:bng_5802) log:proves _:bng_5803. -(_:bng_21 _:bng_5804) log:proves _:bng_5805. -(_:bng_30 _:bng_5806) log:proves _:bng_5807. -(_:bng_19 _:bng_5807) log:proves _:bng_5808. -(_:bng_1059 _:bng_5809) log:proves _:bng_5810. -(_:bng_1059 _:bng_5811) log:proves _:bng_5812. -(_:bng_1059 _:bng_5813) log:proves _:bng_5814. -(_:bng_1059 _:bng_5815) log:proves _:bng_5816. -(_:bng_1059 _:bng_5817) log:proves _:bng_5818. -(_:bng_1059 _:bng_5819) log:proves _:bng_5820. -(_:bng_1059 _:bng_5821) log:proves _:bng_5822. -(_:bng_1059 _:bng_5823) log:proves _:bng_5824. -(_:bng_1076 _:bng_5825) log:proves _:bng_5826. -(_:bng_1079 _:bng_5826) log:proves _:bng_5826. -(_:bng_30 _:bng_5827) log:proves _:bng_5828. -(_:bng_19 _:bng_5828) log:proves _:bng_5829. -(_:bng_21 _:bng_5830) log:proves _:bng_5831. -(_:bng_19 _:bng_5831) log:proves _:bng_5832. -(_:bng_1059 _:bng_5833) log:proves _:bng_5834. -(_:bng_1059 _:bng_5835) log:proves _:bng_5836. -(_:bng_1059 _:bng_5837) log:proves _:bng_5838. -(_:bng_1059 _:bng_5839) log:proves _:bng_5840. -(_:bng_1059 _:bng_5841) log:proves _:bng_5842. -(_:bng_1059 _:bng_5843) log:proves _:bng_5844. -(_:bng_1059 _:bng_5845) log:proves _:bng_5846. -(_:bng_1059 _:bng_5847) log:proves _:bng_5848. -(_:bng_1076 _:bng_5849) log:proves _:bng_5850. -(_:bng_1079 _:bng_5850) log:proves _:bng_5850. -(_:bng_16 _:bng_5851) log:proves _:bng_5852. -(_:bng_30 _:bng_5853) log:proves _:bng_5854. -(_:bng_30 _:bng_5855) log:proves _:bng_5856. -(_:bng_19 _:bng_5856) log:proves _:bng_5857. -(_:bng_30 _:bng_5858) log:proves _:bng_5859. -(_:bng_30 _:bng_5860) log:proves _:bng_5861. -(_:bng_19 _:bng_5861) log:proves _:bng_5862. -(_:bng_21 _:bng_5863) log:proves _:bng_5864. -(_:bng_19 _:bng_5864) log:proves _:bng_5865. -(_:bng_16 _:bng_5866) log:proves _:bng_5867. -(_:bng_30 _:bng_5868) log:proves _:bng_5869. -(_:bng_30 _:bng_5870) log:proves _:bng_5871. -(_:bng_19 _:bng_5871) log:proves _:bng_5872. -(_:bng_1059 _:bng_5873) log:proves _:bng_5874. -(_:bng_1059 _:bng_5875) log:proves _:bng_5876. -(_:bng_1059 _:bng_5877) log:proves _:bng_5878. -(_:bng_1059 _:bng_5879) log:proves _:bng_5880. -(_:bng_1059 _:bng_5881) log:proves _:bng_5882. -(_:bng_1059 _:bng_5883) log:proves _:bng_5884. -(_:bng_1059 _:bng_5885) log:proves _:bng_5886. -(_:bng_1059 _:bng_5887) log:proves _:bng_5888. -(_:bng_1076 _:bng_5889) log:proves _:bng_5890. -(_:bng_1079 _:bng_5890) log:proves _:bng_5890. -(_:bng_16 _:bng_5891) log:proves _:bng_5892. -(_:bng_19 _:bng_5892) log:proves _:bng_5893. -(_:bng_30 _:bng_5894) log:proves _:bng_5895. -(_:bng_30 _:bng_5896) log:proves _:bng_5897. -(_:bng_30 _:bng_5898) log:proves _:bng_5899. -(_:bng_30 _:bng_5900) log:proves _:bng_5901. -(_:bng_19 _:bng_5901) log:proves _:bng_5902. -(_:bng_30 _:bng_5903) log:proves _:bng_5904. -(_:bng_19 _:bng_5904) log:proves _:bng_5905. -(_:bng_21 _:bng_5906) log:proves _:bng_5907. -(_:bng_30 _:bng_5908) log:proves _:bng_5909. -(_:bng_30 _:bng_5910) log:proves _:bng_5911. -(_:bng_30 _:bng_5912) log:proves _:bng_5913. -(_:bng_19 _:bng_5913) log:proves _:bng_5914. -(_:bng_16 _:bng_5915) log:proves _:bng_5916. -(_:bng_30 _:bng_5917) log:proves _:bng_5918. -(_:bng_19 _:bng_5918) log:proves _:bng_5919. -(_:bng_21 _:bng_5920) log:proves _:bng_5921. -(_:bng_19 _:bng_5921) log:proves _:bng_5922. -(_:bng_30 _:bng_5923) log:proves _:bng_5924. -(_:bng_30 _:bng_5925) log:proves _:bng_5926. -(_:bng_19 _:bng_5926) log:proves _:bng_5927. -(_:bng_30 _:bng_5928) log:proves _:bng_5929. -(_:bng_19 _:bng_5929) log:proves _:bng_5930. -(_:bng_30 _:bng_5931) log:proves _:bng_5932. -(_:bng_19 _:bng_5932) log:proves _:bng_5933. -(_:bng_30 _:bng_5934) log:proves _:bng_5935. -(_:bng_19 _:bng_5935) log:proves _:bng_5936. -(_:bng_16 _:bng_5937) log:proves _:bng_5938. -(_:bng_19 _:bng_5938) log:proves _:bng_5939. -(_:bng_21 _:bng_5940) log:proves _:bng_5941. -(_:bng_30 _:bng_5942) log:proves _:bng_5943. -(_:bng_30 _:bng_5944) log:proves _:bng_5945. -(_:bng_19 _:bng_5945) log:proves _:bng_5946. -(_:bng_21 _:bng_5947) log:proves _:bng_5948. -(_:bng_30 _:bng_5949) log:proves _:bng_5950. -(_:bng_19 _:bng_5950) log:proves _:bng_5951. -(_:bng_16 _:bng_5952) log:proves _:bng_5953. -(_:bng_30 _:bng_5954) log:proves _:bng_5955. -(_:bng_19 _:bng_5955) log:proves _:bng_5956. -(_:bng_21 _:bng_5957) log:proves _:bng_5958. -(_:bng_19 _:bng_5958) log:proves _:bng_5959. -(_:bng_30 _:bng_5960) log:proves _:bng_5961. -(_:bng_30 _:bng_5962) log:proves _:bng_5963. -(_:bng_30 _:bng_5964) log:proves _:bng_5965. -(_:bng_19 _:bng_5965) log:proves _:bng_5966. -(_:bng_21 _:bng_5967) log:proves _:bng_5968. -(_:bng_30 _:bng_5969) log:proves _:bng_5970. -(_:bng_30 _:bng_5971) log:proves _:bng_5972. -(_:bng_30 _:bng_5973) log:proves _:bng_5974. -(_:bng_19 _:bng_5974) log:proves _:bng_5975. -(_:bng_30 _:bng_5976) log:proves _:bng_5977. -(_:bng_19 _:bng_5977) log:proves _:bng_5978. -(_:bng_21 _:bng_5979) log:proves _:bng_5980. -(_:bng_19 _:bng_5980) log:proves _:bng_5981. -(_:bng_30 _:bng_5982) log:proves _:bng_5983. -(_:bng_19 _:bng_5983) log:proves _:bng_5984. -(_:bng_21 _:bng_5985) log:proves _:bng_5986. -(_:bng_19 _:bng_5986) log:proves _:bng_5987. -(_:bng_30 _:bng_5988) log:proves _:bng_5989. -(_:bng_19 _:bng_5989) log:proves _:bng_5990. -(_:bng_21 _:bng_5991) log:proves _:bng_5992. -(_:bng_19 _:bng_5992) log:proves _:bng_5993. -(_:bng_16 _:bng_5994) log:proves _:bng_5995. -(_:bng_30 _:bng_5996) log:proves _:bng_5997. -(_:bng_30 _:bng_5998) log:proves _:bng_5999. -(_:bng_19 _:bng_5999) log:proves _:bng_6000. -(_:bng_16 _:bng_6001) log:proves _:bng_6002. -(_:bng_30 _:bng_6003) log:proves _:bng_6004. -(_:bng_19 _:bng_6004) log:proves _:bng_6005. -(_:bng_30 _:bng_6006) log:proves _:bng_6007. -(_:bng_30 _:bng_6008) log:proves _:bng_6009. -(_:bng_30 _:bng_6010) log:proves _:bng_6011. -(_:bng_30 _:bng_6012) log:proves _:bng_6013. -(_:bng_19 _:bng_6013) log:proves _:bng_6014. -(_:bng_16 _:bng_6015) log:proves _:bng_6016. -(_:bng_19 _:bng_6016) log:proves _:bng_6017. -(_:bng_16 _:bng_6018) log:proves _:bng_6019. -(_:bng_30 _:bng_6020) log:proves _:bng_6021. -(_:bng_30 _:bng_6022) log:proves _:bng_6023. -(_:bng_30 _:bng_6024) log:proves _:bng_6025. -(_:bng_19 _:bng_6025) log:proves _:bng_6026. -(_:bng_16 _:bng_6027) log:proves _:bng_6028. -(_:bng_30 _:bng_6029) log:proves _:bng_6030. -(_:bng_19 _:bng_6030) log:proves _:bng_6031. -(_:bng_21 _:bng_6032) log:proves _:bng_6033. -(_:bng_19 _:bng_6033) log:proves _:bng_6034. -(_:bng_30 _:bng_6035) log:proves _:bng_6036. -(_:bng_19 _:bng_6036) log:proves _:bng_6037. -(_:bng_16 _:bng_6038) log:proves _:bng_6039. -(_:bng_19 _:bng_6039) log:proves _:bng_6040. -(_:bng_21 _:bng_6041) log:proves _:bng_6042. -(_:bng_30 _:bng_6043) log:proves _:bng_6044. -(_:bng_19 _:bng_6044) log:proves _:bng_6045. -(_:bng_30 _:bng_6046) log:proves _:bng_6047. -(_:bng_19 _:bng_6047) log:proves _:bng_6048. -(_:bng_30 _:bng_6049) log:proves _:bng_6050. -(_:bng_19 _:bng_6050) log:proves _:bng_6051. -(_:bng_21 _:bng_6052) log:proves _:bng_6053. -(_:bng_30 _:bng_6054) log:proves _:bng_6055. -(_:bng_19 _:bng_6055) log:proves _:bng_6056. -(_:bng_30 _:bng_6057) log:proves _:bng_6058. -(_:bng_30 _:bng_6059) log:proves _:bng_6060. -(_:bng_19 _:bng_6060) log:proves _:bng_6061. -(_:bng_16 _:bng_6062) log:proves _:bng_6063. -(_:bng_19 _:bng_6063) log:proves _:bng_6064. -(_:bng_16 _:bng_6065) log:proves _:bng_6066. -(_:bng_30 _:bng_6067) log:proves _:bng_6068. -(_:bng_30 _:bng_6069) log:proves _:bng_6070. -(_:bng_30 _:bng_6071) log:proves _:bng_6072. -(_:bng_19 _:bng_6072) log:proves _:bng_6073. -(_:bng_30 _:bng_6074) log:proves _:bng_6075. -(_:bng_30 _:bng_6076) log:proves _:bng_6077. -(_:bng_19 _:bng_6077) log:proves _:bng_6078. -(_:bng_21 _:bng_6079) log:proves _:bng_6080. -(_:bng_30 _:bng_6081) log:proves _:bng_6082. -(_:bng_19 _:bng_6082) log:proves _:bng_6083. -(_:bng_16 _:bng_6084) log:proves _:bng_6085. -(_:bng_30 _:bng_6086) log:proves _:bng_6087. -(_:bng_19 _:bng_6087) log:proves _:bng_6088. -(_:bng_1059 _:bng_6089) log:proves _:bng_6090. -(_:bng_1059 _:bng_6091) log:proves _:bng_6092. -(_:bng_1059 _:bng_6093) log:proves _:bng_6094. -(_:bng_1059 _:bng_6095) log:proves _:bng_6096. -(_:bng_1059 _:bng_6097) log:proves _:bng_6098. -(_:bng_1059 _:bng_6099) log:proves _:bng_6100. -(_:bng_1059 _:bng_6101) log:proves _:bng_6102. -(_:bng_1059 _:bng_6103) log:proves _:bng_6104. -(_:bng_1076 _:bng_6105) log:proves _:bng_6106. -(_:bng_1079 _:bng_6106) log:proves _:bng_6106. -(_:bng_30 _:bng_6107) log:proves _:bng_6108. -(_:bng_30 _:bng_6109) log:proves _:bng_6110. -(_:bng_19 _:bng_6110) log:proves _:bng_6111. -(_:bng_21 _:bng_6112) log:proves _:bng_6113. -(_:bng_19 _:bng_6113) log:proves _:bng_6114. -(_:bng_16 _:bng_6115) log:proves _:bng_6116. -(_:bng_19 _:bng_6116) log:proves _:bng_6117. -(_:bng_21 _:bng_6118) log:proves _:bng_6119. -(_:bng_30 _:bng_6120) log:proves _:bng_6121. -(_:bng_19 _:bng_6121) log:proves _:bng_6122. -(_:bng_21 _:bng_6123) log:proves _:bng_6124. -(_:bng_30 _:bng_6125) log:proves _:bng_6126. -(_:bng_30 _:bng_6127) log:proves _:bng_6128. -(_:bng_19 _:bng_6128) log:proves _:bng_6129. -(_:bng_1059 _:bng_6130) log:proves _:bng_6131. -(_:bng_1059 _:bng_6132) log:proves _:bng_6133. -(_:bng_1059 _:bng_6134) log:proves _:bng_6135. -(_:bng_1059 _:bng_6136) log:proves _:bng_6137. -(_:bng_1059 _:bng_6138) log:proves _:bng_6139. -(_:bng_1059 _:bng_6140) log:proves _:bng_6141. -(_:bng_1059 _:bng_6142) log:proves _:bng_6143. -(_:bng_1059 _:bng_6144) log:proves _:bng_6145. -(_:bng_1076 _:bng_6146) log:proves _:bng_6147. -(_:bng_1079 _:bng_6147) log:proves _:bng_6147. -(_:bng_16 _:bng_6148) log:proves _:bng_6149. -(_:bng_19 _:bng_6149) log:proves _:bng_6150. -(_:bng_21 _:bng_6151) log:proves _:bng_6152. -(_:bng_19 _:bng_6152) log:proves _:bng_6153. -(_:bng_16 _:bng_6154) log:proves _:bng_6155. -(_:bng_19 _:bng_6155) log:proves _:bng_6156. -(_:bng_16 _:bng_6157) log:proves _:bng_6158. -(_:bng_30 _:bng_6159) log:proves _:bng_6160. -(_:bng_30 _:bng_6161) log:proves _:bng_6162. -(_:bng_19 _:bng_6162) log:proves _:bng_6163. -(_:bng_16 _:bng_6164) log:proves _:bng_6165. -(_:bng_30 _:bng_6166) log:proves _:bng_6167. -(_:bng_30 _:bng_6168) log:proves _:bng_6169. -(_:bng_30 _:bng_6170) log:proves _:bng_6171. -(_:bng_19 _:bng_6171) log:proves _:bng_6172. -(_:bng_16 _:bng_6173) log:proves _:bng_6174. -(_:bng_19 _:bng_6174) log:proves _:bng_6175. -(_:bng_30 _:bng_6176) log:proves _:bng_6177. -(_:bng_30 _:bng_6178) log:proves _:bng_6179. -(_:bng_30 _:bng_6180) log:proves _:bng_6181. -(_:bng_19 _:bng_6181) log:proves _:bng_6182. -(_:bng_16 _:bng_6183) log:proves _:bng_6184. -(_:bng_30 _:bng_6185) log:proves _:bng_6186. -(_:bng_19 _:bng_6186) log:proves _:bng_6187. -(_:bng_16 _:bng_6188) log:proves _:bng_6189. -(_:bng_19 _:bng_6189) log:proves _:bng_6190. -(_:bng_21 _:bng_6191) log:proves _:bng_6192. -(_:bng_30 _:bng_6193) log:proves _:bng_6194. -(_:bng_19 _:bng_6194) log:proves _:bng_6195. -(_:bng_21 _:bng_6196) log:proves _:bng_6197. -(_:bng_30 _:bng_6198) log:proves _:bng_6199. -(_:bng_30 _:bng_6200) log:proves _:bng_6201. -(_:bng_30 _:bng_6202) log:proves _:bng_6203. -(_:bng_30 _:bng_6204) log:proves _:bng_6205. -(_:bng_19 _:bng_6205) log:proves _:bng_6206. -(_:bng_16 _:bng_6207) log:proves _:bng_6208. -(_:bng_19 _:bng_6208) log:proves _:bng_6209. -(_:bng_30 _:bng_6210) log:proves _:bng_6211. -(_:bng_19 _:bng_6211) log:proves _:bng_6212. -(_:bng_21 _:bng_6213) log:proves _:bng_6214. -(_:bng_19 _:bng_6214) log:proves _:bng_6215. -(_:bng_21 _:bng_6216) log:proves _:bng_6217. -(_:bng_19 _:bng_6217) log:proves _:bng_6218. -(_:bng_21 _:bng_6219) log:proves _:bng_6220. -(_:bng_30 _:bng_6221) log:proves _:bng_6222. -(_:bng_30 _:bng_6223) log:proves _:bng_6224. -(_:bng_19 _:bng_6224) log:proves _:bng_6225. -(_:bng_16 _:bng_6226) log:proves _:bng_6227. -(_:bng_19 _:bng_6227) log:proves _:bng_6228. -(_:bng_30 _:bng_6229) log:proves _:bng_6230. -(_:bng_30 _:bng_6231) log:proves _:bng_6232. -(_:bng_19 _:bng_6232) log:proves _:bng_6233. -(_:bng_30 _:bng_6234) log:proves _:bng_6235. -(_:bng_19 _:bng_6235) log:proves _:bng_6236. -(_:bng_30 _:bng_6237) log:proves _:bng_6238. -(_:bng_19 _:bng_6238) log:proves _:bng_6239. -(_:bng_16 _:bng_6240) log:proves _:bng_6241. -(_:bng_30 _:bng_6242) log:proves _:bng_6243. -(_:bng_30 _:bng_6244) log:proves _:bng_6245. -(_:bng_30 _:bng_6246) log:proves _:bng_6247. -(_:bng_19 _:bng_6247) log:proves _:bng_6248. -(_:bng_16 _:bng_6249) log:proves _:bng_6250. -(_:bng_19 _:bng_6250) log:proves _:bng_6251. -(_:bng_21 _:bng_6252) log:proves _:bng_6253. -(_:bng_30 _:bng_6254) log:proves _:bng_6255. -(_:bng_30 _:bng_6256) log:proves _:bng_6257. -(_:bng_19 _:bng_6257) log:proves _:bng_6258. -(_:bng_21 _:bng_6259) log:proves _:bng_6260. -(_:bng_19 _:bng_6260) log:proves _:bng_6261. -(_:bng_16 _:bng_6262) log:proves _:bng_6263. -(_:bng_19 _:bng_6263) log:proves _:bng_6264. -(_:bng_30 _:bng_6265) log:proves _:bng_6266. -(_:bng_19 _:bng_6266) log:proves _:bng_6267. -(_:bng_16 _:bng_6268) log:proves _:bng_6269. -(_:bng_19 _:bng_6269) log:proves _:bng_6270. -(_:bng_30 _:bng_6271) log:proves _:bng_6272. -(_:bng_30 _:bng_6273) log:proves _:bng_6274. -(_:bng_30 _:bng_6275) log:proves _:bng_6276. -(_:bng_19 _:bng_6276) log:proves _:bng_6277. -(_:bng_16 _:bng_6278) log:proves _:bng_6279. -(_:bng_19 _:bng_6279) log:proves _:bng_6280. -(_:bng_21 _:bng_6281) log:proves _:bng_6282. -(_:bng_30 _:bng_6283) log:proves _:bng_6284. -(_:bng_19 _:bng_6284) log:proves _:bng_6285. -(_:bng_21 _:bng_6286) log:proves _:bng_6287. -(_:bng_30 _:bng_6288) log:proves _:bng_6289. -(_:bng_19 _:bng_6289) log:proves _:bng_6290. -(_:bng_30 _:bng_6291) log:proves _:bng_6292. -(_:bng_30 _:bng_6293) log:proves _:bng_6294. -(_:bng_19 _:bng_6294) log:proves _:bng_6295. -(_:bng_21 _:bng_6296) log:proves _:bng_6297. -(_:bng_19 _:bng_6297) log:proves _:bng_6298. -(_:bng_21 _:bng_6299) log:proves _:bng_6300. -(_:bng_30 _:bng_6301) log:proves _:bng_6302. -(_:bng_30 _:bng_6303) log:proves _:bng_6304. -(_:bng_30 _:bng_6305) log:proves _:bng_6306. -(_:bng_30 _:bng_6307) log:proves _:bng_6308. -(_:bng_30 _:bng_6309) log:proves _:bng_6310. -(_:bng_19 _:bng_6310) log:proves _:bng_6311. -(_:bng_16 _:bng_6312) log:proves _:bng_6313. -(_:bng_19 _:bng_6313) log:proves _:bng_6314. -(_:bng_30 _:bng_6315) log:proves _:bng_6316. -(_:bng_19 _:bng_6316) log:proves _:bng_6317. -(_:bng_30 _:bng_6318) log:proves _:bng_6319. -(_:bng_19 _:bng_6319) log:proves _:bng_6320. -(_:bng_21 _:bng_6321) log:proves _:bng_6322. -(_:bng_19 _:bng_6322) log:proves _:bng_6323. -(_:bng_16 _:bng_6324) log:proves _:bng_6325. -(_:bng_19 _:bng_6325) log:proves _:bng_6326. -(_:bng_30 _:bng_6327) log:proves _:bng_6328. -(_:bng_19 _:bng_6328) log:proves _:bng_6329. -(_:bng_21 _:bng_6330) log:proves _:bng_6331. -(_:bng_19 _:bng_6331) log:proves _:bng_6332. -(_:bng_16 _:bng_6333) log:proves _:bng_6334. -(_:bng_30 _:bng_6335) log:proves _:bng_6336. -(_:bng_30 _:bng_6337) log:proves _:bng_6338. -(_:bng_19 _:bng_6338) log:proves _:bng_6339. -(_:bng_16 _:bng_6340) log:proves _:bng_6341. -(_:bng_30 _:bng_6342) log:proves _:bng_6343. -(_:bng_19 _:bng_6343) log:proves _:bng_6344. -(_:bng_16 _:bng_6345) log:proves _:bng_6346. -(_:bng_19 _:bng_6346) log:proves _:bng_6347. -(_:bng_21 _:bng_6348) log:proves _:bng_6349. -(_:bng_19 _:bng_6349) log:proves _:bng_6350. -(_:bng_16 _:bng_6351) log:proves _:bng_6352. -(_:bng_19 _:bng_6352) log:proves _:bng_6353. -(_:bng_16 _:bng_6354) log:proves _:bng_6355. -(_:bng_30 _:bng_6356) log:proves _:bng_6357. -(_:bng_30 _:bng_6358) log:proves _:bng_6359. -(_:bng_30 _:bng_6360) log:proves _:bng_6361. -(_:bng_30 _:bng_6362) log:proves _:bng_6363. -(_:bng_19 _:bng_6363) log:proves _:bng_6364. -(_:bng_16 _:bng_6365) log:proves _:bng_6366. -(_:bng_30 _:bng_6367) log:proves _:bng_6368. -(_:bng_30 _:bng_6369) log:proves _:bng_6370. -(_:bng_19 _:bng_6370) log:proves _:bng_6371. -(_:bng_21 _:bng_6372) log:proves _:bng_6373. -(_:bng_19 _:bng_6373) log:proves _:bng_6374. -(_:bng_16 _:bng_6375) log:proves _:bng_6376. -(_:bng_19 _:bng_6376) log:proves _:bng_6377. -(_:bng_30 _:bng_6378) log:proves _:bng_6379. -(_:bng_30 _:bng_6380) log:proves _:bng_6381. -(_:bng_30 _:bng_6382) log:proves _:bng_6383. -(_:bng_19 _:bng_6383) log:proves _:bng_6384. -(_:bng_21 _:bng_6385) log:proves _:bng_6386. -(_:bng_30 _:bng_6387) log:proves _:bng_6388. -(_:bng_30 _:bng_6389) log:proves _:bng_6390. -(_:bng_30 _:bng_6391) log:proves _:bng_6392. -(_:bng_19 _:bng_6392) log:proves _:bng_6393. -(_:bng_30 _:bng_6394) log:proves _:bng_6395. -(_:bng_30 _:bng_6396) log:proves _:bng_6397. -(_:bng_30 _:bng_6398) log:proves _:bng_6399. -(_:bng_30 _:bng_6400) log:proves _:bng_6401. -(_:bng_19 _:bng_6401) log:proves _:bng_6402. -(_:bng_16 _:bng_6403) log:proves _:bng_6404. -(_:bng_19 _:bng_6404) log:proves _:bng_6405. -(_:bng_16 _:bng_6406) log:proves _:bng_6407. -(_:bng_30 _:bng_6408) log:proves _:bng_6409. -(_:bng_19 _:bng_6409) log:proves _:bng_6410. -(_:bng_21 _:bng_6411) log:proves _:bng_6412. -(_:bng_19 _:bng_6412) log:proves _:bng_6413. -(_:bng_16 _:bng_6414) log:proves _:bng_6415. -(_:bng_19 _:bng_6415) log:proves _:bng_6416. -(_:bng_30 _:bng_6417) log:proves _:bng_6418. -(_:bng_19 _:bng_6418) log:proves _:bng_6419. -(_:bng_21 _:bng_6420) log:proves _:bng_6421. -(_:bng_30 _:bng_6422) log:proves _:bng_6423. -(_:bng_19 _:bng_6423) log:proves _:bng_6424. -(_:bng_30 _:bng_6425) log:proves _:bng_6426. -(_:bng_30 _:bng_6427) log:proves _:bng_6428. -(_:bng_19 _:bng_6428) log:proves _:bng_6429. -(_:bng_21 _:bng_6430) log:proves _:bng_6431. -(_:bng_30 _:bng_6432) log:proves _:bng_6433. -(_:bng_19 _:bng_6433) log:proves _:bng_6434. -(_:bng_21 _:bng_6435) log:proves _:bng_6436. -(_:bng_30 _:bng_6437) log:proves _:bng_6438. -(_:bng_30 _:bng_6439) log:proves _:bng_6440. -(_:bng_19 _:bng_6440) log:proves _:bng_6441. -(_:bng_21 _:bng_6442) log:proves _:bng_6443. -(_:bng_19 _:bng_6443) log:proves _:bng_6444. -(_:bng_16 _:bng_6445) log:proves _:bng_6446. -(_:bng_30 _:bng_6447) log:proves _:bng_6448. -(_:bng_19 _:bng_6448) log:proves _:bng_6449. -(_:bng_21 _:bng_6450) log:proves _:bng_6451. -(_:bng_30 _:bng_6452) log:proves _:bng_6453. -(_:bng_30 _:bng_6454) log:proves _:bng_6455. -(_:bng_19 _:bng_6455) log:proves _:bng_6456. -(_:bng_21 _:bng_6457) log:proves _:bng_6458. -(_:bng_19 _:bng_6458) log:proves _:bng_6459. -(_:bng_16 _:bng_6460) log:proves _:bng_6461. -(_:bng_19 _:bng_6461) log:proves _:bng_6462. -(_:bng_30 _:bng_6463) log:proves _:bng_6464. -(_:bng_30 _:bng_6465) log:proves _:bng_6466. -(_:bng_19 _:bng_6466) log:proves _:bng_6467. -(_:bng_16 _:bng_6468) log:proves _:bng_6469. -(_:bng_30 _:bng_6470) log:proves _:bng_6471. -(_:bng_19 _:bng_6471) log:proves _:bng_6472. -(_:bng_30 _:bng_6473) log:proves _:bng_6474. -(_:bng_30 _:bng_6475) log:proves _:bng_6476. -(_:bng_19 _:bng_6476) log:proves _:bng_6477. -(_:bng_21 _:bng_6478) log:proves _:bng_6479. -(_:bng_19 _:bng_6479) log:proves _:bng_6480. -(_:bng_30 _:bng_6481) log:proves _:bng_6482. -(_:bng_19 _:bng_6482) log:proves _:bng_6483. -(_:bng_30 _:bng_6484) log:proves _:bng_6485. -(_:bng_19 _:bng_6485) log:proves _:bng_6486. -(_:bng_30 _:bng_6487) log:proves _:bng_6488. -(_:bng_19 _:bng_6488) log:proves _:bng_6489. -(_:bng_16 _:bng_6490) log:proves _:bng_6491. -(_:bng_19 _:bng_6491) log:proves _:bng_6492. -(_:bng_30 _:bng_6493) log:proves _:bng_6494. -(_:bng_19 _:bng_6494) log:proves _:bng_6495. -(_:bng_16 _:bng_6496) log:proves _:bng_6497. -(_:bng_19 _:bng_6497) log:proves _:bng_6498. -(_:bng_21 _:bng_6499) log:proves _:bng_6500. -(_:bng_30 _:bng_6501) log:proves _:bng_6502. -(_:bng_19 _:bng_6502) log:proves _:bng_6503. -(_:bng_1059 _:bng_6504) log:proves _:bng_6505. -(_:bng_1059 _:bng_6506) log:proves _:bng_6507. -(_:bng_1059 _:bng_6508) log:proves _:bng_6509. -(_:bng_1059 _:bng_6510) log:proves _:bng_6511. -(_:bng_1059 _:bng_6512) log:proves _:bng_6513. -(_:bng_1059 _:bng_6514) log:proves _:bng_6515. -(_:bng_1059 _:bng_6516) log:proves _:bng_6517. -(_:bng_1059 _:bng_6518) log:proves _:bng_6519. -(_:bng_1076 _:bng_6520) log:proves _:bng_6521. -(_:bng_1079 _:bng_6521) log:proves _:bng_6521. -(_:bng_21 _:bng_6522) log:proves _:bng_6523. -(_:bng_19 _:bng_6523) log:proves _:bng_6524. -(_:bng_21 _:bng_6525) log:proves _:bng_6526. -(_:bng_30 _:bng_6527) log:proves _:bng_6528. -(_:bng_19 _:bng_6528) log:proves _:bng_6529. -(_:bng_30 _:bng_6530) log:proves _:bng_6531. -(_:bng_19 _:bng_6531) log:proves _:bng_6532. -(_:bng_21 _:bng_6533) log:proves _:bng_6534. -(_:bng_19 _:bng_6534) log:proves _:bng_6535. -(_:bng_30 _:bng_6536) log:proves _:bng_6537. -(_:bng_19 _:bng_6537) log:proves _:bng_6538. -(_:bng_16 _:bng_6539) log:proves _:bng_6540. -(_:bng_19 _:bng_6540) log:proves _:bng_6541. -(_:bng_21 _:bng_6542) log:proves _:bng_6543. -(_:bng_30 _:bng_6544) log:proves _:bng_6545. -(_:bng_19 _:bng_6545) log:proves _:bng_6546. -(_:bng_30 _:bng_6547) log:proves _:bng_6548. -(_:bng_30 _:bng_6549) log:proves _:bng_6550. -(_:bng_19 _:bng_6550) log:proves _:bng_6551. -(_:bng_30 _:bng_6552) log:proves _:bng_6553. -(_:bng_30 _:bng_6554) log:proves _:bng_6555. -(_:bng_19 _:bng_6555) log:proves _:bng_6556. -(_:bng_21 _:bng_6557) log:proves _:bng_6558. -(_:bng_19 _:bng_6558) log:proves _:bng_6559. -(_:bng_30 _:bng_6560) log:proves _:bng_6561. -(_:bng_19 _:bng_6561) log:proves _:bng_6562. -(_:bng_30 _:bng_6563) log:proves _:bng_6564. -(_:bng_19 _:bng_6564) log:proves _:bng_6565. -(_:bng_30 _:bng_6566) log:proves _:bng_6567. -(_:bng_19 _:bng_6567) log:proves _:bng_6568. -(_:bng_16 _:bng_6569) log:proves _:bng_6570. -(_:bng_19 _:bng_6570) log:proves _:bng_6571. -(_:bng_21 _:bng_6572) log:proves _:bng_6573. -(_:bng_30 _:bng_6574) log:proves _:bng_6575. -(_:bng_30 _:bng_6576) log:proves _:bng_6577. -(_:bng_30 _:bng_6578) log:proves _:bng_6579. -(_:bng_19 _:bng_6579) log:proves _:bng_6580. -(_:bng_16 _:bng_6581) log:proves _:bng_6582. -(_:bng_30 _:bng_6583) log:proves _:bng_6584. -(_:bng_30 _:bng_6585) log:proves _:bng_6586. -(_:bng_19 _:bng_6586) log:proves _:bng_6587. -(_:bng_30 _:bng_6588) log:proves _:bng_6589. -(_:bng_19 _:bng_6589) log:proves _:bng_6590. -(_:bng_21 _:bng_6591) log:proves _:bng_6592. -(_:bng_30 _:bng_6593) log:proves _:bng_6594. -(_:bng_30 _:bng_6595) log:proves _:bng_6596. -(_:bng_30 _:bng_6597) log:proves _:bng_6598. -(_:bng_30 _:bng_6599) log:proves _:bng_6600. -(_:bng_30 _:bng_6601) log:proves _:bng_6602. -(_:bng_19 _:bng_6602) log:proves _:bng_6603. -(_:bng_21 _:bng_6604) log:proves _:bng_6605. -(_:bng_19 _:bng_6605) log:proves _:bng_6606. -(_:bng_21 _:bng_6607) log:proves _:bng_6608. -(_:bng_30 _:bng_6609) log:proves _:bng_6610. -(_:bng_30 _:bng_6611) log:proves _:bng_6612. -(_:bng_19 _:bng_6612) log:proves _:bng_6613. -(_:bng_30 _:bng_6614) log:proves _:bng_6615. -(_:bng_30 _:bng_6616) log:proves _:bng_6617. -(_:bng_19 _:bng_6617) log:proves _:bng_6618. -(_:bng_30 _:bng_6619) log:proves _:bng_6620. -(_:bng_19 _:bng_6620) log:proves _:bng_6621. -(_:bng_21 _:bng_6622) log:proves _:bng_6623. -(_:bng_30 _:bng_6624) log:proves _:bng_6625. -(_:bng_30 _:bng_6626) log:proves _:bng_6627. -(_:bng_30 _:bng_6628) log:proves _:bng_6629. -(_:bng_30 _:bng_6630) log:proves _:bng_6631. -(_:bng_19 _:bng_6631) log:proves _:bng_6632. -(_:bng_16 _:bng_6633) log:proves _:bng_6634. -(_:bng_19 _:bng_6634) log:proves _:bng_6635. -(_:bng_30 _:bng_6636) log:proves _:bng_6637. -(_:bng_19 _:bng_6637) log:proves _:bng_6638. -(_:bng_21 _:bng_6639) log:proves _:bng_6640. -(_:bng_19 _:bng_6640) log:proves _:bng_6641. -(_:bng_16 _:bng_6642) log:proves _:bng_6643. -(_:bng_19 _:bng_6643) log:proves _:bng_6644. -(_:bng_21 _:bng_6645) log:proves _:bng_6646. -(_:bng_19 _:bng_6646) log:proves _:bng_6647. -(_:bng_16 _:bng_6648) log:proves _:bng_6649. -(_:bng_19 _:bng_6649) log:proves _:bng_6650. -(_:bng_21 _:bng_6651) log:proves _:bng_6652. -(_:bng_19 _:bng_6652) log:proves _:bng_6653. -(_:bng_16 _:bng_6654) log:proves _:bng_6655. -(_:bng_30 _:bng_6656) log:proves _:bng_6657. -(_:bng_30 _:bng_6658) log:proves _:bng_6659. -(_:bng_19 _:bng_6659) log:proves _:bng_6660. -(_:bng_16 _:bng_6661) log:proves _:bng_6662. -(_:bng_30 _:bng_6663) log:proves _:bng_6664. -(_:bng_19 _:bng_6664) log:proves _:bng_6665. -(_:bng_16 _:bng_6666) log:proves _:bng_6667. -(_:bng_30 _:bng_6668) log:proves _:bng_6669. -(_:bng_30 _:bng_6670) log:proves _:bng_6671. -(_:bng_30 _:bng_6672) log:proves _:bng_6673. -(_:bng_30 _:bng_6674) log:proves _:bng_6675. -(_:bng_19 _:bng_6675) log:proves _:bng_6676. -(_:bng_21 _:bng_6677) log:proves _:bng_6678. -(_:bng_19 _:bng_6678) log:proves _:bng_6679. -(_:bng_16 _:bng_6680) log:proves _:bng_6681. -(_:bng_19 _:bng_6681) log:proves _:bng_6682. -(_:bng_30 _:bng_6683) log:proves _:bng_6684. -(_:bng_30 _:bng_6685) log:proves _:bng_6686. -(_:bng_19 _:bng_6686) log:proves _:bng_6687. -(_:bng_16 _:bng_6688) log:proves _:bng_6689. -(_:bng_30 _:bng_6690) log:proves _:bng_6691. -(_:bng_30 _:bng_6692) log:proves _:bng_6693. -(_:bng_19 _:bng_6693) log:proves _:bng_6694. -(_:bng_21 _:bng_6695) log:proves _:bng_6696. -(_:bng_19 _:bng_6696) log:proves _:bng_6697. -(_:bng_16 _:bng_6698) log:proves _:bng_6699. -(_:bng_19 _:bng_6699) log:proves _:bng_6700. -(_:bng_16 _:bng_6701) log:proves _:bng_6702. -(_:bng_30 _:bng_6703) log:proves _:bng_6704. -(_:bng_30 _:bng_6705) log:proves _:bng_6706. -(_:bng_30 _:bng_6707) log:proves _:bng_6708. -(_:bng_19 _:bng_6708) log:proves _:bng_6709. -(_:bng_16 _:bng_6710) log:proves _:bng_6711. -(_:bng_30 _:bng_6712) log:proves _:bng_6713. -(_:bng_30 _:bng_6714) log:proves _:bng_6715. -(_:bng_30 _:bng_6716) log:proves _:bng_6717. -(_:bng_19 _:bng_6717) log:proves _:bng_6718. -(_:bng_16 _:bng_6719) log:proves _:bng_6720. -(_:bng_30 _:bng_6721) log:proves _:bng_6722. -(_:bng_30 _:bng_6723) log:proves _:bng_6724. -(_:bng_30 _:bng_6725) log:proves _:bng_6726. -(_:bng_30 _:bng_6727) log:proves _:bng_6728. -(_:bng_19 _:bng_6728) log:proves _:bng_6729. -(_:bng_16 _:bng_6730) log:proves _:bng_6731. -(_:bng_19 _:bng_6731) log:proves _:bng_6732. -(_:bng_16 _:bng_6733) log:proves _:bng_6734. -(_:bng_30 _:bng_6735) log:proves _:bng_6736. -(_:bng_19 _:bng_6736) log:proves _:bng_6737. -(_:bng_21 _:bng_6738) log:proves _:bng_6739. -(_:bng_19 _:bng_6739) log:proves _:bng_6740. -(_:bng_16 _:bng_6741) log:proves _:bng_6742. -(_:bng_19 _:bng_6742) log:proves _:bng_6743. -(_:bng_30 _:bng_6744) log:proves _:bng_6745. -(_:bng_19 _:bng_6745) log:proves _:bng_6746. -(_:bng_16 _:bng_6747) log:proves _:bng_6748. -(_:bng_30 _:bng_6749) log:proves _:bng_6750. -(_:bng_30 _:bng_6751) log:proves _:bng_6752. -(_:bng_19 _:bng_6752) log:proves _:bng_6753. -(_:bng_30 _:bng_6754) log:proves _:bng_6755. -(_:bng_30 _:bng_6756) log:proves _:bng_6757. -(_:bng_19 _:bng_6757) log:proves _:bng_6758. -(_:bng_21 _:bng_6759) log:proves _:bng_6760. -(_:bng_30 _:bng_6761) log:proves _:bng_6762. -(_:bng_19 _:bng_6762) log:proves _:bng_6763. -(_:bng_21 _:bng_6764) log:proves _:bng_6765. -(_:bng_30 _:bng_6766) log:proves _:bng_6767. -(_:bng_30 _:bng_6768) log:proves _:bng_6769. -(_:bng_19 _:bng_6769) log:proves _:bng_6770. -(_:bng_21 _:bng_6771) log:proves _:bng_6772. -(_:bng_19 _:bng_6772) log:proves _:bng_6773. -(_:bng_16 _:bng_6774) log:proves _:bng_6775. -(_:bng_30 _:bng_6776) log:proves _:bng_6777. -(_:bng_19 _:bng_6777) log:proves _:bng_6778. -(_:bng_30 _:bng_6779) log:proves _:bng_6780. -(_:bng_30 _:bng_6781) log:proves _:bng_6782. -(_:bng_19 _:bng_6782) log:proves _:bng_6783. -(_:bng_16 _:bng_6784) log:proves _:bng_6785. -(_:bng_30 _:bng_6786) log:proves _:bng_6787. -(_:bng_30 _:bng_6788) log:proves _:bng_6789. -(_:bng_30 _:bng_6790) log:proves _:bng_6791. -(_:bng_19 _:bng_6791) log:proves _:bng_6792. -(_:bng_21 _:bng_6793) log:proves _:bng_6794. -(_:bng_19 _:bng_6794) log:proves _:bng_6795. -(_:bng_16 _:bng_6796) log:proves _:bng_6797. -(_:bng_19 _:bng_6797) log:proves _:bng_6798. -(_:bng_21 _:bng_6799) log:proves _:bng_6800. -(_:bng_19 _:bng_6800) log:proves _:bng_6801. -(_:bng_16 _:bng_6802) log:proves _:bng_6803. -(_:bng_19 _:bng_6803) log:proves _:bng_6804. -(_:bng_16 _:bng_6805) log:proves _:bng_6806. -(_:bng_19 _:bng_6806) log:proves _:bng_6807. -(_:bng_16 _:bng_6808) log:proves _:bng_6809. -(_:bng_30 _:bng_6810) log:proves _:bng_6811. -(_:bng_19 _:bng_6811) log:proves _:bng_6812. -(_:bng_16 _:bng_6813) log:proves _:bng_6814. -(_:bng_19 _:bng_6814) log:proves _:bng_6815. -(_:bng_16 _:bng_6816) log:proves _:bng_6817. -(_:bng_30 _:bng_6818) log:proves _:bng_6819. -(_:bng_30 _:bng_6820) log:proves _:bng_6821. -(_:bng_19 _:bng_6821) log:proves _:bng_6822. -(_:bng_16 _:bng_6823) log:proves _:bng_6824. -(_:bng_30 _:bng_6825) log:proves _:bng_6826. -(_:bng_19 _:bng_6826) log:proves _:bng_6827. -(_:bng_30 _:bng_6828) log:proves _:bng_6829. -(_:bng_30 _:bng_6830) log:proves _:bng_6831. -(_:bng_19 _:bng_6831) log:proves _:bng_6832. -(_:bng_16 _:bng_6833) log:proves _:bng_6834. -(_:bng_30 _:bng_6835) log:proves _:bng_6836. -(_:bng_19 _:bng_6836) log:proves _:bng_6837. -(_:bng_16 _:bng_6838) log:proves _:bng_6839. -(_:bng_19 _:bng_6839) log:proves _:bng_6840. -(_:bng_30 _:bng_6841) log:proves _:bng_6842. -(_:bng_19 _:bng_6842) log:proves _:bng_6843. -(_:bng_16 _:bng_6844) log:proves _:bng_6845. -(_:bng_19 _:bng_6845) log:proves _:bng_6846. -(_:bng_21 _:bng_6847) log:proves _:bng_6848. -(_:bng_30 _:bng_6849) log:proves _:bng_6850. -(_:bng_19 _:bng_6850) log:proves _:bng_6851. -(_:bng_1059 _:bng_6852) log:proves _:bng_6853. -(_:bng_1059 _:bng_6854) log:proves _:bng_6855. -(_:bng_1059 _:bng_6856) log:proves _:bng_6857. -(_:bng_1059 _:bng_6858) log:proves _:bng_6859. -(_:bng_1059 _:bng_6860) log:proves _:bng_6861. -(_:bng_1059 _:bng_6862) log:proves _:bng_6863. -(_:bng_1059 _:bng_6864) log:proves _:bng_6865. -(_:bng_1059 _:bng_6866) log:proves _:bng_6867. -(_:bng_1076 _:bng_6868) log:proves _:bng_6869. -(_:bng_1079 _:bng_6869) log:proves _:bng_6869. -(_:bng_21 _:bng_6870) log:proves _:bng_6871. -(_:bng_19 _:bng_6871) log:proves _:bng_6872. -(_:bng_21 _:bng_6873) log:proves _:bng_6874. -(_:bng_30 _:bng_6875) log:proves _:bng_6876. -(_:bng_19 _:bng_6876) log:proves _:bng_6877. -(_:bng_21 _:bng_6878) log:proves _:bng_6879. -(_:bng_30 _:bng_6880) log:proves _:bng_6881. -(_:bng_30 _:bng_6882) log:proves _:bng_6883. -(_:bng_19 _:bng_6883) log:proves _:bng_6884. -(_:bng_21 _:bng_6885) log:proves _:bng_6886. -(_:bng_19 _:bng_6886) log:proves _:bng_6887. -(_:bng_1059 _:bng_6888) log:proves _:bng_6889. -(_:bng_1059 _:bng_6890) log:proves _:bng_6891. -(_:bng_1059 _:bng_6892) log:proves _:bng_6893. -(_:bng_1059 _:bng_6894) log:proves _:bng_6895. -(_:bng_1059 _:bng_6896) log:proves _:bng_6897. -(_:bng_1059 _:bng_6898) log:proves _:bng_6899. -(_:bng_1059 _:bng_6900) log:proves _:bng_6901. -(_:bng_1059 _:bng_6902) log:proves _:bng_6903. -(_:bng_1076 _:bng_6904) log:proves _:bng_6905. -(_:bng_1079 _:bng_6905) log:proves _:bng_6905. -(_:bng_16 _:bng_6906) log:proves _:bng_6907. -(_:bng_19 _:bng_6907) log:proves _:bng_6908. -(_:bng_21 _:bng_6909) log:proves _:bng_6910. -(_:bng_19 _:bng_6910) log:proves _:bng_6911. -(_:bng_16 _:bng_6912) log:proves _:bng_6913. -(_:bng_30 _:bng_6914) log:proves _:bng_6915. -(_:bng_19 _:bng_6915) log:proves _:bng_6916. -(_:bng_16 _:bng_6917) log:proves _:bng_6918. -(_:bng_19 _:bng_6918) log:proves _:bng_6919. -(_:bng_21 _:bng_6920) log:proves _:bng_6921. -(_:bng_30 _:bng_6922) log:proves _:bng_6923. -(_:bng_19 _:bng_6923) log:proves _:bng_6924. -(_:bng_16 _:bng_6925) log:proves _:bng_6926. -(_:bng_30 _:bng_6927) log:proves _:bng_6928. -(_:bng_30 _:bng_6929) log:proves _:bng_6930. -(_:bng_19 _:bng_6930) log:proves _:bng_6931. -(_:bng_16 _:bng_6932) log:proves _:bng_6933. -(_:bng_30 _:bng_6934) log:proves _:bng_6935. -(_:bng_19 _:bng_6935) log:proves _:bng_6936. -(_:bng_21 _:bng_6937) log:proves _:bng_6938. -(_:bng_19 _:bng_6938) log:proves _:bng_6939. -(_:bng_21 _:bng_6940) log:proves _:bng_6941. -(_:bng_30 _:bng_6942) log:proves _:bng_6943. -(_:bng_30 _:bng_6944) log:proves _:bng_6945. -(_:bng_30 _:bng_6946) log:proves _:bng_6947. -(_:bng_19 _:bng_6947) log:proves _:bng_6948. -(_:bng_30 _:bng_6949) log:proves _:bng_6950. -(_:bng_19 _:bng_6950) log:proves _:bng_6951. -(_:bng_30 _:bng_6952) log:proves _:bng_6953. -(_:bng_30 _:bng_6954) log:proves _:bng_6955. -(_:bng_19 _:bng_6955) log:proves _:bng_6956. -(_:bng_30 _:bng_6957) log:proves _:bng_6958. -(_:bng_19 _:bng_6958) log:proves _:bng_6959. -(_:bng_16 _:bng_6960) log:proves _:bng_6961. -(_:bng_19 _:bng_6961) log:proves _:bng_6962. -(_:bng_30 _:bng_6963) log:proves _:bng_6964. -(_:bng_30 _:bng_6965) log:proves _:bng_6966. -(_:bng_30 _:bng_6967) log:proves _:bng_6968. -(_:bng_19 _:bng_6968) log:proves _:bng_6969. -(_:bng_16 _:bng_6970) log:proves _:bng_6971. -(_:bng_30 _:bng_6972) log:proves _:bng_6973. -(_:bng_30 _:bng_6974) log:proves _:bng_6975. -(_:bng_19 _:bng_6975) log:proves _:bng_6976. -(_:bng_30 _:bng_6977) log:proves _:bng_6978. -(_:bng_19 _:bng_6978) log:proves _:bng_6979. -(_:bng_30 _:bng_6980) log:proves _:bng_6981. -(_:bng_30 _:bng_6982) log:proves _:bng_6983. -(_:bng_30 _:bng_6984) log:proves _:bng_6985. -(_:bng_30 _:bng_6986) log:proves _:bng_6987. -(_:bng_19 _:bng_6987) log:proves _:bng_6988. -(_:bng_21 _:bng_6989) log:proves _:bng_6990. -(_:bng_19 _:bng_6990) log:proves _:bng_6991. -(_:bng_21 _:bng_6992) log:proves _:bng_6993. -(_:bng_30 _:bng_6994) log:proves _:bng_6995. -(_:bng_30 _:bng_6996) log:proves _:bng_6997. -(_:bng_19 _:bng_6997) log:proves _:bng_6998. -(_:bng_30 _:bng_6999) log:proves _:bng_7000. -(_:bng_30 _:bng_7001) log:proves _:bng_7002. -(_:bng_19 _:bng_7002) log:proves _:bng_7003. -(_:bng_30 _:bng_7004) log:proves _:bng_7005. -(_:bng_19 _:bng_7005) log:proves _:bng_7006. -(_:bng_30 _:bng_7007) log:proves _:bng_7008. -(_:bng_30 _:bng_7009) log:proves _:bng_7010. -(_:bng_19 _:bng_7010) log:proves _:bng_7011. -(_:bng_16 _:bng_7012) log:proves _:bng_7013. -(_:bng_19 _:bng_7013) log:proves _:bng_7014. -(_:bng_30 _:bng_7015) log:proves _:bng_7016. -(_:bng_19 _:bng_7016) log:proves _:bng_7017. -(_:bng_21 _:bng_7018) log:proves _:bng_7019. -(_:bng_19 _:bng_7019) log:proves _:bng_7020. -(_:bng_16 _:bng_7021) log:proves _:bng_7022. -(_:bng_19 _:bng_7022) log:proves _:bng_7023. -(_:bng_16 _:bng_7024) log:proves _:bng_7025. -(_:bng_19 _:bng_7025) log:proves _:bng_7026. -(_:bng_30 _:bng_7027) log:proves _:bng_7028. -(_:bng_30 _:bng_7029) log:proves _:bng_7030. -(_:bng_30 _:bng_7031) log:proves _:bng_7032. -(_:bng_30 _:bng_7033) log:proves _:bng_7034. -(_:bng_19 _:bng_7034) log:proves _:bng_7035. -(_:bng_16 _:bng_7036) log:proves _:bng_7037. -(_:bng_30 _:bng_7038) log:proves _:bng_7039. -(_:bng_19 _:bng_7039) log:proves _:bng_7040. -(_:bng_16 _:bng_7041) log:proves _:bng_7042. -(_:bng_19 _:bng_7042) log:proves _:bng_7043. -(_:bng_21 _:bng_7044) log:proves _:bng_7045. -(_:bng_30 _:bng_7046) log:proves _:bng_7047. -(_:bng_19 _:bng_7047) log:proves _:bng_7048. -(_:bng_21 _:bng_7049) log:proves _:bng_7050. -(_:bng_19 _:bng_7050) log:proves _:bng_7051. -(_:bng_21 _:bng_7052) log:proves _:bng_7053. -(_:bng_30 _:bng_7054) log:proves _:bng_7055. -(_:bng_19 _:bng_7055) log:proves _:bng_7056. -(_:bng_21 _:bng_7057) log:proves _:bng_7058. -(_:bng_30 _:bng_7059) log:proves _:bng_7060. -(_:bng_19 _:bng_7060) log:proves _:bng_7061. -(_:bng_30 _:bng_7062) log:proves _:bng_7063. -(_:bng_30 _:bng_7064) log:proves _:bng_7065. -(_:bng_19 _:bng_7065) log:proves _:bng_7066. -(_:bng_21 _:bng_7067) log:proves _:bng_7068. -(_:bng_30 _:bng_7069) log:proves _:bng_7070. -(_:bng_30 _:bng_7071) log:proves _:bng_7072. -(_:bng_19 _:bng_7072) log:proves _:bng_7073. -(_:bng_21 _:bng_7074) log:proves _:bng_7075. -(_:bng_19 _:bng_7075) log:proves _:bng_7076. -(_:bng_30 _:bng_7077) log:proves _:bng_7078. -(_:bng_19 _:bng_7078) log:proves _:bng_7079. -(_:bng_16 _:bng_7080) log:proves _:bng_7081. -(_:bng_19 _:bng_7081) log:proves _:bng_7082. -(_:bng_16 _:bng_7083) log:proves _:bng_7084. -(_:bng_30 _:bng_7085) log:proves _:bng_7086. -(_:bng_30 _:bng_7087) log:proves _:bng_7088. -(_:bng_30 _:bng_7089) log:proves _:bng_7090. -(_:bng_30 _:bng_7091) log:proves _:bng_7092. -(_:bng_30 _:bng_7093) log:proves _:bng_7094. -(_:bng_19 _:bng_7094) log:proves _:bng_7095. -(_:bng_16 _:bng_7096) log:proves _:bng_7097. -(_:bng_19 _:bng_7097) log:proves _:bng_7098. -(_:bng_16 _:bng_7099) log:proves _:bng_7100. -(_:bng_30 _:bng_7101) log:proves _:bng_7102. -(_:bng_19 _:bng_7102) log:proves _:bng_7103. -(_:bng_21 _:bng_7104) log:proves _:bng_7105. -(_:bng_19 _:bng_7105) log:proves _:bng_7106. -(_:bng_21 _:bng_7107) log:proves _:bng_7108. -(_:bng_30 _:bng_7109) log:proves _:bng_7110. -(_:bng_30 _:bng_7111) log:proves _:bng_7112. -(_:bng_19 _:bng_7112) log:proves _:bng_7113. -(_:bng_16 _:bng_7114) log:proves _:bng_7115. -(_:bng_19 _:bng_7115) log:proves _:bng_7116. -(_:bng_30 _:bng_7117) log:proves _:bng_7118. -(_:bng_19 _:bng_7118) log:proves _:bng_7119. -(_:bng_16 _:bng_7120) log:proves _:bng_7121. -(_:bng_19 _:bng_7121) log:proves _:bng_7122. -(_:bng_16 _:bng_7123) log:proves _:bng_7124. -(_:bng_19 _:bng_7124) log:proves _:bng_7125. -(_:bng_30 _:bng_7126) log:proves _:bng_7127. -(_:bng_30 _:bng_7128) log:proves _:bng_7129. -(_:bng_30 _:bng_7130) log:proves _:bng_7131. -(_:bng_19 _:bng_7131) log:proves _:bng_7132. -(_:bng_21 _:bng_7133) log:proves _:bng_7134. -(_:bng_30 _:bng_7135) log:proves _:bng_7136. -(_:bng_19 _:bng_7136) log:proves _:bng_7137. -(_:bng_21 _:bng_7138) log:proves _:bng_7139. -(_:bng_19 _:bng_7139) log:proves _:bng_7140. -(_:bng_16 _:bng_7141) log:proves _:bng_7142. -(_:bng_19 _:bng_7142) log:proves _:bng_7143. -(_:bng_30 _:bng_7144) log:proves _:bng_7145. -(_:bng_30 _:bng_7146) log:proves _:bng_7147. -(_:bng_19 _:bng_7147) log:proves _:bng_7148. -(_:bng_21 _:bng_7149) log:proves _:bng_7150. -(_:bng_30 _:bng_7151) log:proves _:bng_7152. -(_:bng_30 _:bng_7153) log:proves _:bng_7154. -(_:bng_19 _:bng_7154) log:proves _:bng_7155. -(_:bng_21 _:bng_7156) log:proves _:bng_7157. -(_:bng_30 _:bng_7158) log:proves _:bng_7159. -(_:bng_30 _:bng_7160) log:proves _:bng_7161. -(_:bng_30 _:bng_7162) log:proves _:bng_7163. -(_:bng_30 _:bng_7164) log:proves _:bng_7165. -(_:bng_19 _:bng_7165) log:proves _:bng_7166. -(_:bng_21 _:bng_7167) log:proves _:bng_7168. -(_:bng_19 _:bng_7168) log:proves _:bng_7169. -(_:bng_30 _:bng_7170) log:proves _:bng_7171. -(_:bng_19 _:bng_7171) log:proves _:bng_7172. -(_:bng_21 _:bng_7173) log:proves _:bng_7174. -(_:bng_30 _:bng_7175) log:proves _:bng_7176. -(_:bng_19 _:bng_7176) log:proves _:bng_7177. -(_:bng_16 _:bng_7178) log:proves _:bng_7179. -(_:bng_30 _:bng_7180) log:proves _:bng_7181. -(_:bng_19 _:bng_7181) log:proves _:bng_7182. -(_:bng_21 _:bng_7183) log:proves _:bng_7184. -(_:bng_19 _:bng_7184) log:proves _:bng_7185. -(_:bng_16 _:bng_7186) log:proves _:bng_7187. -(_:bng_19 _:bng_7187) log:proves _:bng_7188. -(_:bng_21 _:bng_7189) log:proves _:bng_7190. -(_:bng_19 _:bng_7190) log:proves _:bng_7191. -(_:bng_21 _:bng_7192) log:proves _:bng_7193. -(_:bng_19 _:bng_7193) log:proves _:bng_7194. -(_:bng_16 _:bng_7195) log:proves _:bng_7196. -(_:bng_19 _:bng_7196) log:proves _:bng_7197. -(_:bng_21 _:bng_7198) log:proves _:bng_7199. -(_:bng_30 _:bng_7200) log:proves _:bng_7201. -(_:bng_30 _:bng_7202) log:proves _:bng_7203. -(_:bng_19 _:bng_7203) log:proves _:bng_7204. -(_:bng_16 _:bng_7205) log:proves _:bng_7206. -(_:bng_30 _:bng_7207) log:proves _:bng_7208. -(_:bng_30 _:bng_7209) log:proves _:bng_7210. -(_:bng_30 _:bng_7211) log:proves _:bng_7212. -(_:bng_19 _:bng_7212) log:proves _:bng_7213. -(_:bng_21 _:bng_7214) log:proves _:bng_7215. -(_:bng_19 _:bng_7215) log:proves _:bng_7216. -(_:bng_16 _:bng_7217) log:proves _:bng_7218. -(_:bng_19 _:bng_7218) log:proves _:bng_7219. -(_:bng_16 _:bng_7220) log:proves _:bng_7221. -(_:bng_30 _:bng_7222) log:proves _:bng_7223. -(_:bng_30 _:bng_7224) log:proves _:bng_7225. -(_:bng_19 _:bng_7225) log:proves _:bng_7226. -(_:bng_21 _:bng_7227) log:proves _:bng_7228. -(_:bng_30 _:bng_7229) log:proves _:bng_7230. -(_:bng_19 _:bng_7230) log:proves _:bng_7231. -(_:bng_16 _:bng_7232) log:proves _:bng_7233. -(_:bng_19 _:bng_7233) log:proves _:bng_7234. -(_:bng_30 _:bng_7235) log:proves _:bng_7236. -(_:bng_19 _:bng_7236) log:proves _:bng_7237. -(_:bng_16 _:bng_7238) log:proves _:bng_7239. -(_:bng_30 _:bng_7240) log:proves _:bng_7241. -(_:bng_19 _:bng_7241) log:proves _:bng_7242. -(_:bng_30 _:bng_7243) log:proves _:bng_7244. -(_:bng_30 _:bng_7245) log:proves _:bng_7246. -(_:bng_30 _:bng_7247) log:proves _:bng_7248. -(_:bng_19 _:bng_7248) log:proves _:bng_7249. -(_:bng_16 _:bng_7250) log:proves _:bng_7251. -(_:bng_19 _:bng_7251) log:proves _:bng_7252. -(_:bng_30 _:bng_7253) log:proves _:bng_7254. -(_:bng_30 _:bng_7255) log:proves _:bng_7256. -(_:bng_19 _:bng_7256) log:proves _:bng_7257. -(_:bng_16 _:bng_7258) log:proves _:bng_7259. -(_:bng_19 _:bng_7259) log:proves _:bng_7260. -(_:bng_16 _:bng_7261) log:proves _:bng_7262. -(_:bng_30 _:bng_7263) log:proves _:bng_7264. -(_:bng_30 _:bng_7265) log:proves _:bng_7266. -(_:bng_30 _:bng_7267) log:proves _:bng_7268. -(_:bng_30 _:bng_7269) log:proves _:bng_7270. -(_:bng_19 _:bng_7270) log:proves _:bng_7271. -(_:bng_21 _:bng_7272) log:proves _:bng_7273. -(_:bng_30 _:bng_7274) log:proves _:bng_7275. -(_:bng_19 _:bng_7275) log:proves _:bng_7276. -(_:bng_16 _:bng_7277) log:proves _:bng_7278. -(_:bng_30 _:bng_7279) log:proves _:bng_7280. -(_:bng_19 _:bng_7280) log:proves _:bng_7281. -(_:bng_21 _:bng_7282) log:proves _:bng_7283. -(_:bng_19 _:bng_7283) log:proves _:bng_7284. -(_:bng_21 _:bng_7285) log:proves _:bng_7286. -(_:bng_30 _:bng_7287) log:proves _:bng_7288. -(_:bng_19 _:bng_7288) log:proves _:bng_7289. -(_:bng_1059 _:bng_7290) log:proves _:bng_7291. -(_:bng_1059 _:bng_7292) log:proves _:bng_7293. -(_:bng_1059 _:bng_7294) log:proves _:bng_7295. -(_:bng_1059 _:bng_7296) log:proves _:bng_7297. -(_:bng_1059 _:bng_7298) log:proves _:bng_7299. -(_:bng_1059 _:bng_7300) log:proves _:bng_7301. -(_:bng_1059 _:bng_7302) log:proves _:bng_7303. -(_:bng_1059 _:bng_7304) log:proves _:bng_7305. -(_:bng_1076 _:bng_7306) log:proves _:bng_7307. -(_:bng_1079 _:bng_7307) log:proves _:bng_7307. -(_:bng_30 _:bng_7308) log:proves _:bng_7309. -(_:bng_30 _:bng_7310) log:proves _:bng_7311. -(_:bng_19 _:bng_7311) log:proves _:bng_7312. -(_:bng_21 _:bng_7313) log:proves _:bng_7314. -(_:bng_30 _:bng_7315) log:proves _:bng_7316. -(_:bng_30 _:bng_7317) log:proves _:bng_7318. -(_:bng_30 _:bng_7319) log:proves _:bng_7320. -(_:bng_19 _:bng_7320) log:proves _:bng_7321. -(_:bng_30 _:bng_7322) log:proves _:bng_7323. -(_:bng_19 _:bng_7323) log:proves _:bng_7324. -(_:bng_16 _:bng_7325) log:proves _:bng_7326. -(_:bng_19 _:bng_7326) log:proves _:bng_7327. -(_:bng_21 _:bng_7328) log:proves _:bng_7329. -(_:bng_19 _:bng_7329) log:proves _:bng_7330. -(_:bng_30 _:bng_7331) log:proves _:bng_7332. -(_:bng_19 _:bng_7332) log:proves _:bng_7333. -(_:bng_30 _:bng_7334) log:proves _:bng_7335. -(_:bng_19 _:bng_7335) log:proves _:bng_7336. -(_:bng_16 _:bng_7337) log:proves _:bng_7338. -(_:bng_30 _:bng_7339) log:proves _:bng_7340. -(_:bng_19 _:bng_7340) log:proves _:bng_7341. -(_:bng_30 _:bng_7342) log:proves _:bng_7343. -(_:bng_30 _:bng_7344) log:proves _:bng_7345. -(_:bng_30 _:bng_7346) log:proves _:bng_7347. -(_:bng_19 _:bng_7347) log:proves _:bng_7348. -(_:bng_16 _:bng_7349) log:proves _:bng_7350. -(_:bng_19 _:bng_7350) log:proves _:bng_7351. -(_:bng_16 _:bng_7352) log:proves _:bng_7353. -(_:bng_30 _:bng_7354) log:proves _:bng_7355. -(_:bng_30 _:bng_7356) log:proves _:bng_7357. -(_:bng_19 _:bng_7357) log:proves _:bng_7358. -(_:bng_21 _:bng_7359) log:proves _:bng_7360. -(_:bng_30 _:bng_7361) log:proves _:bng_7362. -(_:bng_19 _:bng_7362) log:proves _:bng_7363. -(_:bng_21 _:bng_7364) log:proves _:bng_7365. -(_:bng_30 _:bng_7366) log:proves _:bng_7367. -(_:bng_19 _:bng_7367) log:proves _:bng_7368. -(_:bng_21 _:bng_7369) log:proves _:bng_7370. -(_:bng_19 _:bng_7370) log:proves _:bng_7371. -(_:bng_1059 _:bng_7372) log:proves _:bng_7373. -(_:bng_1059 _:bng_7374) log:proves _:bng_7375. -(_:bng_1059 _:bng_7376) log:proves _:bng_7377. -(_:bng_1059 _:bng_7378) log:proves _:bng_7379. -(_:bng_1059 _:bng_7380) log:proves _:bng_7381. -(_:bng_1059 _:bng_7382) log:proves _:bng_7383. -(_:bng_1059 _:bng_7384) log:proves _:bng_7385. -(_:bng_1059 _:bng_7386) log:proves _:bng_7387. -(_:bng_1076 _:bng_7388) log:proves _:bng_7389. -(_:bng_1079 _:bng_7389) log:proves _:bng_7389. -(_:bng_1059 _:bng_7390) log:proves _:bng_7391. -(_:bng_1059 _:bng_7392) log:proves _:bng_7393. -(_:bng_1059 _:bng_7394) log:proves _:bng_7395. -(_:bng_1059 _:bng_7396) log:proves _:bng_7397. -(_:bng_1059 _:bng_7398) log:proves _:bng_7399. -(_:bng_1059 _:bng_7400) log:proves _:bng_7401. -(_:bng_1059 _:bng_7402) log:proves _:bng_7403. -(_:bng_1059 _:bng_7404) log:proves _:bng_7405. -(_:bng_1076 _:bng_7406) log:proves _:bng_7407. -(_:bng_1079 _:bng_7407) log:proves _:bng_7407. -(_:bng_30 _:bng_7408) log:proves _:bng_7409. -(_:bng_30 _:bng_7410) log:proves _:bng_7411. -(_:bng_19 _:bng_7411) log:proves _:bng_7412. -(_:bng_21 _:bng_7413) log:proves _:bng_7414. -(_:bng_30 _:bng_7415) log:proves _:bng_7416. -(_:bng_19 _:bng_7416) log:proves _:bng_7417. -(_:bng_30 _:bng_7418) log:proves _:bng_7419. -(_:bng_30 _:bng_7420) log:proves _:bng_7421. -(_:bng_19 _:bng_7421) log:proves _:bng_7422. -(_:bng_16 _:bng_7423) log:proves _:bng_7424. -(_:bng_30 _:bng_7425) log:proves _:bng_7426. -(_:bng_19 _:bng_7426) log:proves _:bng_7427. -(_:bng_1059 _:bng_7428) log:proves _:bng_7429. -(_:bng_1059 _:bng_7430) log:proves _:bng_7431. -(_:bng_1059 _:bng_7432) log:proves _:bng_7433. -(_:bng_1059 _:bng_7434) log:proves _:bng_7435. -(_:bng_1059 _:bng_7436) log:proves _:bng_7437. -(_:bng_1059 _:bng_7438) log:proves _:bng_7439. -(_:bng_1059 _:bng_7440) log:proves _:bng_7441. -(_:bng_1059 _:bng_7442) log:proves _:bng_7443. -(_:bng_1076 _:bng_7444) log:proves _:bng_7445. -(_:bng_1079 _:bng_7445) log:proves _:bng_7445. -(_:bng_16 _:bng_7446) log:proves _:bng_7447. -(_:bng_30 _:bng_7448) log:proves _:bng_7449. -(_:bng_30 _:bng_7450) log:proves _:bng_7451. -(_:bng_30 _:bng_7452) log:proves _:bng_7453. -(_:bng_30 _:bng_7454) log:proves _:bng_7455. -(_:bng_30 _:bng_7456) log:proves _:bng_7457. -(_:bng_19 _:bng_7457) log:proves _:bng_7458. -(_:bng_16 _:bng_7459) log:proves _:bng_7460. -(_:bng_30 _:bng_7461) log:proves _:bng_7462. -(_:bng_30 _:bng_7463) log:proves _:bng_7464. -(_:bng_19 _:bng_7464) log:proves _:bng_7465. -(_:bng_30 _:bng_7466) log:proves _:bng_7467. -(_:bng_19 _:bng_7467) log:proves _:bng_7468. -(_:bng_21 _:bng_7469) log:proves _:bng_7470. -(_:bng_30 _:bng_7471) log:proves _:bng_7472. -(_:bng_19 _:bng_7472) log:proves _:bng_7473. -(_:bng_21 _:bng_7474) log:proves _:bng_7475. -(_:bng_30 _:bng_7476) log:proves _:bng_7477. -(_:bng_30 _:bng_7478) log:proves _:bng_7479. -(_:bng_30 _:bng_7480) log:proves _:bng_7481. -(_:bng_19 _:bng_7481) log:proves _:bng_7482. -(_:bng_16 _:bng_7483) log:proves _:bng_7484. -(_:bng_19 _:bng_7484) log:proves _:bng_7485. -(_:bng_30 _:bng_7486) log:proves _:bng_7487. -(_:bng_19 _:bng_7487) log:proves _:bng_7488. -(_:bng_21 _:bng_7489) log:proves _:bng_7490. -(_:bng_19 _:bng_7490) log:proves _:bng_7491. -(_:bng_16 _:bng_7492) log:proves _:bng_7493. -(_:bng_19 _:bng_7493) log:proves _:bng_7494. -(_:bng_30 _:bng_7495) log:proves _:bng_7496. -(_:bng_19 _:bng_7496) log:proves _:bng_7497. -(_:bng_16 _:bng_7498) log:proves _:bng_7499. -(_:bng_30 _:bng_7500) log:proves _:bng_7501. -(_:bng_19 _:bng_7501) log:proves _:bng_7502. -(_:bng_30 _:bng_7503) log:proves _:bng_7504. -(_:bng_30 _:bng_7505) log:proves _:bng_7506. -(_:bng_30 _:bng_7507) log:proves _:bng_7508. -(_:bng_19 _:bng_7508) log:proves _:bng_7509. -(_:bng_16 _:bng_7510) log:proves _:bng_7511. -(_:bng_19 _:bng_7511) log:proves _:bng_7512. -(_:bng_21 _:bng_7513) log:proves _:bng_7514. -(_:bng_19 _:bng_7514) log:proves _:bng_7515. -(_:bng_16 _:bng_7516) log:proves _:bng_7517. -(_:bng_30 _:bng_7518) log:proves _:bng_7519. -(_:bng_30 _:bng_7520) log:proves _:bng_7521. -(_:bng_19 _:bng_7521) log:proves _:bng_7522. -(_:bng_21 _:bng_7523) log:proves _:bng_7524. -(_:bng_30 _:bng_7525) log:proves _:bng_7526. -(_:bng_19 _:bng_7526) log:proves _:bng_7527. -(_:bng_21 _:bng_7528) log:proves _:bng_7529. -(_:bng_30 _:bng_7530) log:proves _:bng_7531. -(_:bng_19 _:bng_7531) log:proves _:bng_7532. -(_:bng_30 _:bng_7533) log:proves _:bng_7534. -(_:bng_19 _:bng_7534) log:proves _:bng_7535. -(_:bng_21 _:bng_7536) log:proves _:bng_7537. -(_:bng_19 _:bng_7537) log:proves _:bng_7538. -(_:bng_21 _:bng_7539) log:proves _:bng_7540. -(_:bng_30 _:bng_7541) log:proves _:bng_7542. -(_:bng_19 _:bng_7542) log:proves _:bng_7543. -(_:bng_30 _:bng_7544) log:proves _:bng_7545. -(_:bng_30 _:bng_7546) log:proves _:bng_7547. -(_:bng_19 _:bng_7547) log:proves _:bng_7548. -(_:bng_16 _:bng_7549) log:proves _:bng_7550. -(_:bng_30 _:bng_7551) log:proves _:bng_7552. -(_:bng_19 _:bng_7552) log:proves _:bng_7553. -(_:bng_16 _:bng_7554) log:proves _:bng_7555. -(_:bng_19 _:bng_7555) log:proves _:bng_7556. -(_:bng_30 _:bng_7557) log:proves _:bng_7558. -(_:bng_30 _:bng_7559) log:proves _:bng_7560. -(_:bng_30 _:bng_7561) log:proves _:bng_7562. -(_:bng_30 _:bng_7563) log:proves _:bng_7564. -(_:bng_19 _:bng_7564) log:proves _:bng_7565. -(_:bng_30 _:bng_7566) log:proves _:bng_7567. -(_:bng_19 _:bng_7567) log:proves _:bng_7568. -(_:bng_30 _:bng_7569) log:proves _:bng_7570. -(_:bng_19 _:bng_7570) log:proves _:bng_7571. -(_:bng_16 _:bng_7572) log:proves _:bng_7573. -(_:bng_19 _:bng_7573) log:proves _:bng_7574. -(_:bng_1059 _:bng_7575) log:proves _:bng_7576. -(_:bng_1059 _:bng_7577) log:proves _:bng_7578. -(_:bng_1059 _:bng_7579) log:proves _:bng_7580. -(_:bng_1059 _:bng_7581) log:proves _:bng_7582. -(_:bng_1059 _:bng_7583) log:proves _:bng_7584. -(_:bng_1059 _:bng_7585) log:proves _:bng_7586. -(_:bng_1059 _:bng_7587) log:proves _:bng_7588. -(_:bng_1059 _:bng_7589) log:proves _:bng_7590. -(_:bng_1076 _:bng_7591) log:proves _:bng_7592. -(_:bng_1079 _:bng_7592) log:proves _:bng_7592. -(_:bng_16 _:bng_7593) log:proves _:bng_7594. -(_:bng_30 _:bng_7595) log:proves _:bng_7596. -(_:bng_19 _:bng_7596) log:proves _:bng_7597. -(_:bng_30 _:bng_7598) log:proves _:bng_7599. -(_:bng_19 _:bng_7599) log:proves _:bng_7600. -(_:bng_21 _:bng_7601) log:proves _:bng_7602. -(_:bng_19 _:bng_7602) log:proves _:bng_7603. -(_:bng_1059 _:bng_7604) log:proves _:bng_7605. -(_:bng_1059 _:bng_7606) log:proves _:bng_7607. -(_:bng_1059 _:bng_7608) log:proves _:bng_7609. -(_:bng_1059 _:bng_7610) log:proves _:bng_7611. -(_:bng_1059 _:bng_7612) log:proves _:bng_7613. -(_:bng_1059 _:bng_7614) log:proves _:bng_7615. -(_:bng_1059 _:bng_7616) log:proves _:bng_7617. -(_:bng_1059 _:bng_7618) log:proves _:bng_7619. -(_:bng_1076 _:bng_7620) log:proves _:bng_7621. -(_:bng_1079 _:bng_7621) log:proves _:bng_7621. -(_:bng_30 _:bng_7622) log:proves _:bng_7623. -(_:bng_30 _:bng_7624) log:proves _:bng_7625. -(_:bng_30 _:bng_7626) log:proves _:bng_7627. -(_:bng_19 _:bng_7627) log:proves _:bng_7628. -(_:bng_21 _:bng_7629) log:proves _:bng_7630. -(_:bng_30 _:bng_7631) log:proves _:bng_7632. -(_:bng_30 _:bng_7633) log:proves _:bng_7634. -(_:bng_19 _:bng_7634) log:proves _:bng_7635. -(_:bng_16 _:bng_7636) log:proves _:bng_7637. -(_:bng_30 _:bng_7638) log:proves _:bng_7639. -(_:bng_19 _:bng_7639) log:proves _:bng_7640. -(_:bng_21 _:bng_7641) log:proves _:bng_7642. -(_:bng_30 _:bng_7643) log:proves _:bng_7644. -(_:bng_30 _:bng_7645) log:proves _:bng_7646. -(_:bng_30 _:bng_7647) log:proves _:bng_7648. -(_:bng_30 _:bng_7649) log:proves _:bng_7650. -(_:bng_19 _:bng_7650) log:proves _:bng_7651. -(_:bng_16 _:bng_7652) log:proves _:bng_7653. -(_:bng_30 _:bng_7654) log:proves _:bng_7655. -(_:bng_19 _:bng_7655) log:proves _:bng_7656. -(_:bng_30 _:bng_7657) log:proves _:bng_7658. -(_:bng_30 _:bng_7659) log:proves _:bng_7660. -(_:bng_19 _:bng_7660) log:proves _:bng_7661. -(_:bng_30 _:bng_7662) log:proves _:bng_7663. -(_:bng_19 _:bng_7663) log:proves _:bng_7664. -(_:bng_21 _:bng_7665) log:proves _:bng_7666. -(_:bng_30 _:bng_7667) log:proves _:bng_7668. -(_:bng_19 _:bng_7668) log:proves _:bng_7669. -(_:bng_30 _:bng_7670) log:proves _:bng_7671. -(_:bng_19 _:bng_7671) log:proves _:bng_7672. -(_:bng_21 _:bng_7673) log:proves _:bng_7674. -(_:bng_19 _:bng_7674) log:proves _:bng_7675. -(_:bng_16 _:bng_7676) log:proves _:bng_7677. -(_:bng_19 _:bng_7677) log:proves _:bng_7678. -(_:bng_21 _:bng_7679) log:proves _:bng_7680. -(_:bng_19 _:bng_7680) log:proves _:bng_7681. -(_:bng_21 _:bng_7682) log:proves _:bng_7683. -(_:bng_19 _:bng_7683) log:proves _:bng_7684. -(_:bng_16 _:bng_7685) log:proves _:bng_7686. -(_:bng_19 _:bng_7686) log:proves _:bng_7687. -(_:bng_16 _:bng_7688) log:proves _:bng_7689. -(_:bng_19 _:bng_7689) log:proves _:bng_7690. -(_:bng_21 _:bng_7691) log:proves _:bng_7692. -(_:bng_19 _:bng_7692) log:proves _:bng_7693. -(_:bng_21 _:bng_7694) log:proves _:bng_7695. -(_:bng_30 _:bng_7696) log:proves _:bng_7697. -(_:bng_30 _:bng_7698) log:proves _:bng_7699. -(_:bng_30 _:bng_7700) log:proves _:bng_7701. -(_:bng_19 _:bng_7701) log:proves _:bng_7702. -(_:bng_16 _:bng_7703) log:proves _:bng_7704. -(_:bng_30 _:bng_7705) log:proves _:bng_7706. -(_:bng_30 _:bng_7707) log:proves _:bng_7708. -(_:bng_19 _:bng_7708) log:proves _:bng_7709. -(_:bng_16 _:bng_7710) log:proves _:bng_7711. -(_:bng_19 _:bng_7711) log:proves _:bng_7712. -(_:bng_16 _:bng_7713) log:proves _:bng_7714. -(_:bng_30 _:bng_7715) log:proves _:bng_7716. -(_:bng_30 _:bng_7717) log:proves _:bng_7718. -(_:bng_30 _:bng_7719) log:proves _:bng_7720. -(_:bng_19 _:bng_7720) log:proves _:bng_7721. -(_:bng_21 _:bng_7722) log:proves _:bng_7723. -(_:bng_19 _:bng_7723) log:proves _:bng_7724. -(_:bng_30 _:bng_7725) log:proves _:bng_7726. -(_:bng_19 _:bng_7726) log:proves _:bng_7727. -(_:bng_16 _:bng_7728) log:proves _:bng_7729. -(_:bng_30 _:bng_7730) log:proves _:bng_7731. -(_:bng_19 _:bng_7731) log:proves _:bng_7732. -(_:bng_16 _:bng_7733) log:proves _:bng_7734. -(_:bng_19 _:bng_7734) log:proves _:bng_7735. -(_:bng_30 _:bng_7736) log:proves _:bng_7737. -(_:bng_30 _:bng_7738) log:proves _:bng_7739. -(_:bng_30 _:bng_7740) log:proves _:bng_7741. -(_:bng_19 _:bng_7741) log:proves _:bng_7742. -(_:bng_16 _:bng_7743) log:proves _:bng_7744. -(_:bng_19 _:bng_7744) log:proves _:bng_7745. -(_:bng_16 _:bng_7746) log:proves _:bng_7747. -(_:bng_30 _:bng_7748) log:proves _:bng_7749. -(_:bng_19 _:bng_7749) log:proves _:bng_7750. -(_:bng_1059 _:bng_7751) log:proves _:bng_7752. -(_:bng_1059 _:bng_7753) log:proves _:bng_7754. -(_:bng_1059 _:bng_7755) log:proves _:bng_7756. -(_:bng_1059 _:bng_7757) log:proves _:bng_7758. -(_:bng_1059 _:bng_7759) log:proves _:bng_7760. -(_:bng_1059 _:bng_7761) log:proves _:bng_7762. -(_:bng_1059 _:bng_7763) log:proves _:bng_7764. -(_:bng_1059 _:bng_7765) log:proves _:bng_7766. -(_:bng_1076 _:bng_7767) log:proves _:bng_7768. -(_:bng_1079 _:bng_7768) log:proves _:bng_7768. -(_:bng_21 _:bng_7769) log:proves _:bng_7770. -(_:bng_19 _:bng_7770) log:proves _:bng_7771. -(_:bng_16 _:bng_7772) log:proves _:bng_7773. -(_:bng_30 _:bng_7774) log:proves _:bng_7775. -(_:bng_19 _:bng_7775) log:proves _:bng_7776. -(_:bng_30 _:bng_7777) log:proves _:bng_7778. -(_:bng_30 _:bng_7779) log:proves _:bng_7780. -(_:bng_19 _:bng_7780) log:proves _:bng_7781. -(_:bng_21 _:bng_7782) log:proves _:bng_7783. -(_:bng_30 _:bng_7784) log:proves _:bng_7785. -(_:bng_19 _:bng_7785) log:proves _:bng_7786. -(_:bng_16 _:bng_7787) log:proves _:bng_7788. -(_:bng_19 _:bng_7788) log:proves _:bng_7789. -(_:bng_30 _:bng_7790) log:proves _:bng_7791. -(_:bng_19 _:bng_7791) log:proves _:bng_7792. -(_:bng_30 _:bng_7793) log:proves _:bng_7794. -(_:bng_30 _:bng_7795) log:proves _:bng_7796. -(_:bng_19 _:bng_7796) log:proves _:bng_7797. -(_:bng_16 _:bng_7798) log:proves _:bng_7799. -(_:bng_30 _:bng_7800) log:proves _:bng_7801. -(_:bng_19 _:bng_7801) log:proves _:bng_7802. -(_:bng_21 _:bng_7803) log:proves _:bng_7804. -(_:bng_30 _:bng_7805) log:proves _:bng_7806. -(_:bng_19 _:bng_7806) log:proves _:bng_7807. -(_:bng_30 _:bng_7808) log:proves _:bng_7809. -(_:bng_30 _:bng_7810) log:proves _:bng_7811. -(_:bng_19 _:bng_7811) log:proves _:bng_7812. -(_:bng_21 _:bng_7813) log:proves _:bng_7814. -(_:bng_19 _:bng_7814) log:proves _:bng_7815. -(_:bng_21 _:bng_7816) log:proves _:bng_7817. -(_:bng_30 _:bng_7818) log:proves _:bng_7819. -(_:bng_19 _:bng_7819) log:proves _:bng_7820. -(_:bng_21 _:bng_7821) log:proves _:bng_7822. -(_:bng_19 _:bng_7822) log:proves _:bng_7823. -(_:bng_16 _:bng_7824) log:proves _:bng_7825. -(_:bng_30 _:bng_7826) log:proves _:bng_7827. -(_:bng_19 _:bng_7827) log:proves _:bng_7828. -(_:bng_21 _:bng_7829) log:proves _:bng_7830. -(_:bng_30 _:bng_7831) log:proves _:bng_7832. -(_:bng_30 _:bng_7833) log:proves _:bng_7834. -(_:bng_30 _:bng_7835) log:proves _:bng_7836. -(_:bng_30 _:bng_7837) log:proves _:bng_7838. -(_:bng_19 _:bng_7838) log:proves _:bng_7839. -(_:bng_21 _:bng_7840) log:proves _:bng_7841. -(_:bng_19 _:bng_7841) log:proves _:bng_7842. -(_:bng_16 _:bng_7843) log:proves _:bng_7844. -(_:bng_19 _:bng_7844) log:proves _:bng_7845. -(_:bng_16 _:bng_7846) log:proves _:bng_7847. -(_:bng_30 _:bng_7848) log:proves _:bng_7849. -(_:bng_30 _:bng_7850) log:proves _:bng_7851. -(_:bng_19 _:bng_7851) log:proves _:bng_7852. -(_:bng_30 _:bng_7853) log:proves _:bng_7854. -(_:bng_30 _:bng_7855) log:proves _:bng_7856. -(_:bng_30 _:bng_7857) log:proves _:bng_7858. -(_:bng_19 _:bng_7858) log:proves _:bng_7859. -(_:bng_16 _:bng_7860) log:proves _:bng_7861. -(_:bng_19 _:bng_7861) log:proves _:bng_7862. -(_:bng_30 _:bng_7863) log:proves _:bng_7864. -(_:bng_30 _:bng_7865) log:proves _:bng_7866. -(_:bng_19 _:bng_7866) log:proves _:bng_7867. -(_:bng_30 _:bng_7868) log:proves _:bng_7869. -(_:bng_19 _:bng_7869) log:proves _:bng_7870. -(_:bng_30 _:bng_7871) log:proves _:bng_7872. -(_:bng_19 _:bng_7872) log:proves _:bng_7873. -(_:bng_21 _:bng_7874) log:proves _:bng_7875. -(_:bng_19 _:bng_7875) log:proves _:bng_7876. -(_:bng_16 _:bng_7877) log:proves _:bng_7878. -(_:bng_19 _:bng_7878) log:proves _:bng_7879. -(_:bng_30 _:bng_7880) log:proves _:bng_7881. -(_:bng_19 _:bng_7881) log:proves _:bng_7882. -(_:bng_21 _:bng_7883) log:proves _:bng_7884. -(_:bng_19 _:bng_7884) log:proves _:bng_7885. -(_:bng_16 _:bng_7886) log:proves _:bng_7887. -(_:bng_19 _:bng_7887) log:proves _:bng_7888. -(_:bng_21 _:bng_7889) log:proves _:bng_7890. -(_:bng_30 _:bng_7891) log:proves _:bng_7892. -(_:bng_19 _:bng_7892) log:proves _:bng_7893. -(_:bng_16 _:bng_7894) log:proves _:bng_7895. -(_:bng_30 _:bng_7896) log:proves _:bng_7897. -(_:bng_19 _:bng_7897) log:proves _:bng_7898. -(_:bng_30 _:bng_7899) log:proves _:bng_7900. -(_:bng_30 _:bng_7901) log:proves _:bng_7902. -(_:bng_30 _:bng_7903) log:proves _:bng_7904. -(_:bng_30 _:bng_7905) log:proves _:bng_7906. -(_:bng_19 _:bng_7906) log:proves _:bng_7907. -(_:bng_30 _:bng_7908) log:proves _:bng_7909. -(_:bng_19 _:bng_7909) log:proves _:bng_7910. -(_:bng_30 _:bng_7911) log:proves _:bng_7912. -(_:bng_19 _:bng_7912) log:proves _:bng_7913. -(_:bng_30 _:bng_7914) log:proves _:bng_7915. -(_:bng_19 _:bng_7915) log:proves _:bng_7916. -(_:bng_1059 _:bng_7917) log:proves _:bng_7918. -(_:bng_1059 _:bng_7919) log:proves _:bng_7920. -(_:bng_1059 _:bng_7921) log:proves _:bng_7922. -(_:bng_1059 _:bng_7923) log:proves _:bng_7924. -(_:bng_1059 _:bng_7925) log:proves _:bng_7926. -(_:bng_1059 _:bng_7927) log:proves _:bng_7928. -(_:bng_1059 _:bng_7929) log:proves _:bng_7930. -(_:bng_1059 _:bng_7931) log:proves _:bng_7932. -(_:bng_1076 _:bng_7933) log:proves _:bng_7934. -(_:bng_1079 _:bng_7934) log:proves _:bng_7934. -(_:bng_21 _:bng_7935) log:proves _:bng_7936. -(_:bng_30 _:bng_7937) log:proves _:bng_7938. -(_:bng_19 _:bng_7938) log:proves _:bng_7939. -(_:bng_30 _:bng_7940) log:proves _:bng_7941. -(_:bng_30 _:bng_7942) log:proves _:bng_7943. -(_:bng_19 _:bng_7943) log:proves _:bng_7944. -(_:bng_30 _:bng_7945) log:proves _:bng_7946. -(_:bng_19 _:bng_7946) log:proves _:bng_7947. -(_:bng_21 _:bng_7948) log:proves _:bng_7949. -(_:bng_30 _:bng_7950) log:proves _:bng_7951. -(_:bng_30 _:bng_7952) log:proves _:bng_7953. -(_:bng_19 _:bng_7953) log:proves _:bng_7954. -(_:bng_16 _:bng_7955) log:proves _:bng_7956. -(_:bng_19 _:bng_7956) log:proves _:bng_7957. -(_:bng_16 _:bng_7958) log:proves _:bng_7959. -(_:bng_30 _:bng_7960) log:proves _:bng_7961. -(_:bng_19 _:bng_7961) log:proves _:bng_7962. -(_:bng_21 _:bng_7963) log:proves _:bng_7964. -(_:bng_30 _:bng_7965) log:proves _:bng_7966. -(_:bng_19 _:bng_7966) log:proves _:bng_7967. -(_:bng_1059 _:bng_7968) log:proves _:bng_7969. -(_:bng_1059 _:bng_7970) log:proves _:bng_7971. -(_:bng_1059 _:bng_7972) log:proves _:bng_7973. -(_:bng_1059 _:bng_7974) log:proves _:bng_7975. -(_:bng_1059 _:bng_7976) log:proves _:bng_7977. -(_:bng_1059 _:bng_7978) log:proves _:bng_7979. -(_:bng_1059 _:bng_7980) log:proves _:bng_7981. -(_:bng_1059 _:bng_7982) log:proves _:bng_7983. -(_:bng_1076 _:bng_7984) log:proves _:bng_7985. -(_:bng_1079 _:bng_7985) log:proves _:bng_7985. -(_:bng_21 _:bng_7986) log:proves _:bng_7987. -(_:bng_19 _:bng_7987) log:proves _:bng_7988. -(_:bng_21 _:bng_7989) log:proves _:bng_7990. -(_:bng_30 _:bng_7991) log:proves _:bng_7992. -(_:bng_19 _:bng_7992) log:proves _:bng_7993. -(_:bng_30 _:bng_7994) log:proves _:bng_7995. -(_:bng_30 _:bng_7996) log:proves _:bng_7997. -(_:bng_30 _:bng_7998) log:proves _:bng_7999. -(_:bng_19 _:bng_7999) log:proves _:bng_8000. -(_:bng_30 _:bng_8001) log:proves _:bng_8002. -(_:bng_30 _:bng_8003) log:proves _:bng_8004. -(_:bng_30 _:bng_8005) log:proves _:bng_8006. -(_:bng_19 _:bng_8006) log:proves _:bng_8007. -(_:bng_21 _:bng_8008) log:proves _:bng_8009. -(_:bng_19 _:bng_8009) log:proves _:bng_8010. -(_:bng_30 _:bng_8011) log:proves _:bng_8012. -(_:bng_19 _:bng_8012) log:proves _:bng_8013. -(_:bng_30 _:bng_8014) log:proves _:bng_8015. -(_:bng_19 _:bng_8015) log:proves _:bng_8016. -(_:bng_30 _:bng_8017) log:proves _:bng_8018. -(_:bng_19 _:bng_8018) log:proves _:bng_8019. -(_:bng_16 _:bng_8020) log:proves _:bng_8021. -(_:bng_19 _:bng_8021) log:proves _:bng_8022. -(_:bng_21 _:bng_8023) log:proves _:bng_8024. -(_:bng_30 _:bng_8025) log:proves _:bng_8026. -(_:bng_19 _:bng_8026) log:proves _:bng_8027. -(_:bng_16 _:bng_8028) log:proves _:bng_8029. -(_:bng_30 _:bng_8030) log:proves _:bng_8031. -(_:bng_19 _:bng_8031) log:proves _:bng_8032. -(_:bng_21 _:bng_8033) log:proves _:bng_8034. -(_:bng_19 _:bng_8034) log:proves _:bng_8035. -(_:bng_16 _:bng_8036) log:proves _:bng_8037. -(_:bng_19 _:bng_8037) log:proves _:bng_8038. -(_:bng_30 _:bng_8039) log:proves _:bng_8040. -(_:bng_19 _:bng_8040) log:proves _:bng_8041. -(_:bng_21 _:bng_8042) log:proves _:bng_8043. -(_:bng_30 _:bng_8044) log:proves _:bng_8045. -(_:bng_30 _:bng_8046) log:proves _:bng_8047. -(_:bng_19 _:bng_8047) log:proves _:bng_8048. -(_:bng_16 _:bng_8049) log:proves _:bng_8050. -(_:bng_19 _:bng_8050) log:proves _:bng_8051. -(_:bng_21 _:bng_8052) log:proves _:bng_8053. -(_:bng_19 _:bng_8053) log:proves _:bng_8054. -(_:bng_30 _:bng_8055) log:proves _:bng_8056. -(_:bng_30 _:bng_8057) log:proves _:bng_8058. -(_:bng_19 _:bng_8058) log:proves _:bng_8059. -(_:bng_30 _:bng_8060) log:proves _:bng_8061. -(_:bng_19 _:bng_8061) log:proves _:bng_8062. -(_:bng_21 _:bng_8063) log:proves _:bng_8064. -(_:bng_19 _:bng_8064) log:proves _:bng_8065. -(_:bng_16 _:bng_8066) log:proves _:bng_8067. -(_:bng_19 _:bng_8067) log:proves _:bng_8068. -(_:bng_21 _:bng_8069) log:proves _:bng_8070. -(_:bng_19 _:bng_8070) log:proves _:bng_8071. -(_:bng_16 _:bng_8072) log:proves _:bng_8073. -(_:bng_30 _:bng_8074) log:proves _:bng_8075. -(_:bng_30 _:bng_8076) log:proves _:bng_8077. -(_:bng_19 _:bng_8077) log:proves _:bng_8078. -(_:bng_16 _:bng_8079) log:proves _:bng_8080. -(_:bng_30 _:bng_8081) log:proves _:bng_8082. -(_:bng_30 _:bng_8083) log:proves _:bng_8084. -(_:bng_30 _:bng_8085) log:proves _:bng_8086. -(_:bng_30 _:bng_8087) log:proves _:bng_8088. -(_:bng_19 _:bng_8088) log:proves _:bng_8089. -(_:bng_16 _:bng_8090) log:proves _:bng_8091. -(_:bng_19 _:bng_8091) log:proves _:bng_8092. -(_:bng_21 _:bng_8093) log:proves _:bng_8094. -(_:bng_30 _:bng_8095) log:proves _:bng_8096. -(_:bng_30 _:bng_8097) log:proves _:bng_8098. -(_:bng_30 _:bng_8099) log:proves _:bng_8100. -(_:bng_30 _:bng_8101) log:proves _:bng_8102. -(_:bng_19 _:bng_8102) log:proves _:bng_8103. -(_:bng_30 _:bng_8104) log:proves _:bng_8105. -(_:bng_19 _:bng_8105) log:proves _:bng_8106. -(_:bng_16 _:bng_8107) log:proves _:bng_8108. -(_:bng_30 _:bng_8109) log:proves _:bng_8110. -(_:bng_30 _:bng_8111) log:proves _:bng_8112. -(_:bng_30 _:bng_8113) log:proves _:bng_8114. -(_:bng_19 _:bng_8114) log:proves _:bng_8115. -(_:bng_16 _:bng_8116) log:proves _:bng_8117. -(_:bng_30 _:bng_8118) log:proves _:bng_8119. -(_:bng_19 _:bng_8119) log:proves _:bng_8120. -(_:bng_21 _:bng_8121) log:proves _:bng_8122. -(_:bng_19 _:bng_8122) log:proves _:bng_8123. -(_:bng_30 _:bng_8124) log:proves _:bng_8125. -(_:bng_30 _:bng_8126) log:proves _:bng_8127. -(_:bng_19 _:bng_8127) log:proves _:bng_8128. -(_:bng_30 _:bng_8129) log:proves _:bng_8130. -(_:bng_19 _:bng_8130) log:proves _:bng_8131. -(_:bng_30 _:bng_8132) log:proves _:bng_8133. -(_:bng_30 _:bng_8134) log:proves _:bng_8135. -(_:bng_30 _:bng_8136) log:proves _:bng_8137. -(_:bng_19 _:bng_8137) log:proves _:bng_8138. -(_:bng_21 _:bng_8139) log:proves _:bng_8140. -(_:bng_30 _:bng_8141) log:proves _:bng_8142. -(_:bng_19 _:bng_8142) log:proves _:bng_8143. -(_:bng_16 _:bng_8144) log:proves _:bng_8145. -(_:bng_19 _:bng_8145) log:proves _:bng_8146. -(_:bng_21 _:bng_8147) log:proves _:bng_8148. -(_:bng_30 _:bng_8149) log:proves _:bng_8150. -(_:bng_30 _:bng_8151) log:proves _:bng_8152. -(_:bng_19 _:bng_8152) log:proves _:bng_8153. -(_:bng_21 _:bng_8154) log:proves _:bng_8155. -(_:bng_30 _:bng_8156) log:proves _:bng_8157. -(_:bng_19 _:bng_8157) log:proves _:bng_8158. -(_:bng_16 _:bng_8159) log:proves _:bng_8160. -(_:bng_30 _:bng_8161) log:proves _:bng_8162. -(_:bng_19 _:bng_8162) log:proves _:bng_8163. -(_:bng_16 _:bng_8164) log:proves _:bng_8165. -(_:bng_30 _:bng_8166) log:proves _:bng_8167. -(_:bng_19 _:bng_8167) log:proves _:bng_8168. -(_:bng_21 _:bng_8169) log:proves _:bng_8170. -(_:bng_19 _:bng_8170) log:proves _:bng_8171. -(_:bng_30 _:bng_8172) log:proves _:bng_8173. -(_:bng_19 _:bng_8173) log:proves _:bng_8174. -(_:bng_16 _:bng_8175) log:proves _:bng_8176. -(_:bng_19 _:bng_8176) log:proves _:bng_8177. -(_:bng_30 _:bng_8178) log:proves _:bng_8179. -(_:bng_30 _:bng_8180) log:proves _:bng_8181. -(_:bng_30 _:bng_8182) log:proves _:bng_8183. -(_:bng_30 _:bng_8184) log:proves _:bng_8185. -(_:bng_19 _:bng_8185) log:proves _:bng_8186. -(_:bng_16 _:bng_8187) log:proves _:bng_8188. -(_:bng_19 _:bng_8188) log:proves _:bng_8189. -(_:bng_21 _:bng_8190) log:proves _:bng_8191. -(_:bng_30 _:bng_8192) log:proves _:bng_8193. -(_:bng_19 _:bng_8193) log:proves _:bng_8194. -(_:bng_30 _:bng_8195) log:proves _:bng_8196. -(_:bng_19 _:bng_8196) log:proves _:bng_8197. -(_:bng_16 _:bng_8198) log:proves _:bng_8199. -(_:bng_19 _:bng_8199) log:proves _:bng_8200. -(_:bng_1059 _:bng_8201) log:proves _:bng_8202. -(_:bng_1059 _:bng_8203) log:proves _:bng_8204. -(_:bng_1059 _:bng_8205) log:proves _:bng_8206. -(_:bng_1059 _:bng_8207) log:proves _:bng_8208. -(_:bng_1059 _:bng_8209) log:proves _:bng_8210. -(_:bng_1059 _:bng_8211) log:proves _:bng_8212. -(_:bng_1059 _:bng_8213) log:proves _:bng_8214. -(_:bng_1059 _:bng_8215) log:proves _:bng_8216. -(_:bng_1076 _:bng_8217) log:proves _:bng_8218. -(_:bng_1079 _:bng_8218) log:proves _:bng_8218. -(_:bng_21 _:bng_8219) log:proves _:bng_8220. -(_:bng_30 _:bng_8221) log:proves _:bng_8222. -(_:bng_30 _:bng_8223) log:proves _:bng_8224. -(_:bng_30 _:bng_8225) log:proves _:bng_8226. -(_:bng_19 _:bng_8226) log:proves _:bng_8227. -(_:bng_16 _:bng_8228) log:proves _:bng_8229. -(_:bng_19 _:bng_8229) log:proves _:bng_8230. -(_:bng_16 _:bng_8231) log:proves _:bng_8232. -(_:bng_19 _:bng_8232) log:proves _:bng_8233. -(_:bng_21 _:bng_8234) log:proves _:bng_8235. -(_:bng_30 _:bng_8236) log:proves _:bng_8237. -(_:bng_30 _:bng_8238) log:proves _:bng_8239. -(_:bng_19 _:bng_8239) log:proves _:bng_8240. -(_:bng_30 _:bng_8241) log:proves _:bng_8242. -(_:bng_19 _:bng_8242) log:proves _:bng_8243. -(_:bng_21 _:bng_8244) log:proves _:bng_8245. -(_:bng_19 _:bng_8245) log:proves _:bng_8246. -(_:bng_30 _:bng_8247) log:proves _:bng_8248. -(_:bng_19 _:bng_8248) log:proves _:bng_8249. -(_:bng_30 _:bng_8250) log:proves _:bng_8251. -(_:bng_30 _:bng_8252) log:proves _:bng_8253. -(_:bng_19 _:bng_8253) log:proves _:bng_8254. -(_:bng_21 _:bng_8255) log:proves _:bng_8256. -(_:bng_19 _:bng_8256) log:proves _:bng_8257. -(_:bng_30 _:bng_8258) log:proves _:bng_8259. -(_:bng_19 _:bng_8259) log:proves _:bng_8260. -(_:bng_21 _:bng_8261) log:proves _:bng_8262. -(_:bng_30 _:bng_8263) log:proves _:bng_8264. -(_:bng_19 _:bng_8264) log:proves _:bng_8265. -(_:bng_21 _:bng_8266) log:proves _:bng_8267. -(_:bng_19 _:bng_8267) log:proves _:bng_8268. -(_:bng_16 _:bng_8269) log:proves _:bng_8270. -(_:bng_30 _:bng_8271) log:proves _:bng_8272. -(_:bng_30 _:bng_8273) log:proves _:bng_8274. -(_:bng_30 _:bng_8275) log:proves _:bng_8276. -(_:bng_30 _:bng_8277) log:proves _:bng_8278. -(_:bng_19 _:bng_8278) log:proves _:bng_8279. -(_:bng_21 _:bng_8280) log:proves _:bng_8281. -(_:bng_30 _:bng_8282) log:proves _:bng_8283. -(_:bng_30 _:bng_8284) log:proves _:bng_8285. -(_:bng_30 _:bng_8286) log:proves _:bng_8287. -(_:bng_30 _:bng_8288) log:proves _:bng_8289. -(_:bng_30 _:bng_8290) log:proves _:bng_8291. -(_:bng_19 _:bng_8291) log:proves _:bng_8292. -(_:bng_16 _:bng_8293) log:proves _:bng_8294. -(_:bng_30 _:bng_8295) log:proves _:bng_8296. -(_:bng_19 _:bng_8296) log:proves _:bng_8297. -(_:bng_21 _:bng_8298) log:proves _:bng_8299. -(_:bng_19 _:bng_8299) log:proves _:bng_8300. -(_:bng_30 _:bng_8301) log:proves _:bng_8302. -(_:bng_30 _:bng_8303) log:proves _:bng_8304. -(_:bng_19 _:bng_8304) log:proves _:bng_8305. -(_:bng_30 _:bng_8306) log:proves _:bng_8307. -(_:bng_19 _:bng_8307) log:proves _:bng_8308. -(_:bng_21 _:bng_8309) log:proves _:bng_8310. -(_:bng_19 _:bng_8310) log:proves _:bng_8311. -(_:bng_1059 _:bng_8312) log:proves _:bng_8313. -(_:bng_1059 _:bng_8314) log:proves _:bng_8315. -(_:bng_1059 _:bng_8316) log:proves _:bng_8317. -(_:bng_1059 _:bng_8318) log:proves _:bng_8319. -(_:bng_1059 _:bng_8320) log:proves _:bng_8321. -(_:bng_1059 _:bng_8322) log:proves _:bng_8323. -(_:bng_1059 _:bng_8324) log:proves _:bng_8325. -(_:bng_1059 _:bng_8326) log:proves _:bng_8327. -(_:bng_1076 _:bng_8328) log:proves _:bng_8329. -(_:bng_1079 _:bng_8329) log:proves _:bng_8329. -(_:bng_16 _:bng_8330) log:proves _:bng_8331. -(_:bng_19 _:bng_8331) log:proves _:bng_8332. -(_:bng_21 _:bng_8333) log:proves _:bng_8334. -(_:bng_30 _:bng_8335) log:proves _:bng_8336. -(_:bng_19 _:bng_8336) log:proves _:bng_8337. -(_:bng_16 _:bng_8338) log:proves _:bng_8339. -(_:bng_30 _:bng_8340) log:proves _:bng_8341. -(_:bng_19 _:bng_8341) log:proves _:bng_8342. -(_:bng_16 _:bng_8343) log:proves _:bng_8344. -(_:bng_19 _:bng_8344) log:proves _:bng_8345. -(_:bng_21 _:bng_8346) log:proves _:bng_8347. -(_:bng_30 _:bng_8348) log:proves _:bng_8349. -(_:bng_30 _:bng_8350) log:proves _:bng_8351. -(_:bng_19 _:bng_8351) log:proves _:bng_8352. -(_:bng_21 _:bng_8353) log:proves _:bng_8354. -(_:bng_19 _:bng_8354) log:proves _:bng_8355. -(_:bng_30 _:bng_8356) log:proves _:bng_8357. -(_:bng_19 _:bng_8357) log:proves _:bng_8358. -(_:bng_21 _:bng_8359) log:proves _:bng_8360. -(_:bng_19 _:bng_8360) log:proves _:bng_8361. -(_:bng_30 _:bng_8362) log:proves _:bng_8363. -(_:bng_19 _:bng_8363) log:proves _:bng_8364. -(_:bng_21 _:bng_8365) log:proves _:bng_8366. -(_:bng_19 _:bng_8366) log:proves _:bng_8367. -(_:bng_16 _:bng_8368) log:proves _:bng_8369. -(_:bng_19 _:bng_8369) log:proves _:bng_8370. -(_:bng_1059 _:bng_8371) log:proves _:bng_8372. -(_:bng_1059 _:bng_8373) log:proves _:bng_8374. -(_:bng_1059 _:bng_8375) log:proves _:bng_8376. -(_:bng_1059 _:bng_8377) log:proves _:bng_8378. -(_:bng_1059 _:bng_8379) log:proves _:bng_8380. -(_:bng_1059 _:bng_8381) log:proves _:bng_8382. -(_:bng_1059 _:bng_8383) log:proves _:bng_8384. -(_:bng_1059 _:bng_8385) log:proves _:bng_8386. -(_:bng_1076 _:bng_8387) log:proves _:bng_8388. -(_:bng_1079 _:bng_8388) log:proves _:bng_8388. -(_:bng_16 _:bng_8389) log:proves _:bng_8390. -(_:bng_30 _:bng_8391) log:proves _:bng_8392. -(_:bng_19 _:bng_8392) log:proves _:bng_8393. -(_:bng_30 _:bng_8394) log:proves _:bng_8395. -(_:bng_30 _:bng_8396) log:proves _:bng_8397. -(_:bng_30 _:bng_8398) log:proves _:bng_8399. -(_:bng_19 _:bng_8399) log:proves _:bng_8400. -(_:bng_16 _:bng_8401) log:proves _:bng_8402. -(_:bng_30 _:bng_8403) log:proves _:bng_8404. -(_:bng_30 _:bng_8405) log:proves _:bng_8406. -(_:bng_19 _:bng_8406) log:proves _:bng_8407. -(_:bng_30 _:bng_8408) log:proves _:bng_8409. -(_:bng_30 _:bng_8410) log:proves _:bng_8411. -(_:bng_19 _:bng_8411) log:proves _:bng_8412. -(_:bng_16 _:bng_8413) log:proves _:bng_8414. -(_:bng_19 _:bng_8414) log:proves _:bng_8415. -(_:bng_30 _:bng_8416) log:proves _:bng_8417. -(_:bng_30 _:bng_8418) log:proves _:bng_8419. -(_:bng_30 _:bng_8420) log:proves _:bng_8421. -(_:bng_30 _:bng_8422) log:proves _:bng_8423. -(_:bng_19 _:bng_8423) log:proves _:bng_8424. -(_:bng_1059 _:bng_8425) log:proves _:bng_8426. -(_:bng_1059 _:bng_8427) log:proves _:bng_8428. -(_:bng_1059 _:bng_8429) log:proves _:bng_8430. -(_:bng_1059 _:bng_8431) log:proves _:bng_8432. -(_:bng_1059 _:bng_8433) log:proves _:bng_8434. -(_:bng_1059 _:bng_8435) log:proves _:bng_8436. -(_:bng_1059 _:bng_8437) log:proves _:bng_8438. -(_:bng_1059 _:bng_8439) log:proves _:bng_8440. -(_:bng_1076 _:bng_8441) log:proves _:bng_8442. -(_:bng_1079 _:bng_8442) log:proves _:bng_8442. -(_:bng_30 _:bng_8443) log:proves _:bng_8444. -(_:bng_30 _:bng_8445) log:proves _:bng_8446. -(_:bng_19 _:bng_8446) log:proves _:bng_8447. -(_:bng_21 _:bng_8448) log:proves _:bng_8449. -(_:bng_19 _:bng_8449) log:proves _:bng_8450. -(_:bng_21 _:bng_8451) log:proves _:bng_8452. -(_:bng_30 _:bng_8453) log:proves _:bng_8454. -(_:bng_19 _:bng_8454) log:proves _:bng_8455. -(_:bng_21 _:bng_8456) log:proves _:bng_8457. -(_:bng_30 _:bng_8458) log:proves _:bng_8459. -(_:bng_30 _:bng_8460) log:proves _:bng_8461. -(_:bng_19 _:bng_8461) log:proves _:bng_8462. -(_:bng_30 _:bng_8463) log:proves _:bng_8464. -(_:bng_19 _:bng_8464) log:proves _:bng_8465. -(_:bng_30 _:bng_8466) log:proves _:bng_8467. -(_:bng_19 _:bng_8467) log:proves _:bng_8468. -(_:bng_16 _:bng_8469) log:proves _:bng_8470. -(_:bng_19 _:bng_8470) log:proves _:bng_8471. -(_:bng_16 _:bng_8472) log:proves _:bng_8473. -(_:bng_19 _:bng_8473) log:proves _:bng_8474. -(_:bng_30 _:bng_8475) log:proves _:bng_8476. -(_:bng_30 _:bng_8477) log:proves _:bng_8478. -(_:bng_19 _:bng_8478) log:proves _:bng_8479. -(_:bng_21 _:bng_8480) log:proves _:bng_8481. -(_:bng_30 _:bng_8482) log:proves _:bng_8483. -(_:bng_19 _:bng_8483) log:proves _:bng_8484. -(_:bng_21 _:bng_8485) log:proves _:bng_8486. -(_:bng_19 _:bng_8486) log:proves _:bng_8487. -(_:bng_16 _:bng_8488) log:proves _:bng_8489. -(_:bng_19 _:bng_8489) log:proves _:bng_8490. -(_:bng_30 _:bng_8491) log:proves _:bng_8492. -(_:bng_19 _:bng_8492) log:proves _:bng_8493. -(_:bng_21 _:bng_8494) log:proves _:bng_8495. -(_:bng_30 _:bng_8496) log:proves _:bng_8497. -(_:bng_19 _:bng_8497) log:proves _:bng_8498. -(_:bng_16 _:bng_8499) log:proves _:bng_8500. -(_:bng_19 _:bng_8500) log:proves _:bng_8501. -(_:bng_21 _:bng_8502) log:proves _:bng_8503. -(_:bng_19 _:bng_8503) log:proves _:bng_8504. -(_:bng_30 _:bng_8505) log:proves _:bng_8506. -(_:bng_30 _:bng_8507) log:proves _:bng_8508. -(_:bng_19 _:bng_8508) log:proves _:bng_8509. -(_:bng_30 _:bng_8510) log:proves _:bng_8511. -(_:bng_19 _:bng_8511) log:proves _:bng_8512. -(_:bng_21 _:bng_8513) log:proves _:bng_8514. -(_:bng_19 _:bng_8514) log:proves _:bng_8515. -(_:bng_16 _:bng_8516) log:proves _:bng_8517. -(_:bng_19 _:bng_8517) log:proves _:bng_8518. -(_:bng_16 _:bng_8519) log:proves _:bng_8520. -(_:bng_19 _:bng_8520) log:proves _:bng_8521. -(_:bng_21 _:bng_8522) log:proves _:bng_8523. -(_:bng_19 _:bng_8523) log:proves _:bng_8524. -(_:bng_21 _:bng_8525) log:proves _:bng_8526. -(_:bng_30 _:bng_8527) log:proves _:bng_8528. -(_:bng_30 _:bng_8529) log:proves _:bng_8530. -(_:bng_19 _:bng_8530) log:proves _:bng_8531. -(_:bng_16 _:bng_8532) log:proves _:bng_8533. -(_:bng_30 _:bng_8534) log:proves _:bng_8535. -(_:bng_30 _:bng_8536) log:proves _:bng_8537. -(_:bng_30 _:bng_8538) log:proves _:bng_8539. -(_:bng_19 _:bng_8539) log:proves _:bng_8540. -(_:bng_1059 _:bng_8541) log:proves _:bng_8542. -(_:bng_1059 _:bng_8543) log:proves _:bng_8544. -(_:bng_1059 _:bng_8545) log:proves _:bng_8546. -(_:bng_1059 _:bng_8547) log:proves _:bng_8548. -(_:bng_1059 _:bng_8549) log:proves _:bng_8550. -(_:bng_1059 _:bng_8551) log:proves _:bng_8552. -(_:bng_1059 _:bng_8553) log:proves _:bng_8554. -(_:bng_1059 _:bng_8555) log:proves _:bng_8556. -(_:bng_1076 _:bng_8557) log:proves _:bng_8558. -(_:bng_1079 _:bng_8558) log:proves _:bng_8558. -(_:bng_21 _:bng_8559) log:proves _:bng_8560. -(_:bng_19 _:bng_8560) log:proves _:bng_8561. -(_:bng_16 _:bng_8562) log:proves _:bng_8563. -(_:bng_19 _:bng_8563) log:proves _:bng_8564. -(_:bng_21 _:bng_8565) log:proves _:bng_8566. -(_:bng_30 _:bng_8567) log:proves _:bng_8568. -(_:bng_19 _:bng_8568) log:proves _:bng_8569. -(_:bng_16 _:bng_8570) log:proves _:bng_8571. -(_:bng_30 _:bng_8572) log:proves _:bng_8573. -(_:bng_30 _:bng_8574) log:proves _:bng_8575. -(_:bng_19 _:bng_8575) log:proves _:bng_8576. -(_:bng_16 _:bng_8577) log:proves _:bng_8578. -(_:bng_30 _:bng_8579) log:proves _:bng_8580. -(_:bng_19 _:bng_8580) log:proves _:bng_8581. -(_:bng_21 _:bng_8582) log:proves _:bng_8583. -(_:bng_19 _:bng_8583) log:proves _:bng_8584. -(_:bng_16 _:bng_8585) log:proves _:bng_8586. -(_:bng_19 _:bng_8586) log:proves _:bng_8587. -(_:bng_21 _:bng_8588) log:proves _:bng_8589. -(_:bng_30 _:bng_8590) log:proves _:bng_8591. -(_:bng_30 _:bng_8592) log:proves _:bng_8593. -(_:bng_30 _:bng_8594) log:proves _:bng_8595. -(_:bng_30 _:bng_8596) log:proves _:bng_8597. -(_:bng_19 _:bng_8597) log:proves _:bng_8598. -(_:bng_16 _:bng_8599) log:proves _:bng_8600. -(_:bng_19 _:bng_8600) log:proves _:bng_8601. -(_:bng_16 _:bng_8602) log:proves _:bng_8603. -(_:bng_30 _:bng_8604) log:proves _:bng_8605. -(_:bng_19 _:bng_8605) log:proves _:bng_8606. -(_:bng_16 _:bng_8607) log:proves _:bng_8608. -(_:bng_30 _:bng_8609) log:proves _:bng_8610. -(_:bng_19 _:bng_8610) log:proves _:bng_8611. -(_:bng_16 _:bng_8612) log:proves _:bng_8613. -(_:bng_19 _:bng_8613) log:proves _:bng_8614. -(_:bng_16 _:bng_8615) log:proves _:bng_8616. -(_:bng_19 _:bng_8616) log:proves _:bng_8617. -(_:bng_1059 _:bng_8618) log:proves _:bng_8619. -(_:bng_1059 _:bng_8620) log:proves _:bng_8621. -(_:bng_1059 _:bng_8622) log:proves _:bng_8623. -(_:bng_1059 _:bng_8624) log:proves _:bng_8625. -(_:bng_1059 _:bng_8626) log:proves _:bng_8627. -(_:bng_1059 _:bng_8628) log:proves _:bng_8629. -(_:bng_1059 _:bng_8630) log:proves _:bng_8631. -(_:bng_1059 _:bng_8632) log:proves _:bng_8633. -(_:bng_1076 _:bng_8634) log:proves _:bng_8635. -(_:bng_1079 _:bng_8635) log:proves _:bng_8635. -(_:bng_21 _:bng_8636) log:proves _:bng_8637. -(_:bng_30 _:bng_8638) log:proves _:bng_8639. -(_:bng_19 _:bng_8639) log:proves _:bng_8640. -(_:bng_21 _:bng_8641) log:proves _:bng_8642. -(_:bng_19 _:bng_8642) log:proves _:bng_8643. -(_:bng_21 _:bng_8644) log:proves _:bng_8645. -(_:bng_30 _:bng_8646) log:proves _:bng_8647. -(_:bng_19 _:bng_8647) log:proves _:bng_8648. -(_:bng_30 _:bng_8649) log:proves _:bng_8650. -(_:bng_30 _:bng_8651) log:proves _:bng_8652. -(_:bng_19 _:bng_8652) log:proves _:bng_8653. -(_:bng_30 _:bng_8654) log:proves _:bng_8655. -(_:bng_19 _:bng_8655) log:proves _:bng_8656. -(_:bng_30 _:bng_8657) log:proves _:bng_8658. -(_:bng_30 _:bng_8659) log:proves _:bng_8660. -(_:bng_19 _:bng_8660) log:proves _:bng_8661. -(_:bng_21 _:bng_8662) log:proves _:bng_8663. -(_:bng_19 _:bng_8663) log:proves _:bng_8664. -(_:bng_21 _:bng_8665) log:proves _:bng_8666. -(_:bng_30 _:bng_8667) log:proves _:bng_8668. -(_:bng_19 _:bng_8668) log:proves _:bng_8669. -(_:bng_21 _:bng_8670) log:proves _:bng_8671. -(_:bng_19 _:bng_8671) log:proves _:bng_8672. -(_:bng_16 _:bng_8673) log:proves _:bng_8674. -(_:bng_30 _:bng_8675) log:proves _:bng_8676. -(_:bng_30 _:bng_8677) log:proves _:bng_8678. -(_:bng_19 _:bng_8678) log:proves _:bng_8679. -(_:bng_16 _:bng_8680) log:proves _:bng_8681. -(_:bng_30 _:bng_8682) log:proves _:bng_8683. -(_:bng_19 _:bng_8683) log:proves _:bng_8684. -(_:bng_16 _:bng_8685) log:proves _:bng_8686. -(_:bng_19 _:bng_8686) log:proves _:bng_8687. -(_:bng_16 _:bng_8688) log:proves _:bng_8689. -(_:bng_19 _:bng_8689) log:proves _:bng_8690. -(_:bng_21 _:bng_8691) log:proves _:bng_8692. -(_:bng_30 _:bng_8693) log:proves _:bng_8694. -(_:bng_30 _:bng_8695) log:proves _:bng_8696. -(_:bng_30 _:bng_8697) log:proves _:bng_8698. -(_:bng_30 _:bng_8699) log:proves _:bng_8700. -(_:bng_30 _:bng_8701) log:proves _:bng_8702. -(_:bng_19 _:bng_8702) log:proves _:bng_8703. -(_:bng_21 _:bng_8704) log:proves _:bng_8705. -(_:bng_19 _:bng_8705) log:proves _:bng_8706. -(_:bng_21 _:bng_8707) log:proves _:bng_8708. -(_:bng_30 _:bng_8709) log:proves _:bng_8710. -(_:bng_30 _:bng_8711) log:proves _:bng_8712. -(_:bng_30 _:bng_8713) log:proves _:bng_8714. -(_:bng_19 _:bng_8714) log:proves _:bng_8715. -(_:bng_21 _:bng_8716) log:proves _:bng_8717. -(_:bng_19 _:bng_8717) log:proves _:bng_8718. -(_:bng_30 _:bng_8719) log:proves _:bng_8720. -(_:bng_19 _:bng_8720) log:proves _:bng_8721. -(_:bng_30 _:bng_8722) log:proves _:bng_8723. -(_:bng_19 _:bng_8723) log:proves _:bng_8724. -(_:bng_30 _:bng_8725) log:proves _:bng_8726. -(_:bng_19 _:bng_8726) log:proves _:bng_8727. -(_:bng_21 _:bng_8728) log:proves _:bng_8729. -(_:bng_19 _:bng_8729) log:proves _:bng_8730. -(_:bng_16 _:bng_8731) log:proves _:bng_8732. -(_:bng_19 _:bng_8732) log:proves _:bng_8733. -(_:bng_30 _:bng_8734) log:proves _:bng_8735. -(_:bng_30 _:bng_8736) log:proves _:bng_8737. -(_:bng_30 _:bng_8738) log:proves _:bng_8739. -(_:bng_30 _:bng_8740) log:proves _:bng_8741. -(_:bng_19 _:bng_8741) log:proves _:bng_8742. -(_:bng_16 _:bng_8743) log:proves _:bng_8744. -(_:bng_30 _:bng_8745) log:proves _:bng_8746. -(_:bng_19 _:bng_8746) log:proves _:bng_8747. -(_:bng_21 _:bng_8748) log:proves _:bng_8749. -(_:bng_30 _:bng_8750) log:proves _:bng_8751. -(_:bng_30 _:bng_8752) log:proves _:bng_8753. -(_:bng_30 _:bng_8754) log:proves _:bng_8755. -(_:bng_19 _:bng_8755) log:proves _:bng_8756. -(_:bng_21 _:bng_8757) log:proves _:bng_8758. -(_:bng_30 _:bng_8759) log:proves _:bng_8760. -(_:bng_19 _:bng_8760) log:proves _:bng_8761. -(_:bng_16 _:bng_8762) log:proves _:bng_8763. -(_:bng_19 _:bng_8763) log:proves _:bng_8764. -(_:bng_16 _:bng_8765) log:proves _:bng_8766. -(_:bng_30 _:bng_8767) log:proves _:bng_8768. -(_:bng_19 _:bng_8768) log:proves _:bng_8769. -(_:bng_16 _:bng_8770) log:proves _:bng_8771. -(_:bng_19 _:bng_8771) log:proves _:bng_8772. -(_:bng_16 _:bng_8773) log:proves _:bng_8774. -(_:bng_30 _:bng_8775) log:proves _:bng_8776. -(_:bng_30 _:bng_8777) log:proves _:bng_8778. -(_:bng_30 _:bng_8779) log:proves _:bng_8780. -(_:bng_19 _:bng_8780) log:proves _:bng_8781. -(_:bng_16 _:bng_8782) log:proves _:bng_8783. -(_:bng_19 _:bng_8783) log:proves _:bng_8784. -(_:bng_1059 _:bng_8785) log:proves _:bng_8786. -(_:bng_1059 _:bng_8787) log:proves _:bng_8788. -(_:bng_1059 _:bng_8789) log:proves _:bng_8790. -(_:bng_1059 _:bng_8791) log:proves _:bng_8792. -(_:bng_1059 _:bng_8793) log:proves _:bng_8794. -(_:bng_1059 _:bng_8795) log:proves _:bng_8796. -(_:bng_1059 _:bng_8797) log:proves _:bng_8798. -(_:bng_1059 _:bng_8799) log:proves _:bng_8800. -(_:bng_1076 _:bng_8801) log:proves _:bng_8802. -(_:bng_1079 _:bng_8802) log:proves _:bng_8802. -(_:bng_21 _:bng_8803) log:proves _:bng_8804. -(_:bng_19 _:bng_8804) log:proves _:bng_8805. -(_:bng_21 _:bng_8806) log:proves _:bng_8807. -(_:bng_19 _:bng_8807) log:proves _:bng_8808. -(_:bng_21 _:bng_8809) log:proves _:bng_8810. -(_:bng_30 _:bng_8811) log:proves _:bng_8812. -(_:bng_19 _:bng_8812) log:proves _:bng_8813. -(_:bng_21 _:bng_8814) log:proves _:bng_8815. -(_:bng_30 _:bng_8816) log:proves _:bng_8817. -(_:bng_30 _:bng_8818) log:proves _:bng_8819. -(_:bng_19 _:bng_8819) log:proves _:bng_8820. -(_:bng_16 _:bng_8821) log:proves _:bng_8822. -(_:bng_19 _:bng_8822) log:proves _:bng_8823. -(_:bng_30 _:bng_8824) log:proves _:bng_8825. -(_:bng_19 _:bng_8825) log:proves _:bng_8826. -(_:bng_16 _:bng_8827) log:proves _:bng_8828. -(_:bng_19 _:bng_8828) log:proves _:bng_8829. -(_:bng_30 _:bng_8830) log:proves _:bng_8831. -(_:bng_19 _:bng_8831) log:proves _:bng_8832. -(_:bng_30 _:bng_8833) log:proves _:bng_8834. -(_:bng_19 _:bng_8834) log:proves _:bng_8835. -(_:bng_21 _:bng_8836) log:proves _:bng_8837. -(_:bng_19 _:bng_8837) log:proves _:bng_8838. -(_:bng_16 _:bng_8839) log:proves _:bng_8840. -(_:bng_19 _:bng_8840) log:proves _:bng_8841. -(_:bng_21 _:bng_8842) log:proves _:bng_8843. -(_:bng_30 _:bng_8844) log:proves _:bng_8845. -(_:bng_19 _:bng_8845) log:proves _:bng_8846. -(_:bng_21 _:bng_8847) log:proves _:bng_8848. -(_:bng_30 _:bng_8849) log:proves _:bng_8850. -(_:bng_30 _:bng_8851) log:proves _:bng_8852. -(_:bng_19 _:bng_8852) log:proves _:bng_8853. -(_:bng_21 _:bng_8854) log:proves _:bng_8855. -(_:bng_19 _:bng_8855) log:proves _:bng_8856. -(_:bng_21 _:bng_8857) log:proves _:bng_8858. -(_:bng_30 _:bng_8859) log:proves _:bng_8860. -(_:bng_19 _:bng_8860) log:proves _:bng_8861. -(_:bng_21 _:bng_8862) log:proves _:bng_8863. -(_:bng_19 _:bng_8863) log:proves _:bng_8864. -(_:bng_16 _:bng_8865) log:proves _:bng_8866. -(_:bng_30 _:bng_8867) log:proves _:bng_8868. -(_:bng_30 _:bng_8869) log:proves _:bng_8870. -(_:bng_19 _:bng_8870) log:proves _:bng_8871. -(_:bng_16 _:bng_8872) log:proves _:bng_8873. -(_:bng_30 _:bng_8874) log:proves _:bng_8875. -(_:bng_19 _:bng_8875) log:proves _:bng_8876. -(_:bng_16 _:bng_8877) log:proves _:bng_8878. -(_:bng_19 _:bng_8878) log:proves _:bng_8879. -(_:bng_16 _:bng_8880) log:proves _:bng_8881. -(_:bng_19 _:bng_8881) log:proves _:bng_8882. -(_:bng_1059 _:bng_8883) log:proves _:bng_8884. -(_:bng_1059 _:bng_8885) log:proves _:bng_8886. -(_:bng_1059 _:bng_8887) log:proves _:bng_8888. -(_:bng_1059 _:bng_8889) log:proves _:bng_8890. -(_:bng_1059 _:bng_8891) log:proves _:bng_8892. -(_:bng_1059 _:bng_8893) log:proves _:bng_8894. -(_:bng_1059 _:bng_8895) log:proves _:bng_8896. -(_:bng_1059 _:bng_8897) log:proves _:bng_8898. -(_:bng_1076 _:bng_8899) log:proves _:bng_8900. -(_:bng_1079 _:bng_8900) log:proves _:bng_8900. -(_:bng_21 _:bng_8901) log:proves _:bng_8902. -(_:bng_19 _:bng_8902) log:proves _:bng_8903. -(_:bng_21 _:bng_8904) log:proves _:bng_8905. -(_:bng_30 _:bng_8906) log:proves _:bng_8907. -(_:bng_30 _:bng_8908) log:proves _:bng_8909. -(_:bng_30 _:bng_8910) log:proves _:bng_8911. -(_:bng_19 _:bng_8911) log:proves _:bng_8912. -(_:bng_21 _:bng_8913) log:proves _:bng_8914. -(_:bng_19 _:bng_8914) log:proves _:bng_8915. -(_:bng_30 _:bng_8916) log:proves _:bng_8917. -(_:bng_19 _:bng_8917) log:proves _:bng_8918. -(_:bng_21 _:bng_8919) log:proves _:bng_8920. -(_:bng_19 _:bng_8920) log:proves _:bng_8921. -(_:bng_16 _:bng_8922) log:proves _:bng_8923. -(_:bng_30 _:bng_8924) log:proves _:bng_8925. -(_:bng_19 _:bng_8925) log:proves _:bng_8926. -(_:bng_16 _:bng_8927) log:proves _:bng_8928. -(_:bng_30 _:bng_8929) log:proves _:bng_8930. -(_:bng_30 _:bng_8931) log:proves _:bng_8932. -(_:bng_30 _:bng_8933) log:proves _:bng_8934. -(_:bng_19 _:bng_8934) log:proves _:bng_8935. -(_:bng_21 _:bng_8936) log:proves _:bng_8937. -(_:bng_30 _:bng_8938) log:proves _:bng_8939. -(_:bng_19 _:bng_8939) log:proves _:bng_8940. -(_:bng_16 _:bng_8941) log:proves _:bng_8942. -(_:bng_30 _:bng_8943) log:proves _:bng_8944. -(_:bng_30 _:bng_8945) log:proves _:bng_8946. -(_:bng_30 _:bng_8947) log:proves _:bng_8948. -(_:bng_30 _:bng_8949) log:proves _:bng_8950. -(_:bng_19 _:bng_8950) log:proves _:bng_8951. -(_:bng_21 _:bng_8952) log:proves _:bng_8953. -(_:bng_19 _:bng_8953) log:proves _:bng_8954. -(_:bng_16 _:bng_8955) log:proves _:bng_8956. -(_:bng_19 _:bng_8956) log:proves _:bng_8957. -(_:bng_16 _:bng_8958) log:proves _:bng_8959. -(_:bng_30 _:bng_8960) log:proves _:bng_8961. -(_:bng_30 _:bng_8962) log:proves _:bng_8963. -(_:bng_19 _:bng_8963) log:proves _:bng_8964. -(_:bng_30 _:bng_8965) log:proves _:bng_8966. -(_:bng_19 _:bng_8966) log:proves _:bng_8967. -(_:bng_16 _:bng_8968) log:proves _:bng_8969. -(_:bng_30 _:bng_8970) log:proves _:bng_8971. -(_:bng_19 _:bng_8971) log:proves _:bng_8972. -(_:bng_16 _:bng_8973) log:proves _:bng_8974. -(_:bng_19 _:bng_8974) log:proves _:bng_8975. -(_:bng_16 _:bng_8976) log:proves _:bng_8977. -(_:bng_30 _:bng_8978) log:proves _:bng_8979. -(_:bng_30 _:bng_8980) log:proves _:bng_8981. -(_:bng_30 _:bng_8982) log:proves _:bng_8983. -(_:bng_19 _:bng_8983) log:proves _:bng_8984. -(_:bng_16 _:bng_8985) log:proves _:bng_8986. -(_:bng_19 _:bng_8986) log:proves _:bng_8987. -(_:bng_16 _:bng_8988) log:proves _:bng_8989. -(_:bng_30 _:bng_8990) log:proves _:bng_8991. -(_:bng_30 _:bng_8992) log:proves _:bng_8993. -(_:bng_30 _:bng_8994) log:proves _:bng_8995. -(_:bng_30 _:bng_8996) log:proves _:bng_8997. -(_:bng_30 _:bng_8998) log:proves _:bng_8999. -(_:bng_19 _:bng_8999) log:proves _:bng_9000. -(_:bng_21 _:bng_9001) log:proves _:bng_9002. -(_:bng_19 _:bng_9002) log:proves _:bng_9003. -(_:bng_21 _:bng_9004) log:proves _:bng_9005. -(_:bng_19 _:bng_9005) log:proves _:bng_9006. -(_:bng_21 _:bng_9007) log:proves _:bng_9008. -(_:bng_30 _:bng_9009) log:proves _:bng_9010. -(_:bng_19 _:bng_9010) log:proves _:bng_9011. -(_:bng_21 _:bng_9012) log:proves _:bng_9013. -(_:bng_30 _:bng_9014) log:proves _:bng_9015. -(_:bng_30 _:bng_9016) log:proves _:bng_9017. -(_:bng_19 _:bng_9017) log:proves _:bng_9018. -(_:bng_16 _:bng_9019) log:proves _:bng_9020. -(_:bng_19 _:bng_9020) log:proves _:bng_9021. -(_:bng_16 _:bng_9022) log:proves _:bng_9023. -(_:bng_30 _:bng_9024) log:proves _:bng_9025. -(_:bng_19 _:bng_9025) log:proves _:bng_9026. -(_:bng_16 _:bng_9027) log:proves _:bng_9028. -(_:bng_19 _:bng_9028) log:proves _:bng_9029. -(_:bng_30 _:bng_9030) log:proves _:bng_9031. -(_:bng_19 _:bng_9031) log:proves _:bng_9032. -(_:bng_16 _:bng_9033) log:proves _:bng_9034. -(_:bng_30 _:bng_9035) log:proves _:bng_9036. -(_:bng_19 _:bng_9036) log:proves _:bng_9037. -(_:bng_30 _:bng_9038) log:proves _:bng_9039. -(_:bng_19 _:bng_9039) log:proves _:bng_9040. -(_:bng_30 _:bng_9041) log:proves _:bng_9042. -(_:bng_19 _:bng_9042) log:proves _:bng_9043. -(_:bng_16 _:bng_9044) log:proves _:bng_9045. -(_:bng_19 _:bng_9045) log:proves _:bng_9046. -(_:bng_16 _:bng_9047) log:proves _:bng_9048. -(_:bng_30 _:bng_9049) log:proves _:bng_9050. -(_:bng_19 _:bng_9050) log:proves _:bng_9051. -(_:bng_1059 _:bng_9052) log:proves _:bng_9053. -(_:bng_1059 _:bng_9054) log:proves _:bng_9055. -(_:bng_1059 _:bng_9056) log:proves _:bng_9057. -(_:bng_1059 _:bng_9058) log:proves _:bng_9059. -(_:bng_1059 _:bng_9060) log:proves _:bng_9061. -(_:bng_1059 _:bng_9062) log:proves _:bng_9063. -(_:bng_1059 _:bng_9064) log:proves _:bng_9065. -(_:bng_1059 _:bng_9066) log:proves _:bng_9067. -(_:bng_1076 _:bng_9068) log:proves _:bng_9069. -(_:bng_1079 _:bng_9069) log:proves _:bng_9069. -(_:bng_21 _:bng_9070) log:proves _:bng_9071. -(_:bng_19 _:bng_9071) log:proves _:bng_9072. -(_:bng_21 _:bng_9073) log:proves _:bng_9074. -(_:bng_19 _:bng_9074) log:proves _:bng_9075. -(_:bng_21 _:bng_9076) log:proves _:bng_9077. -(_:bng_30 _:bng_9078) log:proves _:bng_9079. -(_:bng_19 _:bng_9079) log:proves _:bng_9080. -(_:bng_21 _:bng_9081) log:proves _:bng_9082. -(_:bng_30 _:bng_9083) log:proves _:bng_9084. -(_:bng_19 _:bng_9084) log:proves _:bng_9085. -(_:bng_21 _:bng_9086) log:proves _:bng_9087. -(_:bng_19 _:bng_9087) log:proves _:bng_9088. -(_:bng_30 _:bng_9089) log:proves _:bng_9090. -(_:bng_30 _:bng_9091) log:proves _:bng_9092. -(_:bng_30 _:bng_9093) log:proves _:bng_9094. -(_:bng_30 _:bng_9095) log:proves _:bng_9096. -(_:bng_19 _:bng_9096) log:proves _:bng_9097. -(_:bng_21 _:bng_9098) log:proves _:bng_9099. -(_:bng_19 _:bng_9099) log:proves _:bng_9100. -(_:bng_16 _:bng_9101) log:proves _:bng_9102. -(_:bng_19 _:bng_9102) log:proves _:bng_9103. -(_:bng_21 _:bng_9104) log:proves _:bng_9105. -(_:bng_30 _:bng_9106) log:proves _:bng_9107. -(_:bng_19 _:bng_9107) log:proves _:bng_9108. -(_:bng_21 _:bng_9109) log:proves _:bng_9110. -(_:bng_30 _:bng_9111) log:proves _:bng_9112. -(_:bng_30 _:bng_9113) log:proves _:bng_9114. -(_:bng_19 _:bng_9114) log:proves _:bng_9115. -(_:bng_16 _:bng_9116) log:proves _:bng_9117. -(_:bng_30 _:bng_9118) log:proves _:bng_9119. -(_:bng_19 _:bng_9119) log:proves _:bng_9120. -(_:bng_21 _:bng_9121) log:proves _:bng_9122. -(_:bng_19 _:bng_9122) log:proves _:bng_9123. -(_:bng_16 _:bng_9124) log:proves _:bng_9125. -(_:bng_19 _:bng_9125) log:proves _:bng_9126. -(_:bng_1059 _:bng_9127) log:proves _:bng_9128. -(_:bng_1059 _:bng_9129) log:proves _:bng_9130. -(_:bng_1059 _:bng_9131) log:proves _:bng_9132. -(_:bng_1059 _:bng_9133) log:proves _:bng_9134. -(_:bng_1059 _:bng_9135) log:proves _:bng_9136. -(_:bng_1059 _:bng_9137) log:proves _:bng_9138. -(_:bng_1059 _:bng_9139) log:proves _:bng_9140. -(_:bng_1059 _:bng_9141) log:proves _:bng_9142. -(_:bng_1076 _:bng_9143) log:proves _:bng_9144. -(_:bng_1079 _:bng_9144) log:proves _:bng_9144. -(_:bng_21 _:bng_9145) log:proves _:bng_9146. -(_:bng_30 _:bng_9147) log:proves _:bng_9148. -(_:bng_30 _:bng_9149) log:proves _:bng_9150. -(_:bng_30 _:bng_9151) log:proves _:bng_9152. -(_:bng_19 _:bng_9152) log:proves _:bng_9153. -(_:bng_16 _:bng_9154) log:proves _:bng_9155. -(_:bng_30 _:bng_9156) log:proves _:bng_9157. -(_:bng_30 _:bng_9158) log:proves _:bng_9159. -(_:bng_19 _:bng_9159) log:proves _:bng_9160. -(_:bng_16 _:bng_9161) log:proves _:bng_9162. -(_:bng_19 _:bng_9162) log:proves _:bng_9163. -(_:bng_21 _:bng_9164) log:proves _:bng_9165. -(_:bng_19 _:bng_9165) log:proves _:bng_9166. -(_:bng_21 _:bng_9167) log:proves _:bng_9168. -(_:bng_19 _:bng_9168) log:proves _:bng_9169. -(_:bng_16 _:bng_9170) log:proves _:bng_9171. -(_:bng_19 _:bng_9171) log:proves _:bng_9172. -(_:bng_16 _:bng_9173) log:proves _:bng_9174. -(_:bng_30 _:bng_9175) log:proves _:bng_9176. -(_:bng_30 _:bng_9177) log:proves _:bng_9178. -(_:bng_30 _:bng_9179) log:proves _:bng_9180. -(_:bng_19 _:bng_9180) log:proves _:bng_9181. -(_:bng_16 _:bng_9182) log:proves _:bng_9183. -(_:bng_30 _:bng_9184) log:proves _:bng_9185. -(_:bng_30 _:bng_9186) log:proves _:bng_9187. -(_:bng_19 _:bng_9187) log:proves _:bng_9188. -(_:bng_16 _:bng_9189) log:proves _:bng_9190. -(_:bng_19 _:bng_9190) log:proves _:bng_9191. -(_:bng_21 _:bng_9192) log:proves _:bng_9193. -(_:bng_19 _:bng_9193) log:proves _:bng_9194. -(_:bng_16 _:bng_9195) log:proves _:bng_9196. -(_:bng_30 _:bng_9197) log:proves _:bng_9198. -(_:bng_19 _:bng_9198) log:proves _:bng_9199. -(_:bng_16 _:bng_9200) log:proves _:bng_9201. -(_:bng_30 _:bng_9202) log:proves _:bng_9203. -(_:bng_19 _:bng_9203) log:proves _:bng_9204. -(_:bng_21 _:bng_9205) log:proves _:bng_9206. -(_:bng_19 _:bng_9206) log:proves _:bng_9207. -(_:bng_16 _:bng_9208) log:proves _:bng_9209. -(_:bng_19 _:bng_9209) log:proves _:bng_9210. -(_:bng_30 _:bng_9211) log:proves _:bng_9212. -(_:bng_19 _:bng_9212) log:proves _:bng_9213. -(_:bng_30 _:bng_9214) log:proves _:bng_9215. -(_:bng_19 _:bng_9215) log:proves _:bng_9216. -(_:bng_21 _:bng_9217) log:proves _:bng_9218. -(_:bng_19 _:bng_9218) log:proves _:bng_9219. -(_:bng_21 _:bng_9220) log:proves _:bng_9221. -(_:bng_19 _:bng_9221) log:proves _:bng_9222. -(_:bng_21 _:bng_9223) log:proves _:bng_9224. -(_:bng_30 _:bng_9225) log:proves _:bng_9226. -(_:bng_30 _:bng_9227) log:proves _:bng_9228. -(_:bng_30 _:bng_9229) log:proves _:bng_9230. -(_:bng_19 _:bng_9230) log:proves _:bng_9231. -(_:bng_21 _:bng_9232) log:proves _:bng_9233. -(_:bng_30 _:bng_9234) log:proves _:bng_9235. -(_:bng_30 _:bng_9236) log:proves _:bng_9237. -(_:bng_19 _:bng_9237) log:proves _:bng_9238. -(_:bng_30 _:bng_9239) log:proves _:bng_9240. -(_:bng_30 _:bng_9241) log:proves _:bng_9242. -(_:bng_19 _:bng_9242) log:proves _:bng_9243. -(_:bng_16 _:bng_9244) log:proves _:bng_9245. -(_:bng_30 _:bng_9246) log:proves _:bng_9247. -(_:bng_19 _:bng_9247) log:proves _:bng_9248. -(_:bng_16 _:bng_9249) log:proves _:bng_9250. -(_:bng_19 _:bng_9250) log:proves _:bng_9251. -(_:bng_30 _:bng_9252) log:proves _:bng_9253. -(_:bng_19 _:bng_9253) log:proves _:bng_9254. -(_:bng_1059 _:bng_9255) log:proves _:bng_9256. -(_:bng_1059 _:bng_9257) log:proves _:bng_9258. -(_:bng_1059 _:bng_9259) log:proves _:bng_9260. -(_:bng_1059 _:bng_9261) log:proves _:bng_9262. -(_:bng_1059 _:bng_9263) log:proves _:bng_9264. -(_:bng_1059 _:bng_9265) log:proves _:bng_9266. -(_:bng_1059 _:bng_9267) log:proves _:bng_9268. -(_:bng_1059 _:bng_9269) log:proves _:bng_9270. -(_:bng_1076 _:bng_9271) log:proves _:bng_9272. -(_:bng_1079 _:bng_9272) log:proves _:bng_9272. -(_:bng_16 _:bng_9273) log:proves _:bng_9274. -(_:bng_30 _:bng_9275) log:proves _:bng_9276. -(_:bng_30 _:bng_9277) log:proves _:bng_9278. -(_:bng_30 _:bng_9279) log:proves _:bng_9280. -(_:bng_30 _:bng_9281) log:proves _:bng_9282. -(_:bng_19 _:bng_9282) log:proves _:bng_9283. -(_:bng_21 _:bng_9284) log:proves _:bng_9285. -(_:bng_19 _:bng_9285) log:proves _:bng_9286. -(_:bng_30 _:bng_9287) log:proves _:bng_9288. -(_:bng_19 _:bng_9288) log:proves _:bng_9289. -(_:bng_30 _:bng_9290) log:proves _:bng_9291. -(_:bng_30 _:bng_9292) log:proves _:bng_9293. -(_:bng_19 _:bng_9293) log:proves _:bng_9294. -(_:bng_30 _:bng_9295) log:proves _:bng_9296. -(_:bng_30 _:bng_9297) log:proves _:bng_9298. -(_:bng_19 _:bng_9298) log:proves _:bng_9299. -(_:bng_21 _:bng_9300) log:proves _:bng_9301. -(_:bng_30 _:bng_9302) log:proves _:bng_9303. -(_:bng_19 _:bng_9303) log:proves _:bng_9304. -(_:bng_1059 _:bng_9305) log:proves _:bng_9306. -(_:bng_1059 _:bng_9307) log:proves _:bng_9308. -(_:bng_1059 _:bng_9309) log:proves _:bng_9310. -(_:bng_1059 _:bng_9311) log:proves _:bng_9312. -(_:bng_1059 _:bng_9313) log:proves _:bng_9314. -(_:bng_1059 _:bng_9315) log:proves _:bng_9316. -(_:bng_1059 _:bng_9317) log:proves _:bng_9318. -(_:bng_1059 _:bng_9319) log:proves _:bng_9320. -(_:bng_1076 _:bng_9321) log:proves _:bng_9322. -(_:bng_1079 _:bng_9322) log:proves _:bng_9322. -(_:bng_21 _:bng_9323) log:proves _:bng_9324. -(_:bng_19 _:bng_9324) log:proves _:bng_9325. -(_:bng_16 _:bng_9326) log:proves _:bng_9327. -(_:bng_19 _:bng_9327) log:proves _:bng_9328. -(_:bng_30 _:bng_9329) log:proves _:bng_9330. -(_:bng_30 _:bng_9331) log:proves _:bng_9332. -(_:bng_19 _:bng_9332) log:proves _:bng_9333. -(_:bng_16 _:bng_9334) log:proves _:bng_9335. -(_:bng_19 _:bng_9335) log:proves _:bng_9336. -(_:bng_16 _:bng_9337) log:proves _:bng_9338. -(_:bng_30 _:bng_9339) log:proves _:bng_9340. -(_:bng_30 _:bng_9341) log:proves _:bng_9342. -(_:bng_19 _:bng_9342) log:proves _:bng_9343. -(_:bng_16 _:bng_9344) log:proves _:bng_9345. -(_:bng_19 _:bng_9345) log:proves _:bng_9346. -(_:bng_30 _:bng_9347) log:proves _:bng_9348. -(_:bng_19 _:bng_9348) log:proves _:bng_9349. -(_:bng_21 _:bng_9350) log:proves _:bng_9351. -(_:bng_19 _:bng_9351) log:proves _:bng_9352. -(_:bng_21 _:bng_9353) log:proves _:bng_9354. -(_:bng_30 _:bng_9355) log:proves _:bng_9356. -(_:bng_19 _:bng_9356) log:proves _:bng_9357. -(_:bng_16 _:bng_9358) log:proves _:bng_9359. -(_:bng_30 _:bng_9360) log:proves _:bng_9361. -(_:bng_19 _:bng_9361) log:proves _:bng_9362. -(_:bng_21 _:bng_9363) log:proves _:bng_9364. -(_:bng_19 _:bng_9364) log:proves _:bng_9365. -(_:bng_1059 _:bng_9366) log:proves _:bng_9367. -(_:bng_1059 _:bng_9368) log:proves _:bng_9369. -(_:bng_1059 _:bng_9370) log:proves _:bng_9371. -(_:bng_1059 _:bng_9372) log:proves _:bng_9373. -(_:bng_1059 _:bng_9374) log:proves _:bng_9375. -(_:bng_1059 _:bng_9376) log:proves _:bng_9377. -(_:bng_1059 _:bng_9378) log:proves _:bng_9379. -(_:bng_1059 _:bng_9380) log:proves _:bng_9381. -(_:bng_1076 _:bng_9382) log:proves _:bng_9383. -(_:bng_1079 _:bng_9383) log:proves _:bng_9383. -(_:bng_16 _:bng_9384) log:proves _:bng_9385. -(_:bng_19 _:bng_9385) log:proves _:bng_9386. -(_:bng_16 _:bng_9387) log:proves _:bng_9388. -(_:bng_30 _:bng_9389) log:proves _:bng_9390. -(_:bng_19 _:bng_9390) log:proves _:bng_9391. -(_:bng_30 _:bng_9392) log:proves _:bng_9393. -(_:bng_30 _:bng_9394) log:proves _:bng_9395. -(_:bng_19 _:bng_9395) log:proves _:bng_9396. -(_:bng_16 _:bng_9397) log:proves _:bng_9398. -(_:bng_19 _:bng_9398) log:proves _:bng_9399. -(_:bng_21 _:bng_9400) log:proves _:bng_9401. -(_:bng_30 _:bng_9402) log:proves _:bng_9403. -(_:bng_19 _:bng_9403) log:proves _:bng_9404. -(_:bng_16 _:bng_9405) log:proves _:bng_9406. -(_:bng_30 _:bng_9407) log:proves _:bng_9408. -(_:bng_30 _:bng_9409) log:proves _:bng_9410. -(_:bng_30 _:bng_9411) log:proves _:bng_9412. -(_:bng_30 _:bng_9413) log:proves _:bng_9414. -(_:bng_30 _:bng_9415) log:proves _:bng_9416. -(_:bng_19 _:bng_9416) log:proves _:bng_9417. -(_:bng_21 _:bng_9418) log:proves _:bng_9419. -(_:bng_30 _:bng_9420) log:proves _:bng_9421. -(_:bng_30 _:bng_9422) log:proves _:bng_9423. -(_:bng_30 _:bng_9424) log:proves _:bng_9425. -(_:bng_30 _:bng_9426) log:proves _:bng_9427. -(_:bng_19 _:bng_9427) log:proves _:bng_9428. -(_:bng_16 _:bng_9429) log:proves _:bng_9430. -(_:bng_19 _:bng_9430) log:proves _:bng_9431. -(_:bng_30 _:bng_9432) log:proves _:bng_9433. -(_:bng_19 _:bng_9433) log:proves _:bng_9434. -(_:bng_16 _:bng_9435) log:proves _:bng_9436. -(_:bng_30 _:bng_9437) log:proves _:bng_9438. -(_:bng_19 _:bng_9438) log:proves _:bng_9439. -(_:bng_16 _:bng_9440) log:proves _:bng_9441. -(_:bng_19 _:bng_9441) log:proves _:bng_9442. -(_:bng_30 _:bng_9443) log:proves _:bng_9444. -(_:bng_19 _:bng_9444) log:proves _:bng_9445. -(_:bng_30 _:bng_9446) log:proves _:bng_9447. -(_:bng_19 _:bng_9447) log:proves _:bng_9448. -(_:bng_16 _:bng_9449) log:proves _:bng_9450. -(_:bng_19 _:bng_9450) log:proves _:bng_9451. -(_:bng_30 _:bng_9452) log:proves _:bng_9453. -(_:bng_30 _:bng_9454) log:proves _:bng_9455. -(_:bng_30 _:bng_9456) log:proves _:bng_9457. -(_:bng_19 _:bng_9457) log:proves _:bng_9458. -(_:bng_16 _:bng_9459) log:proves _:bng_9460. -(_:bng_30 _:bng_9461) log:proves _:bng_9462. -(_:bng_30 _:bng_9463) log:proves _:bng_9464. -(_:bng_19 _:bng_9464) log:proves _:bng_9465. -(_:bng_21 _:bng_9466) log:proves _:bng_9467. -(_:bng_19 _:bng_9467) log:proves _:bng_9468. -(_:bng_21 _:bng_9469) log:proves _:bng_9470. -(_:bng_19 _:bng_9470) log:proves _:bng_9471. -(_:bng_30 _:bng_9472) log:proves _:bng_9473. -(_:bng_19 _:bng_9473) log:proves _:bng_9474. -(_:bng_1059 _:bng_9475) log:proves _:bng_9476. -(_:bng_1059 _:bng_9477) log:proves _:bng_9478. -(_:bng_1059 _:bng_9479) log:proves _:bng_9480. -(_:bng_1059 _:bng_9481) log:proves _:bng_9482. -(_:bng_1059 _:bng_9483) log:proves _:bng_9484. -(_:bng_1059 _:bng_9485) log:proves _:bng_9486. -(_:bng_1059 _:bng_9487) log:proves _:bng_9488. -(_:bng_1059 _:bng_9489) log:proves _:bng_9490. -(_:bng_1076 _:bng_9491) log:proves _:bng_9492. -(_:bng_1079 _:bng_9492) log:proves _:bng_9492. -(_:bng_21 _:bng_9493) log:proves _:bng_9494. -(_:bng_19 _:bng_9494) log:proves _:bng_9495. -(_:bng_21 _:bng_9496) log:proves _:bng_9497. -(_:bng_30 _:bng_9498) log:proves _:bng_9499. -(_:bng_19 _:bng_9499) log:proves _:bng_9500. -(_:bng_16 _:bng_9501) log:proves _:bng_9502. -(_:bng_30 _:bng_9503) log:proves _:bng_9504. -(_:bng_19 _:bng_9504) log:proves _:bng_9505. -(_:bng_21 _:bng_9506) log:proves _:bng_9507. -(_:bng_19 _:bng_9507) log:proves _:bng_9508. -(_:bng_21 _:bng_9509) log:proves _:bng_9510. -(_:bng_30 _:bng_9511) log:proves _:bng_9512. -(_:bng_30 _:bng_9513) log:proves _:bng_9514. -(_:bng_30 _:bng_9515) log:proves _:bng_9516. -(_:bng_30 _:bng_9517) log:proves _:bng_9518. -(_:bng_19 _:bng_9518) log:proves _:bng_9519. -(_:bng_21 _:bng_9520) log:proves _:bng_9521. -(_:bng_19 _:bng_9521) log:proves _:bng_9522. -(_:bng_30 _:bng_9523) log:proves _:bng_9524. -(_:bng_30 _:bng_9525) log:proves _:bng_9526. -(_:bng_19 _:bng_9526) log:proves _:bng_9527. -(_:bng_16 _:bng_9528) log:proves _:bng_9529. -(_:bng_19 _:bng_9529) log:proves _:bng_9530. -(_:bng_30 _:bng_9531) log:proves _:bng_9532. -(_:bng_19 _:bng_9532) log:proves _:bng_9533. -(_:bng_21 _:bng_9534) log:proves _:bng_9535. -(_:bng_30 _:bng_9536) log:proves _:bng_9537. -(_:bng_19 _:bng_9537) log:proves _:bng_9538. -(_:bng_16 _:bng_9539) log:proves _:bng_9540. -(_:bng_30 _:bng_9541) log:proves _:bng_9542. -(_:bng_19 _:bng_9542) log:proves _:bng_9543. -(_:bng_16 _:bng_9544) log:proves _:bng_9545. -(_:bng_30 _:bng_9546) log:proves _:bng_9547. -(_:bng_30 _:bng_9548) log:proves _:bng_9549. -(_:bng_19 _:bng_9549) log:proves _:bng_9550. -(_:bng_21 _:bng_9551) log:proves _:bng_9552. -(_:bng_19 _:bng_9552) log:proves _:bng_9553. -(_:bng_30 _:bng_9554) log:proves _:bng_9555. -(_:bng_19 _:bng_9555) log:proves _:bng_9556. -(_:bng_30 _:bng_9557) log:proves _:bng_9558. -(_:bng_19 _:bng_9558) log:proves _:bng_9559. -(_:bng_21 _:bng_9560) log:proves _:bng_9561. -(_:bng_30 _:bng_9562) log:proves _:bng_9563. -(_:bng_30 _:bng_9564) log:proves _:bng_9565. -(_:bng_30 _:bng_9566) log:proves _:bng_9567. -(_:bng_19 _:bng_9567) log:proves _:bng_9568. -(_:bng_30 _:bng_9569) log:proves _:bng_9570. -(_:bng_30 _:bng_9571) log:proves _:bng_9572. -(_:bng_30 _:bng_9573) log:proves _:bng_9574. -(_:bng_30 _:bng_9575) log:proves _:bng_9576. -(_:bng_19 _:bng_9576) log:proves _:bng_9577. -(_:bng_16 _:bng_9578) log:proves _:bng_9579. -(_:bng_19 _:bng_9579) log:proves _:bng_9580. -(_:bng_21 _:bng_9581) log:proves _:bng_9582. -(_:bng_30 _:bng_9583) log:proves _:bng_9584. -(_:bng_19 _:bng_9584) log:proves _:bng_9585. -(_:bng_30 _:bng_9586) log:proves _:bng_9587. -(_:bng_19 _:bng_9587) log:proves _:bng_9588. -(_:bng_21 _:bng_9589) log:proves _:bng_9590. -(_:bng_30 _:bng_9591) log:proves _:bng_9592. -(_:bng_30 _:bng_9593) log:proves _:bng_9594. -(_:bng_19 _:bng_9594) log:proves _:bng_9595. -(_:bng_30 _:bng_9596) log:proves _:bng_9597. -(_:bng_30 _:bng_9598) log:proves _:bng_9599. -(_:bng_19 _:bng_9599) log:proves _:bng_9600. -(_:bng_21 _:bng_9601) log:proves _:bng_9602. -(_:bng_19 _:bng_9602) log:proves _:bng_9603. -(_:bng_30 _:bng_9604) log:proves _:bng_9605. -(_:bng_30 _:bng_9606) log:proves _:bng_9607. -(_:bng_30 _:bng_9608) log:proves _:bng_9609. -(_:bng_30 _:bng_9610) log:proves _:bng_9611. -(_:bng_19 _:bng_9611) log:proves _:bng_9612. -(_:bng_30 _:bng_9613) log:proves _:bng_9614. -(_:bng_19 _:bng_9614) log:proves _:bng_9615. -(_:bng_16 _:bng_9616) log:proves _:bng_9617. -(_:bng_19 _:bng_9617) log:proves _:bng_9618. -(_:bng_21 _:bng_9619) log:proves _:bng_9620. -(_:bng_19 _:bng_9620) log:proves _:bng_9621. -(_:bng_16 _:bng_9622) log:proves _:bng_9623. -(_:bng_19 _:bng_9623) log:proves _:bng_9624. -(_:bng_16 _:bng_9625) log:proves _:bng_9626. -(_:bng_30 _:bng_9627) log:proves _:bng_9628. -(_:bng_19 _:bng_9628) log:proves _:bng_9629. -(_:bng_16 _:bng_9630) log:proves _:bng_9631. -(_:bng_30 _:bng_9632) log:proves _:bng_9633. -(_:bng_30 _:bng_9634) log:proves _:bng_9635. -(_:bng_30 _:bng_9636) log:proves _:bng_9637. -(_:bng_19 _:bng_9637) log:proves _:bng_9638. -(_:bng_16 _:bng_9639) log:proves _:bng_9640. -(_:bng_19 _:bng_9640) log:proves _:bng_9641. -(_:bng_21 _:bng_9642) log:proves _:bng_9643. -(_:bng_19 _:bng_9643) log:proves _:bng_9644. -(_:bng_16 _:bng_9645) log:proves _:bng_9646. -(_:bng_30 _:bng_9647) log:proves _:bng_9648. -(_:bng_30 _:bng_9649) log:proves _:bng_9650. -(_:bng_19 _:bng_9650) log:proves _:bng_9651. -(_:bng_21 _:bng_9652) log:proves _:bng_9653. -(_:bng_30 _:bng_9654) log:proves _:bng_9655. -(_:bng_19 _:bng_9655) log:proves _:bng_9656. -(_:bng_21 _:bng_9657) log:proves _:bng_9658. -(_:bng_19 _:bng_9658) log:proves _:bng_9659. -(_:bng_16 _:bng_9660) log:proves _:bng_9661. -(_:bng_19 _:bng_9661) log:proves _:bng_9662. -(_:bng_30 _:bng_9663) log:proves _:bng_9664. -(_:bng_19 _:bng_9664) log:proves _:bng_9665. -(_:bng_30 _:bng_9666) log:proves _:bng_9667. -(_:bng_19 _:bng_9667) log:proves _:bng_9668. -(_:bng_21 _:bng_9669) log:proves _:bng_9670. -(_:bng_19 _:bng_9670) log:proves _:bng_9671. -(_:bng_21 _:bng_9672) log:proves _:bng_9673. -(_:bng_30 _:bng_9674) log:proves _:bng_9675. -(_:bng_19 _:bng_9675) log:proves _:bng_9676. -(_:bng_30 _:bng_9677) log:proves _:bng_9678. -(_:bng_30 _:bng_9679) log:proves _:bng_9680. -(_:bng_19 _:bng_9680) log:proves _:bng_9681. -(_:bng_16 _:bng_9682) log:proves _:bng_9683. -(_:bng_30 _:bng_9684) log:proves _:bng_9685. -(_:bng_19 _:bng_9685) log:proves _:bng_9686. -(_:bng_16 _:bng_9687) log:proves _:bng_9688. -(_:bng_19 _:bng_9688) log:proves _:bng_9689. -(_:bng_16 _:bng_9690) log:proves _:bng_9691. -(_:bng_30 _:bng_9692) log:proves _:bng_9693. -(_:bng_30 _:bng_9694) log:proves _:bng_9695. -(_:bng_30 _:bng_9696) log:proves _:bng_9697. -(_:bng_30 _:bng_9698) log:proves _:bng_9699. -(_:bng_19 _:bng_9699) log:proves _:bng_9700. -(_:bng_30 _:bng_9701) log:proves _:bng_9702. -(_:bng_19 _:bng_9702) log:proves _:bng_9703. -(_:bng_30 _:bng_9704) log:proves _:bng_9705. -(_:bng_19 _:bng_9705) log:proves _:bng_9706. -(_:bng_16 _:bng_9707) log:proves _:bng_9708. -(_:bng_19 _:bng_9708) log:proves _:bng_9709. -(_:bng_1059 _:bng_9710) log:proves _:bng_9711. -(_:bng_1059 _:bng_9712) log:proves _:bng_9713. -(_:bng_1059 _:bng_9714) log:proves _:bng_9715. -(_:bng_1059 _:bng_9716) log:proves _:bng_9717. -(_:bng_1059 _:bng_9718) log:proves _:bng_9719. -(_:bng_1059 _:bng_9720) log:proves _:bng_9721. -(_:bng_1059 _:bng_9722) log:proves _:bng_9723. -(_:bng_1059 _:bng_9724) log:proves _:bng_9725. -(_:bng_1076 _:bng_9726) log:proves _:bng_9727. -(_:bng_1079 _:bng_9727) log:proves _:bng_9727. -(_:bng_16 _:bng_9728) log:proves _:bng_9729. -(_:bng_30 _:bng_9730) log:proves _:bng_9731. -(_:bng_19 _:bng_9731) log:proves _:bng_9732. -(_:bng_30 _:bng_9733) log:proves _:bng_9734. -(_:bng_19 _:bng_9734) log:proves _:bng_9735. -(_:bng_21 _:bng_9736) log:proves _:bng_9737. -(_:bng_19 _:bng_9737) log:proves _:bng_9738. -(_:bng_16 _:bng_9739) log:proves _:bng_9740. -(_:bng_30 _:bng_9741) log:proves _:bng_9742. -(_:bng_30 _:bng_9743) log:proves _:bng_9744. -(_:bng_19 _:bng_9744) log:proves _:bng_9745. -(_:bng_16 _:bng_9746) log:proves _:bng_9747. -(_:bng_30 _:bng_9748) log:proves _:bng_9749. -(_:bng_19 _:bng_9749) log:proves _:bng_9750. -(_:bng_30 _:bng_9751) log:proves _:bng_9752. -(_:bng_30 _:bng_9753) log:proves _:bng_9754. -(_:bng_30 _:bng_9755) log:proves _:bng_9756. -(_:bng_19 _:bng_9756) log:proves _:bng_9757. -(_:bng_30 _:bng_9758) log:proves _:bng_9759. -(_:bng_19 _:bng_9759) log:proves _:bng_9760. -(_:bng_1059 _:bng_9761) log:proves _:bng_9762. -(_:bng_1059 _:bng_9763) log:proves _:bng_9764. -(_:bng_1059 _:bng_9765) log:proves _:bng_9766. -(_:bng_1059 _:bng_9767) log:proves _:bng_9768. -(_:bng_1059 _:bng_9769) log:proves _:bng_9770. -(_:bng_1059 _:bng_9771) log:proves _:bng_9772. -(_:bng_1059 _:bng_9773) log:proves _:bng_9774. -(_:bng_1059 _:bng_9775) log:proves _:bng_9776. -(_:bng_1076 _:bng_9777) log:proves _:bng_9778. -(_:bng_1079 _:bng_9778) log:proves _:bng_9778. -(_:bng_16 _:bng_9779) log:proves _:bng_9780. -(_:bng_30 _:bng_9781) log:proves _:bng_9782. -(_:bng_19 _:bng_9782) log:proves _:bng_9783. -(_:bng_30 _:bng_9784) log:proves _:bng_9785. -(_:bng_30 _:bng_9786) log:proves _:bng_9787. -(_:bng_19 _:bng_9787) log:proves _:bng_9788. -(_:bng_21 _:bng_9789) log:proves _:bng_9790. -(_:bng_30 _:bng_9791) log:proves _:bng_9792. -(_:bng_19 _:bng_9792) log:proves _:bng_9793. -(_:bng_30 _:bng_9794) log:proves _:bng_9795. -(_:bng_19 _:bng_9795) log:proves _:bng_9796. -(_:bng_30 _:bng_9797) log:proves _:bng_9798. -(_:bng_19 _:bng_9798) log:proves _:bng_9799. -(_:bng_30 _:bng_9800) log:proves _:bng_9801. -(_:bng_19 _:bng_9801) log:proves _:bng_9802. -(_:bng_21 _:bng_9803) log:proves _:bng_9804. -(_:bng_19 _:bng_9804) log:proves _:bng_9805. -(_:bng_16 _:bng_9806) log:proves _:bng_9807. -(_:bng_19 _:bng_9807) log:proves _:bng_9808. -(_:bng_30 _:bng_9809) log:proves _:bng_9810. -(_:bng_30 _:bng_9811) log:proves _:bng_9812. -(_:bng_19 _:bng_9812) log:proves _:bng_9813. -(_:bng_21 _:bng_9814) log:proves _:bng_9815. -(_:bng_19 _:bng_9815) log:proves _:bng_9816. -(_:bng_16 _:bng_9817) log:proves _:bng_9818. -(_:bng_19 _:bng_9818) log:proves _:bng_9819. -(_:bng_21 _:bng_9820) log:proves _:bng_9821. -(_:bng_30 _:bng_9822) log:proves _:bng_9823. -(_:bng_19 _:bng_9823) log:proves _:bng_9824. -(_:bng_30 _:bng_9825) log:proves _:bng_9826. -(_:bng_30 _:bng_9827) log:proves _:bng_9828. -(_:bng_19 _:bng_9828) log:proves _:bng_9829. -(_:bng_30 _:bng_9830) log:proves _:bng_9831. -(_:bng_30 _:bng_9832) log:proves _:bng_9833. -(_:bng_30 _:bng_9834) log:proves _:bng_9835. -(_:bng_19 _:bng_9835) log:proves _:bng_9836. -(_:bng_21 _:bng_9837) log:proves _:bng_9838. -(_:bng_19 _:bng_9838) log:proves _:bng_9839. -(_:bng_30 _:bng_9840) log:proves _:bng_9841. -(_:bng_30 _:bng_9842) log:proves _:bng_9843. -(_:bng_30 _:bng_9844) log:proves _:bng_9845. -(_:bng_19 _:bng_9845) log:proves _:bng_9846. -(_:bng_21 _:bng_9847) log:proves _:bng_9848. -(_:bng_30 _:bng_9849) log:proves _:bng_9850. -(_:bng_30 _:bng_9851) log:proves _:bng_9852. -(_:bng_19 _:bng_9852) log:proves _:bng_9853. -(_:bng_21 _:bng_9854) log:proves _:bng_9855. -(_:bng_19 _:bng_9855) log:proves _:bng_9856. -(_:bng_16 _:bng_9857) log:proves _:bng_9858. -(_:bng_19 _:bng_9858) log:proves _:bng_9859. -(_:bng_30 _:bng_9860) log:proves _:bng_9861. -(_:bng_30 _:bng_9862) log:proves _:bng_9863. -(_:bng_30 _:bng_9864) log:proves _:bng_9865. -(_:bng_30 _:bng_9866) log:proves _:bng_9867. -(_:bng_19 _:bng_9867) log:proves _:bng_9868. -(_:bng_21 _:bng_9869) log:proves _:bng_9870. -(_:bng_30 _:bng_9871) log:proves _:bng_9872. -(_:bng_19 _:bng_9872) log:proves _:bng_9873. -(_:bng_16 _:bng_9874) log:proves _:bng_9875. -(_:bng_19 _:bng_9875) log:proves _:bng_9876. -(_:bng_16 _:bng_9877) log:proves _:bng_9878. -(_:bng_30 _:bng_9879) log:proves _:bng_9880. -(_:bng_19 _:bng_9880) log:proves _:bng_9881. -(_:bng_16 _:bng_9882) log:proves _:bng_9883. -(_:bng_19 _:bng_9883) log:proves _:bng_9884. -(_:bng_30 _:bng_9885) log:proves _:bng_9886. -(_:bng_19 _:bng_9886) log:proves _:bng_9887. -(_:bng_30 _:bng_9888) log:proves _:bng_9889. -(_:bng_19 _:bng_9889) log:proves _:bng_9890. -(_:bng_30 _:bng_9891) log:proves _:bng_9892. -(_:bng_19 _:bng_9892) log:proves _:bng_9893. -(_:bng_30 _:bng_9894) log:proves _:bng_9895. -(_:bng_19 _:bng_9895) log:proves _:bng_9896. -(_:bng_30 _:bng_9897) log:proves _:bng_9898. -(_:bng_30 _:bng_9899) log:proves _:bng_9900. -(_:bng_19 _:bng_9900) log:proves _:bng_9901. -(_:bng_21 _:bng_9902) log:proves _:bng_9903. -(_:bng_19 _:bng_9903) log:proves _:bng_9904. -(_:bng_16 _:bng_9905) log:proves _:bng_9906. -(_:bng_30 _:bng_9907) log:proves _:bng_9908. -(_:bng_19 _:bng_9908) log:proves _:bng_9909. -(_:bng_30 _:bng_9910) log:proves _:bng_9911. -(_:bng_30 _:bng_9912) log:proves _:bng_9913. -(_:bng_30 _:bng_9914) log:proves _:bng_9915. -(_:bng_19 _:bng_9915) log:proves _:bng_9916. -(_:bng_21 _:bng_9917) log:proves _:bng_9918. -(_:bng_30 _:bng_9919) log:proves _:bng_9920. -(_:bng_19 _:bng_9920) log:proves _:bng_9921. -(_:bng_16 _:bng_9922) log:proves _:bng_9923. -(_:bng_19 _:bng_9923) log:proves _:bng_9924. -(_:bng_1059 _:bng_9925) log:proves _:bng_9926. -(_:bng_1059 _:bng_9927) log:proves _:bng_9928. -(_:bng_1059 _:bng_9929) log:proves _:bng_9930. -(_:bng_1059 _:bng_9931) log:proves _:bng_9932. -(_:bng_1059 _:bng_9933) log:proves _:bng_9934. -(_:bng_1059 _:bng_9935) log:proves _:bng_9936. -(_:bng_1059 _:bng_9937) log:proves _:bng_9938. -(_:bng_1059 _:bng_9939) log:proves _:bng_9940. -(_:bng_1076 _:bng_9941) log:proves _:bng_9942. -(_:bng_1079 _:bng_9942) log:proves _:bng_9942. -(_:bng_21 _:bng_9943) log:proves _:bng_9944. -(_:bng_30 _:bng_9945) log:proves _:bng_9946. -(_:bng_19 _:bng_9946) log:proves _:bng_9947. -(_:bng_21 _:bng_9948) log:proves _:bng_9949. -(_:bng_19 _:bng_9949) log:proves _:bng_9950. -(_:bng_30 _:bng_9951) log:proves _:bng_9952. -(_:bng_19 _:bng_9952) log:proves _:bng_9953. -(_:bng_21 _:bng_9954) log:proves _:bng_9955. -(_:bng_19 _:bng_9955) log:proves _:bng_9956. -(_:bng_21 _:bng_9957) log:proves _:bng_9958. -(_:bng_30 _:bng_9959) log:proves _:bng_9960. -(_:bng_19 _:bng_9960) log:proves _:bng_9961. -(_:bng_30 _:bng_9962) log:proves _:bng_9963. -(_:bng_30 _:bng_9964) log:proves _:bng_9965. -(_:bng_19 _:bng_9965) log:proves _:bng_9966. -(_:bng_16 _:bng_9967) log:proves _:bng_9968. -(_:bng_19 _:bng_9968) log:proves _:bng_9969. -(_:bng_21 _:bng_9970) log:proves _:bng_9971. -(_:bng_30 _:bng_9972) log:proves _:bng_9973. -(_:bng_30 _:bng_9974) log:proves _:bng_9975. -(_:bng_30 _:bng_9976) log:proves _:bng_9977. -(_:bng_19 _:bng_9977) log:proves _:bng_9978. -(_:bng_21 _:bng_9979) log:proves _:bng_9980. -(_:bng_19 _:bng_9980) log:proves _:bng_9981. -(_:bng_21 _:bng_9982) log:proves _:bng_9983. -(_:bng_30 _:bng_9984) log:proves _:bng_9985. -(_:bng_30 _:bng_9986) log:proves _:bng_9987. -(_:bng_19 _:bng_9987) log:proves _:bng_9988. -(_:bng_30 _:bng_9989) log:proves _:bng_9990. -(_:bng_19 _:bng_9990) log:proves _:bng_9991. -(_:bng_16 _:bng_9992) log:proves _:bng_9993. -(_:bng_19 _:bng_9993) log:proves _:bng_9994. -(_:bng_21 _:bng_9995) log:proves _:bng_9996. -(_:bng_19 _:bng_9996) log:proves _:bng_9997. -(_:bng_21 _:bng_9998) log:proves _:bng_9999. -(_:bng_19 _:bng_9999) log:proves _:bng_10000. -(_:bng_16 _:bng_10001) log:proves _:bng_10002. -(_:bng_19 _:bng_10002) log:proves _:bng_10003. -(_:bng_16 _:bng_10004) log:proves _:bng_10005. -(_:bng_19 _:bng_10005) log:proves _:bng_10006. -(_:bng_21 _:bng_10007) log:proves _:bng_10008. -(_:bng_19 _:bng_10008) log:proves _:bng_10009. -(_:bng_16 _:bng_10010) log:proves _:bng_10011. -(_:bng_19 _:bng_10011) log:proves _:bng_10012. -(_:bng_21 _:bng_10013) log:proves _:bng_10014. -(_:bng_30 _:bng_10015) log:proves _:bng_10016. -(_:bng_19 _:bng_10016) log:proves _:bng_10017. -(_:bng_16 _:bng_10018) log:proves _:bng_10019. -(_:bng_30 _:bng_10020) log:proves _:bng_10021. -(_:bng_19 _:bng_10021) log:proves _:bng_10022. -(_:bng_16 _:bng_10023) log:proves _:bng_10024. -(_:bng_30 _:bng_10025) log:proves _:bng_10026. -(_:bng_30 _:bng_10027) log:proves _:bng_10028. -(_:bng_19 _:bng_10028) log:proves _:bng_10029. -(_:bng_21 _:bng_10030) log:proves _:bng_10031. -(_:bng_30 _:bng_10032) log:proves _:bng_10033. -(_:bng_30 _:bng_10034) log:proves _:bng_10035. -(_:bng_30 _:bng_10036) log:proves _:bng_10037. -(_:bng_30 _:bng_10038) log:proves _:bng_10039. -(_:bng_19 _:bng_10039) log:proves _:bng_10040. -(_:bng_30 _:bng_10041) log:proves _:bng_10042. -(_:bng_19 _:bng_10042) log:proves _:bng_10043. -(_:bng_16 _:bng_10044) log:proves _:bng_10045. -(_:bng_30 _:bng_10046) log:proves _:bng_10047. -(_:bng_30 _:bng_10048) log:proves _:bng_10049. -(_:bng_30 _:bng_10050) log:proves _:bng_10051. -(_:bng_30 _:bng_10052) log:proves _:bng_10053. -(_:bng_19 _:bng_10053) log:proves _:bng_10054. -(_:bng_21 _:bng_10055) log:proves _:bng_10056. -(_:bng_30 _:bng_10057) log:proves _:bng_10058. -(_:bng_19 _:bng_10058) log:proves _:bng_10059. -(_:bng_30 _:bng_10060) log:proves _:bng_10061. -(_:bng_19 _:bng_10061) log:proves _:bng_10062. -(_:bng_30 _:bng_10063) log:proves _:bng_10064. -(_:bng_30 _:bng_10065) log:proves _:bng_10066. -(_:bng_19 _:bng_10066) log:proves _:bng_10067. -(_:bng_1059 _:bng_10068) log:proves _:bng_10069. -(_:bng_1059 _:bng_10070) log:proves _:bng_10071. -(_:bng_1059 _:bng_10072) log:proves _:bng_10073. -(_:bng_1059 _:bng_10074) log:proves _:bng_10075. -(_:bng_1059 _:bng_10076) log:proves _:bng_10077. -(_:bng_1059 _:bng_10078) log:proves _:bng_10079. -(_:bng_1059 _:bng_10080) log:proves _:bng_10081. -(_:bng_1059 _:bng_10082) log:proves _:bng_10083. -(_:bng_1076 _:bng_10084) log:proves _:bng_10085. -(_:bng_1079 _:bng_10085) log:proves _:bng_10085. -(_:bng_16 _:bng_10086) log:proves _:bng_10087. -(_:bng_19 _:bng_10087) log:proves _:bng_10088. -(_:bng_16 _:bng_10089) log:proves _:bng_10090. -(_:bng_30 _:bng_10091) log:proves _:bng_10092. -(_:bng_19 _:bng_10092) log:proves _:bng_10093. -(_:bng_21 _:bng_10094) log:proves _:bng_10095. -(_:bng_30 _:bng_10096) log:proves _:bng_10097. -(_:bng_19 _:bng_10097) log:proves _:bng_10098. -(_:bng_1059 _:bng_10099) log:proves _:bng_10100. -(_:bng_1059 _:bng_10101) log:proves _:bng_10102. -(_:bng_1059 _:bng_10103) log:proves _:bng_10104. -(_:bng_1059 _:bng_10105) log:proves _:bng_10106. -(_:bng_1059 _:bng_10107) log:proves _:bng_10108. -(_:bng_1059 _:bng_10109) log:proves _:bng_10110. -(_:bng_1059 _:bng_10111) log:proves _:bng_10112. -(_:bng_1059 _:bng_10113) log:proves _:bng_10114. -(_:bng_1076 _:bng_10115) log:proves _:bng_10116. -(_:bng_1079 _:bng_10116) log:proves _:bng_10116. -(_:bng_21 _:bng_10117) log:proves _:bng_10118. -(_:bng_19 _:bng_10118) log:proves _:bng_10119. -(_:bng_21 _:bng_10120) log:proves _:bng_10121. -(_:bng_30 _:bng_10122) log:proves _:bng_10123. -(_:bng_19 _:bng_10123) log:proves _:bng_10124. -(_:bng_21 _:bng_10125) log:proves _:bng_10126. -(_:bng_30 _:bng_10127) log:proves _:bng_10128. -(_:bng_30 _:bng_10129) log:proves _:bng_10130. -(_:bng_30 _:bng_10131) log:proves _:bng_10132. -(_:bng_19 _:bng_10132) log:proves _:bng_10133. -(_:bng_30 _:bng_10134) log:proves _:bng_10135. -(_:bng_30 _:bng_10136) log:proves _:bng_10137. -(_:bng_30 _:bng_10138) log:proves _:bng_10139. -(_:bng_19 _:bng_10139) log:proves _:bng_10140. -(_:bng_21 _:bng_10141) log:proves _:bng_10142. -(_:bng_19 _:bng_10142) log:proves _:bng_10143. -(_:bng_30 _:bng_10144) log:proves _:bng_10145. -(_:bng_19 _:bng_10145) log:proves _:bng_10146. -(_:bng_30 _:bng_10147) log:proves _:bng_10148. -(_:bng_19 _:bng_10148) log:proves _:bng_10149. -(_:bng_30 _:bng_10150) log:proves _:bng_10151. -(_:bng_19 _:bng_10151) log:proves _:bng_10152. -(_:bng_16 _:bng_10153) log:proves _:bng_10154. -(_:bng_19 _:bng_10154) log:proves _:bng_10155. -(_:bng_21 _:bng_10156) log:proves _:bng_10157. -(_:bng_30 _:bng_10158) log:proves _:bng_10159. -(_:bng_19 _:bng_10159) log:proves _:bng_10160. -(_:bng_16 _:bng_10161) log:proves _:bng_10162. -(_:bng_30 _:bng_10163) log:proves _:bng_10164. -(_:bng_19 _:bng_10164) log:proves _:bng_10165. -(_:bng_16 _:bng_10166) log:proves _:bng_10167. -(_:bng_30 _:bng_10168) log:proves _:bng_10169. -(_:bng_19 _:bng_10169) log:proves _:bng_10170. -(_:bng_21 _:bng_10171) log:proves _:bng_10172. -(_:bng_30 _:bng_10173) log:proves _:bng_10174. -(_:bng_30 _:bng_10175) log:proves _:bng_10176. -(_:bng_19 _:bng_10176) log:proves _:bng_10177. -(_:bng_16 _:bng_10178) log:proves _:bng_10179. -(_:bng_19 _:bng_10179) log:proves _:bng_10180. -(_:bng_21 _:bng_10181) log:proves _:bng_10182. -(_:bng_19 _:bng_10182) log:proves _:bng_10183. -(_:bng_30 _:bng_10184) log:proves _:bng_10185. -(_:bng_30 _:bng_10186) log:proves _:bng_10187. -(_:bng_19 _:bng_10187) log:proves _:bng_10188. -(_:bng_30 _:bng_10189) log:proves _:bng_10190. -(_:bng_19 _:bng_10190) log:proves _:bng_10191. -(_:bng_30 _:bng_10192) log:proves _:bng_10193. -(_:bng_30 _:bng_10194) log:proves _:bng_10195. -(_:bng_19 _:bng_10195) log:proves _:bng_10196. -(_:bng_21 _:bng_10197) log:proves _:bng_10198. -(_:bng_19 _:bng_10198) log:proves _:bng_10199. -(_:bng_16 _:bng_10200) log:proves _:bng_10201. -(_:bng_19 _:bng_10201) log:proves _:bng_10202. -(_:bng_30 _:bng_10203) log:proves _:bng_10204. -(_:bng_30 _:bng_10205) log:proves _:bng_10206. -(_:bng_30 _:bng_10207) log:proves _:bng_10208. -(_:bng_19 _:bng_10208) log:proves _:bng_10209. -(_:bng_21 _:bng_10210) log:proves _:bng_10211. -(_:bng_19 _:bng_10211) log:proves _:bng_10212. -(_:bng_16 _:bng_10213) log:proves _:bng_10214. -(_:bng_30 _:bng_10215) log:proves _:bng_10216. -(_:bng_30 _:bng_10217) log:proves _:bng_10218. -(_:bng_30 _:bng_10219) log:proves _:bng_10220. -(_:bng_19 _:bng_10220) log:proves _:bng_10221. -(_:bng_16 _:bng_10222) log:proves _:bng_10223. -(_:bng_30 _:bng_10224) log:proves _:bng_10225. -(_:bng_19 _:bng_10225) log:proves _:bng_10226. -(_:bng_30 _:bng_10227) log:proves _:bng_10228. -(_:bng_30 _:bng_10229) log:proves _:bng_10230. -(_:bng_30 _:bng_10231) log:proves _:bng_10232. -(_:bng_19 _:bng_10232) log:proves _:bng_10233. -(_:bng_21 _:bng_10234) log:proves _:bng_10235. -(_:bng_30 _:bng_10236) log:proves _:bng_10237. -(_:bng_30 _:bng_10238) log:proves _:bng_10239. -(_:bng_19 _:bng_10239) log:proves _:bng_10240. -(_:bng_21 _:bng_10241) log:proves _:bng_10242. -(_:bng_30 _:bng_10243) log:proves _:bng_10244. -(_:bng_30 _:bng_10245) log:proves _:bng_10246. -(_:bng_30 _:bng_10247) log:proves _:bng_10248. -(_:bng_30 _:bng_10249) log:proves _:bng_10250. -(_:bng_30 _:bng_10251) log:proves _:bng_10252. -(_:bng_19 _:bng_10252) log:proves _:bng_10253. -(_:bng_1059 _:bng_10254) log:proves _:bng_10255. -(_:bng_1059 _:bng_10256) log:proves _:bng_10257. -(_:bng_1059 _:bng_10258) log:proves _:bng_10259. -(_:bng_1059 _:bng_10260) log:proves _:bng_10261. -(_:bng_1059 _:bng_10262) log:proves _:bng_10263. -(_:bng_1059 _:bng_10264) log:proves _:bng_10265. -(_:bng_1059 _:bng_10266) log:proves _:bng_10267. -(_:bng_1059 _:bng_10268) log:proves _:bng_10269. -(_:bng_1076 _:bng_10270) log:proves _:bng_10271. -(_:bng_1079 _:bng_10271) log:proves _:bng_10271. -(_:bng_21 _:bng_10272) log:proves _:bng_10273. -(_:bng_30 _:bng_10274) log:proves _:bng_10275. -(_:bng_19 _:bng_10275) log:proves _:bng_10276. -(_:bng_30 _:bng_10277) log:proves _:bng_10278. -(_:bng_19 _:bng_10278) log:proves _:bng_10279. -(_:bng_16 _:bng_10280) log:proves _:bng_10281. -(_:bng_30 _:bng_10282) log:proves _:bng_10283. -(_:bng_19 _:bng_10283) log:proves _:bng_10284. -(_:bng_30 _:bng_10285) log:proves _:bng_10286. -(_:bng_19 _:bng_10286) log:proves _:bng_10287. -(_:bng_1059 _:bng_10288) log:proves _:bng_10289. -(_:bng_1059 _:bng_10290) log:proves _:bng_10291. -(_:bng_1059 _:bng_10292) log:proves _:bng_10293. -(_:bng_1059 _:bng_10294) log:proves _:bng_10295. -(_:bng_1059 _:bng_10296) log:proves _:bng_10297. -(_:bng_1059 _:bng_10298) log:proves _:bng_10299. -(_:bng_1059 _:bng_10300) log:proves _:bng_10301. -(_:bng_1059 _:bng_10302) log:proves _:bng_10303. -(_:bng_1076 _:bng_10304) log:proves _:bng_10305. -(_:bng_1079 _:bng_10305) log:proves _:bng_10305. -(_:bng_1059 _:bng_10306) log:proves _:bng_10307. -(_:bng_1059 _:bng_10308) log:proves _:bng_10309. -(_:bng_1059 _:bng_10310) log:proves _:bng_10311. -(_:bng_1059 _:bng_10312) log:proves _:bng_10313. -(_:bng_1059 _:bng_10314) log:proves _:bng_10315. -(_:bng_1059 _:bng_10316) log:proves _:bng_10317. -(_:bng_1059 _:bng_10318) log:proves _:bng_10319. -(_:bng_1059 _:bng_10320) log:proves _:bng_10321. -(_:bng_1076 _:bng_10322) log:proves _:bng_10323. -(_:bng_1079 _:bng_10323) log:proves _:bng_10323. -(_:bng_16 _:bng_10324) log:proves _:bng_10325. -(_:bng_19 _:bng_10325) log:proves _:bng_10326. -(_:bng_16 _:bng_10327) log:proves _:bng_10328. -(_:bng_30 _:bng_10329) log:proves _:bng_10330. -(_:bng_19 _:bng_10330) log:proves _:bng_10331. -(_:bng_16 _:bng_10332) log:proves _:bng_10333. -(_:bng_30 _:bng_10334) log:proves _:bng_10335. -(_:bng_19 _:bng_10335) log:proves _:bng_10336. -(_:bng_21 _:bng_10337) log:proves _:bng_10338. -(_:bng_30 _:bng_10339) log:proves _:bng_10340. -(_:bng_30 _:bng_10341) log:proves _:bng_10342. -(_:bng_19 _:bng_10342) log:proves _:bng_10343. -(_:bng_21 _:bng_10344) log:proves _:bng_10345. -(_:bng_19 _:bng_10345) log:proves _:bng_10346. -(_:bng_30 _:bng_10347) log:proves _:bng_10348. -(_:bng_30 _:bng_10349) log:proves _:bng_10350. -(_:bng_19 _:bng_10350) log:proves _:bng_10351. -(_:bng_21 _:bng_10352) log:proves _:bng_10353. -(_:bng_30 _:bng_10354) log:proves _:bng_10355. -(_:bng_19 _:bng_10355) log:proves _:bng_10356. -(_:bng_30 _:bng_10357) log:proves _:bng_10358. -(_:bng_19 _:bng_10358) log:proves _:bng_10359. -(_:bng_30 _:bng_10360) log:proves _:bng_10361. -(_:bng_19 _:bng_10361) log:proves _:bng_10362. -(_:bng_16 _:bng_10363) log:proves _:bng_10364. -(_:bng_19 _:bng_10364) log:proves _:bng_10365. -(_:bng_21 _:bng_10366) log:proves _:bng_10367. -(_:bng_19 _:bng_10367) log:proves _:bng_10368. -(_:bng_30 _:bng_10369) log:proves _:bng_10370. -(_:bng_30 _:bng_10371) log:proves _:bng_10372. -(_:bng_30 _:bng_10373) log:proves _:bng_10374. -(_:bng_30 _:bng_10375) log:proves _:bng_10376. -(_:bng_19 _:bng_10376) log:proves _:bng_10377. -(_:bng_16 _:bng_10378) log:proves _:bng_10379. -(_:bng_30 _:bng_10380) log:proves _:bng_10381. -(_:bng_30 _:bng_10382) log:proves _:bng_10383. -(_:bng_30 _:bng_10384) log:proves _:bng_10385. -(_:bng_19 _:bng_10385) log:proves _:bng_10386. -(_:bng_30 _:bng_10387) log:proves _:bng_10388. -(_:bng_19 _:bng_10388) log:proves _:bng_10389. -(_:bng_1059 _:bng_10390) log:proves _:bng_10391. -(_:bng_1059 _:bng_10392) log:proves _:bng_10393. -(_:bng_1059 _:bng_10394) log:proves _:bng_10395. -(_:bng_1059 _:bng_10396) log:proves _:bng_10397. -(_:bng_1059 _:bng_10398) log:proves _:bng_10399. -(_:bng_1059 _:bng_10400) log:proves _:bng_10401. -(_:bng_1059 _:bng_10402) log:proves _:bng_10403. -(_:bng_1059 _:bng_10404) log:proves _:bng_10405. -(_:bng_1076 _:bng_10406) log:proves _:bng_10407. -(_:bng_1079 _:bng_10407) log:proves _:bng_10407. -(_:bng_16 _:bng_10408) log:proves _:bng_10409. -(_:bng_30 _:bng_10410) log:proves _:bng_10411. -(_:bng_19 _:bng_10411) log:proves _:bng_10412. -(_:bng_16 _:bng_10413) log:proves _:bng_10414. -(_:bng_19 _:bng_10414) log:proves _:bng_10415. -(_:bng_21 _:bng_10416) log:proves _:bng_10417. -(_:bng_30 _:bng_10418) log:proves _:bng_10419. -(_:bng_19 _:bng_10419) log:proves _:bng_10420. -(_:bng_16 _:bng_10421) log:proves _:bng_10422. -(_:bng_30 _:bng_10423) log:proves _:bng_10424. -(_:bng_19 _:bng_10424) log:proves _:bng_10425. -(_:bng_30 _:bng_10426) log:proves _:bng_10427. -(_:bng_30 _:bng_10428) log:proves _:bng_10429. -(_:bng_19 _:bng_10429) log:proves _:bng_10430. -(_:bng_21 _:bng_10431) log:proves _:bng_10432. -(_:bng_19 _:bng_10432) log:proves _:bng_10433. -(_:bng_30 _:bng_10434) log:proves _:bng_10435. -(_:bng_30 _:bng_10436) log:proves _:bng_10437. -(_:bng_19 _:bng_10437) log:proves _:bng_10438. -(_:bng_21 _:bng_10439) log:proves _:bng_10440. -(_:bng_19 _:bng_10440) log:proves _:bng_10441. -(_:bng_30 _:bng_10442) log:proves _:bng_10443. -(_:bng_30 _:bng_10444) log:proves _:bng_10445. -(_:bng_19 _:bng_10445) log:proves _:bng_10446. -(_:bng_21 _:bng_10447) log:proves _:bng_10448. -(_:bng_30 _:bng_10449) log:proves _:bng_10450. -(_:bng_19 _:bng_10450) log:proves _:bng_10451. -(_:bng_21 _:bng_10452) log:proves _:bng_10453. -(_:bng_30 _:bng_10454) log:proves _:bng_10455. -(_:bng_30 _:bng_10456) log:proves _:bng_10457. -(_:bng_19 _:bng_10457) log:proves _:bng_10458. -(_:bng_21 _:bng_10459) log:proves _:bng_10460. -(_:bng_19 _:bng_10460) log:proves _:bng_10461. -(_:bng_16 _:bng_10462) log:proves _:bng_10463. -(_:bng_30 _:bng_10464) log:proves _:bng_10465. -(_:bng_19 _:bng_10465) log:proves _:bng_10466. -(_:bng_30 _:bng_10467) log:proves _:bng_10468. -(_:bng_19 _:bng_10468) log:proves _:bng_10469. -(_:bng_21 _:bng_10470) log:proves _:bng_10471. -(_:bng_19 _:bng_10471) log:proves _:bng_10472. -(_:bng_16 _:bng_10473) log:proves _:bng_10474. -(_:bng_19 _:bng_10474) log:proves _:bng_10475. -(_:bng_30 _:bng_10476) log:proves _:bng_10477. -(_:bng_30 _:bng_10478) log:proves _:bng_10479. -(_:bng_30 _:bng_10480) log:proves _:bng_10481. -(_:bng_19 _:bng_10481) log:proves _:bng_10482. -(_:bng_30 _:bng_10483) log:proves _:bng_10484. -(_:bng_19 _:bng_10484) log:proves _:bng_10485. -(_:bng_21 _:bng_10486) log:proves _:bng_10487. -(_:bng_19 _:bng_10487) log:proves _:bng_10488. -(_:bng_16 _:bng_10489) log:proves _:bng_10490. -(_:bng_19 _:bng_10490) log:proves _:bng_10491. -(_:bng_16 _:bng_10492) log:proves _:bng_10493. -(_:bng_19 _:bng_10493) log:proves _:bng_10494. -(_:bng_21 _:bng_10495) log:proves _:bng_10496. -(_:bng_19 _:bng_10496) log:proves _:bng_10497. -(_:bng_16 _:bng_10498) log:proves _:bng_10499. -(_:bng_19 _:bng_10499) log:proves _:bng_10500. -(_:bng_21 _:bng_10501) log:proves _:bng_10502. -(_:bng_30 _:bng_10503) log:proves _:bng_10504. -(_:bng_19 _:bng_10504) log:proves _:bng_10505. -(_:bng_16 _:bng_10506) log:proves _:bng_10507. -(_:bng_30 _:bng_10508) log:proves _:bng_10509. -(_:bng_19 _:bng_10509) log:proves _:bng_10510. -(_:bng_16 _:bng_10511) log:proves _:bng_10512. -(_:bng_30 _:bng_10513) log:proves _:bng_10514. -(_:bng_30 _:bng_10515) log:proves _:bng_10516. -(_:bng_19 _:bng_10516) log:proves _:bng_10517. -(_:bng_16 _:bng_10518) log:proves _:bng_10519. -(_:bng_19 _:bng_10519) log:proves _:bng_10520. -(_:bng_16 _:bng_10521) log:proves _:bng_10522. -(_:bng_30 _:bng_10523) log:proves _:bng_10524. -(_:bng_30 _:bng_10525) log:proves _:bng_10526. -(_:bng_30 _:bng_10527) log:proves _:bng_10528. -(_:bng_30 _:bng_10529) log:proves _:bng_10530. -(_:bng_19 _:bng_10530) log:proves _:bng_10531. -(_:bng_16 _:bng_10532) log:proves _:bng_10533. -(_:bng_30 _:bng_10534) log:proves _:bng_10535. -(_:bng_30 _:bng_10536) log:proves _:bng_10537. -(_:bng_19 _:bng_10537) log:proves _:bng_10538. -(_:bng_30 _:bng_10539) log:proves _:bng_10540. -(_:bng_19 _:bng_10540) log:proves _:bng_10541. -(_:bng_21 _:bng_10542) log:proves _:bng_10543. -(_:bng_19 _:bng_10543) log:proves _:bng_10544. -(_:bng_16 _:bng_10545) log:proves _:bng_10546. -(_:bng_19 _:bng_10546) log:proves _:bng_10547. -(_:bng_16 _:bng_10548) log:proves _:bng_10549. -(_:bng_30 _:bng_10550) log:proves _:bng_10551. -(_:bng_19 _:bng_10551) log:proves _:bng_10552. -(_:bng_21 _:bng_10553) log:proves _:bng_10554. -(_:bng_30 _:bng_10555) log:proves _:bng_10556. -(_:bng_30 _:bng_10557) log:proves _:bng_10558. -(_:bng_30 _:bng_10559) log:proves _:bng_10560. -(_:bng_30 _:bng_10561) log:proves _:bng_10562. -(_:bng_19 _:bng_10562) log:proves _:bng_10563. -(_:bng_21 _:bng_10564) log:proves _:bng_10565. -(_:bng_19 _:bng_10565) log:proves _:bng_10566. -(_:bng_21 _:bng_10567) log:proves _:bng_10568. -(_:bng_19 _:bng_10568) log:proves _:bng_10569. -(_:bng_21 _:bng_10570) log:proves _:bng_10571. -(_:bng_30 _:bng_10572) log:proves _:bng_10573. -(_:bng_19 _:bng_10573) log:proves _:bng_10574. -(_:bng_21 _:bng_10575) log:proves _:bng_10576. -(_:bng_19 _:bng_10576) log:proves _:bng_10577. -(_:bng_16 _:bng_10578) log:proves _:bng_10579. -(_:bng_30 _:bng_10580) log:proves _:bng_10581. -(_:bng_30 _:bng_10582) log:proves _:bng_10583. -(_:bng_19 _:bng_10583) log:proves _:bng_10584. -(_:bng_16 _:bng_10585) log:proves _:bng_10586. -(_:bng_19 _:bng_10586) log:proves _:bng_10587. -(_:bng_30 _:bng_10588) log:proves _:bng_10589. -(_:bng_19 _:bng_10589) log:proves _:bng_10590. -(_:bng_21 _:bng_10591) log:proves _:bng_10592. -(_:bng_19 _:bng_10592) log:proves _:bng_10593. -(_:bng_21 _:bng_10594) log:proves _:bng_10595. -(_:bng_30 _:bng_10596) log:proves _:bng_10597. -(_:bng_30 _:bng_10598) log:proves _:bng_10599. -(_:bng_30 _:bng_10600) log:proves _:bng_10601. -(_:bng_30 _:bng_10602) log:proves _:bng_10603. -(_:bng_30 _:bng_10604) log:proves _:bng_10605. -(_:bng_19 _:bng_10605) log:proves _:bng_10606. -(_:bng_21 _:bng_10607) log:proves _:bng_10608. -(_:bng_19 _:bng_10608) log:proves _:bng_10609. -(_:bng_21 _:bng_10610) log:proves _:bng_10611. -(_:bng_30 _:bng_10612) log:proves _:bng_10613. -(_:bng_19 _:bng_10613) log:proves _:bng_10614. -(_:bng_16 _:bng_10615) log:proves _:bng_10616. -(_:bng_19 _:bng_10616) log:proves _:bng_10617. -(_:bng_30 _:bng_10618) log:proves _:bng_10619. -(_:bng_30 _:bng_10620) log:proves _:bng_10621. -(_:bng_19 _:bng_10621) log:proves _:bng_10622. -(_:bng_30 _:bng_10623) log:proves _:bng_10624. -(_:bng_30 _:bng_10625) log:proves _:bng_10626. -(_:bng_30 _:bng_10627) log:proves _:bng_10628. -(_:bng_19 _:bng_10628) log:proves _:bng_10629. -(_:bng_16 _:bng_10630) log:proves _:bng_10631. -(_:bng_30 _:bng_10632) log:proves _:bng_10633. -(_:bng_19 _:bng_10633) log:proves _:bng_10634. -(_:bng_16 _:bng_10635) log:proves _:bng_10636. -(_:bng_30 _:bng_10637) log:proves _:bng_10638. -(_:bng_19 _:bng_10638) log:proves _:bng_10639. -(_:bng_16 _:bng_10640) log:proves _:bng_10641. -(_:bng_19 _:bng_10641) log:proves _:bng_10642. -(_:bng_16 _:bng_10643) log:proves _:bng_10644. -(_:bng_30 _:bng_10645) log:proves _:bng_10646. -(_:bng_19 _:bng_10646) log:proves _:bng_10647. -(_:bng_21 _:bng_10648) log:proves _:bng_10649. -(_:bng_19 _:bng_10649) log:proves _:bng_10650. -(_:bng_21 _:bng_10651) log:proves _:bng_10652. -(_:bng_30 _:bng_10653) log:proves _:bng_10654. -(_:bng_19 _:bng_10654) log:proves _:bng_10655. -(_:bng_30 _:bng_10656) log:proves _:bng_10657. -(_:bng_30 _:bng_10658) log:proves _:bng_10659. -(_:bng_19 _:bng_10659) log:proves _:bng_10660. -(_:bng_21 _:bng_10661) log:proves _:bng_10662. -(_:bng_19 _:bng_10662) log:proves _:bng_10663. -(_:bng_21 _:bng_10664) log:proves _:bng_10665. -(_:bng_19 _:bng_10665) log:proves _:bng_10666. -(_:bng_16 _:bng_10667) log:proves _:bng_10668. -(_:bng_19 _:bng_10668) log:proves _:bng_10669. -(_:bng_30 _:bng_10670) log:proves _:bng_10671. -(_:bng_30 _:bng_10672) log:proves _:bng_10673. -(_:bng_30 _:bng_10674) log:proves _:bng_10675. -(_:bng_19 _:bng_10675) log:proves _:bng_10676. -(_:bng_21 _:bng_10677) log:proves _:bng_10678. -(_:bng_19 _:bng_10678) log:proves _:bng_10679. -(_:bng_30 _:bng_10680) log:proves _:bng_10681. -(_:bng_30 _:bng_10682) log:proves _:bng_10683. -(_:bng_30 _:bng_10684) log:proves _:bng_10685. -(_:bng_30 _:bng_10686) log:proves _:bng_10687. -(_:bng_19 _:bng_10687) log:proves _:bng_10688. -(_:bng_16 _:bng_10689) log:proves _:bng_10690. -(_:bng_30 _:bng_10691) log:proves _:bng_10692. -(_:bng_30 _:bng_10693) log:proves _:bng_10694. -(_:bng_19 _:bng_10694) log:proves _:bng_10695. -(_:bng_21 _:bng_10696) log:proves _:bng_10697. -(_:bng_30 _:bng_10698) log:proves _:bng_10699. -(_:bng_30 _:bng_10700) log:proves _:bng_10701. -(_:bng_19 _:bng_10701) log:proves _:bng_10702. -(_:bng_30 _:bng_10703) log:proves _:bng_10704. -(_:bng_19 _:bng_10704) log:proves _:bng_10705. -(_:bng_16 _:bng_10706) log:proves _:bng_10707. -(_:bng_19 _:bng_10707) log:proves _:bng_10708. -(_:bng_30 _:bng_10709) log:proves _:bng_10710. -(_:bng_30 _:bng_10711) log:proves _:bng_10712. -(_:bng_19 _:bng_10712) log:proves _:bng_10713. -(_:bng_16 _:bng_10714) log:proves _:bng_10715. -(_:bng_30 _:bng_10716) log:proves _:bng_10717. -(_:bng_30 _:bng_10718) log:proves _:bng_10719. -(_:bng_30 _:bng_10720) log:proves _:bng_10721. -(_:bng_19 _:bng_10721) log:proves _:bng_10722. -(_:bng_30 _:bng_10723) log:proves _:bng_10724. -(_:bng_30 _:bng_10725) log:proves _:bng_10726. -(_:bng_19 _:bng_10726) log:proves _:bng_10727. -(_:bng_30 _:bng_10728) log:proves _:bng_10729. -(_:bng_19 _:bng_10729) log:proves _:bng_10730. -(_:bng_21 _:bng_10731) log:proves _:bng_10732. -(_:bng_19 _:bng_10732) log:proves _:bng_10733. -(_:bng_30 _:bng_10734) log:proves _:bng_10735. -(_:bng_19 _:bng_10735) log:proves _:bng_10736. -(_:bng_30 _:bng_10737) log:proves _:bng_10738. -(_:bng_19 _:bng_10738) log:proves _:bng_10739. -(_:bng_21 _:bng_10740) log:proves _:bng_10741. -(_:bng_30 _:bng_10742) log:proves _:bng_10743. -(_:bng_30 _:bng_10744) log:proves _:bng_10745. -(_:bng_19 _:bng_10745) log:proves _:bng_10746. -(_:bng_30 _:bng_10747) log:proves _:bng_10748. -(_:bng_30 _:bng_10749) log:proves _:bng_10750. -(_:bng_30 _:bng_10751) log:proves _:bng_10752. -(_:bng_19 _:bng_10752) log:proves _:bng_10753. -(_:bng_16 _:bng_10754) log:proves _:bng_10755. -(_:bng_19 _:bng_10755) log:proves _:bng_10756. -(_:bng_21 _:bng_10757) log:proves _:bng_10758. -(_:bng_30 _:bng_10759) log:proves _:bng_10760. -(_:bng_19 _:bng_10760) log:proves _:bng_10761. -(_:bng_30 _:bng_10762) log:proves _:bng_10763. -(_:bng_19 _:bng_10763) log:proves _:bng_10764. -(_:bng_16 _:bng_10765) log:proves _:bng_10766. -(_:bng_30 _:bng_10767) log:proves _:bng_10768. -(_:bng_19 _:bng_10768) log:proves _:bng_10769. -(_:bng_21 _:bng_10770) log:proves _:bng_10771. -(_:bng_19 _:bng_10771) log:proves _:bng_10772. -(_:bng_30 _:bng_10773) log:proves _:bng_10774. -(_:bng_19 _:bng_10774) log:proves _:bng_10775. -(_:bng_16 _:bng_10776) log:proves _:bng_10777. -(_:bng_19 _:bng_10777) log:proves _:bng_10778. -(_:bng_21 _:bng_10779) log:proves _:bng_10780. -(_:bng_19 _:bng_10780) log:proves _:bng_10781. -(_:bng_1059 _:bng_10782) log:proves _:bng_10783. -(_:bng_1059 _:bng_10784) log:proves _:bng_10785. -(_:bng_1059 _:bng_10786) log:proves _:bng_10787. -(_:bng_1059 _:bng_10788) log:proves _:bng_10789. -(_:bng_1059 _:bng_10790) log:proves _:bng_10791. -(_:bng_1059 _:bng_10792) log:proves _:bng_10793. -(_:bng_1059 _:bng_10794) log:proves _:bng_10795. -(_:bng_1059 _:bng_10796) log:proves _:bng_10797. -(_:bng_1076 _:bng_10798) log:proves _:bng_10799. -(_:bng_1079 _:bng_10799) log:proves _:bng_10799. -(_:bng_16 _:bng_10800) log:proves _:bng_10801. -(_:bng_19 _:bng_10801) log:proves _:bng_10802. -(_:bng_16 _:bng_10803) log:proves _:bng_10804. -(_:bng_30 _:bng_10805) log:proves _:bng_10806. -(_:bng_30 _:bng_10807) log:proves _:bng_10808. -(_:bng_19 _:bng_10808) log:proves _:bng_10809. -(_:bng_16 _:bng_10810) log:proves _:bng_10811. -(_:bng_30 _:bng_10812) log:proves _:bng_10813. -(_:bng_19 _:bng_10813) log:proves _:bng_10814. -(_:bng_16 _:bng_10815) log:proves _:bng_10816. -(_:bng_19 _:bng_10816) log:proves _:bng_10817. -(_:bng_1059 _:bng_10818) log:proves _:bng_10819. -(_:bng_1059 _:bng_10820) log:proves _:bng_10821. -(_:bng_1059 _:bng_10822) log:proves _:bng_10823. -(_:bng_1059 _:bng_10824) log:proves _:bng_10825. -(_:bng_1059 _:bng_10826) log:proves _:bng_10827. -(_:bng_1059 _:bng_10828) log:proves _:bng_10829. -(_:bng_1059 _:bng_10830) log:proves _:bng_10831. -(_:bng_1059 _:bng_10832) log:proves _:bng_10833. -(_:bng_1076 _:bng_10834) log:proves _:bng_10835. -(_:bng_1079 _:bng_10835) log:proves _:bng_10835. -(_:bng_16 _:bng_10836) log:proves _:bng_10837. -(_:bng_30 _:bng_10838) log:proves _:bng_10839. -(_:bng_19 _:bng_10839) log:proves _:bng_10840. -(_:bng_21 _:bng_10841) log:proves _:bng_10842. -(_:bng_19 _:bng_10842) log:proves _:bng_10843. -(_:bng_30 _:bng_10844) log:proves _:bng_10845. -(_:bng_30 _:bng_10846) log:proves _:bng_10847. -(_:bng_19 _:bng_10847) log:proves _:bng_10848. -(_:bng_21 _:bng_10849) log:proves _:bng_10850. -(_:bng_19 _:bng_10850) log:proves _:bng_10851. -(_:bng_30 _:bng_10852) log:proves _:bng_10853. -(_:bng_19 _:bng_10853) log:proves _:bng_10854. -(_:bng_30 _:bng_10855) log:proves _:bng_10856. -(_:bng_30 _:bng_10857) log:proves _:bng_10858. -(_:bng_19 _:bng_10858) log:proves _:bng_10859. -(_:bng_21 _:bng_10860) log:proves _:bng_10861. -(_:bng_30 _:bng_10862) log:proves _:bng_10863. -(_:bng_19 _:bng_10863) log:proves _:bng_10864. -(_:bng_21 _:bng_10865) log:proves _:bng_10866. -(_:bng_30 _:bng_10867) log:proves _:bng_10868. -(_:bng_30 _:bng_10869) log:proves _:bng_10870. -(_:bng_19 _:bng_10870) log:proves _:bng_10871. -(_:bng_21 _:bng_10872) log:proves _:bng_10873. -(_:bng_19 _:bng_10873) log:proves _:bng_10874. -(_:bng_21 _:bng_10875) log:proves _:bng_10876. -(_:bng_30 _:bng_10877) log:proves _:bng_10878. -(_:bng_19 _:bng_10878) log:proves _:bng_10879. -(_:bng_21 _:bng_10880) log:proves _:bng_10881. -(_:bng_19 _:bng_10881) log:proves _:bng_10882. -(_:bng_21 _:bng_10883) log:proves _:bng_10884. -(_:bng_19 _:bng_10884) log:proves _:bng_10885. -(_:bng_16 _:bng_10886) log:proves _:bng_10887. -(_:bng_19 _:bng_10887) log:proves _:bng_10888. -(_:bng_21 _:bng_10889) log:proves _:bng_10890. -(_:bng_19 _:bng_10890) log:proves _:bng_10891. -(_:bng_16 _:bng_10892) log:proves _:bng_10893. -(_:bng_19 _:bng_10893) log:proves _:bng_10894. -(_:bng_21 _:bng_10895) log:proves _:bng_10896. -(_:bng_30 _:bng_10897) log:proves _:bng_10898. -(_:bng_30 _:bng_10899) log:proves _:bng_10900. -(_:bng_30 _:bng_10901) log:proves _:bng_10902. -(_:bng_19 _:bng_10902) log:proves _:bng_10903. -(_:bng_16 _:bng_10904) log:proves _:bng_10905. -(_:bng_30 _:bng_10906) log:proves _:bng_10907. -(_:bng_30 _:bng_10908) log:proves _:bng_10909. -(_:bng_19 _:bng_10909) log:proves _:bng_10910. -(_:bng_21 _:bng_10911) log:proves _:bng_10912. -(_:bng_30 _:bng_10913) log:proves _:bng_10914. -(_:bng_19 _:bng_10914) log:proves _:bng_10915. -(_:bng_16 _:bng_10916) log:proves _:bng_10917. -(_:bng_19 _:bng_10917) log:proves _:bng_10918. -(_:bng_30 _:bng_10919) log:proves _:bng_10920. -(_:bng_30 _:bng_10921) log:proves _:bng_10922. -(_:bng_19 _:bng_10922) log:proves _:bng_10923. -(_:bng_16 _:bng_10924) log:proves _:bng_10925. -(_:bng_30 _:bng_10926) log:proves _:bng_10927. -(_:bng_19 _:bng_10927) log:proves _:bng_10928. -(_:bng_21 _:bng_10929) log:proves _:bng_10930. -(_:bng_30 _:bng_10931) log:proves _:bng_10932. -(_:bng_30 _:bng_10933) log:proves _:bng_10934. -(_:bng_30 _:bng_10935) log:proves _:bng_10936. -(_:bng_19 _:bng_10936) log:proves _:bng_10937. -(_:bng_30 _:bng_10938) log:proves _:bng_10939. -(_:bng_19 _:bng_10939) log:proves _:bng_10940. -(_:bng_30 _:bng_10941) log:proves _:bng_10942. -(_:bng_30 _:bng_10943) log:proves _:bng_10944. -(_:bng_19 _:bng_10944) log:proves _:bng_10945. -(_:bng_21 _:bng_10946) log:proves _:bng_10947. -(_:bng_19 _:bng_10947) log:proves _:bng_10948. -(_:bng_16 _:bng_10949) log:proves _:bng_10950. -(_:bng_19 _:bng_10950) log:proves _:bng_10951. -(_:bng_21 _:bng_10952) log:proves _:bng_10953. -(_:bng_30 _:bng_10954) log:proves _:bng_10955. -(_:bng_19 _:bng_10955) log:proves _:bng_10956. -(_:bng_21 _:bng_10957) log:proves _:bng_10958. -(_:bng_19 _:bng_10958) log:proves _:bng_10959. -(_:bng_21 _:bng_10960) log:proves _:bng_10961. -(_:bng_30 _:bng_10962) log:proves _:bng_10963. -(_:bng_30 _:bng_10964) log:proves _:bng_10965. -(_:bng_30 _:bng_10966) log:proves _:bng_10967. -(_:bng_30 _:bng_10968) log:proves _:bng_10969. -(_:bng_19 _:bng_10969) log:proves _:bng_10970. -(_:bng_30 _:bng_10971) log:proves _:bng_10972. -(_:bng_30 _:bng_10973) log:proves _:bng_10974. -(_:bng_19 _:bng_10974) log:proves _:bng_10975. -(_:bng_30 _:bng_10976) log:proves _:bng_10977. -(_:bng_19 _:bng_10977) log:proves _:bng_10978. -(_:bng_21 _:bng_10979) log:proves _:bng_10980. -(_:bng_19 _:bng_10980) log:proves _:bng_10981. -(_:bng_16 _:bng_10982) log:proves _:bng_10983. -(_:bng_19 _:bng_10983) log:proves _:bng_10984. -(_:bng_21 _:bng_10985) log:proves _:bng_10986. -(_:bng_30 _:bng_10987) log:proves _:bng_10988. -(_:bng_30 _:bng_10989) log:proves _:bng_10990. -(_:bng_19 _:bng_10990) log:proves _:bng_10991. -(_:bng_30 _:bng_10992) log:proves _:bng_10993. -(_:bng_30 _:bng_10994) log:proves _:bng_10995. -(_:bng_30 _:bng_10996) log:proves _:bng_10997. -(_:bng_30 _:bng_10998) log:proves _:bng_10999. -(_:bng_19 _:bng_10999) log:proves _:bng_11000. -(_:bng_21 _:bng_11001) log:proves _:bng_11002. -(_:bng_19 _:bng_11002) log:proves _:bng_11003. -(_:bng_16 _:bng_11004) log:proves _:bng_11005. -(_:bng_19 _:bng_11005) log:proves _:bng_11006. -(_:bng_30 _:bng_11007) log:proves _:bng_11008. -(_:bng_30 _:bng_11009) log:proves _:bng_11010. -(_:bng_19 _:bng_11010) log:proves _:bng_11011. -(_:bng_21 _:bng_11012) log:proves _:bng_11013. -(_:bng_30 _:bng_11014) log:proves _:bng_11015. -(_:bng_19 _:bng_11015) log:proves _:bng_11016. -(_:bng_21 _:bng_11017) log:proves _:bng_11018. -(_:bng_30 _:bng_11019) log:proves _:bng_11020. -(_:bng_30 _:bng_11021) log:proves _:bng_11022. -(_:bng_19 _:bng_11022) log:proves _:bng_11023. -(_:bng_16 _:bng_11024) log:proves _:bng_11025. -(_:bng_19 _:bng_11025) log:proves _:bng_11026. -(_:bng_21 _:bng_11027) log:proves _:bng_11028. -(_:bng_19 _:bng_11028) log:proves _:bng_11029. -(_:bng_16 _:bng_11030) log:proves _:bng_11031. -(_:bng_19 _:bng_11031) log:proves _:bng_11032. -(_:bng_21 _:bng_11033) log:proves _:bng_11034. -(_:bng_19 _:bng_11034) log:proves _:bng_11035. -(_:bng_16 _:bng_11036) log:proves _:bng_11037. -(_:bng_19 _:bng_11037) log:proves _:bng_11038. -(_:bng_21 _:bng_11039) log:proves _:bng_11040. -(_:bng_30 _:bng_11041) log:proves _:bng_11042. -(_:bng_30 _:bng_11043) log:proves _:bng_11044. -(_:bng_30 _:bng_11045) log:proves _:bng_11046. -(_:bng_19 _:bng_11046) log:proves _:bng_11047. -(_:bng_21 _:bng_11048) log:proves _:bng_11049. -(_:bng_19 _:bng_11049) log:proves _:bng_11050. -(_:bng_16 _:bng_11051) log:proves _:bng_11052. -(_:bng_30 _:bng_11053) log:proves _:bng_11054. -(_:bng_30 _:bng_11055) log:proves _:bng_11056. -(_:bng_30 _:bng_11057) log:proves _:bng_11058. -(_:bng_30 _:bng_11059) log:proves _:bng_11060. -(_:bng_19 _:bng_11060) log:proves _:bng_11061. -(_:bng_16 _:bng_11062) log:proves _:bng_11063. -(_:bng_30 _:bng_11064) log:proves _:bng_11065. -(_:bng_30 _:bng_11066) log:proves _:bng_11067. -(_:bng_19 _:bng_11067) log:proves _:bng_11068. -(_:bng_21 _:bng_11069) log:proves _:bng_11070. -(_:bng_30 _:bng_11071) log:proves _:bng_11072. -(_:bng_30 _:bng_11073) log:proves _:bng_11074. -(_:bng_19 _:bng_11074) log:proves _:bng_11075. -(_:bng_30 _:bng_11076) log:proves _:bng_11077. -(_:bng_19 _:bng_11077) log:proves _:bng_11078. -(_:bng_16 _:bng_11079) log:proves _:bng_11080. -(_:bng_19 _:bng_11080) log:proves _:bng_11081. -(_:bng_16 _:bng_11082) log:proves _:bng_11083. -(_:bng_30 _:bng_11084) log:proves _:bng_11085. -(_:bng_30 _:bng_11086) log:proves _:bng_11087. -(_:bng_30 _:bng_11088) log:proves _:bng_11089. -(_:bng_30 _:bng_11090) log:proves _:bng_11091. -(_:bng_30 _:bng_11092) log:proves _:bng_11093. -(_:bng_19 _:bng_11093) log:proves _:bng_11094. -(_:bng_16 _:bng_11095) log:proves _:bng_11096. -(_:bng_30 _:bng_11097) log:proves _:bng_11098. -(_:bng_30 _:bng_11099) log:proves _:bng_11100. -(_:bng_30 _:bng_11101) log:proves _:bng_11102. -(_:bng_19 _:bng_11102) log:proves _:bng_11103. -(_:bng_30 _:bng_11104) log:proves _:bng_11105. -(_:bng_30 _:bng_11106) log:proves _:bng_11107. -(_:bng_19 _:bng_11107) log:proves _:bng_11108. -(_:bng_30 _:bng_11109) log:proves _:bng_11110. -(_:bng_19 _:bng_11110) log:proves _:bng_11111. -(_:bng_21 _:bng_11112) log:proves _:bng_11113. -(_:bng_19 _:bng_11113) log:proves _:bng_11114. -(_:bng_30 _:bng_11115) log:proves _:bng_11116. -(_:bng_19 _:bng_11116) log:proves _:bng_11117. -(_:bng_16 _:bng_11118) log:proves _:bng_11119. -(_:bng_30 _:bng_11120) log:proves _:bng_11121. -(_:bng_30 _:bng_11122) log:proves _:bng_11123. -(_:bng_19 _:bng_11123) log:proves _:bng_11124. -(_:bng_16 _:bng_11125) log:proves _:bng_11126. -(_:bng_30 _:bng_11127) log:proves _:bng_11128. -(_:bng_19 _:bng_11128) log:proves _:bng_11129. -(_:bng_16 _:bng_11130) log:proves _:bng_11131. -(_:bng_19 _:bng_11131) log:proves _:bng_11132. -(_:bng_30 _:bng_11133) log:proves _:bng_11134. -(_:bng_19 _:bng_11134) log:proves _:bng_11135. -(_:bng_30 _:bng_11136) log:proves _:bng_11137. -(_:bng_19 _:bng_11137) log:proves _:bng_11138. -(_:bng_30 _:bng_11139) log:proves _:bng_11140. -(_:bng_19 _:bng_11140) log:proves _:bng_11141. -(_:bng_21 _:bng_11142) log:proves _:bng_11143. -(_:bng_19 _:bng_11143) log:proves _:bng_11144. -(_:bng_21 _:bng_11145) log:proves _:bng_11146. -(_:bng_30 _:bng_11147) log:proves _:bng_11148. -(_:bng_19 _:bng_11148) log:proves _:bng_11149. -(_:bng_16 _:bng_11150) log:proves _:bng_11151. -(_:bng_19 _:bng_11151) log:proves _:bng_11152. -(_:bng_30 _:bng_11153) log:proves _:bng_11154. -(_:bng_30 _:bng_11155) log:proves _:bng_11156. -(_:bng_19 _:bng_11156) log:proves _:bng_11157. -(_:bng_16 _:bng_11158) log:proves _:bng_11159. -(_:bng_30 _:bng_11160) log:proves _:bng_11161. -(_:bng_19 _:bng_11161) log:proves _:bng_11162. -(_:bng_16 _:bng_11163) log:proves _:bng_11164. -(_:bng_19 _:bng_11164) log:proves _:bng_11165. -(_:bng_1059 _:bng_11166) log:proves _:bng_11167. -(_:bng_1059 _:bng_11168) log:proves _:bng_11169. -(_:bng_1059 _:bng_11170) log:proves _:bng_11171. -(_:bng_1059 _:bng_11172) log:proves _:bng_11173. -(_:bng_1059 _:bng_11174) log:proves _:bng_11175. -(_:bng_1059 _:bng_11176) log:proves _:bng_11177. -(_:bng_1059 _:bng_11178) log:proves _:bng_11179. -(_:bng_1059 _:bng_11180) log:proves _:bng_11181. -(_:bng_1076 _:bng_11182) log:proves _:bng_11183. -(_:bng_1079 _:bng_11183) log:proves _:bng_11183. -(_:bng_16 _:bng_11184) log:proves _:bng_11185. -(_:bng_30 _:bng_11186) log:proves _:bng_11187. -(_:bng_19 _:bng_11187) log:proves _:bng_11188. -(_:bng_21 _:bng_11189) log:proves _:bng_11190. -(_:bng_19 _:bng_11190) log:proves _:bng_11191. -(_:bng_16 _:bng_11192) log:proves _:bng_11193. -(_:bng_30 _:bng_11194) log:proves _:bng_11195. -(_:bng_19 _:bng_11195) log:proves _:bng_11196. -(_:bng_21 _:bng_11197) log:proves _:bng_11198. -(_:bng_19 _:bng_11198) log:proves _:bng_11199. -(_:bng_30 _:bng_11200) log:proves _:bng_11201. -(_:bng_30 _:bng_11202) log:proves _:bng_11203. -(_:bng_19 _:bng_11203) log:proves _:bng_11204. -(_:bng_21 _:bng_11205) log:proves _:bng_11206. -(_:bng_30 _:bng_11207) log:proves _:bng_11208. -(_:bng_19 _:bng_11208) log:proves _:bng_11209. -(_:bng_30 _:bng_11210) log:proves _:bng_11211. -(_:bng_19 _:bng_11211) log:proves _:bng_11212. -(_:bng_16 _:bng_11213) log:proves _:bng_11214. -(_:bng_19 _:bng_11214) log:proves _:bng_11215. -(_:bng_30 _:bng_11216) log:proves _:bng_11217. -(_:bng_19 _:bng_11217) log:proves _:bng_11218. -(_:bng_30 _:bng_11219) log:proves _:bng_11220. -(_:bng_19 _:bng_11220) log:proves _:bng_11221. -(_:bng_30 _:bng_11222) log:proves _:bng_11223. -(_:bng_19 _:bng_11223) log:proves _:bng_11224. -(_:bng_21 _:bng_11225) log:proves _:bng_11226. -(_:bng_19 _:bng_11226) log:proves _:bng_11227. -(_:bng_16 _:bng_11228) log:proves _:bng_11229. -(_:bng_19 _:bng_11229) log:proves _:bng_11230. -(_:bng_30 _:bng_11231) log:proves _:bng_11232. -(_:bng_30 _:bng_11233) log:proves _:bng_11234. -(_:bng_19 _:bng_11234) log:proves _:bng_11235. -(_:bng_21 _:bng_11236) log:proves _:bng_11237. -(_:bng_30 _:bng_11238) log:proves _:bng_11239. -(_:bng_19 _:bng_11239) log:proves _:bng_11240. -(_:bng_16 _:bng_11241) log:proves _:bng_11242. -(_:bng_19 _:bng_11242) log:proves _:bng_11243. -(_:bng_16 _:bng_11244) log:proves _:bng_11245. -(_:bng_30 _:bng_11246) log:proves _:bng_11247. -(_:bng_30 _:bng_11248) log:proves _:bng_11249. -(_:bng_19 _:bng_11249) log:proves _:bng_11250. -(_:bng_16 _:bng_11251) log:proves _:bng_11252. -(_:bng_30 _:bng_11253) log:proves _:bng_11254. -(_:bng_19 _:bng_11254) log:proves _:bng_11255. -(_:bng_16 _:bng_11256) log:proves _:bng_11257. -(_:bng_30 _:bng_11258) log:proves _:bng_11259. -(_:bng_30 _:bng_11260) log:proves _:bng_11261. -(_:bng_30 _:bng_11262) log:proves _:bng_11263. -(_:bng_19 _:bng_11263) log:proves _:bng_11264. -(_:bng_30 _:bng_11265) log:proves _:bng_11266. -(_:bng_19 _:bng_11266) log:proves _:bng_11267. -(_:bng_30 _:bng_11268) log:proves _:bng_11269. -(_:bng_30 _:bng_11270) log:proves _:bng_11271. -(_:bng_19 _:bng_11271) log:proves _:bng_11272. -(_:bng_21 _:bng_11273) log:proves _:bng_11274. -(_:bng_19 _:bng_11274) log:proves _:bng_11275. -(_:bng_16 _:bng_11276) log:proves _:bng_11277. -(_:bng_19 _:bng_11277) log:proves _:bng_11278. -(_:bng_21 _:bng_11279) log:proves _:bng_11280. -(_:bng_30 _:bng_11281) log:proves _:bng_11282. -(_:bng_19 _:bng_11282) log:proves _:bng_11283. -(_:bng_21 _:bng_11284) log:proves _:bng_11285. -(_:bng_19 _:bng_11285) log:proves _:bng_11286. -(_:bng_21 _:bng_11287) log:proves _:bng_11288. -(_:bng_30 _:bng_11289) log:proves _:bng_11290. -(_:bng_30 _:bng_11291) log:proves _:bng_11292. -(_:bng_30 _:bng_11293) log:proves _:bng_11294. -(_:bng_30 _:bng_11295) log:proves _:bng_11296. -(_:bng_19 _:bng_11296) log:proves _:bng_11297. -(_:bng_30 _:bng_11298) log:proves _:bng_11299. -(_:bng_30 _:bng_11300) log:proves _:bng_11301. -(_:bng_19 _:bng_11301) log:proves _:bng_11302. -(_:bng_30 _:bng_11303) log:proves _:bng_11304. -(_:bng_19 _:bng_11304) log:proves _:bng_11305. -(_:bng_21 _:bng_11306) log:proves _:bng_11307. -(_:bng_19 _:bng_11307) log:proves _:bng_11308. -(_:bng_16 _:bng_11309) log:proves _:bng_11310. -(_:bng_19 _:bng_11310) log:proves _:bng_11311. -(_:bng_21 _:bng_11312) log:proves _:bng_11313. -(_:bng_30 _:bng_11314) log:proves _:bng_11315. -(_:bng_30 _:bng_11316) log:proves _:bng_11317. -(_:bng_19 _:bng_11317) log:proves _:bng_11318. -(_:bng_30 _:bng_11319) log:proves _:bng_11320. -(_:bng_30 _:bng_11321) log:proves _:bng_11322. -(_:bng_30 _:bng_11323) log:proves _:bng_11324. -(_:bng_30 _:bng_11325) log:proves _:bng_11326. -(_:bng_19 _:bng_11326) log:proves _:bng_11327. -(_:bng_21 _:bng_11328) log:proves _:bng_11329. -(_:bng_19 _:bng_11329) log:proves _:bng_11330. -(_:bng_16 _:bng_11331) log:proves _:bng_11332. -(_:bng_19 _:bng_11332) log:proves _:bng_11333. -(_:bng_21 _:bng_11334) log:proves _:bng_11335. -(_:bng_19 _:bng_11335) log:proves _:bng_11336. -(_:bng_21 _:bng_11337) log:proves _:bng_11338. -(_:bng_30 _:bng_11339) log:proves _:bng_11340. -(_:bng_19 _:bng_11340) log:proves _:bng_11341. -(_:bng_21 _:bng_11342) log:proves _:bng_11343. -(_:bng_30 _:bng_11344) log:proves _:bng_11345. -(_:bng_30 _:bng_11346) log:proves _:bng_11347. -(_:bng_19 _:bng_11347) log:proves _:bng_11348. -(_:bng_16 _:bng_11349) log:proves _:bng_11350. -(_:bng_19 _:bng_11350) log:proves _:bng_11351. -(_:bng_16 _:bng_11352) log:proves _:bng_11353. -(_:bng_30 _:bng_11354) log:proves _:bng_11355. -(_:bng_19 _:bng_11355) log:proves _:bng_11356. -(_:bng_21 _:bng_11357) log:proves _:bng_11358. -(_:bng_19 _:bng_11358) log:proves _:bng_11359. -(_:bng_16 _:bng_11360) log:proves _:bng_11361. -(_:bng_19 _:bng_11361) log:proves _:bng_11362. -(_:bng_30 _:bng_11363) log:proves _:bng_11364. -(_:bng_19 _:bng_11364) log:proves _:bng_11365. -(_:bng_21 _:bng_11366) log:proves _:bng_11367. -(_:bng_30 _:bng_11368) log:proves _:bng_11369. -(_:bng_19 _:bng_11369) log:proves _:bng_11370. -(_:bng_21 _:bng_11371) log:proves _:bng_11372. -(_:bng_19 _:bng_11372) log:proves _:bng_11373. -(_:bng_16 _:bng_11374) log:proves _:bng_11375. -(_:bng_30 _:bng_11376) log:proves _:bng_11377. -(_:bng_30 _:bng_11378) log:proves _:bng_11379. -(_:bng_30 _:bng_11380) log:proves _:bng_11381. -(_:bng_30 _:bng_11382) log:proves _:bng_11383. -(_:bng_30 _:bng_11384) log:proves _:bng_11385. -(_:bng_19 _:bng_11385) log:proves _:bng_11386. -(_:bng_16 _:bng_11387) log:proves _:bng_11388. -(_:bng_19 _:bng_11388) log:proves _:bng_11389. -(_:bng_16 _:bng_11390) log:proves _:bng_11391. -(_:bng_30 _:bng_11392) log:proves _:bng_11393. -(_:bng_30 _:bng_11394) log:proves _:bng_11395. -(_:bng_19 _:bng_11395) log:proves _:bng_11396. -(_:bng_16 _:bng_11397) log:proves _:bng_11398. -(_:bng_30 _:bng_11399) log:proves _:bng_11400. -(_:bng_19 _:bng_11400) log:proves _:bng_11401. -(_:bng_16 _:bng_11402) log:proves _:bng_11403. -(_:bng_30 _:bng_11404) log:proves _:bng_11405. -(_:bng_19 _:bng_11405) log:proves _:bng_11406. -(_:bng_21 _:bng_11407) log:proves _:bng_11408. -(_:bng_19 _:bng_11408) log:proves _:bng_11409. -(_:bng_16 _:bng_11410) log:proves _:bng_11411. -(_:bng_30 _:bng_11412) log:proves _:bng_11413. -(_:bng_30 _:bng_11414) log:proves _:bng_11415. -(_:bng_30 _:bng_11416) log:proves _:bng_11417. -(_:bng_30 _:bng_11418) log:proves _:bng_11419. -(_:bng_19 _:bng_11419) log:proves _:bng_11420. -(_:bng_21 _:bng_11421) log:proves _:bng_11422. -(_:bng_19 _:bng_11422) log:proves _:bng_11423. -(_:bng_21 _:bng_11424) log:proves _:bng_11425. -(_:bng_30 _:bng_11426) log:proves _:bng_11427. -(_:bng_30 _:bng_11428) log:proves _:bng_11429. -(_:bng_19 _:bng_11429) log:proves _:bng_11430. -(_:bng_21 _:bng_11431) log:proves _:bng_11432. -(_:bng_19 _:bng_11432) log:proves _:bng_11433. -(_:bng_16 _:bng_11434) log:proves _:bng_11435. -(_:bng_19 _:bng_11435) log:proves _:bng_11436. -(_:bng_16 _:bng_11437) log:proves _:bng_11438. -(_:bng_30 _:bng_11439) log:proves _:bng_11440. -(_:bng_30 _:bng_11441) log:proves _:bng_11442. -(_:bng_19 _:bng_11442) log:proves _:bng_11443. -(_:bng_21 _:bng_11444) log:proves _:bng_11445. -(_:bng_19 _:bng_11445) log:proves _:bng_11446. -(_:bng_21 _:bng_11447) log:proves _:bng_11448. -(_:bng_30 _:bng_11449) log:proves _:bng_11450. -(_:bng_30 _:bng_11451) log:proves _:bng_11452. -(_:bng_30 _:bng_11453) log:proves _:bng_11454. -(_:bng_19 _:bng_11454) log:proves _:bng_11455. -(_:bng_30 _:bng_11456) log:proves _:bng_11457. -(_:bng_30 _:bng_11458) log:proves _:bng_11459. -(_:bng_19 _:bng_11459) log:proves _:bng_11460. -(_:bng_30 _:bng_11461) log:proves _:bng_11462. -(_:bng_19 _:bng_11462) log:proves _:bng_11463. -(_:bng_21 _:bng_11464) log:proves _:bng_11465. -(_:bng_30 _:bng_11466) log:proves _:bng_11467. -(_:bng_30 _:bng_11468) log:proves _:bng_11469. -(_:bng_30 _:bng_11470) log:proves _:bng_11471. -(_:bng_30 _:bng_11472) log:proves _:bng_11473. -(_:bng_19 _:bng_11473) log:proves _:bng_11474. -(_:bng_21 _:bng_11475) log:proves _:bng_11476. -(_:bng_19 _:bng_11476) log:proves _:bng_11477. -(_:bng_30 _:bng_11478) log:proves _:bng_11479. -(_:bng_19 _:bng_11479) log:proves _:bng_11480. -(_:bng_16 _:bng_11481) log:proves _:bng_11482. -(_:bng_19 _:bng_11482) log:proves _:bng_11483. -(_:bng_16 _:bng_11484) log:proves _:bng_11485. -(_:bng_19 _:bng_11485) log:proves _:bng_11486. -(_:bng_30 _:bng_11487) log:proves _:bng_11488. -(_:bng_30 _:bng_11489) log:proves _:bng_11490. -(_:bng_30 _:bng_11491) log:proves _:bng_11492. -(_:bng_19 _:bng_11492) log:proves _:bng_11493. -(_:bng_21 _:bng_11494) log:proves _:bng_11495. -(_:bng_19 _:bng_11495) log:proves _:bng_11496. -(_:bng_30 _:bng_11497) log:proves _:bng_11498. -(_:bng_19 _:bng_11498) log:proves _:bng_11499. -(_:bng_16 _:bng_11500) log:proves _:bng_11501. -(_:bng_30 _:bng_11502) log:proves _:bng_11503. -(_:bng_19 _:bng_11503) log:proves _:bng_11504. -(_:bng_21 _:bng_11505) log:proves _:bng_11506. -(_:bng_19 _:bng_11506) log:proves _:bng_11507. -(_:bng_30 _:bng_11508) log:proves _:bng_11509. -(_:bng_19 _:bng_11509) log:proves _:bng_11510. -(_:bng_30 _:bng_11511) log:proves _:bng_11512. -(_:bng_30 _:bng_11513) log:proves _:bng_11514. -(_:bng_19 _:bng_11514) log:proves _:bng_11515. -(_:bng_21 _:bng_11516) log:proves _:bng_11517. -(_:bng_19 _:bng_11517) log:proves _:bng_11518. -(_:bng_21 _:bng_11519) log:proves _:bng_11520. -(_:bng_30 _:bng_11521) log:proves _:bng_11522. -(_:bng_30 _:bng_11523) log:proves _:bng_11524. -(_:bng_30 _:bng_11525) log:proves _:bng_11526. -(_:bng_19 _:bng_11526) log:proves _:bng_11527. -(_:bng_21 _:bng_11528) log:proves _:bng_11529. -(_:bng_30 _:bng_11530) log:proves _:bng_11531. -(_:bng_30 _:bng_11532) log:proves _:bng_11533. -(_:bng_19 _:bng_11533) log:proves _:bng_11534. -(_:bng_21 _:bng_11535) log:proves _:bng_11536. -(_:bng_19 _:bng_11536) log:proves _:bng_11537. -(_:bng_16 _:bng_11538) log:proves _:bng_11539. -(_:bng_19 _:bng_11539) log:proves _:bng_11540. -(_:bng_21 _:bng_11541) log:proves _:bng_11542. -(_:bng_19 _:bng_11542) log:proves _:bng_11543. -(_:bng_1059 _:bng_11544) log:proves _:bng_11545. -(_:bng_1059 _:bng_11546) log:proves _:bng_11547. -(_:bng_1059 _:bng_11548) log:proves _:bng_11549. -(_:bng_1059 _:bng_11550) log:proves _:bng_11551. -(_:bng_1059 _:bng_11552) log:proves _:bng_11553. -(_:bng_1059 _:bng_11554) log:proves _:bng_11555. -(_:bng_1059 _:bng_11556) log:proves _:bng_11557. -(_:bng_1059 _:bng_11558) log:proves _:bng_11559. -(_:bng_1076 _:bng_11560) log:proves _:bng_11561. -(_:bng_1079 _:bng_11561) log:proves _:bng_11561. -(_:bng_16 _:bng_11562) log:proves _:bng_11563. -(_:bng_30 _:bng_11564) log:proves _:bng_11565. -(_:bng_30 _:bng_11566) log:proves _:bng_11567. -(_:bng_19 _:bng_11567) log:proves _:bng_11568. -(_:bng_16 _:bng_11569) log:proves _:bng_11570. -(_:bng_30 _:bng_11571) log:proves _:bng_11572. -(_:bng_19 _:bng_11572) log:proves _:bng_11573. -(_:bng_21 _:bng_11574) log:proves _:bng_11575. -(_:bng_19 _:bng_11575) log:proves _:bng_11576. -(_:bng_16 _:bng_11577) log:proves _:bng_11578. -(_:bng_19 _:bng_11578) log:proves _:bng_11579. -(_:bng_21 _:bng_11580) log:proves _:bng_11581. -(_:bng_30 _:bng_11582) log:proves _:bng_11583. -(_:bng_30 _:bng_11584) log:proves _:bng_11585. -(_:bng_30 _:bng_11586) log:proves _:bng_11587. -(_:bng_19 _:bng_11587) log:proves _:bng_11588. -(_:bng_1059 _:bng_11589) log:proves _:bng_11590. -(_:bng_1059 _:bng_11591) log:proves _:bng_11592. -(_:bng_1059 _:bng_11593) log:proves _:bng_11594. -(_:bng_1059 _:bng_11595) log:proves _:bng_11596. -(_:bng_1059 _:bng_11597) log:proves _:bng_11598. -(_:bng_1059 _:bng_11599) log:proves _:bng_11600. -(_:bng_1059 _:bng_11601) log:proves _:bng_11602. -(_:bng_1059 _:bng_11603) log:proves _:bng_11604. -(_:bng_1076 _:bng_11605) log:proves _:bng_11606. -(_:bng_1079 _:bng_11606) log:proves _:bng_11606. -(_:bng_21 _:bng_11607) log:proves _:bng_11608. -(_:bng_30 _:bng_11609) log:proves _:bng_11610. -(_:bng_19 _:bng_11610) log:proves _:bng_11611. -(_:bng_16 _:bng_11612) log:proves _:bng_11613. -(_:bng_30 _:bng_11614) log:proves _:bng_11615. -(_:bng_19 _:bng_11615) log:proves _:bng_11616. -(_:bng_21 _:bng_11617) log:proves _:bng_11618. -(_:bng_30 _:bng_11619) log:proves _:bng_11620. -(_:bng_30 _:bng_11621) log:proves _:bng_11622. -(_:bng_19 _:bng_11622) log:proves _:bng_11623. -(_:bng_30 _:bng_11624) log:proves _:bng_11625. -(_:bng_30 _:bng_11626) log:proves _:bng_11627. -(_:bng_19 _:bng_11627) log:proves _:bng_11628. -(_:bng_21 _:bng_11629) log:proves _:bng_11630. -(_:bng_19 _:bng_11630) log:proves _:bng_11631. -(_:bng_30 _:bng_11632) log:proves _:bng_11633. -(_:bng_19 _:bng_11633) log:proves _:bng_11634. -(_:bng_16 _:bng_11635) log:proves _:bng_11636. -(_:bng_30 _:bng_11637) log:proves _:bng_11638. -(_:bng_19 _:bng_11638) log:proves _:bng_11639. -(_:bng_21 _:bng_11640) log:proves _:bng_11641. -(_:bng_30 _:bng_11642) log:proves _:bng_11643. -(_:bng_19 _:bng_11643) log:proves _:bng_11644. -(_:bng_30 _:bng_11645) log:proves _:bng_11646. -(_:bng_30 _:bng_11647) log:proves _:bng_11648. -(_:bng_19 _:bng_11648) log:proves _:bng_11649. -(_:bng_16 _:bng_11650) log:proves _:bng_11651. -(_:bng_30 _:bng_11652) log:proves _:bng_11653. -(_:bng_19 _:bng_11653) log:proves _:bng_11654. -(_:bng_21 _:bng_11655) log:proves _:bng_11656. -(_:bng_19 _:bng_11656) log:proves _:bng_11657. -(_:bng_30 _:bng_11658) log:proves _:bng_11659. -(_:bng_30 _:bng_11660) log:proves _:bng_11661. -(_:bng_30 _:bng_11662) log:proves _:bng_11663. -(_:bng_19 _:bng_11663) log:proves _:bng_11664. -(_:bng_16 _:bng_11665) log:proves _:bng_11666. -(_:bng_19 _:bng_11666) log:proves _:bng_11667. -(_:bng_21 _:bng_11668) log:proves _:bng_11669. -(_:bng_30 _:bng_11670) log:proves _:bng_11671. -(_:bng_19 _:bng_11671) log:proves _:bng_11672. -(_:bng_21 _:bng_11673) log:proves _:bng_11674. -(_:bng_30 _:bng_11675) log:proves _:bng_11676. -(_:bng_30 _:bng_11677) log:proves _:bng_11678. -(_:bng_30 _:bng_11679) log:proves _:bng_11680. -(_:bng_19 _:bng_11680) log:proves _:bng_11681. -(_:bng_21 _:bng_11682) log:proves _:bng_11683. -(_:bng_19 _:bng_11683) log:proves _:bng_11684. -(_:bng_30 _:bng_11685) log:proves _:bng_11686. -(_:bng_19 _:bng_11686) log:proves _:bng_11687. -(_:bng_30 _:bng_11688) log:proves _:bng_11689. -(_:bng_19 _:bng_11689) log:proves _:bng_11690. -(_:bng_30 _:bng_11691) log:proves _:bng_11692. -(_:bng_19 _:bng_11692) log:proves _:bng_11693. -(_:bng_16 _:bng_11694) log:proves _:bng_11695. -(_:bng_19 _:bng_11695) log:proves _:bng_11696. -(_:bng_30 _:bng_11697) log:proves _:bng_11698. -(_:bng_19 _:bng_11698) log:proves _:bng_11699. -(_:bng_16 _:bng_11700) log:proves _:bng_11701. -(_:bng_19 _:bng_11701) log:proves _:bng_11702. -(_:bng_30 _:bng_11703) log:proves _:bng_11704. -(_:bng_30 _:bng_11705) log:proves _:bng_11706. -(_:bng_30 _:bng_11707) log:proves _:bng_11708. -(_:bng_19 _:bng_11708) log:proves _:bng_11709. -(_:bng_16 _:bng_11710) log:proves _:bng_11711. -(_:bng_19 _:bng_11711) log:proves _:bng_11712. -(_:bng_21 _:bng_11713) log:proves _:bng_11714. -(_:bng_30 _:bng_11715) log:proves _:bng_11716. -(_:bng_19 _:bng_11716) log:proves _:bng_11717. -(_:bng_16 _:bng_11718) log:proves _:bng_11719. -(_:bng_30 _:bng_11720) log:proves _:bng_11721. -(_:bng_30 _:bng_11722) log:proves _:bng_11723. -(_:bng_30 _:bng_11724) log:proves _:bng_11725. -(_:bng_19 _:bng_11725) log:proves _:bng_11726. -(_:bng_16 _:bng_11727) log:proves _:bng_11728. -(_:bng_30 _:bng_11729) log:proves _:bng_11730. -(_:bng_30 _:bng_11731) log:proves _:bng_11732. -(_:bng_30 _:bng_11733) log:proves _:bng_11734. -(_:bng_30 _:bng_11735) log:proves _:bng_11736. -(_:bng_19 _:bng_11736) log:proves _:bng_11737. -(_:bng_16 _:bng_11738) log:proves _:bng_11739. -(_:bng_19 _:bng_11739) log:proves _:bng_11740. -(_:bng_30 _:bng_11741) log:proves _:bng_11742. -(_:bng_19 _:bng_11742) log:proves _:bng_11743. -(_:bng_16 _:bng_11744) log:proves _:bng_11745. -(_:bng_30 _:bng_11746) log:proves _:bng_11747. -(_:bng_19 _:bng_11747) log:proves _:bng_11748. -(_:bng_16 _:bng_11749) log:proves _:bng_11750. -(_:bng_30 _:bng_11751) log:proves _:bng_11752. -(_:bng_30 _:bng_11753) log:proves _:bng_11754. -(_:bng_19 _:bng_11754) log:proves _:bng_11755. -(_:bng_21 _:bng_11756) log:proves _:bng_11757. -(_:bng_19 _:bng_11757) log:proves _:bng_11758. -(_:bng_16 _:bng_11759) log:proves _:bng_11760. -(_:bng_30 _:bng_11761) log:proves _:bng_11762. -(_:bng_19 _:bng_11762) log:proves _:bng_11763. -(_:bng_30 _:bng_11764) log:proves _:bng_11765. -(_:bng_19 _:bng_11765) log:proves _:bng_11766. -(_:bng_16 _:bng_11767) log:proves _:bng_11768. -(_:bng_30 _:bng_11769) log:proves _:bng_11770. -(_:bng_30 _:bng_11771) log:proves _:bng_11772. -(_:bng_30 _:bng_11773) log:proves _:bng_11774. -(_:bng_19 _:bng_11774) log:proves _:bng_11775. -(_:bng_30 _:bng_11776) log:proves _:bng_11777. -(_:bng_30 _:bng_11778) log:proves _:bng_11779. -(_:bng_30 _:bng_11780) log:proves _:bng_11781. -(_:bng_19 _:bng_11781) log:proves _:bng_11782. -(_:bng_16 _:bng_11783) log:proves _:bng_11784. -(_:bng_19 _:bng_11784) log:proves _:bng_11785. -(_:bng_21 _:bng_11786) log:proves _:bng_11787. -(_:bng_30 _:bng_11788) log:proves _:bng_11789. -(_:bng_19 _:bng_11789) log:proves _:bng_11790. -(_:bng_30 _:bng_11791) log:proves _:bng_11792. -(_:bng_19 _:bng_11792) log:proves _:bng_11793. -(_:bng_21 _:bng_11794) log:proves _:bng_11795. -(_:bng_30 _:bng_11796) log:proves _:bng_11797. -(_:bng_30 _:bng_11798) log:proves _:bng_11799. -(_:bng_19 _:bng_11799) log:proves _:bng_11800. -(_:bng_30 _:bng_11801) log:proves _:bng_11802. -(_:bng_30 _:bng_11803) log:proves _:bng_11804. -(_:bng_19 _:bng_11804) log:proves _:bng_11805. -(_:bng_21 _:bng_11806) log:proves _:bng_11807. -(_:bng_19 _:bng_11807) log:proves _:bng_11808. -(_:bng_1059 _:bng_11809) log:proves _:bng_11810. -(_:bng_1059 _:bng_11811) log:proves _:bng_11812. -(_:bng_1059 _:bng_11813) log:proves _:bng_11814. -(_:bng_1059 _:bng_11815) log:proves _:bng_11816. -(_:bng_1059 _:bng_11817) log:proves _:bng_11818. -(_:bng_1059 _:bng_11819) log:proves _:bng_11820. -(_:bng_1059 _:bng_11821) log:proves _:bng_11822. -(_:bng_1059 _:bng_11823) log:proves _:bng_11824. -(_:bng_1076 _:bng_11825) log:proves _:bng_11826. -(_:bng_1079 _:bng_11826) log:proves _:bng_11826. -(_:bng_30 _:bng_11827) log:proves _:bng_11828. -(_:bng_19 _:bng_11828) log:proves _:bng_11829. -(_:bng_16 _:bng_11830) log:proves _:bng_11831. -(_:bng_19 _:bng_11831) log:proves _:bng_11832. -(_:bng_30 _:bng_11833) log:proves _:bng_11834. -(_:bng_19 _:bng_11834) log:proves _:bng_11835. -(_:bng_21 _:bng_11836) log:proves _:bng_11837. -(_:bng_30 _:bng_11838) log:proves _:bng_11839. -(_:bng_30 _:bng_11840) log:proves _:bng_11841. -(_:bng_19 _:bng_11841) log:proves _:bng_11842. -(_:bng_1059 _:bng_11843) log:proves _:bng_11844. -(_:bng_1059 _:bng_11845) log:proves _:bng_11846. -(_:bng_1059 _:bng_11847) log:proves _:bng_11848. -(_:bng_1059 _:bng_11849) log:proves _:bng_11850. -(_:bng_1059 _:bng_11851) log:proves _:bng_11852. -(_:bng_1059 _:bng_11853) log:proves _:bng_11854. -(_:bng_1059 _:bng_11855) log:proves _:bng_11856. -(_:bng_1059 _:bng_11857) log:proves _:bng_11858. -(_:bng_1076 _:bng_11859) log:proves _:bng_11860. -(_:bng_1079 _:bng_11860) log:proves _:bng_11860. -(_:bng_16 _:bng_11861) log:proves _:bng_11862. -(_:bng_19 _:bng_11862) log:proves _:bng_11863. -(_:bng_16 _:bng_11864) log:proves _:bng_11865. -(_:bng_30 _:bng_11866) log:proves _:bng_11867. -(_:bng_30 _:bng_11868) log:proves _:bng_11869. -(_:bng_30 _:bng_11870) log:proves _:bng_11871. -(_:bng_19 _:bng_11871) log:proves _:bng_11872. -(_:bng_1059 _:bng_11873) log:proves _:bng_11874. -(_:bng_1059 _:bng_11875) log:proves _:bng_11876. -(_:bng_1059 _:bng_11877) log:proves _:bng_11878. -(_:bng_1059 _:bng_11879) log:proves _:bng_11880. -(_:bng_1059 _:bng_11881) log:proves _:bng_11882. -(_:bng_1059 _:bng_11883) log:proves _:bng_11884. -(_:bng_1059 _:bng_11885) log:proves _:bng_11886. -(_:bng_1059 _:bng_11887) log:proves _:bng_11888. -(_:bng_1076 _:bng_11889) log:proves _:bng_11890. -(_:bng_1079 _:bng_11890) log:proves _:bng_11890. -(_:bng_16 _:bng_11891) log:proves _:bng_11892. -(_:bng_30 _:bng_11893) log:proves _:bng_11894. -(_:bng_19 _:bng_11894) log:proves _:bng_11895. -(_:bng_21 _:bng_11896) log:proves _:bng_11897. -(_:bng_19 _:bng_11897) log:proves _:bng_11898. -(_:bng_30 _:bng_11899) log:proves _:bng_11900. -(_:bng_19 _:bng_11900) log:proves _:bng_11901. -(_:bng_21 _:bng_11902) log:proves _:bng_11903. -(_:bng_19 _:bng_11903) log:proves _:bng_11904. -(_:bng_21 _:bng_11905) log:proves _:bng_11906. -(_:bng_19 _:bng_11906) log:proves _:bng_11907. -(_:bng_16 _:bng_11908) log:proves _:bng_11909. -(_:bng_19 _:bng_11909) log:proves _:bng_11910. -(_:bng_21 _:bng_11911) log:proves _:bng_11912. -(_:bng_30 _:bng_11913) log:proves _:bng_11914. -(_:bng_19 _:bng_11914) log:proves _:bng_11915. -(_:bng_21 _:bng_11916) log:proves _:bng_11917. -(_:bng_19 _:bng_11917) log:proves _:bng_11918. -(_:bng_30 _:bng_11919) log:proves _:bng_11920. -(_:bng_30 _:bng_11921) log:proves _:bng_11922. -(_:bng_30 _:bng_11923) log:proves _:bng_11924. -(_:bng_30 _:bng_11925) log:proves _:bng_11926. -(_:bng_19 _:bng_11926) log:proves _:bng_11927. -(_:bng_30 _:bng_11928) log:proves _:bng_11929. -(_:bng_30 _:bng_11930) log:proves _:bng_11931. -(_:bng_30 _:bng_11932) log:proves _:bng_11933. -(_:bng_19 _:bng_11933) log:proves _:bng_11934. -(_:bng_16 _:bng_11935) log:proves _:bng_11936. -(_:bng_30 _:bng_11937) log:proves _:bng_11938. -(_:bng_30 _:bng_11939) log:proves _:bng_11940. -(_:bng_19 _:bng_11940) log:proves _:bng_11941. -(_:bng_16 _:bng_11942) log:proves _:bng_11943. -(_:bng_30 _:bng_11944) log:proves _:bng_11945. -(_:bng_19 _:bng_11945) log:proves _:bng_11946. -(_:bng_30 _:bng_11947) log:proves _:bng_11948. -(_:bng_19 _:bng_11948) log:proves _:bng_11949. -(_:bng_16 _:bng_11950) log:proves _:bng_11951. -(_:bng_30 _:bng_11952) log:proves _:bng_11953. -(_:bng_19 _:bng_11953) log:proves _:bng_11954. -(_:bng_21 _:bng_11955) log:proves _:bng_11956. -(_:bng_19 _:bng_11956) log:proves _:bng_11957. -(_:bng_21 _:bng_11958) log:proves _:bng_11959. -(_:bng_19 _:bng_11959) log:proves _:bng_11960. -(_:bng_16 _:bng_11961) log:proves _:bng_11962. -(_:bng_19 _:bng_11962) log:proves _:bng_11963. -(_:bng_1059 _:bng_11964) log:proves _:bng_11965. -(_:bng_1059 _:bng_11966) log:proves _:bng_11967. -(_:bng_1059 _:bng_11968) log:proves _:bng_11969. -(_:bng_1059 _:bng_11970) log:proves _:bng_11971. -(_:bng_1059 _:bng_11972) log:proves _:bng_11973. -(_:bng_1059 _:bng_11974) log:proves _:bng_11975. -(_:bng_1059 _:bng_11976) log:proves _:bng_11977. -(_:bng_1059 _:bng_11978) log:proves _:bng_11979. -(_:bng_1076 _:bng_11980) log:proves _:bng_11981. -(_:bng_1079 _:bng_11981) log:proves _:bng_11981. -(_:bng_30 _:bng_11982) log:proves _:bng_11983. -(_:bng_30 _:bng_11984) log:proves _:bng_11985. -(_:bng_30 _:bng_11986) log:proves _:bng_11987. -(_:bng_30 _:bng_11988) log:proves _:bng_11989. -(_:bng_19 _:bng_11989) log:proves _:bng_11990. -(_:bng_30 _:bng_11991) log:proves _:bng_11992. -(_:bng_30 _:bng_11993) log:proves _:bng_11994. -(_:bng_19 _:bng_11994) log:proves _:bng_11995. -(_:bng_30 _:bng_11996) log:proves _:bng_11997. -(_:bng_30 _:bng_11998) log:proves _:bng_11999. -(_:bng_19 _:bng_11999) log:proves _:bng_12000. -(_:bng_30 _:bng_12001) log:proves _:bng_12002. -(_:bng_30 _:bng_12003) log:proves _:bng_12004. -(_:bng_19 _:bng_12004) log:proves _:bng_12005. -(_:bng_21 _:bng_12006) log:proves _:bng_12007. -(_:bng_30 _:bng_12008) log:proves _:bng_12009. -(_:bng_30 _:bng_12010) log:proves _:bng_12011. -(_:bng_19 _:bng_12011) log:proves _:bng_12012. -(_:bng_30 _:bng_12013) log:proves _:bng_12014. -(_:bng_19 _:bng_12014) log:proves _:bng_12015. -(_:bng_16 _:bng_12016) log:proves _:bng_12017. -(_:bng_19 _:bng_12017) log:proves _:bng_12018. -(_:bng_16 _:bng_12019) log:proves _:bng_12020. -(_:bng_19 _:bng_12020) log:proves _:bng_12021. -(_:bng_1059 _:bng_12022) log:proves _:bng_12023. -(_:bng_1059 _:bng_12024) log:proves _:bng_12025. -(_:bng_1059 _:bng_12026) log:proves _:bng_12027. -(_:bng_1059 _:bng_12028) log:proves _:bng_12029. -(_:bng_1059 _:bng_12030) log:proves _:bng_12031. -(_:bng_1059 _:bng_12032) log:proves _:bng_12033. -(_:bng_1059 _:bng_12034) log:proves _:bng_12035. -(_:bng_1059 _:bng_12036) log:proves _:bng_12037. -(_:bng_1076 _:bng_12038) log:proves _:bng_12039. -(_:bng_1079 _:bng_12039) log:proves _:bng_12039. -(_:bng_21 _:bng_12040) log:proves _:bng_12041. -(_:bng_30 _:bng_12042) log:proves _:bng_12043. -(_:bng_19 _:bng_12043) log:proves _:bng_12044. -(_:bng_30 _:bng_12045) log:proves _:bng_12046. -(_:bng_30 _:bng_12047) log:proves _:bng_12048. -(_:bng_19 _:bng_12048) log:proves _:bng_12049. -(_:bng_30 _:bng_12050) log:proves _:bng_12051. -(_:bng_19 _:bng_12051) log:proves _:bng_12052. -(_:bng_30 _:bng_12053) log:proves _:bng_12054. -(_:bng_30 _:bng_12055) log:proves _:bng_12056. -(_:bng_19 _:bng_12056) log:proves _:bng_12057. -(_:bng_30 _:bng_12058) log:proves _:bng_12059. -(_:bng_30 _:bng_12060) log:proves _:bng_12061. -(_:bng_19 _:bng_12061) log:proves _:bng_12062. -(_:bng_30 _:bng_12063) log:proves _:bng_12064. -(_:bng_19 _:bng_12064) log:proves _:bng_12065. -(_:bng_21 _:bng_12066) log:proves _:bng_12067. -(_:bng_19 _:bng_12067) log:proves _:bng_12068. -(_:bng_30 _:bng_12069) log:proves _:bng_12070. -(_:bng_19 _:bng_12070) log:proves _:bng_12071. -(_:bng_21 _:bng_12072) log:proves _:bng_12073. -(_:bng_19 _:bng_12073) log:proves _:bng_12074. -(_:bng_30 _:bng_12075) log:proves _:bng_12076. -(_:bng_30 _:bng_12077) log:proves _:bng_12078. -(_:bng_30 _:bng_12079) log:proves _:bng_12080. -(_:bng_19 _:bng_12080) log:proves _:bng_12081. -(_:bng_16 _:bng_12082) log:proves _:bng_12083. -(_:bng_19 _:bng_12083) log:proves _:bng_12084. -(_:bng_1059 _:bng_12085) log:proves _:bng_12086. -(_:bng_1059 _:bng_12087) log:proves _:bng_12088. -(_:bng_1059 _:bng_12089) log:proves _:bng_12090. -(_:bng_1059 _:bng_12091) log:proves _:bng_12092. -(_:bng_1059 _:bng_12093) log:proves _:bng_12094. -(_:bng_1059 _:bng_12095) log:proves _:bng_12096. -(_:bng_1059 _:bng_12097) log:proves _:bng_12098. -(_:bng_1059 _:bng_12099) log:proves _:bng_12100. -(_:bng_1076 _:bng_12101) log:proves _:bng_12102. -(_:bng_1079 _:bng_12102) log:proves _:bng_12102. -(_:bng_16 _:bng_12103) log:proves _:bng_12104. -(_:bng_30 _:bng_12105) log:proves _:bng_12106. -(_:bng_30 _:bng_12107) log:proves _:bng_12108. -(_:bng_19 _:bng_12108) log:proves _:bng_12109. -(_:bng_21 _:bng_12110) log:proves _:bng_12111. -(_:bng_30 _:bng_12112) log:proves _:bng_12113. -(_:bng_19 _:bng_12113) log:proves _:bng_12114. -(_:bng_30 _:bng_12115) log:proves _:bng_12116. -(_:bng_19 _:bng_12116) log:proves _:bng_12117. -(_:bng_16 _:bng_12118) log:proves _:bng_12119. -(_:bng_30 _:bng_12120) log:proves _:bng_12121. -(_:bng_19 _:bng_12121) log:proves _:bng_12122. -(_:bng_1059 _:bng_12123) log:proves _:bng_12124. -(_:bng_1059 _:bng_12125) log:proves _:bng_12126. -(_:bng_1059 _:bng_12127) log:proves _:bng_12128. -(_:bng_1059 _:bng_12129) log:proves _:bng_12130. -(_:bng_1059 _:bng_12131) log:proves _:bng_12132. -(_:bng_1059 _:bng_12133) log:proves _:bng_12134. -(_:bng_1059 _:bng_12135) log:proves _:bng_12136. -(_:bng_1059 _:bng_12137) log:proves _:bng_12138. -(_:bng_1076 _:bng_12139) log:proves _:bng_12140. -(_:bng_1079 _:bng_12140) log:proves _:bng_12140. -(_:bng_21 _:bng_12141) log:proves _:bng_12142. -(_:bng_19 _:bng_12142) log:proves _:bng_12143. -(_:bng_16 _:bng_12144) log:proves _:bng_12145. -(_:bng_19 _:bng_12145) log:proves _:bng_12146. -(_:bng_16 _:bng_12147) log:proves _:bng_12148. -(_:bng_30 _:bng_12149) log:proves _:bng_12150. -(_:bng_30 _:bng_12151) log:proves _:bng_12152. -(_:bng_30 _:bng_12153) log:proves _:bng_12154. -(_:bng_19 _:bng_12154) log:proves _:bng_12155. -(_:bng_30 _:bng_12156) log:proves _:bng_12157. -(_:bng_30 _:bng_12158) log:proves _:bng_12159. -(_:bng_30 _:bng_12160) log:proves _:bng_12161. -(_:bng_30 _:bng_12162) log:proves _:bng_12163. -(_:bng_19 _:bng_12163) log:proves _:bng_12164. -(_:bng_1059 _:bng_12165) log:proves _:bng_12166. -(_:bng_1059 _:bng_12167) log:proves _:bng_12168. -(_:bng_1059 _:bng_12169) log:proves _:bng_12170. -(_:bng_1059 _:bng_12171) log:proves _:bng_12172. -(_:bng_1059 _:bng_12173) log:proves _:bng_12174. -(_:bng_1059 _:bng_12175) log:proves _:bng_12176. -(_:bng_1059 _:bng_12177) log:proves _:bng_12178. -(_:bng_1059 _:bng_12179) log:proves _:bng_12180. -(_:bng_1076 _:bng_12181) log:proves _:bng_12182. -(_:bng_1079 _:bng_12182) log:proves _:bng_12182. -(_:bng_21 _:bng_12183) log:proves _:bng_12184. -(_:bng_30 _:bng_12185) log:proves _:bng_12186. -(_:bng_30 _:bng_12187) log:proves _:bng_12188. -(_:bng_30 _:bng_12189) log:proves _:bng_12190. -(_:bng_30 _:bng_12191) log:proves _:bng_12192. -(_:bng_19 _:bng_12192) log:proves _:bng_12193. -(_:bng_30 _:bng_12194) log:proves _:bng_12195. -(_:bng_30 _:bng_12196) log:proves _:bng_12197. -(_:bng_19 _:bng_12197) log:proves _:bng_12198. -(_:bng_16 _:bng_12199) log:proves _:bng_12200. -(_:bng_19 _:bng_12200) log:proves _:bng_12201. -(_:bng_30 _:bng_12202) log:proves _:bng_12203. -(_:bng_30 _:bng_12204) log:proves _:bng_12205. -(_:bng_19 _:bng_12205) log:proves _:bng_12206. -(_:bng_21 _:bng_12207) log:proves _:bng_12208. -(_:bng_30 _:bng_12209) log:proves _:bng_12210. -(_:bng_19 _:bng_12210) log:proves _:bng_12211. -(_:bng_21 _:bng_12212) log:proves _:bng_12213. -(_:bng_30 _:bng_12214) log:proves _:bng_12215. -(_:bng_30 _:bng_12216) log:proves _:bng_12217. -(_:bng_19 _:bng_12217) log:proves _:bng_12218. -(_:bng_21 _:bng_12219) log:proves _:bng_12220. -(_:bng_19 _:bng_12220) log:proves _:bng_12221. -(_:bng_30 _:bng_12222) log:proves _:bng_12223. -(_:bng_19 _:bng_12223) log:proves _:bng_12224. -(_:bng_16 _:bng_12225) log:proves _:bng_12226. -(_:bng_19 _:bng_12226) log:proves _:bng_12227. -(_:bng_30 _:bng_12228) log:proves _:bng_12229. -(_:bng_19 _:bng_12229) log:proves _:bng_12230. -(_:bng_16 _:bng_12231) log:proves _:bng_12232. -(_:bng_19 _:bng_12232) log:proves _:bng_12233. -(_:bng_30 _:bng_12234) log:proves _:bng_12235. -(_:bng_30 _:bng_12236) log:proves _:bng_12237. -(_:bng_19 _:bng_12237) log:proves _:bng_12238. -(_:bng_30 _:bng_12239) log:proves _:bng_12240. -(_:bng_30 _:bng_12241) log:proves _:bng_12242. -(_:bng_30 _:bng_12243) log:proves _:bng_12244. -(_:bng_19 _:bng_12244) log:proves _:bng_12245. -(_:bng_16 _:bng_12246) log:proves _:bng_12247. -(_:bng_30 _:bng_12248) log:proves _:bng_12249. -(_:bng_19 _:bng_12249) log:proves _:bng_12250. -(_:bng_16 _:bng_12251) log:proves _:bng_12252. -(_:bng_30 _:bng_12253) log:proves _:bng_12254. -(_:bng_30 _:bng_12255) log:proves _:bng_12256. -(_:bng_19 _:bng_12256) log:proves _:bng_12257. -(_:bng_16 _:bng_12258) log:proves _:bng_12259. -(_:bng_19 _:bng_12259) log:proves _:bng_12260. -(_:bng_1059 _:bng_12261) log:proves _:bng_12262. -(_:bng_1059 _:bng_12263) log:proves _:bng_12264. -(_:bng_1059 _:bng_12265) log:proves _:bng_12266. -(_:bng_1059 _:bng_12267) log:proves _:bng_12268. -(_:bng_1059 _:bng_12269) log:proves _:bng_12270. -(_:bng_1059 _:bng_12271) log:proves _:bng_12272. -(_:bng_1059 _:bng_12273) log:proves _:bng_12274. -(_:bng_1059 _:bng_12275) log:proves _:bng_12276. -(_:bng_1076 _:bng_12277) log:proves _:bng_12278. -(_:bng_1079 _:bng_12278) log:proves _:bng_12278. -(_:bng_21 _:bng_12279) log:proves _:bng_12280. -(_:bng_30 _:bng_12281) log:proves _:bng_12282. -(_:bng_19 _:bng_12282) log:proves _:bng_12283. -(_:bng_21 _:bng_12284) log:proves _:bng_12285. -(_:bng_19 _:bng_12285) log:proves _:bng_12286. -(_:bng_30 _:bng_12287) log:proves _:bng_12288. -(_:bng_19 _:bng_12288) log:proves _:bng_12289. -(_:bng_30 _:bng_12290) log:proves _:bng_12291. -(_:bng_19 _:bng_12291) log:proves _:bng_12292. -(_:bng_16 _:bng_12293) log:proves _:bng_12294. -(_:bng_19 _:bng_12294) log:proves _:bng_12295. -(_:bng_21 _:bng_12296) log:proves _:bng_12297. -(_:bng_30 _:bng_12298) log:proves _:bng_12299. -(_:bng_30 _:bng_12300) log:proves _:bng_12301. -(_:bng_30 _:bng_12302) log:proves _:bng_12303. -(_:bng_19 _:bng_12303) log:proves _:bng_12304. -(_:bng_21 _:bng_12305) log:proves _:bng_12306. -(_:bng_19 _:bng_12306) log:proves _:bng_12307. -(_:bng_21 _:bng_12308) log:proves _:bng_12309. -(_:bng_30 _:bng_12310) log:proves _:bng_12311. -(_:bng_30 _:bng_12312) log:proves _:bng_12313. -(_:bng_19 _:bng_12313) log:proves _:bng_12314. -(_:bng_16 _:bng_12315) log:proves _:bng_12316. -(_:bng_30 _:bng_12317) log:proves _:bng_12318. -(_:bng_30 _:bng_12319) log:proves _:bng_12320. -(_:bng_30 _:bng_12321) log:proves _:bng_12322. -(_:bng_19 _:bng_12322) log:proves _:bng_12323. -(_:bng_16 _:bng_12324) log:proves _:bng_12325. -(_:bng_19 _:bng_12325) log:proves _:bng_12326. -(_:bng_30 _:bng_12327) log:proves _:bng_12328. -(_:bng_19 _:bng_12328) log:proves _:bng_12329. -(_:bng_30 _:bng_12330) log:proves _:bng_12331. -(_:bng_19 _:bng_12331) log:proves _:bng_12332. -(_:bng_16 _:bng_12333) log:proves _:bng_12334. -(_:bng_19 _:bng_12334) log:proves _:bng_12335. -(_:bng_16 _:bng_12336) log:proves _:bng_12337. -(_:bng_30 _:bng_12338) log:proves _:bng_12339. -(_:bng_19 _:bng_12339) log:proves _:bng_12340. -(_:bng_21 _:bng_12341) log:proves _:bng_12342. -(_:bng_19 _:bng_12342) log:proves _:bng_12343. -(_:bng_30 _:bng_12344) log:proves _:bng_12345. -(_:bng_19 _:bng_12345) log:proves _:bng_12346. -(_:bng_16 _:bng_12347) log:proves _:bng_12348. -(_:bng_19 _:bng_12348) log:proves _:bng_12349. -(_:bng_21 _:bng_12350) log:proves _:bng_12351. -(_:bng_30 _:bng_12352) log:proves _:bng_12353. -(_:bng_19 _:bng_12353) log:proves _:bng_12354. -(_:bng_21 _:bng_12355) log:proves _:bng_12356. -(_:bng_19 _:bng_12356) log:proves _:bng_12357. -(_:bng_21 _:bng_12358) log:proves _:bng_12359. -(_:bng_19 _:bng_12359) log:proves _:bng_12360. -(_:bng_16 _:bng_12361) log:proves _:bng_12362. -(_:bng_19 _:bng_12362) log:proves _:bng_12363. -(_:bng_21 _:bng_12364) log:proves _:bng_12365. -(_:bng_30 _:bng_12366) log:proves _:bng_12367. -(_:bng_30 _:bng_12368) log:proves _:bng_12369. -(_:bng_19 _:bng_12369) log:proves _:bng_12370. -(_:bng_30 _:bng_12371) log:proves _:bng_12372. -(_:bng_30 _:bng_12373) log:proves _:bng_12374. -(_:bng_30 _:bng_12375) log:proves _:bng_12376. -(_:bng_30 _:bng_12377) log:proves _:bng_12378. -(_:bng_19 _:bng_12378) log:proves _:bng_12379. -(_:bng_16 _:bng_12380) log:proves _:bng_12381. -(_:bng_30 _:bng_12382) log:proves _:bng_12383. -(_:bng_19 _:bng_12383) log:proves _:bng_12384. -(_:bng_30 _:bng_12385) log:proves _:bng_12386. -(_:bng_30 _:bng_12387) log:proves _:bng_12388. -(_:bng_30 _:bng_12389) log:proves _:bng_12390. -(_:bng_19 _:bng_12390) log:proves _:bng_12391. -(_:bng_30 _:bng_12392) log:proves _:bng_12393. -(_:bng_30 _:bng_12394) log:proves _:bng_12395. -(_:bng_19 _:bng_12395) log:proves _:bng_12396. -(_:bng_30 _:bng_12397) log:proves _:bng_12398. -(_:bng_19 _:bng_12398) log:proves _:bng_12399. -(_:bng_21 _:bng_12400) log:proves _:bng_12401. -(_:bng_30 _:bng_12402) log:proves _:bng_12403. -(_:bng_19 _:bng_12403) log:proves _:bng_12404. -(_:bng_21 _:bng_12405) log:proves _:bng_12406. -(_:bng_19 _:bng_12406) log:proves _:bng_12407. -(_:bng_30 _:bng_12408) log:proves _:bng_12409. -(_:bng_19 _:bng_12409) log:proves _:bng_12410. -(_:bng_30 _:bng_12411) log:proves _:bng_12412. -(_:bng_30 _:bng_12413) log:proves _:bng_12414. -(_:bng_19 _:bng_12414) log:proves _:bng_12415. -(_:bng_21 _:bng_12416) log:proves _:bng_12417. -(_:bng_30 _:bng_12418) log:proves _:bng_12419. -(_:bng_19 _:bng_12419) log:proves _:bng_12420. -(_:bng_30 _:bng_12421) log:proves _:bng_12422. -(_:bng_30 _:bng_12423) log:proves _:bng_12424. -(_:bng_19 _:bng_12424) log:proves _:bng_12425. -(_:bng_30 _:bng_12426) log:proves _:bng_12427. -(_:bng_19 _:bng_12427) log:proves _:bng_12428. -(_:bng_16 _:bng_12429) log:proves _:bng_12430. -(_:bng_30 _:bng_12431) log:proves _:bng_12432. -(_:bng_30 _:bng_12433) log:proves _:bng_12434. -(_:bng_19 _:bng_12434) log:proves _:bng_12435. -(_:bng_21 _:bng_12436) log:proves _:bng_12437. -(_:bng_30 _:bng_12438) log:proves _:bng_12439. -(_:bng_19 _:bng_12439) log:proves _:bng_12440. -(_:bng_30 _:bng_12441) log:proves _:bng_12442. -(_:bng_19 _:bng_12442) log:proves _:bng_12443. -(_:bng_16 _:bng_12444) log:proves _:bng_12445. -(_:bng_19 _:bng_12445) log:proves _:bng_12446. -(_:bng_30 _:bng_12447) log:proves _:bng_12448. -(_:bng_19 _:bng_12448) log:proves _:bng_12449. -(_:bng_30 _:bng_12450) log:proves _:bng_12451. -(_:bng_30 _:bng_12452) log:proves _:bng_12453. -(_:bng_19 _:bng_12453) log:proves _:bng_12454. -(_:bng_16 _:bng_12455) log:proves _:bng_12456. -(_:bng_30 _:bng_12457) log:proves _:bng_12458. -(_:bng_30 _:bng_12459) log:proves _:bng_12460. -(_:bng_19 _:bng_12460) log:proves _:bng_12461. -(_:bng_21 _:bng_12462) log:proves _:bng_12463. -(_:bng_30 _:bng_12464) log:proves _:bng_12465. -(_:bng_19 _:bng_12465) log:proves _:bng_12466. -(_:bng_16 _:bng_12467) log:proves _:bng_12468. -(_:bng_30 _:bng_12469) log:proves _:bng_12470. -(_:bng_19 _:bng_12470) log:proves _:bng_12471. -(_:bng_30 _:bng_12472) log:proves _:bng_12473. -(_:bng_19 _:bng_12473) log:proves _:bng_12474. -(_:bng_16 _:bng_12475) log:proves _:bng_12476. -(_:bng_30 _:bng_12477) log:proves _:bng_12478. -(_:bng_30 _:bng_12479) log:proves _:bng_12480. -(_:bng_30 _:bng_12481) log:proves _:bng_12482. -(_:bng_30 _:bng_12483) log:proves _:bng_12484. -(_:bng_19 _:bng_12484) log:proves _:bng_12485. -(_:bng_16 _:bng_12486) log:proves _:bng_12487. -(_:bng_30 _:bng_12488) log:proves _:bng_12489. -(_:bng_19 _:bng_12489) log:proves _:bng_12490. -(_:bng_1059 _:bng_12491) log:proves _:bng_12492. -(_:bng_1059 _:bng_12493) log:proves _:bng_12494. -(_:bng_1059 _:bng_12495) log:proves _:bng_12496. -(_:bng_1059 _:bng_12497) log:proves _:bng_12498. -(_:bng_1059 _:bng_12499) log:proves _:bng_12500. -(_:bng_1059 _:bng_12501) log:proves _:bng_12502. -(_:bng_1059 _:bng_12503) log:proves _:bng_12504. -(_:bng_1059 _:bng_12505) log:proves _:bng_12506. -(_:bng_1076 _:bng_12507) log:proves _:bng_12508. -(_:bng_1079 _:bng_12508) log:proves _:bng_12508. -(_:bng_21 _:bng_12509) log:proves _:bng_12510. -(_:bng_30 _:bng_12511) log:proves _:bng_12512. -(_:bng_19 _:bng_12512) log:proves _:bng_12513. -(_:bng_21 _:bng_12514) log:proves _:bng_12515. -(_:bng_19 _:bng_12515) log:proves _:bng_12516. -(_:bng_21 _:bng_12517) log:proves _:bng_12518. -(_:bng_19 _:bng_12518) log:proves _:bng_12519. -(_:bng_16 _:bng_12520) log:proves _:bng_12521. -(_:bng_19 _:bng_12521) log:proves _:bng_12522. -(_:bng_16 _:bng_12523) log:proves _:bng_12524. -(_:bng_19 _:bng_12524) log:proves _:bng_12525. -(_:bng_21 _:bng_12526) log:proves _:bng_12527. -(_:bng_19 _:bng_12527) log:proves _:bng_12528. -(_:bng_1059 _:bng_12529) log:proves _:bng_12530. -(_:bng_1059 _:bng_12531) log:proves _:bng_12532. -(_:bng_1059 _:bng_12533) log:proves _:bng_12534. -(_:bng_1059 _:bng_12535) log:proves _:bng_12536. -(_:bng_1059 _:bng_12537) log:proves _:bng_12538. -(_:bng_1059 _:bng_12539) log:proves _:bng_12540. -(_:bng_1059 _:bng_12541) log:proves _:bng_12542. -(_:bng_1059 _:bng_12543) log:proves _:bng_12544. -(_:bng_1076 _:bng_12545) log:proves _:bng_12546. -(_:bng_1079 _:bng_12546) log:proves _:bng_12546. -(_:bng_21 _:bng_12547) log:proves _:bng_12548. -(_:bng_30 _:bng_12549) log:proves _:bng_12550. -(_:bng_30 _:bng_12551) log:proves _:bng_12552. -(_:bng_30 _:bng_12553) log:proves _:bng_12554. -(_:bng_30 _:bng_12555) log:proves _:bng_12556. -(_:bng_19 _:bng_12556) log:proves _:bng_12557. -(_:bng_30 _:bng_12558) log:proves _:bng_12559. -(_:bng_30 _:bng_12560) log:proves _:bng_12561. -(_:bng_30 _:bng_12562) log:proves _:bng_12563. -(_:bng_19 _:bng_12563) log:proves _:bng_12564. -(_:bng_21 _:bng_12565) log:proves _:bng_12566. -(_:bng_30 _:bng_12567) log:proves _:bng_12568. -(_:bng_19 _:bng_12568) log:proves _:bng_12569. -(_:bng_16 _:bng_12570) log:proves _:bng_12571. -(_:bng_19 _:bng_12571) log:proves _:bng_12572. -(_:bng_1059 _:bng_12573) log:proves _:bng_12574. -(_:bng_1059 _:bng_12575) log:proves _:bng_12576. -(_:bng_1059 _:bng_12577) log:proves _:bng_12578. -(_:bng_1059 _:bng_12579) log:proves _:bng_12580. -(_:bng_1059 _:bng_12581) log:proves _:bng_12582. -(_:bng_1059 _:bng_12583) log:proves _:bng_12584. -(_:bng_1059 _:bng_12585) log:proves _:bng_12586. -(_:bng_1059 _:bng_12587) log:proves _:bng_12588. -(_:bng_1076 _:bng_12589) log:proves _:bng_12590. -(_:bng_1079 _:bng_12590) log:proves _:bng_12590. -(_:bng_16 _:bng_12591) log:proves _:bng_12592. -(_:bng_30 _:bng_12593) log:proves _:bng_12594. -(_:bng_19 _:bng_12594) log:proves _:bng_12595. -(_:bng_16 _:bng_12596) log:proves _:bng_12597. -(_:bng_19 _:bng_12597) log:proves _:bng_12598. -(_:bng_21 _:bng_12599) log:proves _:bng_12600. -(_:bng_30 _:bng_12601) log:proves _:bng_12602. -(_:bng_30 _:bng_12603) log:proves _:bng_12604. -(_:bng_30 _:bng_12605) log:proves _:bng_12606. -(_:bng_19 _:bng_12606) log:proves _:bng_12607. -(_:bng_21 _:bng_12608) log:proves _:bng_12609. -(_:bng_30 _:bng_12610) log:proves _:bng_12611. -(_:bng_19 _:bng_12611) log:proves _:bng_12612. -(_:bng_30 _:bng_12613) log:proves _:bng_12614. -(_:bng_19 _:bng_12614) log:proves _:bng_12615. -(_:bng_30 _:bng_12616) log:proves _:bng_12617. -(_:bng_30 _:bng_12618) log:proves _:bng_12619. -(_:bng_19 _:bng_12619) log:proves _:bng_12620. -(_:bng_30 _:bng_12621) log:proves _:bng_12622. -(_:bng_30 _:bng_12623) log:proves _:bng_12624. -(_:bng_19 _:bng_12624) log:proves _:bng_12625. -(_:bng_30 _:bng_12626) log:proves _:bng_12627. -(_:bng_30 _:bng_12628) log:proves _:bng_12629. -(_:bng_30 _:bng_12630) log:proves _:bng_12631. -(_:bng_19 _:bng_12631) log:proves _:bng_12632. -(_:bng_21 _:bng_12633) log:proves _:bng_12634. -(_:bng_19 _:bng_12634) log:proves _:bng_12635. -(_:bng_30 _:bng_12636) log:proves _:bng_12637. -(_:bng_30 _:bng_12638) log:proves _:bng_12639. -(_:bng_19 _:bng_12639) log:proves _:bng_12640. -(_:bng_30 _:bng_12641) log:proves _:bng_12642. -(_:bng_19 _:bng_12642) log:proves _:bng_12643. -(_:bng_21 _:bng_12644) log:proves _:bng_12645. -(_:bng_19 _:bng_12645) log:proves _:bng_12646. -(_:bng_16 _:bng_12647) log:proves _:bng_12648. -(_:bng_19 _:bng_12648) log:proves _:bng_12649. -(_:bng_21 _:bng_12650) log:proves _:bng_12651. -(_:bng_30 _:bng_12652) log:proves _:bng_12653. -(_:bng_19 _:bng_12653) log:proves _:bng_12654. -(_:bng_16 _:bng_12655) log:proves _:bng_12656. -(_:bng_19 _:bng_12656) log:proves _:bng_12657. -(_:bng_30 _:bng_12658) log:proves _:bng_12659. -(_:bng_19 _:bng_12659) log:proves _:bng_12660. -(_:bng_21 _:bng_12661) log:proves _:bng_12662. -(_:bng_19 _:bng_12662) log:proves _:bng_12663. -(_:bng_16 _:bng_12664) log:proves _:bng_12665. -(_:bng_19 _:bng_12665) log:proves _:bng_12666. -(_:bng_16 _:bng_12667) log:proves _:bng_12668. -(_:bng_19 _:bng_12668) log:proves _:bng_12669. -(_:bng_30 _:bng_12670) log:proves _:bng_12671. -(_:bng_30 _:bng_12672) log:proves _:bng_12673. -(_:bng_19 _:bng_12673) log:proves _:bng_12674. -(_:bng_30 _:bng_12675) log:proves _:bng_12676. -(_:bng_30 _:bng_12677) log:proves _:bng_12678. -(_:bng_30 _:bng_12679) log:proves _:bng_12680. -(_:bng_19 _:bng_12680) log:proves _:bng_12681. -(_:bng_21 _:bng_12682) log:proves _:bng_12683. -(_:bng_19 _:bng_12683) log:proves _:bng_12684. -(_:bng_16 _:bng_12685) log:proves _:bng_12686. -(_:bng_19 _:bng_12686) log:proves _:bng_12687. -(_:bng_21 _:bng_12688) log:proves _:bng_12689. -(_:bng_30 _:bng_12690) log:proves _:bng_12691. -(_:bng_19 _:bng_12691) log:proves _:bng_12692. -(_:bng_21 _:bng_12693) log:proves _:bng_12694. -(_:bng_19 _:bng_12694) log:proves _:bng_12695. -(_:bng_21 _:bng_12696) log:proves _:bng_12697. -(_:bng_30 _:bng_12698) log:proves _:bng_12699. -(_:bng_19 _:bng_12699) log:proves _:bng_12700. -(_:bng_16 _:bng_12701) log:proves _:bng_12702. -(_:bng_19 _:bng_12702) log:proves _:bng_12703. -(_:bng_21 _:bng_12704) log:proves _:bng_12705. -(_:bng_30 _:bng_12706) log:proves _:bng_12707. -(_:bng_30 _:bng_12708) log:proves _:bng_12709. -(_:bng_30 _:bng_12710) log:proves _:bng_12711. -(_:bng_30 _:bng_12712) log:proves _:bng_12713. -(_:bng_19 _:bng_12713) log:proves _:bng_12714. -(_:bng_30 _:bng_12715) log:proves _:bng_12716. -(_:bng_19 _:bng_12716) log:proves _:bng_12717. -(_:bng_16 _:bng_12718) log:proves _:bng_12719. -(_:bng_30 _:bng_12720) log:proves _:bng_12721. -(_:bng_19 _:bng_12721) log:proves _:bng_12722. -(_:bng_21 _:bng_12723) log:proves _:bng_12724. -(_:bng_19 _:bng_12724) log:proves _:bng_12725. -(_:bng_16 _:bng_12726) log:proves _:bng_12727. -(_:bng_19 _:bng_12727) log:proves _:bng_12728. -(_:bng_21 _:bng_12729) log:proves _:bng_12730. -(_:bng_19 _:bng_12730) log:proves _:bng_12731. -(_:bng_21 _:bng_12732) log:proves _:bng_12733. -(_:bng_30 _:bng_12734) log:proves _:bng_12735. -(_:bng_19 _:bng_12735) log:proves _:bng_12736. -(_:bng_16 _:bng_12737) log:proves _:bng_12738. -(_:bng_30 _:bng_12739) log:proves _:bng_12740. -(_:bng_30 _:bng_12741) log:proves _:bng_12742. -(_:bng_19 _:bng_12742) log:proves _:bng_12743. -(_:bng_30 _:bng_12744) log:proves _:bng_12745. -(_:bng_19 _:bng_12745) log:proves _:bng_12746. -(_:bng_30 _:bng_12747) log:proves _:bng_12748. -(_:bng_19 _:bng_12748) log:proves _:bng_12749. -(_:bng_16 _:bng_12750) log:proves _:bng_12751. -(_:bng_19 _:bng_12751) log:proves _:bng_12752. -(_:bng_16 _:bng_12753) log:proves _:bng_12754. -(_:bng_30 _:bng_12755) log:proves _:bng_12756. -(_:bng_30 _:bng_12757) log:proves _:bng_12758. -(_:bng_30 _:bng_12759) log:proves _:bng_12760. -(_:bng_19 _:bng_12760) log:proves _:bng_12761. -(_:bng_21 _:bng_12762) log:proves _:bng_12763. -(_:bng_19 _:bng_12763) log:proves _:bng_12764. -(_:bng_16 _:bng_12765) log:proves _:bng_12766. -(_:bng_19 _:bng_12766) log:proves _:bng_12767. -(_:bng_21 _:bng_12768) log:proves _:bng_12769. -(_:bng_30 _:bng_12770) log:proves _:bng_12771. -(_:bng_30 _:bng_12772) log:proves _:bng_12773. -(_:bng_19 _:bng_12773) log:proves _:bng_12774. -(_:bng_21 _:bng_12775) log:proves _:bng_12776. -(_:bng_19 _:bng_12776) log:proves _:bng_12777. -(_:bng_16 _:bng_12778) log:proves _:bng_12779. -(_:bng_19 _:bng_12779) log:proves _:bng_12780. -(_:bng_16 _:bng_12781) log:proves _:bng_12782. -(_:bng_30 _:bng_12783) log:proves _:bng_12784. -(_:bng_30 _:bng_12785) log:proves _:bng_12786. -(_:bng_30 _:bng_12787) log:proves _:bng_12788. -(_:bng_30 _:bng_12789) log:proves _:bng_12790. -(_:bng_19 _:bng_12790) log:proves _:bng_12791. -(_:bng_16 _:bng_12792) log:proves _:bng_12793. -(_:bng_30 _:bng_12794) log:proves _:bng_12795. -(_:bng_30 _:bng_12796) log:proves _:bng_12797. -(_:bng_19 _:bng_12797) log:proves _:bng_12798. -(_:bng_16 _:bng_12799) log:proves _:bng_12800. -(_:bng_30 _:bng_12801) log:proves _:bng_12802. -(_:bng_30 _:bng_12803) log:proves _:bng_12804. -(_:bng_19 _:bng_12804) log:proves _:bng_12805. -(_:bng_16 _:bng_12806) log:proves _:bng_12807. -(_:bng_30 _:bng_12808) log:proves _:bng_12809. -(_:bng_19 _:bng_12809) log:proves _:bng_12810. -(_:bng_1059 _:bng_12811) log:proves _:bng_12812. -(_:bng_1059 _:bng_12813) log:proves _:bng_12814. -(_:bng_1059 _:bng_12815) log:proves _:bng_12816. -(_:bng_1059 _:bng_12817) log:proves _:bng_12818. -(_:bng_1059 _:bng_12819) log:proves _:bng_12820. -(_:bng_1059 _:bng_12821) log:proves _:bng_12822. -(_:bng_1059 _:bng_12823) log:proves _:bng_12824. -(_:bng_1059 _:bng_12825) log:proves _:bng_12826. -(_:bng_1076 _:bng_12827) log:proves _:bng_12828. -(_:bng_1079 _:bng_12828) log:proves _:bng_12828. -(_:bng_21 _:bng_12829) log:proves _:bng_12830. -(_:bng_19 _:bng_12830) log:proves _:bng_12831. -(_:bng_16 _:bng_12832) log:proves _:bng_12833. -(_:bng_19 _:bng_12833) log:proves _:bng_12834. -(_:bng_30 _:bng_12835) log:proves _:bng_12836. -(_:bng_30 _:bng_12837) log:proves _:bng_12838. -(_:bng_30 _:bng_12839) log:proves _:bng_12840. -(_:bng_30 _:bng_12841) log:proves _:bng_12842. -(_:bng_19 _:bng_12842) log:proves _:bng_12843. -(_:bng_21 _:bng_12844) log:proves _:bng_12845. -(_:bng_30 _:bng_12846) log:proves _:bng_12847. -(_:bng_30 _:bng_12848) log:proves _:bng_12849. -(_:bng_19 _:bng_12849) log:proves _:bng_12850. -(_:bng_21 _:bng_12851) log:proves _:bng_12852. -(_:bng_30 _:bng_12853) log:proves _:bng_12854. -(_:bng_19 _:bng_12854) log:proves _:bng_12855. -(_:bng_30 _:bng_12856) log:proves _:bng_12857. -(_:bng_19 _:bng_12857) log:proves _:bng_12858. -(_:bng_21 _:bng_12859) log:proves _:bng_12860. -(_:bng_30 _:bng_12861) log:proves _:bng_12862. -(_:bng_19 _:bng_12862) log:proves _:bng_12863. -(_:bng_21 _:bng_12864) log:proves _:bng_12865. -(_:bng_30 _:bng_12866) log:proves _:bng_12867. -(_:bng_30 _:bng_12868) log:proves _:bng_12869. -(_:bng_30 _:bng_12870) log:proves _:bng_12871. -(_:bng_19 _:bng_12871) log:proves _:bng_12872. -(_:bng_16 _:bng_12873) log:proves _:bng_12874. -(_:bng_30 _:bng_12875) log:proves _:bng_12876. -(_:bng_19 _:bng_12876) log:proves _:bng_12877. -(_:bng_30 _:bng_12878) log:proves _:bng_12879. -(_:bng_30 _:bng_12880) log:proves _:bng_12881. -(_:bng_19 _:bng_12881) log:proves _:bng_12882. -(_:bng_16 _:bng_12883) log:proves _:bng_12884. -(_:bng_19 _:bng_12884) log:proves _:bng_12885. -(_:bng_30 _:bng_12886) log:proves _:bng_12887. -(_:bng_19 _:bng_12887) log:proves _:bng_12888. -(_:bng_21 _:bng_12889) log:proves _:bng_12890. -(_:bng_19 _:bng_12890) log:proves _:bng_12891. -(_:bng_30 _:bng_12892) log:proves _:bng_12893. -(_:bng_19 _:bng_12893) log:proves _:bng_12894. -(_:bng_30 _:bng_12895) log:proves _:bng_12896. -(_:bng_19 _:bng_12896) log:proves _:bng_12897. -(_:bng_30 _:bng_12898) log:proves _:bng_12899. -(_:bng_19 _:bng_12899) log:proves _:bng_12900. -(_:bng_16 _:bng_12901) log:proves _:bng_12902. -(_:bng_19 _:bng_12902) log:proves _:bng_12903. -(_:bng_21 _:bng_12904) log:proves _:bng_12905. -(_:bng_19 _:bng_12905) log:proves _:bng_12906. -(_:bng_30 _:bng_12907) log:proves _:bng_12908. -(_:bng_30 _:bng_12909) log:proves _:bng_12910. -(_:bng_19 _:bng_12910) log:proves _:bng_12911. -(_:bng_21 _:bng_12912) log:proves _:bng_12913. -(_:bng_30 _:bng_12914) log:proves _:bng_12915. -(_:bng_19 _:bng_12915) log:proves _:bng_12916. -(_:bng_30 _:bng_12917) log:proves _:bng_12918. -(_:bng_30 _:bng_12919) log:proves _:bng_12920. -(_:bng_19 _:bng_12920) log:proves _:bng_12921. -(_:bng_16 _:bng_12922) log:proves _:bng_12923. -(_:bng_19 _:bng_12923) log:proves _:bng_12924. -(_:bng_30 _:bng_12925) log:proves _:bng_12926. -(_:bng_19 _:bng_12926) log:proves _:bng_12927. -(_:bng_16 _:bng_12928) log:proves _:bng_12929. -(_:bng_30 _:bng_12930) log:proves _:bng_12931. -(_:bng_19 _:bng_12931) log:proves _:bng_12932. -(_:bng_30 _:bng_12933) log:proves _:bng_12934. -(_:bng_30 _:bng_12935) log:proves _:bng_12936. -(_:bng_19 _:bng_12936) log:proves _:bng_12937. -(_:bng_16 _:bng_12938) log:proves _:bng_12939. -(_:bng_19 _:bng_12939) log:proves _:bng_12940. -(_:bng_16 _:bng_12941) log:proves _:bng_12942. -(_:bng_30 _:bng_12943) log:proves _:bng_12944. -(_:bng_30 _:bng_12945) log:proves _:bng_12946. -(_:bng_19 _:bng_12946) log:proves _:bng_12947. -(_:bng_16 _:bng_12948) log:proves _:bng_12949. -(_:bng_30 _:bng_12950) log:proves _:bng_12951. -(_:bng_30 _:bng_12952) log:proves _:bng_12953. -(_:bng_30 _:bng_12954) log:proves _:bng_12955. -(_:bng_19 _:bng_12955) log:proves _:bng_12956. -(_:bng_16 _:bng_12957) log:proves _:bng_12958. -(_:bng_19 _:bng_12958) log:proves _:bng_12959. -(_:bng_21 _:bng_12960) log:proves _:bng_12961. -(_:bng_30 _:bng_12962) log:proves _:bng_12963. -(_:bng_19 _:bng_12963) log:proves _:bng_12964. -(_:bng_21 _:bng_12965) log:proves _:bng_12966. -(_:bng_30 _:bng_12967) log:proves _:bng_12968. -(_:bng_30 _:bng_12969) log:proves _:bng_12970. -(_:bng_30 _:bng_12971) log:proves _:bng_12972. -(_:bng_30 _:bng_12973) log:proves _:bng_12974. -(_:bng_30 _:bng_12975) log:proves _:bng_12976. -(_:bng_19 _:bng_12976) log:proves _:bng_12977. -(_:bng_16 _:bng_12978) log:proves _:bng_12979. -(_:bng_30 _:bng_12980) log:proves _:bng_12981. -(_:bng_19 _:bng_12981) log:proves _:bng_12982. -(_:bng_16 _:bng_12983) log:proves _:bng_12984. -(_:bng_30 _:bng_12985) log:proves _:bng_12986. -(_:bng_30 _:bng_12987) log:proves _:bng_12988. -(_:bng_19 _:bng_12988) log:proves _:bng_12989. -(_:bng_21 _:bng_12990) log:proves _:bng_12991. -(_:bng_30 _:bng_12992) log:proves _:bng_12993. -(_:bng_19 _:bng_12993) log:proves _:bng_12994. -(_:bng_30 _:bng_12995) log:proves _:bng_12996. -(_:bng_30 _:bng_12997) log:proves _:bng_12998. -(_:bng_30 _:bng_12999) log:proves _:bng_13000. -(_:bng_19 _:bng_13000) log:proves _:bng_13001. -(_:bng_21 _:bng_13002) log:proves _:bng_13003. -(_:bng_30 _:bng_13004) log:proves _:bng_13005. -(_:bng_30 _:bng_13006) log:proves _:bng_13007. -(_:bng_19 _:bng_13007) log:proves _:bng_13008. -(_:bng_21 _:bng_13009) log:proves _:bng_13010. -(_:bng_19 _:bng_13010) log:proves _:bng_13011. -(_:bng_21 _:bng_13012) log:proves _:bng_13013. -(_:bng_19 _:bng_13013) log:proves _:bng_13014. -(_:bng_16 _:bng_13015) log:proves _:bng_13016. -(_:bng_19 _:bng_13016) log:proves _:bng_13017. -(_:bng_21 _:bng_13018) log:proves _:bng_13019. -(_:bng_30 _:bng_13020) log:proves _:bng_13021. -(_:bng_19 _:bng_13021) log:proves _:bng_13022. -(_:bng_30 _:bng_13023) log:proves _:bng_13024. -(_:bng_30 _:bng_13025) log:proves _:bng_13026. -(_:bng_19 _:bng_13026) log:proves _:bng_13027. -(_:bng_21 _:bng_13028) log:proves _:bng_13029. -(_:bng_19 _:bng_13029) log:proves _:bng_13030. -(_:bng_30 _:bng_13031) log:proves _:bng_13032. -(_:bng_30 _:bng_13033) log:proves _:bng_13034. -(_:bng_30 _:bng_13035) log:proves _:bng_13036. -(_:bng_19 _:bng_13036) log:proves _:bng_13037. -(_:bng_21 _:bng_13038) log:proves _:bng_13039. -(_:bng_19 _:bng_13039) log:proves _:bng_13040. -(_:bng_21 _:bng_13041) log:proves _:bng_13042. -(_:bng_30 _:bng_13043) log:proves _:bng_13044. -(_:bng_30 _:bng_13045) log:proves _:bng_13046. -(_:bng_30 _:bng_13047) log:proves _:bng_13048. -(_:bng_19 _:bng_13048) log:proves _:bng_13049. -(_:bng_30 _:bng_13050) log:proves _:bng_13051. -(_:bng_30 _:bng_13052) log:proves _:bng_13053. -(_:bng_19 _:bng_13053) log:proves _:bng_13054. -(_:bng_30 _:bng_13055) log:proves _:bng_13056. -(_:bng_19 _:bng_13056) log:proves _:bng_13057. -(_:bng_30 _:bng_13058) log:proves _:bng_13059. -(_:bng_19 _:bng_13059) log:proves _:bng_13060. -(_:bng_30 _:bng_13061) log:proves _:bng_13062. -(_:bng_30 _:bng_13063) log:proves _:bng_13064. -(_:bng_19 _:bng_13064) log:proves _:bng_13065. -(_:bng_21 _:bng_13066) log:proves _:bng_13067. -(_:bng_19 _:bng_13067) log:proves _:bng_13068. -(_:bng_21 _:bng_13069) log:proves _:bng_13070. -(_:bng_30 _:bng_13071) log:proves _:bng_13072. -(_:bng_30 _:bng_13073) log:proves _:bng_13074. -(_:bng_19 _:bng_13074) log:proves _:bng_13075. -(_:bng_16 _:bng_13076) log:proves _:bng_13077. -(_:bng_19 _:bng_13077) log:proves _:bng_13078. -(_:bng_30 _:bng_13079) log:proves _:bng_13080. -(_:bng_19 _:bng_13080) log:proves _:bng_13081. -(_:bng_30 _:bng_13082) log:proves _:bng_13083. -(_:bng_19 _:bng_13083) log:proves _:bng_13084. -(_:bng_16 _:bng_13085) log:proves _:bng_13086. -(_:bng_19 _:bng_13086) log:proves _:bng_13087. -(_:bng_21 _:bng_13088) log:proves _:bng_13089. -(_:bng_30 _:bng_13090) log:proves _:bng_13091. -(_:bng_19 _:bng_13091) log:proves _:bng_13092. -(_:bng_21 _:bng_13093) log:proves _:bng_13094. -(_:bng_30 _:bng_13095) log:proves _:bng_13096. -(_:bng_30 _:bng_13097) log:proves _:bng_13098. -(_:bng_19 _:bng_13098) log:proves _:bng_13099. -(_:bng_21 _:bng_13100) log:proves _:bng_13101. -(_:bng_19 _:bng_13101) log:proves _:bng_13102. -(_:bng_21 _:bng_13103) log:proves _:bng_13104. -(_:bng_30 _:bng_13105) log:proves _:bng_13106. -(_:bng_19 _:bng_13106) log:proves _:bng_13107. -(_:bng_30 _:bng_13108) log:proves _:bng_13109. -(_:bng_30 _:bng_13110) log:proves _:bng_13111. -(_:bng_30 _:bng_13112) log:proves _:bng_13113. -(_:bng_30 _:bng_13114) log:proves _:bng_13115. -(_:bng_19 _:bng_13115) log:proves _:bng_13116. -(_:bng_16 _:bng_13117) log:proves _:bng_13118. -(_:bng_30 _:bng_13119) log:proves _:bng_13120. -(_:bng_19 _:bng_13120) log:proves _:bng_13121. -(_:bng_21 _:bng_13122) log:proves _:bng_13123. -(_:bng_19 _:bng_13123) log:proves _:bng_13124. -(_:bng_16 _:bng_13125) log:proves _:bng_13126. -(_:bng_19 _:bng_13126) log:proves _:bng_13127. -(_:bng_30 _:bng_13128) log:proves _:bng_13129. -(_:bng_30 _:bng_13130) log:proves _:bng_13131. -(_:bng_30 _:bng_13132) log:proves _:bng_13133. -(_:bng_19 _:bng_13133) log:proves _:bng_13134. -(_:bng_21 _:bng_13135) log:proves _:bng_13136. -(_:bng_19 _:bng_13136) log:proves _:bng_13137. -(_:bng_21 _:bng_13138) log:proves _:bng_13139. -(_:bng_30 _:bng_13140) log:proves _:bng_13141. -(_:bng_30 _:bng_13142) log:proves _:bng_13143. -(_:bng_30 _:bng_13144) log:proves _:bng_13145. -(_:bng_19 _:bng_13145) log:proves _:bng_13146. -(_:bng_30 _:bng_13147) log:proves _:bng_13148. -(_:bng_30 _:bng_13149) log:proves _:bng_13150. -(_:bng_30 _:bng_13151) log:proves _:bng_13152. -(_:bng_19 _:bng_13152) log:proves _:bng_13153. -(_:bng_30 _:bng_13154) log:proves _:bng_13155. -(_:bng_19 _:bng_13155) log:proves _:bng_13156. -(_:bng_30 _:bng_13157) log:proves _:bng_13158. -(_:bng_19 _:bng_13158) log:proves _:bng_13159. -(_:bng_21 _:bng_13160) log:proves _:bng_13161. -(_:bng_19 _:bng_13161) log:proves _:bng_13162. -(_:bng_16 _:bng_13163) log:proves _:bng_13164. -(_:bng_19 _:bng_13164) log:proves _:bng_13165. -(_:bng_21 _:bng_13166) log:proves _:bng_13167. -(_:bng_19 _:bng_13167) log:proves _:bng_13168. -(_:bng_16 _:bng_13169) log:proves _:bng_13170. -(_:bng_19 _:bng_13170) log:proves _:bng_13171. -(_:bng_30 _:bng_13172) log:proves _:bng_13173. -(_:bng_30 _:bng_13174) log:proves _:bng_13175. -(_:bng_30 _:bng_13176) log:proves _:bng_13177. -(_:bng_19 _:bng_13177) log:proves _:bng_13178. -(_:bng_30 _:bng_13179) log:proves _:bng_13180. -(_:bng_30 _:bng_13181) log:proves _:bng_13182. -(_:bng_19 _:bng_13182) log:proves _:bng_13183. -(_:bng_30 _:bng_13184) log:proves _:bng_13185. -(_:bng_19 _:bng_13185) log:proves _:bng_13186. -(_:bng_30 _:bng_13187) log:proves _:bng_13188. -(_:bng_30 _:bng_13189) log:proves _:bng_13190. -(_:bng_19 _:bng_13190) log:proves _:bng_13191. -(_:bng_30 _:bng_13192) log:proves _:bng_13193. -(_:bng_30 _:bng_13194) log:proves _:bng_13195. -(_:bng_19 _:bng_13195) log:proves _:bng_13196. -(_:bng_21 _:bng_13197) log:proves _:bng_13198. -(_:bng_19 _:bng_13198) log:proves _:bng_13199. -(_:bng_21 _:bng_13200) log:proves _:bng_13201. -(_:bng_19 _:bng_13201) log:proves _:bng_13202. -(_:bng_16 _:bng_13203) log:proves _:bng_13204. -(_:bng_19 _:bng_13204) log:proves _:bng_13205. -(_:bng_21 _:bng_13206) log:proves _:bng_13207. -(_:bng_19 _:bng_13207) log:proves _:bng_13208. -(_:bng_16 _:bng_13209) log:proves _:bng_13210. -(_:bng_19 _:bng_13210) log:proves _:bng_13211. -(_:bng_16 _:bng_13212) log:proves _:bng_13213. -(_:bng_30 _:bng_13214) log:proves _:bng_13215. -(_:bng_30 _:bng_13216) log:proves _:bng_13217. -(_:bng_30 _:bng_13218) log:proves _:bng_13219. -(_:bng_30 _:bng_13220) log:proves _:bng_13221. -(_:bng_19 _:bng_13221) log:proves _:bng_13222. -(_:bng_16 _:bng_13223) log:proves _:bng_13224. -(_:bng_30 _:bng_13225) log:proves _:bng_13226. -(_:bng_30 _:bng_13227) log:proves _:bng_13228. -(_:bng_19 _:bng_13228) log:proves _:bng_13229. -(_:bng_16 _:bng_13230) log:proves _:bng_13231. -(_:bng_30 _:bng_13232) log:proves _:bng_13233. -(_:bng_30 _:bng_13234) log:proves _:bng_13235. -(_:bng_19 _:bng_13235) log:proves _:bng_13236. -(_:bng_16 _:bng_13237) log:proves _:bng_13238. -(_:bng_30 _:bng_13239) log:proves _:bng_13240. -(_:bng_19 _:bng_13240) log:proves _:bng_13241. -(_:bng_30 _:bng_13242) log:proves _:bng_13243. -(_:bng_19 _:bng_13243) log:proves _:bng_13244. -(_:bng_21 _:bng_13245) log:proves _:bng_13246. -(_:bng_19 _:bng_13246) log:proves _:bng_13247. -(_:bng_16 _:bng_13248) log:proves _:bng_13249. -(_:bng_19 _:bng_13249) log:proves _:bng_13250. -(_:bng_21 _:bng_13251) log:proves _:bng_13252. -(_:bng_30 _:bng_13253) log:proves _:bng_13254. -(_:bng_30 _:bng_13255) log:proves _:bng_13256. -(_:bng_30 _:bng_13257) log:proves _:bng_13258. -(_:bng_30 _:bng_13259) log:proves _:bng_13260. -(_:bng_19 _:bng_13260) log:proves _:bng_13261. -(_:bng_21 _:bng_13262) log:proves _:bng_13263. -(_:bng_30 _:bng_13264) log:proves _:bng_13265. -(_:bng_30 _:bng_13266) log:proves _:bng_13267. -(_:bng_19 _:bng_13267) log:proves _:bng_13268. -(_:bng_21 _:bng_13269) log:proves _:bng_13270. -(_:bng_30 _:bng_13271) log:proves _:bng_13272. -(_:bng_19 _:bng_13272) log:proves _:bng_13273. -(_:bng_30 _:bng_13274) log:proves _:bng_13275. -(_:bng_19 _:bng_13275) log:proves _:bng_13276. -(_:bng_21 _:bng_13277) log:proves _:bng_13278. -(_:bng_30 _:bng_13279) log:proves _:bng_13280. -(_:bng_19 _:bng_13280) log:proves _:bng_13281. -(_:bng_16 _:bng_13282) log:proves _:bng_13283. -(_:bng_30 _:bng_13284) log:proves _:bng_13285. -(_:bng_30 _:bng_13286) log:proves _:bng_13287. -(_:bng_30 _:bng_13288) log:proves _:bng_13289. -(_:bng_19 _:bng_13289) log:proves _:bng_13290. -(_:bng_16 _:bng_13291) log:proves _:bng_13292. -(_:bng_30 _:bng_13293) log:proves _:bng_13294. -(_:bng_19 _:bng_13294) log:proves _:bng_13295. -(_:bng_16 _:bng_13296) log:proves _:bng_13297. -(_:bng_30 _:bng_13298) log:proves _:bng_13299. -(_:bng_30 _:bng_13300) log:proves _:bng_13301. -(_:bng_19 _:bng_13301) log:proves _:bng_13302. -(_:bng_21 _:bng_13303) log:proves _:bng_13304. -(_:bng_19 _:bng_13304) log:proves _:bng_13305. -(_:bng_30 _:bng_13306) log:proves _:bng_13307. -(_:bng_30 _:bng_13308) log:proves _:bng_13309. -(_:bng_19 _:bng_13309) log:proves _:bng_13310. -(_:bng_30 _:bng_13311) log:proves _:bng_13312. -(_:bng_19 _:bng_13312) log:proves _:bng_13313. -(_:bng_30 _:bng_13314) log:proves _:bng_13315. -(_:bng_19 _:bng_13315) log:proves _:bng_13316. -(_:bng_16 _:bng_13317) log:proves _:bng_13318. -(_:bng_19 _:bng_13318) log:proves _:bng_13319. -(_:bng_30 _:bng_13320) log:proves _:bng_13321. -(_:bng_30 _:bng_13322) log:proves _:bng_13323. -(_:bng_30 _:bng_13324) log:proves _:bng_13325. -(_:bng_19 _:bng_13325) log:proves _:bng_13326. -(_:bng_30 _:bng_13327) log:proves _:bng_13328. -(_:bng_30 _:bng_13329) log:proves _:bng_13330. -(_:bng_19 _:bng_13330) log:proves _:bng_13331. -(_:bng_21 _:bng_13332) log:proves _:bng_13333. -(_:bng_30 _:bng_13334) log:proves _:bng_13335. -(_:bng_19 _:bng_13335) log:proves _:bng_13336. -(_:bng_30 _:bng_13337) log:proves _:bng_13338. -(_:bng_19 _:bng_13338) log:proves _:bng_13339. -(_:bng_16 _:bng_13340) log:proves _:bng_13341. -(_:bng_30 _:bng_13342) log:proves _:bng_13343. -(_:bng_19 _:bng_13343) log:proves _:bng_13344. -(_:bng_30 _:bng_13345) log:proves _:bng_13346. -(_:bng_30 _:bng_13347) log:proves _:bng_13348. -(_:bng_19 _:bng_13348) log:proves _:bng_13349. -(_:bng_1059 _:bng_13350) log:proves _:bng_13351. -(_:bng_1059 _:bng_13352) log:proves _:bng_13353. -(_:bng_1059 _:bng_13354) log:proves _:bng_13355. -(_:bng_1059 _:bng_13356) log:proves _:bng_13357. -(_:bng_1059 _:bng_13358) log:proves _:bng_13359. -(_:bng_1059 _:bng_13360) log:proves _:bng_13361. -(_:bng_1059 _:bng_13362) log:proves _:bng_13363. -(_:bng_1059 _:bng_13364) log:proves _:bng_13365. -(_:bng_1076 _:bng_13366) log:proves _:bng_13367. -(_:bng_1079 _:bng_13367) log:proves _:bng_13367. -(_:bng_16 _:bng_13368) log:proves _:bng_13369. -(_:bng_19 _:bng_13369) log:proves _:bng_13370. -(_:bng_21 _:bng_13371) log:proves _:bng_13372. -(_:bng_19 _:bng_13372) log:proves _:bng_13373. -(_:bng_16 _:bng_13374) log:proves _:bng_13375. -(_:bng_19 _:bng_13375) log:proves _:bng_13376. -(_:bng_30 _:bng_13377) log:proves _:bng_13378. -(_:bng_30 _:bng_13379) log:proves _:bng_13380. -(_:bng_30 _:bng_13381) log:proves _:bng_13382. -(_:bng_30 _:bng_13383) log:proves _:bng_13384. -(_:bng_19 _:bng_13384) log:proves _:bng_13385. -(_:bng_16 _:bng_13386) log:proves _:bng_13387. -(_:bng_30 _:bng_13388) log:proves _:bng_13389. -(_:bng_30 _:bng_13390) log:proves _:bng_13391. -(_:bng_30 _:bng_13392) log:proves _:bng_13393. -(_:bng_19 _:bng_13393) log:proves _:bng_13394. -(_:bng_16 _:bng_13395) log:proves _:bng_13396. -(_:bng_19 _:bng_13396) log:proves _:bng_13397. -(_:bng_21 _:bng_13398) log:proves _:bng_13399. -(_:bng_30 _:bng_13400) log:proves _:bng_13401. -(_:bng_19 _:bng_13401) log:proves _:bng_13402. -(_:bng_30 _:bng_13403) log:proves _:bng_13404. -(_:bng_19 _:bng_13404) log:proves _:bng_13405. -(_:bng_16 _:bng_13406) log:proves _:bng_13407. -(_:bng_30 _:bng_13408) log:proves _:bng_13409. -(_:bng_19 _:bng_13409) log:proves _:bng_13410. -(_:bng_16 _:bng_13411) log:proves _:bng_13412. -(_:bng_30 _:bng_13413) log:proves _:bng_13414. -(_:bng_30 _:bng_13415) log:proves _:bng_13416. -(_:bng_19 _:bng_13416) log:proves _:bng_13417. -(_:bng_21 _:bng_13418) log:proves _:bng_13419. -(_:bng_30 _:bng_13420) log:proves _:bng_13421. -(_:bng_19 _:bng_13421) log:proves _:bng_13422. -(_:bng_30 _:bng_13423) log:proves _:bng_13424. -(_:bng_30 _:bng_13425) log:proves _:bng_13426. -(_:bng_30 _:bng_13427) log:proves _:bng_13428. -(_:bng_19 _:bng_13428) log:proves _:bng_13429. -(_:bng_21 _:bng_13430) log:proves _:bng_13431. -(_:bng_30 _:bng_13432) log:proves _:bng_13433. -(_:bng_30 _:bng_13434) log:proves _:bng_13435. -(_:bng_19 _:bng_13435) log:proves _:bng_13436. -(_:bng_21 _:bng_13437) log:proves _:bng_13438. -(_:bng_19 _:bng_13438) log:proves _:bng_13439. -(_:bng_21 _:bng_13440) log:proves _:bng_13441. -(_:bng_19 _:bng_13441) log:proves _:bng_13442. -(_:bng_16 _:bng_13443) log:proves _:bng_13444. -(_:bng_19 _:bng_13444) log:proves _:bng_13445. -(_:bng_21 _:bng_13446) log:proves _:bng_13447. -(_:bng_30 _:bng_13448) log:proves _:bng_13449. -(_:bng_19 _:bng_13449) log:proves _:bng_13450. -(_:bng_21 _:bng_13451) log:proves _:bng_13452. -(_:bng_30 _:bng_13453) log:proves _:bng_13454. -(_:bng_30 _:bng_13455) log:proves _:bng_13456. -(_:bng_30 _:bng_13457) log:proves _:bng_13458. -(_:bng_19 _:bng_13458) log:proves _:bng_13459. -(_:bng_21 _:bng_13460) log:proves _:bng_13461. -(_:bng_19 _:bng_13461) log:proves _:bng_13462. -(_:bng_30 _:bng_13463) log:proves _:bng_13464. -(_:bng_30 _:bng_13465) log:proves _:bng_13466. -(_:bng_30 _:bng_13467) log:proves _:bng_13468. -(_:bng_19 _:bng_13468) log:proves _:bng_13469. -(_:bng_21 _:bng_13470) log:proves _:bng_13471. -(_:bng_19 _:bng_13471) log:proves _:bng_13472. -(_:bng_21 _:bng_13473) log:proves _:bng_13474. -(_:bng_30 _:bng_13475) log:proves _:bng_13476. -(_:bng_30 _:bng_13477) log:proves _:bng_13478. -(_:bng_30 _:bng_13479) log:proves _:bng_13480. -(_:bng_19 _:bng_13480) log:proves _:bng_13481. -(_:bng_30 _:bng_13482) log:proves _:bng_13483. -(_:bng_30 _:bng_13484) log:proves _:bng_13485. -(_:bng_19 _:bng_13485) log:proves _:bng_13486. -(_:bng_30 _:bng_13487) log:proves _:bng_13488. -(_:bng_19 _:bng_13488) log:proves _:bng_13489. -(_:bng_30 _:bng_13490) log:proves _:bng_13491. -(_:bng_19 _:bng_13491) log:proves _:bng_13492. -(_:bng_30 _:bng_13493) log:proves _:bng_13494. -(_:bng_30 _:bng_13495) log:proves _:bng_13496. -(_:bng_19 _:bng_13496) log:proves _:bng_13497. -(_:bng_21 _:bng_13498) log:proves _:bng_13499. -(_:bng_19 _:bng_13499) log:proves _:bng_13500. -(_:bng_30 _:bng_13501) log:proves _:bng_13502. -(_:bng_30 _:bng_13503) log:proves _:bng_13504. -(_:bng_30 _:bng_13505) log:proves _:bng_13506. -(_:bng_19 _:bng_13506) log:proves _:bng_13507. -(_:bng_16 _:bng_13508) log:proves _:bng_13509. -(_:bng_19 _:bng_13509) log:proves _:bng_13510. -(_:bng_30 _:bng_13511) log:proves _:bng_13512. -(_:bng_19 _:bng_13512) log:proves _:bng_13513. -(_:bng_21 _:bng_13514) log:proves _:bng_13515. -(_:bng_30 _:bng_13516) log:proves _:bng_13517. -(_:bng_19 _:bng_13517) log:proves _:bng_13518. -(_:bng_16 _:bng_13519) log:proves _:bng_13520. -(_:bng_19 _:bng_13520) log:proves _:bng_13521. -(_:bng_21 _:bng_13522) log:proves _:bng_13523. -(_:bng_30 _:bng_13524) log:proves _:bng_13525. -(_:bng_19 _:bng_13525) log:proves _:bng_13526. -(_:bng_21 _:bng_13527) log:proves _:bng_13528. -(_:bng_30 _:bng_13529) log:proves _:bng_13530. -(_:bng_30 _:bng_13531) log:proves _:bng_13532. -(_:bng_19 _:bng_13532) log:proves _:bng_13533. -(_:bng_21 _:bng_13534) log:proves _:bng_13535. -(_:bng_19 _:bng_13535) log:proves _:bng_13536. -(_:bng_21 _:bng_13537) log:proves _:bng_13538. -(_:bng_30 _:bng_13539) log:proves _:bng_13540. -(_:bng_19 _:bng_13540) log:proves _:bng_13541. -(_:bng_21 _:bng_13542) log:proves _:bng_13543. -(_:bng_19 _:bng_13543) log:proves _:bng_13544. -(_:bng_16 _:bng_13545) log:proves _:bng_13546. -(_:bng_30 _:bng_13547) log:proves _:bng_13548. -(_:bng_19 _:bng_13548) log:proves _:bng_13549. -(_:bng_16 _:bng_13550) log:proves _:bng_13551. -(_:bng_30 _:bng_13552) log:proves _:bng_13553. -(_:bng_19 _:bng_13553) log:proves _:bng_13554. -(_:bng_21 _:bng_13555) log:proves _:bng_13556. -(_:bng_30 _:bng_13557) log:proves _:bng_13558. -(_:bng_30 _:bng_13559) log:proves _:bng_13560. -(_:bng_19 _:bng_13560) log:proves _:bng_13561. -(_:bng_21 _:bng_13562) log:proves _:bng_13563. -(_:bng_19 _:bng_13563) log:proves _:bng_13564. -(_:bng_16 _:bng_13565) log:proves _:bng_13566. -(_:bng_19 _:bng_13566) log:proves _:bng_13567. -(_:bng_21 _:bng_13568) log:proves _:bng_13569. -(_:bng_19 _:bng_13569) log:proves _:bng_13570. -(_:bng_16 _:bng_13571) log:proves _:bng_13572. -(_:bng_19 _:bng_13572) log:proves _:bng_13573. -(_:bng_30 _:bng_13574) log:proves _:bng_13575. -(_:bng_30 _:bng_13576) log:proves _:bng_13577. -(_:bng_30 _:bng_13578) log:proves _:bng_13579. -(_:bng_19 _:bng_13579) log:proves _:bng_13580. -(_:bng_30 _:bng_13581) log:proves _:bng_13582. -(_:bng_30 _:bng_13583) log:proves _:bng_13584. -(_:bng_19 _:bng_13584) log:proves _:bng_13585. -(_:bng_30 _:bng_13586) log:proves _:bng_13587. -(_:bng_19 _:bng_13587) log:proves _:bng_13588. -(_:bng_30 _:bng_13589) log:proves _:bng_13590. -(_:bng_30 _:bng_13591) log:proves _:bng_13592. -(_:bng_30 _:bng_13593) log:proves _:bng_13594. -(_:bng_19 _:bng_13594) log:proves _:bng_13595. -(_:bng_30 _:bng_13596) log:proves _:bng_13597. -(_:bng_30 _:bng_13598) log:proves _:bng_13599. -(_:bng_19 _:bng_13599) log:proves _:bng_13600. -(_:bng_21 _:bng_13601) log:proves _:bng_13602. -(_:bng_19 _:bng_13602) log:proves _:bng_13603. -(_:bng_16 _:bng_13604) log:proves _:bng_13605. -(_:bng_19 _:bng_13605) log:proves _:bng_13606. -(_:bng_30 _:bng_13607) log:proves _:bng_13608. -(_:bng_30 _:bng_13609) log:proves _:bng_13610. -(_:bng_19 _:bng_13610) log:proves _:bng_13611. -(_:bng_16 _:bng_13612) log:proves _:bng_13613. -(_:bng_19 _:bng_13613) log:proves _:bng_13614. -(_:bng_30 _:bng_13615) log:proves _:bng_13616. -(_:bng_30 _:bng_13617) log:proves _:bng_13618. -(_:bng_30 _:bng_13619) log:proves _:bng_13620. -(_:bng_30 _:bng_13621) log:proves _:bng_13622. -(_:bng_19 _:bng_13622) log:proves _:bng_13623. -(_:bng_21 _:bng_13624) log:proves _:bng_13625. -(_:bng_19 _:bng_13625) log:proves _:bng_13626. -(_:bng_16 _:bng_13627) log:proves _:bng_13628. -(_:bng_19 _:bng_13628) log:proves _:bng_13629. -(_:bng_21 _:bng_13630) log:proves _:bng_13631. -(_:bng_30 _:bng_13632) log:proves _:bng_13633. -(_:bng_19 _:bng_13633) log:proves _:bng_13634. -(_:bng_30 _:bng_13635) log:proves _:bng_13636. -(_:bng_19 _:bng_13636) log:proves _:bng_13637. -(_:bng_30 _:bng_13638) log:proves _:bng_13639. -(_:bng_19 _:bng_13639) log:proves _:bng_13640. -(_:bng_16 _:bng_13641) log:proves _:bng_13642. -(_:bng_19 _:bng_13642) log:proves _:bng_13643. -(_:bng_21 _:bng_13644) log:proves _:bng_13645. -(_:bng_19 _:bng_13645) log:proves _:bng_13646. -(_:bng_30 _:bng_13647) log:proves _:bng_13648. -(_:bng_30 _:bng_13649) log:proves _:bng_13650. -(_:bng_30 _:bng_13651) log:proves _:bng_13652. -(_:bng_19 _:bng_13652) log:proves _:bng_13653. -(_:bng_16 _:bng_13654) log:proves _:bng_13655. -(_:bng_19 _:bng_13655) log:proves _:bng_13656. -(_:bng_16 _:bng_13657) log:proves _:bng_13658. -(_:bng_30 _:bng_13659) log:proves _:bng_13660. -(_:bng_19 _:bng_13660) log:proves _:bng_13661. -(_:bng_30 _:bng_13662) log:proves _:bng_13663. -(_:bng_30 _:bng_13664) log:proves _:bng_13665. -(_:bng_19 _:bng_13665) log:proves _:bng_13666. -(_:bng_21 _:bng_13667) log:proves _:bng_13668. -(_:bng_19 _:bng_13668) log:proves _:bng_13669. -(_:bng_16 _:bng_13670) log:proves _:bng_13671. -(_:bng_19 _:bng_13671) log:proves _:bng_13672. -(_:bng_16 _:bng_13673) log:proves _:bng_13674. -(_:bng_19 _:bng_13674) log:proves _:bng_13675. -(_:bng_21 _:bng_13676) log:proves _:bng_13677. -(_:bng_30 _:bng_13678) log:proves _:bng_13679. -(_:bng_19 _:bng_13679) log:proves _:bng_13680. -(_:bng_21 _:bng_13681) log:proves _:bng_13682. -(_:bng_30 _:bng_13683) log:proves _:bng_13684. -(_:bng_30 _:bng_13685) log:proves _:bng_13686. -(_:bng_19 _:bng_13686) log:proves _:bng_13687. -(_:bng_30 _:bng_13688) log:proves _:bng_13689. -(_:bng_19 _:bng_13689) log:proves _:bng_13690. -(_:bng_30 _:bng_13691) log:proves _:bng_13692. -(_:bng_19 _:bng_13692) log:proves _:bng_13693. -(_:bng_21 _:bng_13694) log:proves _:bng_13695. -(_:bng_19 _:bng_13695) log:proves _:bng_13696. -(_:bng_21 _:bng_13697) log:proves _:bng_13698. -(_:bng_19 _:bng_13698) log:proves _:bng_13699. -(_:bng_16 _:bng_13700) log:proves _:bng_13701. -(_:bng_19 _:bng_13701) log:proves _:bng_13702. -(_:bng_30 _:bng_13703) log:proves _:bng_13704. -(_:bng_30 _:bng_13705) log:proves _:bng_13706. -(_:bng_30 _:bng_13707) log:proves _:bng_13708. -(_:bng_19 _:bng_13708) log:proves _:bng_13709. -(_:bng_16 _:bng_13710) log:proves _:bng_13711. -(_:bng_30 _:bng_13712) log:proves _:bng_13713. -(_:bng_30 _:bng_13714) log:proves _:bng_13715. -(_:bng_19 _:bng_13715) log:proves _:bng_13716. -(_:bng_16 _:bng_13717) log:proves _:bng_13718. -(_:bng_30 _:bng_13719) log:proves _:bng_13720. -(_:bng_19 _:bng_13720) log:proves _:bng_13721. -(_:bng_16 _:bng_13722) log:proves _:bng_13723. -(_:bng_30 _:bng_13724) log:proves _:bng_13725. -(_:bng_19 _:bng_13725) log:proves _:bng_13726. -(_:bng_1059 _:bng_13727) log:proves _:bng_13728. -(_:bng_1059 _:bng_13729) log:proves _:bng_13730. -(_:bng_1059 _:bng_13731) log:proves _:bng_13732. -(_:bng_1059 _:bng_13733) log:proves _:bng_13734. -(_:bng_1059 _:bng_13735) log:proves _:bng_13736. -(_:bng_1059 _:bng_13737) log:proves _:bng_13738. -(_:bng_1059 _:bng_13739) log:proves _:bng_13740. -(_:bng_1059 _:bng_13741) log:proves _:bng_13742. -(_:bng_1076 _:bng_13743) log:proves _:bng_13744. -(_:bng_1079 _:bng_13744) log:proves _:bng_13744. -(_:bng_16 _:bng_13745) log:proves _:bng_13746. -(_:bng_19 _:bng_13746) log:proves _:bng_13747. -(_:bng_16 _:bng_13748) log:proves _:bng_13749. -(_:bng_30 _:bng_13750) log:proves _:bng_13751. -(_:bng_30 _:bng_13752) log:proves _:bng_13753. -(_:bng_30 _:bng_13754) log:proves _:bng_13755. -(_:bng_19 _:bng_13755) log:proves _:bng_13756. -(_:bng_21 _:bng_13757) log:proves _:bng_13758. -(_:bng_19 _:bng_13758) log:proves _:bng_13759. -(_:bng_16 _:bng_13760) log:proves _:bng_13761. -(_:bng_19 _:bng_13761) log:proves _:bng_13762. -(_:bng_16 _:bng_13763) log:proves _:bng_13764. -(_:bng_30 _:bng_13765) log:proves _:bng_13766. -(_:bng_30 _:bng_13767) log:proves _:bng_13768. -(_:bng_30 _:bng_13769) log:proves _:bng_13770. -(_:bng_30 _:bng_13771) log:proves _:bng_13772. -(_:bng_30 _:bng_13773) log:proves _:bng_13774. -(_:bng_19 _:bng_13774) log:proves _:bng_13775. -(_:bng_16 _:bng_13776) log:proves _:bng_13777. -(_:bng_30 _:bng_13778) log:proves _:bng_13779. -(_:bng_30 _:bng_13780) log:proves _:bng_13781. -(_:bng_30 _:bng_13782) log:proves _:bng_13783. -(_:bng_19 _:bng_13783) log:proves _:bng_13784. -(_:bng_16 _:bng_13785) log:proves _:bng_13786. -(_:bng_30 _:bng_13787) log:proves _:bng_13788. -(_:bng_19 _:bng_13788) log:proves _:bng_13789. -(_:bng_30 _:bng_13790) log:proves _:bng_13791. -(_:bng_19 _:bng_13791) log:proves _:bng_13792. -(_:bng_16 _:bng_13793) log:proves _:bng_13794. -(_:bng_30 _:bng_13795) log:proves _:bng_13796. -(_:bng_19 _:bng_13796) log:proves _:bng_13797. -(_:bng_30 _:bng_13798) log:proves _:bng_13799. -(_:bng_19 _:bng_13799) log:proves _:bng_13800. -(_:bng_21 _:bng_13801) log:proves _:bng_13802. -(_:bng_19 _:bng_13802) log:proves _:bng_13803. -(_:bng_21 _:bng_13804) log:proves _:bng_13805. -(_:bng_30 _:bng_13806) log:proves _:bng_13807. -(_:bng_30 _:bng_13808) log:proves _:bng_13809. -(_:bng_19 _:bng_13809) log:proves _:bng_13810. -(_:bng_21 _:bng_13811) log:proves _:bng_13812. -(_:bng_30 _:bng_13813) log:proves _:bng_13814. -(_:bng_30 _:bng_13815) log:proves _:bng_13816. -(_:bng_30 _:bng_13817) log:proves _:bng_13818. -(_:bng_30 _:bng_13819) log:proves _:bng_13820. -(_:bng_30 _:bng_13821) log:proves _:bng_13822. -(_:bng_19 _:bng_13822) log:proves _:bng_13823. -(_:bng_21 _:bng_13824) log:proves _:bng_13825. -(_:bng_30 _:bng_13826) log:proves _:bng_13827. -(_:bng_19 _:bng_13827) log:proves _:bng_13828. -(_:bng_30 _:bng_13829) log:proves _:bng_13830. -(_:bng_19 _:bng_13830) log:proves _:bng_13831. -(_:bng_21 _:bng_13832) log:proves _:bng_13833. -(_:bng_30 _:bng_13834) log:proves _:bng_13835. -(_:bng_30 _:bng_13836) log:proves _:bng_13837. -(_:bng_19 _:bng_13837) log:proves _:bng_13838. -(_:bng_21 _:bng_13839) log:proves _:bng_13840. -(_:bng_30 _:bng_13841) log:proves _:bng_13842. -(_:bng_30 _:bng_13843) log:proves _:bng_13844. -(_:bng_19 _:bng_13844) log:proves _:bng_13845. -(_:bng_21 _:bng_13846) log:proves _:bng_13847. -(_:bng_19 _:bng_13847) log:proves _:bng_13848. -(_:bng_16 _:bng_13849) log:proves _:bng_13850. -(_:bng_30 _:bng_13851) log:proves _:bng_13852. -(_:bng_19 _:bng_13852) log:proves _:bng_13853. -(_:bng_16 _:bng_13854) log:proves _:bng_13855. -(_:bng_19 _:bng_13855) log:proves _:bng_13856. -(_:bng_21 _:bng_13857) log:proves _:bng_13858. -(_:bng_30 _:bng_13859) log:proves _:bng_13860. -(_:bng_19 _:bng_13860) log:proves _:bng_13861. -(_:bng_30 _:bng_13862) log:proves _:bng_13863. -(_:bng_19 _:bng_13863) log:proves _:bng_13864. -(_:bng_30 _:bng_13865) log:proves _:bng_13866. -(_:bng_19 _:bng_13866) log:proves _:bng_13867. -(_:bng_30 _:bng_13868) log:proves _:bng_13869. -(_:bng_19 _:bng_13869) log:proves _:bng_13870. -(_:bng_30 _:bng_13871) log:proves _:bng_13872. -(_:bng_19 _:bng_13872) log:proves _:bng_13873. -(_:bng_30 _:bng_13874) log:proves _:bng_13875. -(_:bng_30 _:bng_13876) log:proves _:bng_13877. -(_:bng_19 _:bng_13877) log:proves _:bng_13878. -(_:bng_21 _:bng_13879) log:proves _:bng_13880. -(_:bng_30 _:bng_13881) log:proves _:bng_13882. -(_:bng_19 _:bng_13882) log:proves _:bng_13883. -(_:bng_30 _:bng_13884) log:proves _:bng_13885. -(_:bng_30 _:bng_13886) log:proves _:bng_13887. -(_:bng_19 _:bng_13887) log:proves _:bng_13888. -(_:bng_16 _:bng_13889) log:proves _:bng_13890. -(_:bng_30 _:bng_13891) log:proves _:bng_13892. -(_:bng_19 _:bng_13892) log:proves _:bng_13893. -(_:bng_16 _:bng_13894) log:proves _:bng_13895. -(_:bng_19 _:bng_13895) log:proves _:bng_13896. -(_:bng_1059 _:bng_13897) log:proves _:bng_13898. -(_:bng_1059 _:bng_13899) log:proves _:bng_13900. -(_:bng_1059 _:bng_13901) log:proves _:bng_13902. -(_:bng_1059 _:bng_13903) log:proves _:bng_13904. -(_:bng_1059 _:bng_13905) log:proves _:bng_13906. -(_:bng_1059 _:bng_13907) log:proves _:bng_13908. -(_:bng_1059 _:bng_13909) log:proves _:bng_13910. -(_:bng_1059 _:bng_13911) log:proves _:bng_13912. -(_:bng_1076 _:bng_13913) log:proves _:bng_13914. -(_:bng_1079 _:bng_13914) log:proves _:bng_13914. -(_:bng_16 _:bng_13915) log:proves _:bng_13916. -(_:bng_30 _:bng_13917) log:proves _:bng_13918. -(_:bng_19 _:bng_13918) log:proves _:bng_13919. -(_:bng_16 _:bng_13920) log:proves _:bng_13921. -(_:bng_19 _:bng_13921) log:proves _:bng_13922. -(_:bng_21 _:bng_13923) log:proves _:bng_13924. -(_:bng_19 _:bng_13924) log:proves _:bng_13925. -(_:bng_16 _:bng_13926) log:proves _:bng_13927. -(_:bng_19 _:bng_13927) log:proves _:bng_13928. -(_:bng_30 _:bng_13929) log:proves _:bng_13930. -(_:bng_19 _:bng_13930) log:proves _:bng_13931. -(_:bng_30 _:bng_13932) log:proves _:bng_13933. -(_:bng_19 _:bng_13933) log:proves _:bng_13934. -(_:bng_16 _:bng_13935) log:proves _:bng_13936. -(_:bng_30 _:bng_13937) log:proves _:bng_13938. -(_:bng_19 _:bng_13938) log:proves _:bng_13939. -(_:bng_21 _:bng_13940) log:proves _:bng_13941. -(_:bng_19 _:bng_13941) log:proves _:bng_13942. -(_:bng_21 _:bng_13943) log:proves _:bng_13944. -(_:bng_30 _:bng_13945) log:proves _:bng_13946. -(_:bng_30 _:bng_13947) log:proves _:bng_13948. -(_:bng_19 _:bng_13948) log:proves _:bng_13949. -(_:bng_21 _:bng_13950) log:proves _:bng_13951. -(_:bng_19 _:bng_13951) log:proves _:bng_13952. -(_:bng_16 _:bng_13953) log:proves _:bng_13954. -(_:bng_19 _:bng_13954) log:proves _:bng_13955. -(_:bng_16 _:bng_13956) log:proves _:bng_13957. -(_:bng_30 _:bng_13958) log:proves _:bng_13959. -(_:bng_19 _:bng_13959) log:proves _:bng_13960. -(_:bng_21 _:bng_13961) log:proves _:bng_13962. -(_:bng_19 _:bng_13962) log:proves _:bng_13963. -(_:bng_30 _:bng_13964) log:proves _:bng_13965. -(_:bng_19 _:bng_13965) log:proves _:bng_13966. -(_:bng_30 _:bng_13967) log:proves _:bng_13968. -(_:bng_19 _:bng_13968) log:proves _:bng_13969. -(_:bng_30 _:bng_13970) log:proves _:bng_13971. -(_:bng_19 _:bng_13971) log:proves _:bng_13972. -(_:bng_30 _:bng_13973) log:proves _:bng_13974. -(_:bng_30 _:bng_13975) log:proves _:bng_13976. -(_:bng_19 _:bng_13976) log:proves _:bng_13977. -(_:bng_21 _:bng_13978) log:proves _:bng_13979. -(_:bng_19 _:bng_13979) log:proves _:bng_13980. -(_:bng_16 _:bng_13981) log:proves _:bng_13982. -(_:bng_19 _:bng_13982) log:proves _:bng_13983. -(_:bng_30 _:bng_13984) log:proves _:bng_13985. -(_:bng_30 _:bng_13986) log:proves _:bng_13987. -(_:bng_30 _:bng_13988) log:proves _:bng_13989. -(_:bng_19 _:bng_13989) log:proves _:bng_13990. -(_:bng_30 _:bng_13991) log:proves _:bng_13992. -(_:bng_30 _:bng_13993) log:proves _:bng_13994. -(_:bng_19 _:bng_13994) log:proves _:bng_13995. -(_:bng_21 _:bng_13996) log:proves _:bng_13997. -(_:bng_30 _:bng_13998) log:proves _:bng_13999. -(_:bng_19 _:bng_13999) log:proves _:bng_14000. -(_:bng_16 _:bng_14001) log:proves _:bng_14002. -(_:bng_19 _:bng_14002) log:proves _:bng_14003. -(_:bng_16 _:bng_14004) log:proves _:bng_14005. -(_:bng_30 _:bng_14006) log:proves _:bng_14007. -(_:bng_30 _:bng_14008) log:proves _:bng_14009. -(_:bng_19 _:bng_14009) log:proves _:bng_14010. -(_:bng_16 _:bng_14011) log:proves _:bng_14012. -(_:bng_30 _:bng_14013) log:proves _:bng_14014. -(_:bng_19 _:bng_14014) log:proves _:bng_14015. -(_:bng_30 _:bng_14016) log:proves _:bng_14017. -(_:bng_30 _:bng_14018) log:proves _:bng_14019. -(_:bng_19 _:bng_14019) log:proves _:bng_14020. -(_:bng_16 _:bng_14021) log:proves _:bng_14022. -(_:bng_19 _:bng_14022) log:proves _:bng_14023. -(_:bng_30 _:bng_14024) log:proves _:bng_14025. -(_:bng_19 _:bng_14025) log:proves _:bng_14026. -(_:bng_30 _:bng_14027) log:proves _:bng_14028. -(_:bng_19 _:bng_14028) log:proves _:bng_14029. -(_:bng_30 _:bng_14030) log:proves _:bng_14031. -(_:bng_19 _:bng_14031) log:proves _:bng_14032. -(_:bng_21 _:bng_14033) log:proves _:bng_14034. -(_:bng_30 _:bng_14035) log:proves _:bng_14036. -(_:bng_19 _:bng_14036) log:proves _:bng_14037. -(_:bng_21 _:bng_14038) log:proves _:bng_14039. -(_:bng_19 _:bng_14039) log:proves _:bng_14040. -(_:bng_21 _:bng_14041) log:proves _:bng_14042. -(_:bng_30 _:bng_14043) log:proves _:bng_14044. -(_:bng_30 _:bng_14045) log:proves _:bng_14046. -(_:bng_30 _:bng_14047) log:proves _:bng_14048. -(_:bng_30 _:bng_14049) log:proves _:bng_14050. -(_:bng_19 _:bng_14050) log:proves _:bng_14051. -(_:bng_30 _:bng_14052) log:proves _:bng_14053. -(_:bng_30 _:bng_14054) log:proves _:bng_14055. -(_:bng_19 _:bng_14055) log:proves _:bng_14056. -(_:bng_30 _:bng_14057) log:proves _:bng_14058. -(_:bng_19 _:bng_14058) log:proves _:bng_14059. -(_:bng_21 _:bng_14060) log:proves _:bng_14061. -(_:bng_19 _:bng_14061) log:proves _:bng_14062. -(_:bng_16 _:bng_14063) log:proves _:bng_14064. -(_:bng_19 _:bng_14064) log:proves _:bng_14065. -(_:bng_16 _:bng_14066) log:proves _:bng_14067. -(_:bng_19 _:bng_14067) log:proves _:bng_14068. -(_:bng_21 _:bng_14069) log:proves _:bng_14070. -(_:bng_19 _:bng_14070) log:proves _:bng_14071. -(_:bng_21 _:bng_14072) log:proves _:bng_14073. -(_:bng_30 _:bng_14074) log:proves _:bng_14075. -(_:bng_19 _:bng_14075) log:proves _:bng_14076. -(_:bng_21 _:bng_14077) log:proves _:bng_14078. -(_:bng_30 _:bng_14079) log:proves _:bng_14080. -(_:bng_30 _:bng_14081) log:proves _:bng_14082. -(_:bng_19 _:bng_14082) log:proves _:bng_14083. -(_:bng_30 _:bng_14084) log:proves _:bng_14085. -(_:bng_19 _:bng_14085) log:proves _:bng_14086. -(_:bng_21 _:bng_14087) log:proves _:bng_14088. -(_:bng_30 _:bng_14089) log:proves _:bng_14090. -(_:bng_30 _:bng_14091) log:proves _:bng_14092. -(_:bng_19 _:bng_14092) log:proves _:bng_14093. -(_:bng_16 _:bng_14094) log:proves _:bng_14095. -(_:bng_30 _:bng_14096) log:proves _:bng_14097. -(_:bng_19 _:bng_14097) log:proves _:bng_14098. -(_:bng_21 _:bng_14099) log:proves _:bng_14100. -(_:bng_19 _:bng_14100) log:proves _:bng_14101. -(_:bng_16 _:bng_14102) log:proves _:bng_14103. -(_:bng_19 _:bng_14103) log:proves _:bng_14104. -(_:bng_21 _:bng_14105) log:proves _:bng_14106. -(_:bng_19 _:bng_14106) log:proves _:bng_14107. -(_:bng_16 _:bng_14108) log:proves _:bng_14109. -(_:bng_19 _:bng_14109) log:proves _:bng_14110. -(_:bng_30 _:bng_14111) log:proves _:bng_14112. -(_:bng_30 _:bng_14113) log:proves _:bng_14114. -(_:bng_19 _:bng_14114) log:proves _:bng_14115. -(_:bng_16 _:bng_14116) log:proves _:bng_14117. -(_:bng_30 _:bng_14118) log:proves _:bng_14119. -(_:bng_19 _:bng_14119) log:proves _:bng_14120. -(_:bng_21 _:bng_14121) log:proves _:bng_14122. -(_:bng_30 _:bng_14123) log:proves _:bng_14124. -(_:bng_19 _:bng_14124) log:proves _:bng_14125. -(_:bng_21 _:bng_14126) log:proves _:bng_14127. -(_:bng_19 _:bng_14127) log:proves _:bng_14128. -(_:bng_16 _:bng_14129) log:proves _:bng_14130. -(_:bng_30 _:bng_14131) log:proves _:bng_14132. -(_:bng_30 _:bng_14133) log:proves _:bng_14134. -(_:bng_30 _:bng_14135) log:proves _:bng_14136. -(_:bng_30 _:bng_14137) log:proves _:bng_14138. -(_:bng_19 _:bng_14138) log:proves _:bng_14139. -(_:bng_16 _:bng_14140) log:proves _:bng_14141. -(_:bng_30 _:bng_14142) log:proves _:bng_14143. -(_:bng_19 _:bng_14143) log:proves _:bng_14144. -(_:bng_30 _:bng_14145) log:proves _:bng_14146. -(_:bng_30 _:bng_14147) log:proves _:bng_14148. -(_:bng_30 _:bng_14149) log:proves _:bng_14150. -(_:bng_30 _:bng_14151) log:proves _:bng_14152. -(_:bng_19 _:bng_14152) log:proves _:bng_14153. -(_:bng_16 _:bng_14154) log:proves _:bng_14155. -(_:bng_19 _:bng_14155) log:proves _:bng_14156. -(_:bng_30 _:bng_14157) log:proves _:bng_14158. -(_:bng_19 _:bng_14158) log:proves _:bng_14159. -(_:bng_21 _:bng_14160) log:proves _:bng_14161. -(_:bng_19 _:bng_14161) log:proves _:bng_14162. -(_:bng_30 _:bng_14163) log:proves _:bng_14164. -(_:bng_19 _:bng_14164) log:proves _:bng_14165. -(_:bng_30 _:bng_14166) log:proves _:bng_14167. -(_:bng_19 _:bng_14167) log:proves _:bng_14168. -(_:bng_1059 _:bng_14169) log:proves _:bng_14170. -(_:bng_1059 _:bng_14171) log:proves _:bng_14172. -(_:bng_1059 _:bng_14173) log:proves _:bng_14174. -(_:bng_1059 _:bng_14175) log:proves _:bng_14176. -(_:bng_1059 _:bng_14177) log:proves _:bng_14178. -(_:bng_1059 _:bng_14179) log:proves _:bng_14180. -(_:bng_1059 _:bng_14181) log:proves _:bng_14182. -(_:bng_1059 _:bng_14183) log:proves _:bng_14184. -(_:bng_1076 _:bng_14185) log:proves _:bng_14186. -(_:bng_1079 _:bng_14186) log:proves _:bng_14186. -(_:bng_21 _:bng_14187) log:proves _:bng_14188. -(_:bng_19 _:bng_14188) log:proves _:bng_14189. -(_:bng_16 _:bng_14190) log:proves _:bng_14191. -(_:bng_30 _:bng_14192) log:proves _:bng_14193. -(_:bng_30 _:bng_14194) log:proves _:bng_14195. -(_:bng_19 _:bng_14195) log:proves _:bng_14196. -(_:bng_21 _:bng_14197) log:proves _:bng_14198. -(_:bng_19 _:bng_14198) log:proves _:bng_14199. -(_:bng_16 _:bng_14200) log:proves _:bng_14201. -(_:bng_19 _:bng_14201) log:proves _:bng_14202. -(_:bng_21 _:bng_14203) log:proves _:bng_14204. -(_:bng_30 _:bng_14205) log:proves _:bng_14206. -(_:bng_19 _:bng_14206) log:proves _:bng_14207. -(_:bng_30 _:bng_14208) log:proves _:bng_14209. -(_:bng_30 _:bng_14210) log:proves _:bng_14211. -(_:bng_19 _:bng_14211) log:proves _:bng_14212. -(_:bng_16 _:bng_14213) log:proves _:bng_14214. -(_:bng_19 _:bng_14214) log:proves _:bng_14215. -(_:bng_30 _:bng_14216) log:proves _:bng_14217. -(_:bng_19 _:bng_14217) log:proves _:bng_14218. -(_:bng_30 _:bng_14219) log:proves _:bng_14220. -(_:bng_19 _:bng_14220) log:proves _:bng_14221. -(_:bng_21 _:bng_14222) log:proves _:bng_14223. -(_:bng_19 _:bng_14223) log:proves _:bng_14224. -(_:bng_16 _:bng_14225) log:proves _:bng_14226. -(_:bng_19 _:bng_14226) log:proves _:bng_14227. -(_:bng_16 _:bng_14228) log:proves _:bng_14229. -(_:bng_30 _:bng_14230) log:proves _:bng_14231. -(_:bng_30 _:bng_14232) log:proves _:bng_14233. -(_:bng_19 _:bng_14233) log:proves _:bng_14234. -(_:bng_21 _:bng_14235) log:proves _:bng_14236. -(_:bng_19 _:bng_14236) log:proves _:bng_14237. -(_:bng_16 _:bng_14238) log:proves _:bng_14239. -(_:bng_19 _:bng_14239) log:proves _:bng_14240. -(_:bng_30 _:bng_14241) log:proves _:bng_14242. -(_:bng_19 _:bng_14242) log:proves _:bng_14243. -(_:bng_21 _:bng_14244) log:proves _:bng_14245. -(_:bng_30 _:bng_14246) log:proves _:bng_14247. -(_:bng_19 _:bng_14247) log:proves _:bng_14248. -(_:bng_21 _:bng_14249) log:proves _:bng_14250. -(_:bng_19 _:bng_14250) log:proves _:bng_14251. -(_:bng_21 _:bng_14252) log:proves _:bng_14253. -(_:bng_30 _:bng_14254) log:proves _:bng_14255. -(_:bng_19 _:bng_14255) log:proves _:bng_14256. -(_:bng_16 _:bng_14257) log:proves _:bng_14258. -(_:bng_30 _:bng_14259) log:proves _:bng_14260. -(_:bng_30 _:bng_14261) log:proves _:bng_14262. -(_:bng_19 _:bng_14262) log:proves _:bng_14263. -(_:bng_30 _:bng_14264) log:proves _:bng_14265. -(_:bng_30 _:bng_14266) log:proves _:bng_14267. -(_:bng_30 _:bng_14268) log:proves _:bng_14269. -(_:bng_30 _:bng_14270) log:proves _:bng_14271. -(_:bng_19 _:bng_14271) log:proves _:bng_14272. -(_:bng_21 _:bng_14273) log:proves _:bng_14274. -(_:bng_19 _:bng_14274) log:proves _:bng_14275. -(_:bng_30 _:bng_14276) log:proves _:bng_14277. -(_:bng_30 _:bng_14278) log:proves _:bng_14279. -(_:bng_30 _:bng_14280) log:proves _:bng_14281. -(_:bng_30 _:bng_14282) log:proves _:bng_14283. -(_:bng_30 _:bng_14284) log:proves _:bng_14285. -(_:bng_19 _:bng_14285) log:proves _:bng_14286. -(_:bng_21 _:bng_14287) log:proves _:bng_14288. -(_:bng_30 _:bng_14289) log:proves _:bng_14290. -(_:bng_30 _:bng_14291) log:proves _:bng_14292. -(_:bng_30 _:bng_14293) log:proves _:bng_14294. -(_:bng_30 _:bng_14295) log:proves _:bng_14296. -(_:bng_19 _:bng_14296) log:proves _:bng_14297. -(_:bng_16 _:bng_14298) log:proves _:bng_14299. -(_:bng_30 _:bng_14300) log:proves _:bng_14301. -(_:bng_19 _:bng_14301) log:proves _:bng_14302. -(_:bng_30 _:bng_14303) log:proves _:bng_14304. -(_:bng_19 _:bng_14304) log:proves _:bng_14305. -(_:bng_21 _:bng_14306) log:proves _:bng_14307. -(_:bng_19 _:bng_14307) log:proves _:bng_14308. -(_:bng_16 _:bng_14309) log:proves _:bng_14310. -(_:bng_19 _:bng_14310) log:proves _:bng_14311. -(_:bng_21 _:bng_14312) log:proves _:bng_14313. -(_:bng_30 _:bng_14314) log:proves _:bng_14315. -(_:bng_30 _:bng_14316) log:proves _:bng_14317. -(_:bng_30 _:bng_14318) log:proves _:bng_14319. -(_:bng_19 _:bng_14319) log:proves _:bng_14320. -(_:bng_16 _:bng_14321) log:proves _:bng_14322. -(_:bng_19 _:bng_14322) log:proves _:bng_14323. -(_:bng_30 _:bng_14324) log:proves _:bng_14325. -(_:bng_19 _:bng_14325) log:proves _:bng_14326. -(_:bng_21 _:bng_14327) log:proves _:bng_14328. -(_:bng_19 _:bng_14328) log:proves _:bng_14329. -(_:bng_21 _:bng_14330) log:proves _:bng_14331. -(_:bng_19 _:bng_14331) log:proves _:bng_14332. -(_:bng_30 _:bng_14333) log:proves _:bng_14334. -(_:bng_30 _:bng_14335) log:proves _:bng_14336. -(_:bng_30 _:bng_14337) log:proves _:bng_14338. -(_:bng_19 _:bng_14338) log:proves _:bng_14339. -(_:bng_16 _:bng_14340) log:proves _:bng_14341. -(_:bng_19 _:bng_14341) log:proves _:bng_14342. -(_:bng_30 _:bng_14343) log:proves _:bng_14344. -(_:bng_19 _:bng_14344) log:proves _:bng_14345. -(_:bng_21 _:bng_14346) log:proves _:bng_14347. -(_:bng_19 _:bng_14347) log:proves _:bng_14348. -(_:bng_30 _:bng_14349) log:proves _:bng_14350. -(_:bng_19 _:bng_14350) log:proves _:bng_14351. -(_:bng_16 _:bng_14352) log:proves _:bng_14353. -(_:bng_19 _:bng_14353) log:proves _:bng_14354. -(_:bng_21 _:bng_14355) log:proves _:bng_14356. -(_:bng_30 _:bng_14357) log:proves _:bng_14358. -(_:bng_30 _:bng_14359) log:proves _:bng_14360. -(_:bng_19 _:bng_14360) log:proves _:bng_14361. -(_:bng_30 _:bng_14362) log:proves _:bng_14363. -(_:bng_30 _:bng_14364) log:proves _:bng_14365. -(_:bng_30 _:bng_14366) log:proves _:bng_14367. -(_:bng_19 _:bng_14367) log:proves _:bng_14368. -(_:bng_21 _:bng_14369) log:proves _:bng_14370. -(_:bng_19 _:bng_14370) log:proves _:bng_14371. -(_:bng_30 _:bng_14372) log:proves _:bng_14373. -(_:bng_19 _:bng_14373) log:proves _:bng_14374. -(_:bng_21 _:bng_14375) log:proves _:bng_14376. -(_:bng_19 _:bng_14376) log:proves _:bng_14377. -(_:bng_16 _:bng_14378) log:proves _:bng_14379. -(_:bng_30 _:bng_14380) log:proves _:bng_14381. -(_:bng_30 _:bng_14382) log:proves _:bng_14383. -(_:bng_19 _:bng_14383) log:proves _:bng_14384. -(_:bng_16 _:bng_14385) log:proves _:bng_14386. -(_:bng_30 _:bng_14387) log:proves _:bng_14388. -(_:bng_19 _:bng_14388) log:proves _:bng_14389. -(_:bng_16 _:bng_14390) log:proves _:bng_14391. -(_:bng_19 _:bng_14391) log:proves _:bng_14392. -(_:bng_30 _:bng_14393) log:proves _:bng_14394. -(_:bng_30 _:bng_14395) log:proves _:bng_14396. -(_:bng_30 _:bng_14397) log:proves _:bng_14398. -(_:bng_30 _:bng_14399) log:proves _:bng_14400. -(_:bng_19 _:bng_14400) log:proves _:bng_14401. -(_:bng_21 _:bng_14402) log:proves _:bng_14403. -(_:bng_19 _:bng_14403) log:proves _:bng_14404. -(_:bng_21 _:bng_14405) log:proves _:bng_14406. -(_:bng_30 _:bng_14407) log:proves _:bng_14408. -(_:bng_30 _:bng_14409) log:proves _:bng_14410. -(_:bng_30 _:bng_14411) log:proves _:bng_14412. -(_:bng_19 _:bng_14412) log:proves _:bng_14413. -(_:bng_1059 _:bng_14414) log:proves _:bng_14415. -(_:bng_1059 _:bng_14416) log:proves _:bng_14417. -(_:bng_1059 _:bng_14418) log:proves _:bng_14419. -(_:bng_1059 _:bng_14420) log:proves _:bng_14421. -(_:bng_1059 _:bng_14422) log:proves _:bng_14423. -(_:bng_1059 _:bng_14424) log:proves _:bng_14425. -(_:bng_1059 _:bng_14426) log:proves _:bng_14427. -(_:bng_1059 _:bng_14428) log:proves _:bng_14429. -(_:bng_1076 _:bng_14430) log:proves _:bng_14431. -(_:bng_1079 _:bng_14431) log:proves _:bng_14431. -(_:bng_21 _:bng_14432) log:proves _:bng_14433. -(_:bng_19 _:bng_14433) log:proves _:bng_14434. -(_:bng_16 _:bng_14435) log:proves _:bng_14436. -(_:bng_19 _:bng_14436) log:proves _:bng_14437. -(_:bng_21 _:bng_14438) log:proves _:bng_14439. -(_:bng_30 _:bng_14440) log:proves _:bng_14441. -(_:bng_19 _:bng_14441) log:proves _:bng_14442. -(_:bng_30 _:bng_14443) log:proves _:bng_14444. -(_:bng_19 _:bng_14444) log:proves _:bng_14445. -(_:bng_30 _:bng_14446) log:proves _:bng_14447. -(_:bng_19 _:bng_14447) log:proves _:bng_14448. -(_:bng_16 _:bng_14449) log:proves _:bng_14450. -(_:bng_19 _:bng_14450) log:proves _:bng_14451. -(_:bng_21 _:bng_14452) log:proves _:bng_14453. -(_:bng_30 _:bng_14454) log:proves _:bng_14455. -(_:bng_19 _:bng_14455) log:proves _:bng_14456. -(_:bng_21 _:bng_14457) log:proves _:bng_14458. -(_:bng_30 _:bng_14459) log:proves _:bng_14460. -(_:bng_30 _:bng_14461) log:proves _:bng_14462. -(_:bng_19 _:bng_14462) log:proves _:bng_14463. -(_:bng_21 _:bng_14464) log:proves _:bng_14465. -(_:bng_19 _:bng_14465) log:proves _:bng_14466. -(_:bng_30 _:bng_14467) log:proves _:bng_14468. -(_:bng_19 _:bng_14468) log:proves _:bng_14469. -(_:bng_30 _:bng_14470) log:proves _:bng_14471. -(_:bng_19 _:bng_14471) log:proves _:bng_14472. -(_:bng_16 _:bng_14473) log:proves _:bng_14474. -(_:bng_19 _:bng_14474) log:proves _:bng_14475. -(_:bng_21 _:bng_14476) log:proves _:bng_14477. -(_:bng_30 _:bng_14478) log:proves _:bng_14479. -(_:bng_30 _:bng_14480) log:proves _:bng_14481. -(_:bng_30 _:bng_14482) log:proves _:bng_14483. -(_:bng_19 _:bng_14483) log:proves _:bng_14484. -(_:bng_30 _:bng_14485) log:proves _:bng_14486. -(_:bng_30 _:bng_14487) log:proves _:bng_14488. -(_:bng_30 _:bng_14489) log:proves _:bng_14490. -(_:bng_19 _:bng_14490) log:proves _:bng_14491. -(_:bng_16 _:bng_14492) log:proves _:bng_14493. -(_:bng_19 _:bng_14493) log:proves _:bng_14494. -(_:bng_21 _:bng_14495) log:proves _:bng_14496. -(_:bng_19 _:bng_14496) log:proves _:bng_14497. -(_:bng_16 _:bng_14498) log:proves _:bng_14499. -(_:bng_19 _:bng_14499) log:proves _:bng_14500. -(_:bng_21 _:bng_14501) log:proves _:bng_14502. -(_:bng_19 _:bng_14502) log:proves _:bng_14503. -(_:bng_30 _:bng_14504) log:proves _:bng_14505. -(_:bng_30 _:bng_14506) log:proves _:bng_14507. -(_:bng_30 _:bng_14508) log:proves _:bng_14509. -(_:bng_30 _:bng_14510) log:proves _:bng_14511. -(_:bng_19 _:bng_14511) log:proves _:bng_14512. -(_:bng_16 _:bng_14513) log:proves _:bng_14514. -(_:bng_19 _:bng_14514) log:proves _:bng_14515. -(_:bng_16 _:bng_14516) log:proves _:bng_14517. -(_:bng_30 _:bng_14518) log:proves _:bng_14519. -(_:bng_30 _:bng_14520) log:proves _:bng_14521. -(_:bng_30 _:bng_14522) log:proves _:bng_14523. -(_:bng_19 _:bng_14523) log:proves _:bng_14524. -(_:bng_30 _:bng_14525) log:proves _:bng_14526. -(_:bng_19 _:bng_14526) log:proves _:bng_14527. -(_:bng_21 _:bng_14528) log:proves _:bng_14529. -(_:bng_19 _:bng_14529) log:proves _:bng_14530. -(_:bng_30 _:bng_14531) log:proves _:bng_14532. -(_:bng_19 _:bng_14532) log:proves _:bng_14533. -(_:bng_30 _:bng_14534) log:proves _:bng_14535. -(_:bng_19 _:bng_14535) log:proves _:bng_14536. -(_:bng_16 _:bng_14537) log:proves _:bng_14538. -(_:bng_30 _:bng_14539) log:proves _:bng_14540. -(_:bng_19 _:bng_14540) log:proves _:bng_14541. -(_:bng_21 _:bng_14542) log:proves _:bng_14543. -(_:bng_30 _:bng_14544) log:proves _:bng_14545. -(_:bng_30 _:bng_14546) log:proves _:bng_14547. -(_:bng_19 _:bng_14547) log:proves _:bng_14548. -(_:bng_21 _:bng_14549) log:proves _:bng_14550. -(_:bng_19 _:bng_14550) log:proves _:bng_14551. -(_:bng_16 _:bng_14552) log:proves _:bng_14553. -(_:bng_19 _:bng_14553) log:proves _:bng_14554. -(_:bng_16 _:bng_14555) log:proves _:bng_14556. -(_:bng_30 _:bng_14557) log:proves _:bng_14558. -(_:bng_19 _:bng_14558) log:proves _:bng_14559. -(_:bng_16 _:bng_14560) log:proves _:bng_14561. -(_:bng_30 _:bng_14562) log:proves _:bng_14563. -(_:bng_30 _:bng_14564) log:proves _:bng_14565. -(_:bng_19 _:bng_14565) log:proves _:bng_14566. -(_:bng_30 _:bng_14567) log:proves _:bng_14568. -(_:bng_30 _:bng_14569) log:proves _:bng_14570. -(_:bng_19 _:bng_14570) log:proves _:bng_14571. -(_:bng_16 _:bng_14572) log:proves _:bng_14573. -(_:bng_30 _:bng_14574) log:proves _:bng_14575. -(_:bng_19 _:bng_14575) log:proves _:bng_14576. -(_:bng_16 _:bng_14577) log:proves _:bng_14578. -(_:bng_19 _:bng_14578) log:proves _:bng_14579. -(_:bng_30 _:bng_14580) log:proves _:bng_14581. -(_:bng_30 _:bng_14582) log:proves _:bng_14583. -(_:bng_19 _:bng_14583) log:proves _:bng_14584. -(_:bng_21 _:bng_14585) log:proves _:bng_14586. -(_:bng_30 _:bng_14587) log:proves _:bng_14588. -(_:bng_19 _:bng_14588) log:proves _:bng_14589. -(_:bng_21 _:bng_14590) log:proves _:bng_14591. -(_:bng_30 _:bng_14592) log:proves _:bng_14593. -(_:bng_30 _:bng_14594) log:proves _:bng_14595. -(_:bng_19 _:bng_14595) log:proves _:bng_14596. -(_:bng_21 _:bng_14597) log:proves _:bng_14598. -(_:bng_19 _:bng_14598) log:proves _:bng_14599. -(_:bng_16 _:bng_14600) log:proves _:bng_14601. -(_:bng_30 _:bng_14602) log:proves _:bng_14603. -(_:bng_19 _:bng_14603) log:proves _:bng_14604. -(_:bng_16 _:bng_14605) log:proves _:bng_14606. -(_:bng_19 _:bng_14606) log:proves _:bng_14607. -(_:bng_16 _:bng_14608) log:proves _:bng_14609. -(_:bng_30 _:bng_14610) log:proves _:bng_14611. -(_:bng_30 _:bng_14612) log:proves _:bng_14613. -(_:bng_30 _:bng_14614) log:proves _:bng_14615. -(_:bng_30 _:bng_14616) log:proves _:bng_14617. -(_:bng_19 _:bng_14617) log:proves _:bng_14618. -(_:bng_16 _:bng_14619) log:proves _:bng_14620. -(_:bng_19 _:bng_14620) log:proves _:bng_14621. -(_:bng_21 _:bng_14622) log:proves _:bng_14623. -(_:bng_30 _:bng_14624) log:proves _:bng_14625. -(_:bng_19 _:bng_14625) log:proves _:bng_14626. -(_:bng_30 _:bng_14627) log:proves _:bng_14628. -(_:bng_19 _:bng_14628) log:proves _:bng_14629. -(_:bng_30 _:bng_14630) log:proves _:bng_14631. -(_:bng_30 _:bng_14632) log:proves _:bng_14633. -(_:bng_19 _:bng_14633) log:proves _:bng_14634. -(_:bng_21 _:bng_14635) log:proves _:bng_14636. -(_:bng_19 _:bng_14636) log:proves _:bng_14637. -(_:bng_21 _:bng_14638) log:proves _:bng_14639. -(_:bng_30 _:bng_14640) log:proves _:bng_14641. -(_:bng_30 _:bng_14642) log:proves _:bng_14643. -(_:bng_19 _:bng_14643) log:proves _:bng_14644. -(_:bng_16 _:bng_14645) log:proves _:bng_14646. -(_:bng_19 _:bng_14646) log:proves _:bng_14647. -(_:bng_30 _:bng_14648) log:proves _:bng_14649. -(_:bng_19 _:bng_14649) log:proves _:bng_14650. -(_:bng_21 _:bng_14651) log:proves _:bng_14652. -(_:bng_19 _:bng_14652) log:proves _:bng_14653. -(_:bng_21 _:bng_14654) log:proves _:bng_14655. -(_:bng_30 _:bng_14656) log:proves _:bng_14657. -(_:bng_30 _:bng_14658) log:proves _:bng_14659. -(_:bng_19 _:bng_14659) log:proves _:bng_14660. -(_:bng_21 _:bng_14661) log:proves _:bng_14662. -(_:bng_19 _:bng_14662) log:proves _:bng_14663. -(_:bng_21 _:bng_14664) log:proves _:bng_14665. -(_:bng_19 _:bng_14665) log:proves _:bng_14666. -(_:bng_16 _:bng_14667) log:proves _:bng_14668. -(_:bng_19 _:bng_14668) log:proves _:bng_14669. -(_:bng_21 _:bng_14670) log:proves _:bng_14671. -(_:bng_30 _:bng_14672) log:proves _:bng_14673. -(_:bng_30 _:bng_14674) log:proves _:bng_14675. -(_:bng_19 _:bng_14675) log:proves _:bng_14676. -(_:bng_30 _:bng_14677) log:proves _:bng_14678. -(_:bng_30 _:bng_14679) log:proves _:bng_14680. -(_:bng_30 _:bng_14681) log:proves _:bng_14682. -(_:bng_19 _:bng_14682) log:proves _:bng_14683. -(_:bng_16 _:bng_14684) log:proves _:bng_14685. -(_:bng_19 _:bng_14685) log:proves _:bng_14686. -(_:bng_1059 _:bng_14687) log:proves _:bng_14688. -(_:bng_1059 _:bng_14689) log:proves _:bng_14690. -(_:bng_1059 _:bng_14691) log:proves _:bng_14692. -(_:bng_1059 _:bng_14693) log:proves _:bng_14694. -(_:bng_1059 _:bng_14695) log:proves _:bng_14696. -(_:bng_1059 _:bng_14697) log:proves _:bng_14698. -(_:bng_1059 _:bng_14699) log:proves _:bng_14700. -(_:bng_1059 _:bng_14701) log:proves _:bng_14702. -(_:bng_1076 _:bng_14703) log:proves _:bng_14704. -(_:bng_1079 _:bng_14704) log:proves _:bng_14704. -(_:bng_21 _:bng_14705) log:proves _:bng_14706. -(_:bng_30 _:bng_14707) log:proves _:bng_14708. -(_:bng_19 _:bng_14708) log:proves _:bng_14709. -(_:bng_21 _:bng_14710) log:proves _:bng_14711. -(_:bng_30 _:bng_14712) log:proves _:bng_14713. -(_:bng_19 _:bng_14713) log:proves _:bng_14714. -(_:bng_30 _:bng_14715) log:proves _:bng_14716. -(_:bng_30 _:bng_14717) log:proves _:bng_14718. -(_:bng_30 _:bng_14719) log:proves _:bng_14720. -(_:bng_30 _:bng_14721) log:proves _:bng_14722. -(_:bng_30 _:bng_14723) log:proves _:bng_14724. -(_:bng_19 _:bng_14724) log:proves _:bng_14725. -(_:bng_21 _:bng_14726) log:proves _:bng_14727. -(_:bng_30 _:bng_14728) log:proves _:bng_14729. -(_:bng_30 _:bng_14730) log:proves _:bng_14731. -(_:bng_30 _:bng_14732) log:proves _:bng_14733. -(_:bng_19 _:bng_14733) log:proves _:bng_14734. -(_:bng_30 _:bng_14735) log:proves _:bng_14736. -(_:bng_19 _:bng_14736) log:proves _:bng_14737. -(_:bng_30 _:bng_14738) log:proves _:bng_14739. -(_:bng_19 _:bng_14739) log:proves _:bng_14740. -(_:bng_30 _:bng_14741) log:proves _:bng_14742. -(_:bng_19 _:bng_14742) log:proves _:bng_14743. -(_:bng_21 _:bng_14744) log:proves _:bng_14745. -(_:bng_30 _:bng_14746) log:proves _:bng_14747. -(_:bng_19 _:bng_14747) log:proves _:bng_14748. -(_:bng_16 _:bng_14749) log:proves _:bng_14750. -(_:bng_30 _:bng_14751) log:proves _:bng_14752. -(_:bng_30 _:bng_14753) log:proves _:bng_14754. -(_:bng_30 _:bng_14755) log:proves _:bng_14756. -(_:bng_19 _:bng_14756) log:proves _:bng_14757. -(_:bng_30 _:bng_14758) log:proves _:bng_14759. -(_:bng_30 _:bng_14760) log:proves _:bng_14761. -(_:bng_30 _:bng_14762) log:proves _:bng_14763. -(_:bng_19 _:bng_14763) log:proves _:bng_14764. -(_:bng_30 _:bng_14765) log:proves _:bng_14766. -(_:bng_19 _:bng_14766) log:proves _:bng_14767. -(_:bng_16 _:bng_14768) log:proves _:bng_14769. -(_:bng_19 _:bng_14769) log:proves _:bng_14770. -(_:bng_1059 _:bng_14771) log:proves _:bng_14772. -(_:bng_1059 _:bng_14773) log:proves _:bng_14774. -(_:bng_1059 _:bng_14775) log:proves _:bng_14776. -(_:bng_1059 _:bng_14777) log:proves _:bng_14778. -(_:bng_1059 _:bng_14779) log:proves _:bng_14780. -(_:bng_1059 _:bng_14781) log:proves _:bng_14782. -(_:bng_1059 _:bng_14783) log:proves _:bng_14784. -(_:bng_1059 _:bng_14785) log:proves _:bng_14786. -(_:bng_1076 _:bng_14787) log:proves _:bng_14788. -(_:bng_1079 _:bng_14788) log:proves _:bng_14788. -(_:bng_21 _:bng_14789) log:proves _:bng_14790. -(_:bng_30 _:bng_14791) log:proves _:bng_14792. -(_:bng_30 _:bng_14793) log:proves _:bng_14794. -(_:bng_19 _:bng_14794) log:proves _:bng_14795. -(_:bng_30 _:bng_14796) log:proves _:bng_14797. -(_:bng_30 _:bng_14798) log:proves _:bng_14799. -(_:bng_19 _:bng_14799) log:proves _:bng_14800. -(_:bng_30 _:bng_14801) log:proves _:bng_14802. -(_:bng_19 _:bng_14802) log:proves _:bng_14803. -(_:bng_21 _:bng_14804) log:proves _:bng_14805. -(_:bng_19 _:bng_14805) log:proves _:bng_14806. -(_:bng_21 _:bng_14807) log:proves _:bng_14808. -(_:bng_19 _:bng_14808) log:proves _:bng_14809. -(_:bng_16 _:bng_14810) log:proves _:bng_14811. -(_:bng_19 _:bng_14811) log:proves _:bng_14812. -(_:bng_16 _:bng_14813) log:proves _:bng_14814. -(_:bng_19 _:bng_14814) log:proves _:bng_14815. -(_:bng_30 _:bng_14816) log:proves _:bng_14817. -(_:bng_30 _:bng_14818) log:proves _:bng_14819. -(_:bng_19 _:bng_14819) log:proves _:bng_14820. -(_:bng_30 _:bng_14821) log:proves _:bng_14822. -(_:bng_30 _:bng_14823) log:proves _:bng_14824. -(_:bng_30 _:bng_14825) log:proves _:bng_14826. -(_:bng_19 _:bng_14826) log:proves _:bng_14827. -(_:bng_16 _:bng_14828) log:proves _:bng_14829. -(_:bng_30 _:bng_14830) log:proves _:bng_14831. -(_:bng_19 _:bng_14831) log:proves _:bng_14832. -(_:bng_30 _:bng_14833) log:proves _:bng_14834. -(_:bng_30 _:bng_14835) log:proves _:bng_14836. -(_:bng_30 _:bng_14837) log:proves _:bng_14838. -(_:bng_19 _:bng_14838) log:proves _:bng_14839. -(_:bng_16 _:bng_14840) log:proves _:bng_14841. -(_:bng_30 _:bng_14842) log:proves _:bng_14843. -(_:bng_19 _:bng_14843) log:proves _:bng_14844. -(_:bng_21 _:bng_14845) log:proves _:bng_14846. -(_:bng_30 _:bng_14847) log:proves _:bng_14848. -(_:bng_19 _:bng_14848) log:proves _:bng_14849. -(_:bng_30 _:bng_14850) log:proves _:bng_14851. -(_:bng_30 _:bng_14852) log:proves _:bng_14853. -(_:bng_19 _:bng_14853) log:proves _:bng_14854. -(_:bng_21 _:bng_14855) log:proves _:bng_14856. -(_:bng_19 _:bng_14856) log:proves _:bng_14857. -(_:bng_21 _:bng_14858) log:proves _:bng_14859. -(_:bng_30 _:bng_14860) log:proves _:bng_14861. -(_:bng_19 _:bng_14861) log:proves _:bng_14862. -(_:bng_30 _:bng_14863) log:proves _:bng_14864. -(_:bng_30 _:bng_14865) log:proves _:bng_14866. -(_:bng_19 _:bng_14866) log:proves _:bng_14867. -(_:bng_30 _:bng_14868) log:proves _:bng_14869. -(_:bng_30 _:bng_14870) log:proves _:bng_14871. -(_:bng_19 _:bng_14871) log:proves _:bng_14872. -(_:bng_30 _:bng_14873) log:proves _:bng_14874. -(_:bng_19 _:bng_14874) log:proves _:bng_14875. -(_:bng_21 _:bng_14876) log:proves _:bng_14877. -(_:bng_19 _:bng_14877) log:proves _:bng_14878. -(_:bng_30 _:bng_14879) log:proves _:bng_14880. -(_:bng_19 _:bng_14880) log:proves _:bng_14881. -(_:bng_21 _:bng_14882) log:proves _:bng_14883. -(_:bng_19 _:bng_14883) log:proves _:bng_14884. -(_:bng_16 _:bng_14885) log:proves _:bng_14886. -(_:bng_19 _:bng_14886) log:proves _:bng_14887. -(_:bng_30 _:bng_14888) log:proves _:bng_14889. -(_:bng_30 _:bng_14890) log:proves _:bng_14891. -(_:bng_30 _:bng_14892) log:proves _:bng_14893. -(_:bng_30 _:bng_14894) log:proves _:bng_14895. -(_:bng_19 _:bng_14895) log:proves _:bng_14896. -(_:bng_21 _:bng_14897) log:proves _:bng_14898. -(_:bng_30 _:bng_14899) log:proves _:bng_14900. -(_:bng_30 _:bng_14901) log:proves _:bng_14902. -(_:bng_30 _:bng_14903) log:proves _:bng_14904. -(_:bng_30 _:bng_14905) log:proves _:bng_14906. -(_:bng_19 _:bng_14906) log:proves _:bng_14907. -(_:bng_30 _:bng_14908) log:proves _:bng_14909. -(_:bng_19 _:bng_14909) log:proves _:bng_14910. -(_:bng_16 _:bng_14911) log:proves _:bng_14912. -(_:bng_19 _:bng_14912) log:proves _:bng_14913. -(_:bng_21 _:bng_14914) log:proves _:bng_14915. -(_:bng_30 _:bng_14916) log:proves _:bng_14917. -(_:bng_19 _:bng_14917) log:proves _:bng_14918. -(_:bng_30 _:bng_14919) log:proves _:bng_14920. -(_:bng_30 _:bng_14921) log:proves _:bng_14922. -(_:bng_19 _:bng_14922) log:proves _:bng_14923. -(_:bng_21 _:bng_14924) log:proves _:bng_14925. -(_:bng_30 _:bng_14926) log:proves _:bng_14927. -(_:bng_30 _:bng_14928) log:proves _:bng_14929. -(_:bng_19 _:bng_14929) log:proves _:bng_14930. -(_:bng_16 _:bng_14931) log:proves _:bng_14932. -(_:bng_19 _:bng_14932) log:proves _:bng_14933. -(_:bng_30 _:bng_14934) log:proves _:bng_14935. -(_:bng_30 _:bng_14936) log:proves _:bng_14937. -(_:bng_19 _:bng_14937) log:proves _:bng_14938. -(_:bng_30 _:bng_14939) log:proves _:bng_14940. -(_:bng_30 _:bng_14941) log:proves _:bng_14942. -(_:bng_30 _:bng_14943) log:proves _:bng_14944. -(_:bng_19 _:bng_14944) log:proves _:bng_14945. -(_:bng_16 _:bng_14946) log:proves _:bng_14947. -(_:bng_30 _:bng_14948) log:proves _:bng_14949. -(_:bng_19 _:bng_14949) log:proves _:bng_14950. -(_:bng_16 _:bng_14951) log:proves _:bng_14952. -(_:bng_19 _:bng_14952) log:proves _:bng_14953. -(_:bng_21 _:bng_14954) log:proves _:bng_14955. -(_:bng_30 _:bng_14956) log:proves _:bng_14957. -(_:bng_19 _:bng_14957) log:proves _:bng_14958. -(_:bng_30 _:bng_14959) log:proves _:bng_14960. -(_:bng_19 _:bng_14960) log:proves _:bng_14961. -(_:bng_30 _:bng_14962) log:proves _:bng_14963. -(_:bng_30 _:bng_14964) log:proves _:bng_14965. -(_:bng_19 _:bng_14965) log:proves _:bng_14966. -(_:bng_21 _:bng_14967) log:proves _:bng_14968. -(_:bng_19 _:bng_14968) log:proves _:bng_14969. -(_:bng_21 _:bng_14970) log:proves _:bng_14971. -(_:bng_30 _:bng_14972) log:proves _:bng_14973. -(_:bng_19 _:bng_14973) log:proves _:bng_14974. -(_:bng_30 _:bng_14975) log:proves _:bng_14976. -(_:bng_30 _:bng_14977) log:proves _:bng_14978. -(_:bng_19 _:bng_14978) log:proves _:bng_14979. -(_:bng_16 _:bng_14980) log:proves _:bng_14981. -(_:bng_19 _:bng_14981) log:proves _:bng_14982. -(_:bng_30 _:bng_14983) log:proves _:bng_14984. -(_:bng_19 _:bng_14984) log:proves _:bng_14985. -(_:bng_30 _:bng_14986) log:proves _:bng_14987. -(_:bng_19 _:bng_14987) log:proves _:bng_14988. -(_:bng_21 _:bng_14989) log:proves _:bng_14990. -(_:bng_19 _:bng_14990) log:proves _:bng_14991. -(_:bng_16 _:bng_14992) log:proves _:bng_14993. -(_:bng_19 _:bng_14993) log:proves _:bng_14994. -(_:bng_30 _:bng_14995) log:proves _:bng_14996. -(_:bng_30 _:bng_14997) log:proves _:bng_14998. -(_:bng_30 _:bng_14999) log:proves _:bng_15000. -(_:bng_30 _:bng_15001) log:proves _:bng_15002. -(_:bng_19 _:bng_15002) log:proves _:bng_15003. -(_:bng_21 _:bng_15004) log:proves _:bng_15005. -(_:bng_30 _:bng_15006) log:proves _:bng_15007. -(_:bng_30 _:bng_15008) log:proves _:bng_15009. -(_:bng_30 _:bng_15010) log:proves _:bng_15011. -(_:bng_19 _:bng_15011) log:proves _:bng_15012. -(_:bng_30 _:bng_15013) log:proves _:bng_15014. -(_:bng_19 _:bng_15014) log:proves _:bng_15015. -(_:bng_16 _:bng_15016) log:proves _:bng_15017. -(_:bng_19 _:bng_15017) log:proves _:bng_15018. -(_:bng_30 _:bng_15019) log:proves _:bng_15020. -(_:bng_19 _:bng_15020) log:proves _:bng_15021. -(_:bng_16 _:bng_15022) log:proves _:bng_15023. -(_:bng_19 _:bng_15023) log:proves _:bng_15024. -(_:bng_21 _:bng_15025) log:proves _:bng_15026. -(_:bng_30 _:bng_15027) log:proves _:bng_15028. -(_:bng_19 _:bng_15028) log:proves _:bng_15029. -(_:bng_30 _:bng_15030) log:proves _:bng_15031. -(_:bng_30 _:bng_15032) log:proves _:bng_15033. -(_:bng_19 _:bng_15033) log:proves _:bng_15034. -(_:bng_21 _:bng_15035) log:proves _:bng_15036. -(_:bng_30 _:bng_15037) log:proves _:bng_15038. -(_:bng_30 _:bng_15039) log:proves _:bng_15040. -(_:bng_19 _:bng_15040) log:proves _:bng_15041. -(_:bng_16 _:bng_15042) log:proves _:bng_15043. -(_:bng_30 _:bng_15044) log:proves _:bng_15045. -(_:bng_19 _:bng_15045) log:proves _:bng_15046. -(_:bng_30 _:bng_15047) log:proves _:bng_15048. -(_:bng_30 _:bng_15049) log:proves _:bng_15050. -(_:bng_30 _:bng_15051) log:proves _:bng_15052. -(_:bng_30 _:bng_15053) log:proves _:bng_15054. -(_:bng_19 _:bng_15054) log:proves _:bng_15055. -(_:bng_21 _:bng_15056) log:proves _:bng_15057. -(_:bng_19 _:bng_15057) log:proves _:bng_15058. -(_:bng_16 _:bng_15059) log:proves _:bng_15060. -(_:bng_30 _:bng_15061) log:proves _:bng_15062. -(_:bng_19 _:bng_15062) log:proves _:bng_15063. -(_:bng_16 _:bng_15064) log:proves _:bng_15065. -(_:bng_30 _:bng_15066) log:proves _:bng_15067. -(_:bng_30 _:bng_15068) log:proves _:bng_15069. -(_:bng_19 _:bng_15069) log:proves _:bng_15070. -(_:bng_30 _:bng_15071) log:proves _:bng_15072. -(_:bng_19 _:bng_15072) log:proves _:bng_15073. -(_:bng_30 _:bng_15074) log:proves _:bng_15075. -(_:bng_19 _:bng_15075) log:proves _:bng_15076. -(_:bng_30 _:bng_15077) log:proves _:bng_15078. -(_:bng_30 _:bng_15079) log:proves _:bng_15080. -(_:bng_19 _:bng_15080) log:proves _:bng_15081. -(_:bng_21 _:bng_15082) log:proves _:bng_15083. -(_:bng_19 _:bng_15083) log:proves _:bng_15084. -(_:bng_21 _:bng_15085) log:proves _:bng_15086. -(_:bng_30 _:bng_15087) log:proves _:bng_15088. -(_:bng_19 _:bng_15088) log:proves _:bng_15089. -(_:bng_30 _:bng_15090) log:proves _:bng_15091. -(_:bng_19 _:bng_15091) log:proves _:bng_15092. -(_:bng_21 _:bng_15093) log:proves _:bng_15094. -(_:bng_19 _:bng_15094) log:proves _:bng_15095. -(_:bng_16 _:bng_15096) log:proves _:bng_15097. -(_:bng_19 _:bng_15097) log:proves _:bng_15098. -(_:bng_16 _:bng_15099) log:proves _:bng_15100. -(_:bng_30 _:bng_15101) log:proves _:bng_15102. -(_:bng_30 _:bng_15103) log:proves _:bng_15104. -(_:bng_19 _:bng_15104) log:proves _:bng_15105. -(_:bng_21 _:bng_15106) log:proves _:bng_15107. -(_:bng_19 _:bng_15107) log:proves _:bng_15108. -(_:bng_16 _:bng_15109) log:proves _:bng_15110. -(_:bng_19 _:bng_15110) log:proves _:bng_15111. -(_:bng_30 _:bng_15112) log:proves _:bng_15113. -(_:bng_19 _:bng_15113) log:proves _:bng_15114. -(_:bng_16 _:bng_15115) log:proves _:bng_15116. -(_:bng_19 _:bng_15116) log:proves _:bng_15117. -(_:bng_16 _:bng_15118) log:proves _:bng_15119. -(_:bng_30 _:bng_15120) log:proves _:bng_15121. -(_:bng_30 _:bng_15122) log:proves _:bng_15123. -(_:bng_19 _:bng_15123) log:proves _:bng_15124. -(_:bng_21 _:bng_15125) log:proves _:bng_15126. -(_:bng_30 _:bng_15127) log:proves _:bng_15128. -(_:bng_19 _:bng_15128) log:proves _:bng_15129. -(_:bng_16 _:bng_15130) log:proves _:bng_15131. -(_:bng_30 _:bng_15132) log:proves _:bng_15133. -(_:bng_19 _:bng_15133) log:proves _:bng_15134. -(_:bng_30 _:bng_15135) log:proves _:bng_15136. -(_:bng_30 _:bng_15137) log:proves _:bng_15138. -(_:bng_30 _:bng_15139) log:proves _:bng_15140. -(_:bng_19 _:bng_15140) log:proves _:bng_15141. -(_:bng_16 _:bng_15142) log:proves _:bng_15143. -(_:bng_30 _:bng_15144) log:proves _:bng_15145. -(_:bng_19 _:bng_15145) log:proves _:bng_15146. -(_:bng_30 _:bng_15147) log:proves _:bng_15148. -(_:bng_30 _:bng_15149) log:proves _:bng_15150. -(_:bng_19 _:bng_15150) log:proves _:bng_15151. -(_:bng_16 _:bng_15152) log:proves _:bng_15153. -(_:bng_19 _:bng_15153) log:proves _:bng_15154. -(_:bng_16 _:bng_15155) log:proves _:bng_15156. -(_:bng_30 _:bng_15157) log:proves _:bng_15158. -(_:bng_30 _:bng_15159) log:proves _:bng_15160. -(_:bng_30 _:bng_15161) log:proves _:bng_15162. -(_:bng_19 _:bng_15162) log:proves _:bng_15163. -(_:bng_21 _:bng_15164) log:proves _:bng_15165. -(_:bng_19 _:bng_15165) log:proves _:bng_15166. -(_:bng_30 _:bng_15167) log:proves _:bng_15168. -(_:bng_19 _:bng_15168) log:proves _:bng_15169. -(_:bng_21 _:bng_15170) log:proves _:bng_15171. -(_:bng_30 _:bng_15172) log:proves _:bng_15173. -(_:bng_19 _:bng_15173) log:proves _:bng_15174. -(_:bng_30 _:bng_15175) log:proves _:bng_15176. -(_:bng_19 _:bng_15176) log:proves _:bng_15177. -(_:bng_30 _:bng_15178) log:proves _:bng_15179. -(_:bng_19 _:bng_15179) log:proves _:bng_15180. -(_:bng_21 _:bng_15181) log:proves _:bng_15182. -(_:bng_30 _:bng_15183) log:proves _:bng_15184. -(_:bng_30 _:bng_15185) log:proves _:bng_15186. -(_:bng_30 _:bng_15187) log:proves _:bng_15188. -(_:bng_19 _:bng_15188) log:proves _:bng_15189. -(_:bng_30 _:bng_15190) log:proves _:bng_15191. -(_:bng_30 _:bng_15192) log:proves _:bng_15193. -(_:bng_30 _:bng_15194) log:proves _:bng_15195. -(_:bng_30 _:bng_15196) log:proves _:bng_15197. -(_:bng_30 _:bng_15198) log:proves _:bng_15199. -(_:bng_19 _:bng_15199) log:proves _:bng_15200. -(_:bng_16 _:bng_15201) log:proves _:bng_15202. -(_:bng_19 _:bng_15202) log:proves _:bng_15203. -(_:bng_30 _:bng_15204) log:proves _:bng_15205. -(_:bng_19 _:bng_15205) log:proves _:bng_15206. -(_:bng_21 _:bng_15207) log:proves _:bng_15208. -(_:bng_19 _:bng_15208) log:proves _:bng_15209. -(_:bng_16 _:bng_15210) log:proves _:bng_15211. -(_:bng_19 _:bng_15211) log:proves _:bng_15212. -(_:bng_30 _:bng_15213) log:proves _:bng_15214. -(_:bng_30 _:bng_15215) log:proves _:bng_15216. -(_:bng_30 _:bng_15217) log:proves _:bng_15218. -(_:bng_19 _:bng_15218) log:proves _:bng_15219. -(_:bng_16 _:bng_15220) log:proves _:bng_15221. -(_:bng_30 _:bng_15222) log:proves _:bng_15223. -(_:bng_30 _:bng_15224) log:proves _:bng_15225. -(_:bng_19 _:bng_15225) log:proves _:bng_15226. -(_:bng_21 _:bng_15227) log:proves _:bng_15228. -(_:bng_30 _:bng_15229) log:proves _:bng_15230. -(_:bng_19 _:bng_15230) log:proves _:bng_15231. -(_:bng_16 _:bng_15232) log:proves _:bng_15233. -(_:bng_30 _:bng_15234) log:proves _:bng_15235. -(_:bng_19 _:bng_15235) log:proves _:bng_15236. -(_:bng_30 _:bng_15237) log:proves _:bng_15238. -(_:bng_19 _:bng_15238) log:proves _:bng_15239. -(_:bng_16 _:bng_15240) log:proves _:bng_15241. -(_:bng_30 _:bng_15242) log:proves _:bng_15243. -(_:bng_30 _:bng_15244) log:proves _:bng_15245. -(_:bng_30 _:bng_15246) log:proves _:bng_15247. -(_:bng_30 _:bng_15248) log:proves _:bng_15249. -(_:bng_19 _:bng_15249) log:proves _:bng_15250. -(_:bng_16 _:bng_15251) log:proves _:bng_15252. -(_:bng_30 _:bng_15253) log:proves _:bng_15254. -(_:bng_19 _:bng_15254) log:proves _:bng_15255. -(_:bng_1059 _:bng_15256) log:proves _:bng_15257. -(_:bng_1059 _:bng_15258) log:proves _:bng_15259. -(_:bng_1059 _:bng_15260) log:proves _:bng_15261. -(_:bng_1059 _:bng_15262) log:proves _:bng_15263. -(_:bng_1059 _:bng_15264) log:proves _:bng_15265. -(_:bng_1059 _:bng_15266) log:proves _:bng_15267. -(_:bng_1059 _:bng_15268) log:proves _:bng_15269. -(_:bng_1059 _:bng_15270) log:proves _:bng_15271. -(_:bng_1076 _:bng_15272) log:proves _:bng_15273. -(_:bng_1079 _:bng_15273) log:proves _:bng_15273. -(_:bng_21 _:bng_15274) log:proves _:bng_15275. -(_:bng_30 _:bng_15276) log:proves _:bng_15277. -(_:bng_19 _:bng_15277) log:proves _:bng_15278. -(_:bng_30 _:bng_15279) log:proves _:bng_15280. -(_:bng_30 _:bng_15281) log:proves _:bng_15282. -(_:bng_19 _:bng_15282) log:proves _:bng_15283. -(_:bng_21 _:bng_15284) log:proves _:bng_15285. -(_:bng_19 _:bng_15285) log:proves _:bng_15286. -(_:bng_16 _:bng_15287) log:proves _:bng_15288. -(_:bng_19 _:bng_15288) log:proves _:bng_15289. -(_:bng_21 _:bng_15290) log:proves _:bng_15291. -(_:bng_30 _:bng_15292) log:proves _:bng_15293. -(_:bng_19 _:bng_15293) log:proves _:bng_15294. -(_:bng_30 _:bng_15295) log:proves _:bng_15296. -(_:bng_30 _:bng_15297) log:proves _:bng_15298. -(_:bng_19 _:bng_15298) log:proves _:bng_15299. -(_:bng_30 _:bng_15300) log:proves _:bng_15301. -(_:bng_30 _:bng_15302) log:proves _:bng_15303. -(_:bng_30 _:bng_15304) log:proves _:bng_15305. -(_:bng_19 _:bng_15305) log:proves _:bng_15306. -(_:bng_30 _:bng_15307) log:proves _:bng_15308. -(_:bng_30 _:bng_15309) log:proves _:bng_15310. -(_:bng_19 _:bng_15310) log:proves _:bng_15311. -(_:bng_16 _:bng_15312) log:proves _:bng_15313. -(_:bng_30 _:bng_15314) log:proves _:bng_15315. -(_:bng_19 _:bng_15315) log:proves _:bng_15316. -(_:bng_30 _:bng_15317) log:proves _:bng_15318. -(_:bng_19 _:bng_15318) log:proves _:bng_15319. -(_:bng_30 _:bng_15320) log:proves _:bng_15321. -(_:bng_19 _:bng_15321) log:proves _:bng_15322. -(_:bng_30 _:bng_15323) log:proves _:bng_15324. -(_:bng_19 _:bng_15324) log:proves _:bng_15325. -(_:bng_30 _:bng_15326) log:proves _:bng_15327. -(_:bng_30 _:bng_15328) log:proves _:bng_15329. -(_:bng_19 _:bng_15329) log:proves _:bng_15330. -(_:bng_30 _:bng_15331) log:proves _:bng_15332. -(_:bng_30 _:bng_15333) log:proves _:bng_15334. -(_:bng_19 _:bng_15334) log:proves _:bng_15335. -(_:bng_21 _:bng_15336) log:proves _:bng_15337. -(_:bng_30 _:bng_15338) log:proves _:bng_15339. -(_:bng_19 _:bng_15339) log:proves _:bng_15340. -(_:bng_30 _:bng_15341) log:proves _:bng_15342. -(_:bng_19 _:bng_15342) log:proves _:bng_15343. -(_:bng_30 _:bng_15344) log:proves _:bng_15345. -(_:bng_19 _:bng_15345) log:proves _:bng_15346. -(_:bng_30 _:bng_15347) log:proves _:bng_15348. -(_:bng_30 _:bng_15349) log:proves _:bng_15350. -(_:bng_30 _:bng_15351) log:proves _:bng_15352. -(_:bng_30 _:bng_15353) log:proves _:bng_15354. -(_:bng_19 _:bng_15354) log:proves _:bng_15355. -(_:bng_21 _:bng_15356) log:proves _:bng_15357. -(_:bng_19 _:bng_15357) log:proves _:bng_15358. -(_:bng_21 _:bng_15359) log:proves _:bng_15360. -(_:bng_19 _:bng_15360) log:proves _:bng_15361. -(_:bng_16 _:bng_15362) log:proves _:bng_15363. -(_:bng_19 _:bng_15363) log:proves _:bng_15364. -(_:bng_16 _:bng_15365) log:proves _:bng_15366. -(_:bng_19 _:bng_15366) log:proves _:bng_15367. -(_:bng_30 _:bng_15368) log:proves _:bng_15369. -(_:bng_30 _:bng_15370) log:proves _:bng_15371. -(_:bng_19 _:bng_15371) log:proves _:bng_15372. -(_:bng_30 _:bng_15373) log:proves _:bng_15374. -(_:bng_30 _:bng_15375) log:proves _:bng_15376. -(_:bng_30 _:bng_15377) log:proves _:bng_15378. -(_:bng_19 _:bng_15378) log:proves _:bng_15379. -(_:bng_21 _:bng_15380) log:proves _:bng_15381. -(_:bng_19 _:bng_15381) log:proves _:bng_15382. -(_:bng_21 _:bng_15383) log:proves _:bng_15384. -(_:bng_30 _:bng_15385) log:proves _:bng_15386. -(_:bng_19 _:bng_15386) log:proves _:bng_15387. -(_:bng_21 _:bng_15388) log:proves _:bng_15389. -(_:bng_19 _:bng_15389) log:proves _:bng_15390. -(_:bng_21 _:bng_15391) log:proves _:bng_15392. -(_:bng_30 _:bng_15393) log:proves _:bng_15394. -(_:bng_19 _:bng_15394) log:proves _:bng_15395. -(_:bng_21 _:bng_15396) log:proves _:bng_15397. -(_:bng_19 _:bng_15397) log:proves _:bng_15398. -(_:bng_16 _:bng_15399) log:proves _:bng_15400. -(_:bng_19 _:bng_15400) log:proves _:bng_15401. -(_:bng_30 _:bng_15402) log:proves _:bng_15403. -(_:bng_30 _:bng_15404) log:proves _:bng_15405. -(_:bng_30 _:bng_15406) log:proves _:bng_15407. -(_:bng_19 _:bng_15407) log:proves _:bng_15408. -(_:bng_21 _:bng_15409) log:proves _:bng_15410. -(_:bng_19 _:bng_15410) log:proves _:bng_15411. -(_:bng_30 _:bng_15412) log:proves _:bng_15413. -(_:bng_30 _:bng_15414) log:proves _:bng_15415. -(_:bng_30 _:bng_15416) log:proves _:bng_15417. -(_:bng_30 _:bng_15418) log:proves _:bng_15419. -(_:bng_19 _:bng_15419) log:proves _:bng_15420. -(_:bng_21 _:bng_15421) log:proves _:bng_15422. -(_:bng_30 _:bng_15423) log:proves _:bng_15424. -(_:bng_30 _:bng_15425) log:proves _:bng_15426. -(_:bng_19 _:bng_15426) log:proves _:bng_15427. -(_:bng_30 _:bng_15428) log:proves _:bng_15429. -(_:bng_19 _:bng_15429) log:proves _:bng_15430. -(_:bng_30 _:bng_15431) log:proves _:bng_15432. -(_:bng_19 _:bng_15432) log:proves _:bng_15433. -(_:bng_30 _:bng_15434) log:proves _:bng_15435. -(_:bng_19 _:bng_15435) log:proves _:bng_15436. -(_:bng_16 _:bng_15437) log:proves _:bng_15438. -(_:bng_19 _:bng_15438) log:proves _:bng_15439. -(_:bng_21 _:bng_15440) log:proves _:bng_15441. -(_:bng_19 _:bng_15441) log:proves _:bng_15442. -(_:bng_16 _:bng_15443) log:proves _:bng_15444. -(_:bng_19 _:bng_15444) log:proves _:bng_15445. -(_:bng_21 _:bng_15446) log:proves _:bng_15447. -(_:bng_30 _:bng_15448) log:proves _:bng_15449. -(_:bng_19 _:bng_15449) log:proves _:bng_15450. -(_:bng_30 _:bng_15451) log:proves _:bng_15452. -(_:bng_30 _:bng_15453) log:proves _:bng_15454. -(_:bng_19 _:bng_15454) log:proves _:bng_15455. -(_:bng_30 _:bng_15456) log:proves _:bng_15457. -(_:bng_19 _:bng_15457) log:proves _:bng_15458. -(_:bng_30 _:bng_15459) log:proves _:bng_15460. -(_:bng_30 _:bng_15461) log:proves _:bng_15462. -(_:bng_19 _:bng_15462) log:proves _:bng_15463. -(_:bng_30 _:bng_15464) log:proves _:bng_15465. -(_:bng_30 _:bng_15466) log:proves _:bng_15467. -(_:bng_19 _:bng_15467) log:proves _:bng_15468. -(_:bng_21 _:bng_15469) log:proves _:bng_15470. -(_:bng_19 _:bng_15470) log:proves _:bng_15471. -(_:bng_21 _:bng_15472) log:proves _:bng_15473. -(_:bng_19 _:bng_15473) log:proves _:bng_15474. -(_:bng_16 _:bng_15475) log:proves _:bng_15476. -(_:bng_19 _:bng_15476) log:proves _:bng_15477. -(_:bng_16 _:bng_15478) log:proves _:bng_15479. -(_:bng_19 _:bng_15479) log:proves _:bng_15480. -(_:bng_21 _:bng_15481) log:proves _:bng_15482. -(_:bng_19 _:bng_15482) log:proves _:bng_15483. -(_:bng_16 _:bng_15484) log:proves _:bng_15485. -(_:bng_19 _:bng_15485) log:proves _:bng_15486. -(_:bng_21 _:bng_15487) log:proves _:bng_15488. -(_:bng_30 _:bng_15489) log:proves _:bng_15490. -(_:bng_30 _:bng_15491) log:proves _:bng_15492. -(_:bng_19 _:bng_15492) log:proves _:bng_15493. -(_:bng_21 _:bng_15494) log:proves _:bng_15495. -(_:bng_30 _:bng_15496) log:proves _:bng_15497. -(_:bng_19 _:bng_15497) log:proves _:bng_15498. -(_:bng_16 _:bng_15499) log:proves _:bng_15500. -(_:bng_30 _:bng_15501) log:proves _:bng_15502. -(_:bng_30 _:bng_15503) log:proves _:bng_15504. -(_:bng_30 _:bng_15505) log:proves _:bng_15506. -(_:bng_19 _:bng_15506) log:proves _:bng_15507. -(_:bng_16 _:bng_15508) log:proves _:bng_15509. -(_:bng_30 _:bng_15510) log:proves _:bng_15511. -(_:bng_19 _:bng_15511) log:proves _:bng_15512. -(_:bng_21 _:bng_15513) log:proves _:bng_15514. -(_:bng_19 _:bng_15514) log:proves _:bng_15515. -(_:bng_16 _:bng_15516) log:proves _:bng_15517. -(_:bng_30 _:bng_15518) log:proves _:bng_15519. -(_:bng_30 _:bng_15520) log:proves _:bng_15521. -(_:bng_19 _:bng_15521) log:proves _:bng_15522. -(_:bng_21 _:bng_15523) log:proves _:bng_15524. -(_:bng_19 _:bng_15524) log:proves _:bng_15525. -(_:bng_16 _:bng_15526) log:proves _:bng_15527. -(_:bng_19 _:bng_15527) log:proves _:bng_15528. -(_:bng_16 _:bng_15529) log:proves _:bng_15530. -(_:bng_19 _:bng_15530) log:proves _:bng_15531. -(_:bng_16 _:bng_15532) log:proves _:bng_15533. -(_:bng_30 _:bng_15534) log:proves _:bng_15535. -(_:bng_30 _:bng_15536) log:proves _:bng_15537. -(_:bng_30 _:bng_15538) log:proves _:bng_15539. -(_:bng_30 _:bng_15540) log:proves _:bng_15541. -(_:bng_19 _:bng_15541) log:proves _:bng_15542. -(_:bng_21 _:bng_15543) log:proves _:bng_15544. -(_:bng_30 _:bng_15545) log:proves _:bng_15546. -(_:bng_19 _:bng_15546) log:proves _:bng_15547. -(_:bng_16 _:bng_15548) log:proves _:bng_15549. -(_:bng_30 _:bng_15550) log:proves _:bng_15551. -(_:bng_30 _:bng_15552) log:proves _:bng_15553. -(_:bng_19 _:bng_15553) log:proves _:bng_15554. -(_:bng_30 _:bng_15555) log:proves _:bng_15556. -(_:bng_19 _:bng_15556) log:proves _:bng_15557. -(_:bng_16 _:bng_15558) log:proves _:bng_15559. -(_:bng_30 _:bng_15560) log:proves _:bng_15561. -(_:bng_19 _:bng_15561) log:proves _:bng_15562. -(_:bng_21 _:bng_15563) log:proves _:bng_15564. -(_:bng_19 _:bng_15564) log:proves _:bng_15565. -(_:bng_16 _:bng_15566) log:proves _:bng_15567. -(_:bng_19 _:bng_15567) log:proves _:bng_15568. -(_:bng_21 _:bng_15569) log:proves _:bng_15570. -(_:bng_30 _:bng_15571) log:proves _:bng_15572. -(_:bng_30 _:bng_15573) log:proves _:bng_15574. -(_:bng_30 _:bng_15575) log:proves _:bng_15576. -(_:bng_30 _:bng_15577) log:proves _:bng_15578. -(_:bng_19 _:bng_15578) log:proves _:bng_15579. -(_:bng_16 _:bng_15580) log:proves _:bng_15581. -(_:bng_19 _:bng_15581) log:proves _:bng_15582. -(_:bng_16 _:bng_15583) log:proves _:bng_15584. -(_:bng_30 _:bng_15585) log:proves _:bng_15586. -(_:bng_30 _:bng_15587) log:proves _:bng_15588. -(_:bng_19 _:bng_15588) log:proves _:bng_15589. -(_:bng_16 _:bng_15590) log:proves _:bng_15591. -(_:bng_30 _:bng_15592) log:proves _:bng_15593. -(_:bng_19 _:bng_15593) log:proves _:bng_15594. -(_:bng_30 _:bng_15595) log:proves _:bng_15596. -(_:bng_19 _:bng_15596) log:proves _:bng_15597. -(_:bng_30 _:bng_15598) log:proves _:bng_15599. -(_:bng_30 _:bng_15600) log:proves _:bng_15601. -(_:bng_30 _:bng_15602) log:proves _:bng_15603. -(_:bng_19 _:bng_15603) log:proves _:bng_15604. -(_:bng_21 _:bng_15605) log:proves _:bng_15606. -(_:bng_19 _:bng_15606) log:proves _:bng_15607. -(_:bng_21 _:bng_15608) log:proves _:bng_15609. -(_:bng_19 _:bng_15609) log:proves _:bng_15610. -(_:bng_16 _:bng_15611) log:proves _:bng_15612. -(_:bng_19 _:bng_15612) log:proves _:bng_15613. -(_:bng_21 _:bng_15614) log:proves _:bng_15615. -(_:bng_30 _:bng_15616) log:proves _:bng_15617. -(_:bng_19 _:bng_15617) log:proves _:bng_15618. -(_:bng_21 _:bng_15619) log:proves _:bng_15620. -(_:bng_19 _:bng_15620) log:proves _:bng_15621. -(_:bng_30 _:bng_15622) log:proves _:bng_15623. -(_:bng_30 _:bng_15624) log:proves _:bng_15625. -(_:bng_19 _:bng_15625) log:proves _:bng_15626. -(_:bng_30 _:bng_15627) log:proves _:bng_15628. -(_:bng_30 _:bng_15629) log:proves _:bng_15630. -(_:bng_19 _:bng_15630) log:proves _:bng_15631. -(_:bng_21 _:bng_15632) log:proves _:bng_15633. -(_:bng_19 _:bng_15633) log:proves _:bng_15634. -(_:bng_16 _:bng_15635) log:proves _:bng_15636. -(_:bng_19 _:bng_15636) log:proves _:bng_15637. -(_:bng_30 _:bng_15638) log:proves _:bng_15639. -(_:bng_19 _:bng_15639) log:proves _:bng_15640. -(_:bng_21 _:bng_15641) log:proves _:bng_15642. -(_:bng_19 _:bng_15642) log:proves _:bng_15643. -(_:bng_21 _:bng_15644) log:proves _:bng_15645. -(_:bng_30 _:bng_15646) log:proves _:bng_15647. -(_:bng_19 _:bng_15647) log:proves _:bng_15648. -(_:bng_21 _:bng_15649) log:proves _:bng_15650. -(_:bng_30 _:bng_15651) log:proves _:bng_15652. -(_:bng_30 _:bng_15653) log:proves _:bng_15654. -(_:bng_30 _:bng_15655) log:proves _:bng_15656. -(_:bng_30 _:bng_15657) log:proves _:bng_15658. -(_:bng_30 _:bng_15659) log:proves _:bng_15660. -(_:bng_19 _:bng_15660) log:proves _:bng_15661. -(_:bng_21 _:bng_15662) log:proves _:bng_15663. -(_:bng_19 _:bng_15663) log:proves _:bng_15664. -(_:bng_16 _:bng_15665) log:proves _:bng_15666. -(_:bng_19 _:bng_15666) log:proves _:bng_15667. -(_:bng_30 _:bng_15668) log:proves _:bng_15669. -(_:bng_30 _:bng_15670) log:proves _:bng_15671. -(_:bng_30 _:bng_15672) log:proves _:bng_15673. -(_:bng_30 _:bng_15674) log:proves _:bng_15675. -(_:bng_19 _:bng_15675) log:proves _:bng_15676. -(_:bng_30 _:bng_15677) log:proves _:bng_15678. -(_:bng_30 _:bng_15679) log:proves _:bng_15680. -(_:bng_19 _:bng_15680) log:proves _:bng_15681. -(_:bng_16 _:bng_15682) log:proves _:bng_15683. -(_:bng_19 _:bng_15683) log:proves _:bng_15684. -(_:bng_21 _:bng_15685) log:proves _:bng_15686. -(_:bng_19 _:bng_15686) log:proves _:bng_15687. -(_:bng_16 _:bng_15688) log:proves _:bng_15689. -(_:bng_19 _:bng_15689) log:proves _:bng_15690. -(_:bng_30 _:bng_15691) log:proves _:bng_15692. -(_:bng_30 _:bng_15693) log:proves _:bng_15694. -(_:bng_19 _:bng_15694) log:proves _:bng_15695. -(_:bng_30 _:bng_15696) log:proves _:bng_15697. -(_:bng_30 _:bng_15698) log:proves _:bng_15699. -(_:bng_30 _:bng_15700) log:proves _:bng_15701. -(_:bng_19 _:bng_15701) log:proves _:bng_15702. -(_:bng_16 _:bng_15703) log:proves _:bng_15704. -(_:bng_30 _:bng_15705) log:proves _:bng_15706. -(_:bng_19 _:bng_15706) log:proves _:bng_15707. -(_:bng_16 _:bng_15708) log:proves _:bng_15709. -(_:bng_19 _:bng_15709) log:proves _:bng_15710. -(_:bng_16 _:bng_15711) log:proves _:bng_15712. -(_:bng_30 _:bng_15713) log:proves _:bng_15714. -(_:bng_19 _:bng_15714) log:proves _:bng_15715. -(_:bng_16 _:bng_15716) log:proves _:bng_15717. -(_:bng_30 _:bng_15718) log:proves _:bng_15719. -(_:bng_19 _:bng_15719) log:proves _:bng_15720. -(_:bng_21 _:bng_15721) log:proves _:bng_15722. -(_:bng_19 _:bng_15722) log:proves _:bng_15723. -(_:bng_16 _:bng_15724) log:proves _:bng_15725. -(_:bng_19 _:bng_15725) log:proves _:bng_15726. -(_:bng_16 _:bng_15727) log:proves _:bng_15728. -(_:bng_19 _:bng_15728) log:proves _:bng_15729. -(_:bng_21 _:bng_15730) log:proves _:bng_15731. -(_:bng_19 _:bng_15731) log:proves _:bng_15732. -(_:bng_30 _:bng_15733) log:proves _:bng_15734. -(_:bng_30 _:bng_15735) log:proves _:bng_15736. -(_:bng_30 _:bng_15737) log:proves _:bng_15738. -(_:bng_30 _:bng_15739) log:proves _:bng_15740. -(_:bng_19 _:bng_15740) log:proves _:bng_15741. -(_:bng_16 _:bng_15742) log:proves _:bng_15743. -(_:bng_19 _:bng_15743) log:proves _:bng_15744. -(_:bng_16 _:bng_15745) log:proves _:bng_15746. -(_:bng_30 _:bng_15747) log:proves _:bng_15748. -(_:bng_19 _:bng_15748) log:proves _:bng_15749. -(_:bng_21 _:bng_15750) log:proves _:bng_15751. -(_:bng_30 _:bng_15752) log:proves _:bng_15753. -(_:bng_19 _:bng_15753) log:proves _:bng_15754. -(_:bng_30 _:bng_15755) log:proves _:bng_15756. -(_:bng_19 _:bng_15756) log:proves _:bng_15757. -(_:bng_21 _:bng_15758) log:proves _:bng_15759. -(_:bng_19 _:bng_15759) log:proves _:bng_15760. -(_:bng_21 _:bng_15761) log:proves _:bng_15762. -(_:bng_30 _:bng_15763) log:proves _:bng_15764. -(_:bng_19 _:bng_15764) log:proves _:bng_15765. -(_:bng_16 _:bng_15766) log:proves _:bng_15767. -(_:bng_19 _:bng_15767) log:proves _:bng_15768. -(_:bng_30 _:bng_15769) log:proves _:bng_15770. -(_:bng_30 _:bng_15771) log:proves _:bng_15772. -(_:bng_19 _:bng_15772) log:proves _:bng_15773. -(_:bng_21 _:bng_15774) log:proves _:bng_15775. -(_:bng_30 _:bng_15776) log:proves _:bng_15777. -(_:bng_19 _:bng_15777) log:proves _:bng_15778. -(_:bng_30 _:bng_15779) log:proves _:bng_15780. -(_:bng_30 _:bng_15781) log:proves _:bng_15782. -(_:bng_30 _:bng_15783) log:proves _:bng_15784. -(_:bng_19 _:bng_15784) log:proves _:bng_15785. -(_:bng_16 _:bng_15786) log:proves _:bng_15787. -(_:bng_30 _:bng_15788) log:proves _:bng_15789. -(_:bng_19 _:bng_15789) log:proves _:bng_15790. -(_:bng_21 _:bng_15791) log:proves _:bng_15792. -(_:bng_19 _:bng_15792) log:proves _:bng_15793. -(_:bng_30 _:bng_15794) log:proves _:bng_15795. -(_:bng_19 _:bng_15795) log:proves _:bng_15796. -(_:bng_16 _:bng_15797) log:proves _:bng_15798. -(_:bng_19 _:bng_15798) log:proves _:bng_15799. -(_:bng_30 _:bng_15800) log:proves _:bng_15801. -(_:bng_30 _:bng_15802) log:proves _:bng_15803. -(_:bng_30 _:bng_15804) log:proves _:bng_15805. -(_:bng_19 _:bng_15805) log:proves _:bng_15806. -(_:bng_16 _:bng_15807) log:proves _:bng_15808. -(_:bng_30 _:bng_15809) log:proves _:bng_15810. -(_:bng_19 _:bng_15810) log:proves _:bng_15811. -(_:bng_21 _:bng_15812) log:proves _:bng_15813. -(_:bng_19 _:bng_15813) log:proves _:bng_15814. -(_:bng_16 _:bng_15815) log:proves _:bng_15816. -(_:bng_19 _:bng_15816) log:proves _:bng_15817. -(_:bng_21 _:bng_15818) log:proves _:bng_15819. -(_:bng_30 _:bng_15820) log:proves _:bng_15821. -(_:bng_19 _:bng_15821) log:proves _:bng_15822. -(_:bng_30 _:bng_15823) log:proves _:bng_15824. -(_:bng_30 _:bng_15825) log:proves _:bng_15826. -(_:bng_19 _:bng_15826) log:proves _:bng_15827. -(_:bng_21 _:bng_15828) log:proves _:bng_15829. -(_:bng_19 _:bng_15829) log:proves _:bng_15830. -(_:bng_30 _:bng_15831) log:proves _:bng_15832. -(_:bng_19 _:bng_15832) log:proves _:bng_15833. -(_:bng_21 _:bng_15834) log:proves _:bng_15835. -(_:bng_19 _:bng_15835) log:proves _:bng_15836. -(_:bng_21 _:bng_15837) log:proves _:bng_15838. -(_:bng_19 _:bng_15838) log:proves _:bng_15839. -(_:bng_16 _:bng_15840) log:proves _:bng_15841. -(_:bng_19 _:bng_15841) log:proves _:bng_15842. -(_:bng_16 _:bng_15843) log:proves _:bng_15844. -(_:bng_19 _:bng_15844) log:proves _:bng_15845. -(_:bng_16 _:bng_15846) log:proves _:bng_15847. -(_:bng_30 _:bng_15848) log:proves _:bng_15849. -(_:bng_30 _:bng_15850) log:proves _:bng_15851. -(_:bng_30 _:bng_15852) log:proves _:bng_15853. -(_:bng_30 _:bng_15854) log:proves _:bng_15855. -(_:bng_19 _:bng_15855) log:proves _:bng_15856. -(_:bng_16 _:bng_15857) log:proves _:bng_15858. -(_:bng_30 _:bng_15859) log:proves _:bng_15860. -(_:bng_30 _:bng_15861) log:proves _:bng_15862. -(_:bng_30 _:bng_15863) log:proves _:bng_15864. -(_:bng_19 _:bng_15864) log:proves _:bng_15865. -(_:bng_16 _:bng_15866) log:proves _:bng_15867. -(_:bng_30 _:bng_15868) log:proves _:bng_15869. -(_:bng_30 _:bng_15870) log:proves _:bng_15871. -(_:bng_19 _:bng_15871) log:proves _:bng_15872. -(_:bng_16 _:bng_15873) log:proves _:bng_15874. -(_:bng_30 _:bng_15875) log:proves _:bng_15876. -(_:bng_30 _:bng_15877) log:proves _:bng_15878. -(_:bng_19 _:bng_15878) log:proves _:bng_15879. -(_:bng_16 _:bng_15880) log:proves _:bng_15881. -(_:bng_30 _:bng_15882) log:proves _:bng_15883. -(_:bng_19 _:bng_15883) log:proves _:bng_15884. -(_:bng_16 _:bng_15885) log:proves _:bng_15886. -(_:bng_30 _:bng_15887) log:proves _:bng_15888. -(_:bng_19 _:bng_15888) log:proves _:bng_15889. -(_:bng_1059 _:bng_15890) log:proves _:bng_15891. -(_:bng_1059 _:bng_15892) log:proves _:bng_15893. -(_:bng_1059 _:bng_15894) log:proves _:bng_15895. -(_:bng_1059 _:bng_15896) log:proves _:bng_15897. -(_:bng_1059 _:bng_15898) log:proves _:bng_15899. -(_:bng_1059 _:bng_15900) log:proves _:bng_15901. -(_:bng_1059 _:bng_15902) log:proves _:bng_15903. -(_:bng_1059 _:bng_15904) log:proves _:bng_15905. -(_:bng_1076 _:bng_15906) log:proves _:bng_15907. -(_:bng_1079 _:bng_15907) log:proves _:bng_15907. -(_:bng_16 _:bng_15908) log:proves _:bng_15909. -(_:bng_19 _:bng_15909) log:proves _:bng_15910. -(_:bng_21 _:bng_15911) log:proves _:bng_15912. -(_:bng_19 _:bng_15912) log:proves _:bng_15913. -(_:bng_21 _:bng_15914) log:proves _:bng_15915. -(_:bng_19 _:bng_15915) log:proves _:bng_15916. -(_:bng_16 _:bng_15917) log:proves _:bng_15918. -(_:bng_19 _:bng_15918) log:proves _:bng_15919. -(_:bng_30 _:bng_15920) log:proves _:bng_15921. -(_:bng_30 _:bng_15922) log:proves _:bng_15923. -(_:bng_30 _:bng_15924) log:proves _:bng_15925. -(_:bng_30 _:bng_15926) log:proves _:bng_15927. -(_:bng_19 _:bng_15927) log:proves _:bng_15928. -(_:bng_16 _:bng_15929) log:proves _:bng_15930. -(_:bng_30 _:bng_15931) log:proves _:bng_15932. -(_:bng_19 _:bng_15932) log:proves _:bng_15933. -(_:bng_30 _:bng_15934) log:proves _:bng_15935. -(_:bng_30 _:bng_15936) log:proves _:bng_15937. -(_:bng_30 _:bng_15938) log:proves _:bng_15939. -(_:bng_19 _:bng_15939) log:proves _:bng_15940. -(_:bng_30 _:bng_15941) log:proves _:bng_15942. -(_:bng_30 _:bng_15943) log:proves _:bng_15944. -(_:bng_19 _:bng_15944) log:proves _:bng_15945. -(_:bng_21 _:bng_15946) log:proves _:bng_15947. -(_:bng_30 _:bng_15948) log:proves _:bng_15949. -(_:bng_30 _:bng_15950) log:proves _:bng_15951. -(_:bng_19 _:bng_15951) log:proves _:bng_15952. -(_:bng_21 _:bng_15953) log:proves _:bng_15954. -(_:bng_30 _:bng_15955) log:proves _:bng_15956. -(_:bng_19 _:bng_15956) log:proves _:bng_15957. -(_:bng_30 _:bng_15958) log:proves _:bng_15959. -(_:bng_30 _:bng_15960) log:proves _:bng_15961. -(_:bng_19 _:bng_15961) log:proves _:bng_15962. -(_:bng_30 _:bng_15963) log:proves _:bng_15964. -(_:bng_19 _:bng_15964) log:proves _:bng_15965. -(_:bng_21 _:bng_15966) log:proves _:bng_15967. -(_:bng_19 _:bng_15967) log:proves _:bng_15968. -(_:bng_16 _:bng_15969) log:proves _:bng_15970. -(_:bng_19 _:bng_15970) log:proves _:bng_15971. -(_:bng_30 _:bng_15972) log:proves _:bng_15973. -(_:bng_30 _:bng_15974) log:proves _:bng_15975. -(_:bng_19 _:bng_15975) log:proves _:bng_15976. -(_:bng_21 _:bng_15977) log:proves _:bng_15978. -(_:bng_30 _:bng_15979) log:proves _:bng_15980. -(_:bng_19 _:bng_15980) log:proves _:bng_15981. -(_:bng_30 _:bng_15982) log:proves _:bng_15983. -(_:bng_30 _:bng_15984) log:proves _:bng_15985. -(_:bng_19 _:bng_15985) log:proves _:bng_15986. -(_:bng_30 _:bng_15987) log:proves _:bng_15988. -(_:bng_30 _:bng_15989) log:proves _:bng_15990. -(_:bng_19 _:bng_15990) log:proves _:bng_15991. -(_:bng_30 _:bng_15992) log:proves _:bng_15993. -(_:bng_19 _:bng_15993) log:proves _:bng_15994. -(_:bng_30 _:bng_15995) log:proves _:bng_15996. -(_:bng_19 _:bng_15996) log:proves _:bng_15997. -(_:bng_30 _:bng_15998) log:proves _:bng_15999. -(_:bng_19 _:bng_15999) log:proves _:bng_16000. -(_:bng_21 _:bng_16001) log:proves _:bng_16002. -(_:bng_19 _:bng_16002) log:proves _:bng_16003. -(_:bng_21 _:bng_16004) log:proves _:bng_16005. -(_:bng_30 _:bng_16006) log:proves _:bng_16007. -(_:bng_19 _:bng_16007) log:proves _:bng_16008. -(_:bng_21 _:bng_16009) log:proves _:bng_16010. -(_:bng_30 _:bng_16011) log:proves _:bng_16012. -(_:bng_30 _:bng_16013) log:proves _:bng_16014. -(_:bng_30 _:bng_16015) log:proves _:bng_16016. -(_:bng_19 _:bng_16016) log:proves _:bng_16017. -(_:bng_16 _:bng_16018) log:proves _:bng_16019. -(_:bng_30 _:bng_16020) log:proves _:bng_16021. -(_:bng_19 _:bng_16021) log:proves _:bng_16022. -(_:bng_21 _:bng_16023) log:proves _:bng_16024. -(_:bng_19 _:bng_16024) log:proves _:bng_16025. -(_:bng_30 _:bng_16026) log:proves _:bng_16027. -(_:bng_30 _:bng_16028) log:proves _:bng_16029. -(_:bng_30 _:bng_16030) log:proves _:bng_16031. -(_:bng_30 _:bng_16032) log:proves _:bng_16033. -(_:bng_19 _:bng_16033) log:proves _:bng_16034. -(_:bng_16 _:bng_16035) log:proves _:bng_16036. -(_:bng_19 _:bng_16036) log:proves _:bng_16037. -(_:bng_16 _:bng_16038) log:proves _:bng_16039. -(_:bng_30 _:bng_16040) log:proves _:bng_16041. -(_:bng_19 _:bng_16041) log:proves _:bng_16042. -(_:bng_16 _:bng_16043) log:proves _:bng_16044. -(_:bng_30 _:bng_16045) log:proves _:bng_16046. -(_:bng_30 _:bng_16047) log:proves _:bng_16048. -(_:bng_19 _:bng_16048) log:proves _:bng_16049. -(_:bng_30 _:bng_16050) log:proves _:bng_16051. -(_:bng_30 _:bng_16052) log:proves _:bng_16053. -(_:bng_30 _:bng_16054) log:proves _:bng_16055. -(_:bng_19 _:bng_16055) log:proves _:bng_16056. -(_:bng_30 _:bng_16057) log:proves _:bng_16058. -(_:bng_30 _:bng_16059) log:proves _:bng_16060. -(_:bng_30 _:bng_16061) log:proves _:bng_16062. -(_:bng_19 _:bng_16062) log:proves _:bng_16063. -(_:bng_1059 _:bng_16064) log:proves _:bng_16065. -(_:bng_1059 _:bng_16066) log:proves _:bng_16067. -(_:bng_1059 _:bng_16068) log:proves _:bng_16069. -(_:bng_1059 _:bng_16070) log:proves _:bng_16071. -(_:bng_1059 _:bng_16072) log:proves _:bng_16073. -(_:bng_1059 _:bng_16074) log:proves _:bng_16075. -(_:bng_1059 _:bng_16076) log:proves _:bng_16077. -(_:bng_1059 _:bng_16078) log:proves _:bng_16079. -(_:bng_1076 _:bng_16080) log:proves _:bng_16081. -(_:bng_1079 _:bng_16081) log:proves _:bng_16081. -(_:bng_21 _:bng_16082) log:proves _:bng_16083. -(_:bng_19 _:bng_16083) log:proves _:bng_16084. -(_:bng_16 _:bng_16085) log:proves _:bng_16086. -(_:bng_19 _:bng_16086) log:proves _:bng_16087. -(_:bng_21 _:bng_16088) log:proves _:bng_16089. -(_:bng_30 _:bng_16090) log:proves _:bng_16091. -(_:bng_19 _:bng_16091) log:proves _:bng_16092. -(_:bng_21 _:bng_16093) log:proves _:bng_16094. -(_:bng_30 _:bng_16095) log:proves _:bng_16096. -(_:bng_30 _:bng_16097) log:proves _:bng_16098. -(_:bng_30 _:bng_16099) log:proves _:bng_16100. -(_:bng_19 _:bng_16100) log:proves _:bng_16101. -(_:bng_30 _:bng_16102) log:proves _:bng_16103. -(_:bng_30 _:bng_16104) log:proves _:bng_16105. -(_:bng_19 _:bng_16105) log:proves _:bng_16106. -(_:bng_16 _:bng_16107) log:proves _:bng_16108. -(_:bng_19 _:bng_16108) log:proves _:bng_16109. -(_:bng_30 _:bng_16110) log:proves _:bng_16111. -(_:bng_19 _:bng_16111) log:proves _:bng_16112. -(_:bng_21 _:bng_16113) log:proves _:bng_16114. -(_:bng_19 _:bng_16114) log:proves _:bng_16115. -(_:bng_16 _:bng_16116) log:proves _:bng_16117. -(_:bng_19 _:bng_16117) log:proves _:bng_16118. -(_:bng_30 _:bng_16119) log:proves _:bng_16120. -(_:bng_30 _:bng_16121) log:proves _:bng_16122. -(_:bng_30 _:bng_16123) log:proves _:bng_16124. -(_:bng_19 _:bng_16124) log:proves _:bng_16125. -(_:bng_21 _:bng_16126) log:proves _:bng_16127. -(_:bng_19 _:bng_16127) log:proves _:bng_16128. -(_:bng_21 _:bng_16129) log:proves _:bng_16130. -(_:bng_30 _:bng_16131) log:proves _:bng_16132. -(_:bng_30 _:bng_16133) log:proves _:bng_16134. -(_:bng_30 _:bng_16135) log:proves _:bng_16136. -(_:bng_19 _:bng_16136) log:proves _:bng_16137. -(_:bng_30 _:bng_16138) log:proves _:bng_16139. -(_:bng_30 _:bng_16140) log:proves _:bng_16141. -(_:bng_19 _:bng_16141) log:proves _:bng_16142. -(_:bng_30 _:bng_16143) log:proves _:bng_16144. -(_:bng_19 _:bng_16144) log:proves _:bng_16145. -(_:bng_30 _:bng_16146) log:proves _:bng_16147. -(_:bng_19 _:bng_16147) log:proves _:bng_16148. -(_:bng_21 _:bng_16149) log:proves _:bng_16150. -(_:bng_19 _:bng_16150) log:proves _:bng_16151. -(_:bng_30 _:bng_16152) log:proves _:bng_16153. -(_:bng_19 _:bng_16153) log:proves _:bng_16154. -(_:bng_16 _:bng_16155) log:proves _:bng_16156. -(_:bng_19 _:bng_16156) log:proves _:bng_16157. -(_:bng_21 _:bng_16158) log:proves _:bng_16159. -(_:bng_19 _:bng_16159) log:proves _:bng_16160. -(_:bng_16 _:bng_16161) log:proves _:bng_16162. -(_:bng_19 _:bng_16162) log:proves _:bng_16163. -(_:bng_30 _:bng_16164) log:proves _:bng_16165. -(_:bng_30 _:bng_16166) log:proves _:bng_16167. -(_:bng_30 _:bng_16168) log:proves _:bng_16169. -(_:bng_19 _:bng_16169) log:proves _:bng_16170. -(_:bng_30 _:bng_16171) log:proves _:bng_16172. -(_:bng_30 _:bng_16173) log:proves _:bng_16174. -(_:bng_19 _:bng_16174) log:proves _:bng_16175. -(_:bng_21 _:bng_16176) log:proves _:bng_16177. -(_:bng_30 _:bng_16178) log:proves _:bng_16179. -(_:bng_19 _:bng_16179) log:proves _:bng_16180. -(_:bng_16 _:bng_16181) log:proves _:bng_16182. -(_:bng_30 _:bng_16183) log:proves _:bng_16184. -(_:bng_19 _:bng_16184) log:proves _:bng_16185. -(_:bng_21 _:bng_16186) log:proves _:bng_16187. -(_:bng_30 _:bng_16188) log:proves _:bng_16189. -(_:bng_30 _:bng_16190) log:proves _:bng_16191. -(_:bng_19 _:bng_16191) log:proves _:bng_16192. -(_:bng_21 _:bng_16193) log:proves _:bng_16194. -(_:bng_19 _:bng_16194) log:proves _:bng_16195. -(_:bng_30 _:bng_16196) log:proves _:bng_16197. -(_:bng_30 _:bng_16198) log:proves _:bng_16199. -(_:bng_19 _:bng_16199) log:proves _:bng_16200. -(_:bng_16 _:bng_16201) log:proves _:bng_16202. -(_:bng_30 _:bng_16203) log:proves _:bng_16204. -(_:bng_19 _:bng_16204) log:proves _:bng_16205. -(_:bng_30 _:bng_16206) log:proves _:bng_16207. -(_:bng_30 _:bng_16208) log:proves _:bng_16209. -(_:bng_19 _:bng_16209) log:proves _:bng_16210. -(_:bng_16 _:bng_16211) log:proves _:bng_16212. -(_:bng_19 _:bng_16212) log:proves _:bng_16213. -(_:bng_30 _:bng_16214) log:proves _:bng_16215. -(_:bng_19 _:bng_16215) log:proves _:bng_16216. -(_:bng_21 _:bng_16217) log:proves _:bng_16218. -(_:bng_30 _:bng_16219) log:proves _:bng_16220. -(_:bng_19 _:bng_16220) log:proves _:bng_16221. -(_:bng_30 _:bng_16222) log:proves _:bng_16223. -(_:bng_19 _:bng_16223) log:proves _:bng_16224. -(_:bng_21 _:bng_16225) log:proves _:bng_16226. -(_:bng_19 _:bng_16226) log:proves _:bng_16227. -(_:bng_16 _:bng_16228) log:proves _:bng_16229. -(_:bng_30 _:bng_16230) log:proves _:bng_16231. -(_:bng_19 _:bng_16231) log:proves _:bng_16232. -(_:bng_30 _:bng_16233) log:proves _:bng_16234. -(_:bng_30 _:bng_16235) log:proves _:bng_16236. -(_:bng_19 _:bng_16236) log:proves _:bng_16237. -(_:bng_21 _:bng_16238) log:proves _:bng_16239. -(_:bng_19 _:bng_16239) log:proves _:bng_16240. -(_:bng_16 _:bng_16241) log:proves _:bng_16242. -(_:bng_19 _:bng_16242) log:proves _:bng_16243. -(_:bng_16 _:bng_16244) log:proves _:bng_16245. -(_:bng_19 _:bng_16245) log:proves _:bng_16246. -(_:bng_16 _:bng_16247) log:proves _:bng_16248. -(_:bng_30 _:bng_16249) log:proves _:bng_16250. -(_:bng_30 _:bng_16251) log:proves _:bng_16252. -(_:bng_19 _:bng_16252) log:proves _:bng_16253. -(_:bng_16 _:bng_16254) log:proves _:bng_16255. -(_:bng_30 _:bng_16256) log:proves _:bng_16257. -(_:bng_19 _:bng_16257) log:proves _:bng_16258. -(_:bng_16 _:bng_16259) log:proves _:bng_16260. -(_:bng_30 _:bng_16261) log:proves _:bng_16262. -(_:bng_30 _:bng_16263) log:proves _:bng_16264. -(_:bng_30 _:bng_16265) log:proves _:bng_16266. -(_:bng_19 _:bng_16266) log:proves _:bng_16267. -(_:bng_16 _:bng_16268) log:proves _:bng_16269. -(_:bng_19 _:bng_16269) log:proves _:bng_16270. -(_:bng_16 _:bng_16271) log:proves _:bng_16272. -(_:bng_30 _:bng_16273) log:proves _:bng_16274. -(_:bng_30 _:bng_16275) log:proves _:bng_16276. -(_:bng_19 _:bng_16276) log:proves _:bng_16277. -(_:bng_21 _:bng_16278) log:proves _:bng_16279. -(_:bng_30 _:bng_16280) log:proves _:bng_16281. -(_:bng_19 _:bng_16281) log:proves _:bng_16282. -(_:bng_30 _:bng_16283) log:proves _:bng_16284. -(_:bng_30 _:bng_16285) log:proves _:bng_16286. -(_:bng_30 _:bng_16287) log:proves _:bng_16288. -(_:bng_30 _:bng_16289) log:proves _:bng_16290. -(_:bng_30 _:bng_16291) log:proves _:bng_16292. -(_:bng_19 _:bng_16292) log:proves _:bng_16293. -(_:bng_16 _:bng_16294) log:proves _:bng_16295. -(_:bng_19 _:bng_16295) log:proves _:bng_16296. -(_:bng_21 _:bng_16297) log:proves _:bng_16298. -(_:bng_19 _:bng_16298) log:proves _:bng_16299. -(_:bng_16 _:bng_16300) log:proves _:bng_16301. -(_:bng_30 _:bng_16302) log:proves _:bng_16303. -(_:bng_19 _:bng_16303) log:proves _:bng_16304. -(_:bng_21 _:bng_16305) log:proves _:bng_16306. -(_:bng_30 _:bng_16307) log:proves _:bng_16308. -(_:bng_19 _:bng_16308) log:proves _:bng_16309. -(_:bng_21 _:bng_16310) log:proves _:bng_16311. -(_:bng_19 _:bng_16311) log:proves _:bng_16312. -(_:bng_1059 _:bng_16313) log:proves _:bng_16314. -(_:bng_1059 _:bng_16315) log:proves _:bng_16316. -(_:bng_1059 _:bng_16317) log:proves _:bng_16318. -(_:bng_1059 _:bng_16319) log:proves _:bng_16320. -(_:bng_1059 _:bng_16321) log:proves _:bng_16322. -(_:bng_1059 _:bng_16323) log:proves _:bng_16324. -(_:bng_1059 _:bng_16325) log:proves _:bng_16326. -(_:bng_1059 _:bng_16327) log:proves _:bng_16328. -(_:bng_1076 _:bng_16329) log:proves _:bng_16330. -(_:bng_1079 _:bng_16330) log:proves _:bng_16330. -(_:bng_30 _:bng_16331) log:proves _:bng_16332. -(_:bng_30 _:bng_16333) log:proves _:bng_16334. -(_:bng_19 _:bng_16334) log:proves _:bng_16335. -(_:bng_30 _:bng_16336) log:proves _:bng_16337. -(_:bng_30 _:bng_16338) log:proves _:bng_16339. -(_:bng_30 _:bng_16340) log:proves _:bng_16341. -(_:bng_19 _:bng_16341) log:proves _:bng_16342. -(_:bng_21 _:bng_16343) log:proves _:bng_16344. -(_:bng_19 _:bng_16344) log:proves _:bng_16345. -(_:bng_16 _:bng_16346) log:proves _:bng_16347. -(_:bng_19 _:bng_16347) log:proves _:bng_16348. -(_:bng_16 _:bng_16349) log:proves _:bng_16350. -(_:bng_30 _:bng_16351) log:proves _:bng_16352. -(_:bng_30 _:bng_16353) log:proves _:bng_16354. -(_:bng_19 _:bng_16354) log:proves _:bng_16355. -(_:bng_21 _:bng_16356) log:proves _:bng_16357. -(_:bng_30 _:bng_16358) log:proves _:bng_16359. -(_:bng_19 _:bng_16359) log:proves _:bng_16360. -(_:bng_16 _:bng_16361) log:proves _:bng_16362. -(_:bng_30 _:bng_16363) log:proves _:bng_16364. -(_:bng_19 _:bng_16364) log:proves _:bng_16365. -(_:bng_21 _:bng_16366) log:proves _:bng_16367. -(_:bng_19 _:bng_16367) log:proves _:bng_16368. -(_:bng_30 _:bng_16369) log:proves _:bng_16370. -(_:bng_19 _:bng_16370) log:proves _:bng_16371. -(_:bng_21 _:bng_16372) log:proves _:bng_16373. -(_:bng_30 _:bng_16374) log:proves _:bng_16375. -(_:bng_30 _:bng_16376) log:proves _:bng_16377. -(_:bng_19 _:bng_16377) log:proves _:bng_16378. -(_:bng_16 _:bng_16379) log:proves _:bng_16380. -(_:bng_30 _:bng_16381) log:proves _:bng_16382. -(_:bng_19 _:bng_16382) log:proves _:bng_16383. -(_:bng_21 _:bng_16384) log:proves _:bng_16385. -(_:bng_19 _:bng_16385) log:proves _:bng_16386. -(_:bng_16 _:bng_16387) log:proves _:bng_16388. -(_:bng_19 _:bng_16388) log:proves _:bng_16389. -(_:bng_21 _:bng_16390) log:proves _:bng_16391. -(_:bng_19 _:bng_16391) log:proves _:bng_16392. -(_:bng_21 _:bng_16393) log:proves _:bng_16394. -(_:bng_19 _:bng_16394) log:proves _:bng_16395. -(_:bng_16 _:bng_16396) log:proves _:bng_16397. -(_:bng_19 _:bng_16397) log:proves _:bng_16398. -(_:bng_21 _:bng_16399) log:proves _:bng_16400. -(_:bng_30 _:bng_16401) log:proves _:bng_16402. -(_:bng_19 _:bng_16402) log:proves _:bng_16403. -(_:bng_21 _:bng_16404) log:proves _:bng_16405. -(_:bng_19 _:bng_16405) log:proves _:bng_16406. -(_:bng_30 _:bng_16407) log:proves _:bng_16408. -(_:bng_30 _:bng_16409) log:proves _:bng_16410. -(_:bng_19 _:bng_16410) log:proves _:bng_16411. -(_:bng_30 _:bng_16412) log:proves _:bng_16413. -(_:bng_30 _:bng_16414) log:proves _:bng_16415. -(_:bng_19 _:bng_16415) log:proves _:bng_16416. -(_:bng_16 _:bng_16417) log:proves _:bng_16418. -(_:bng_30 _:bng_16419) log:proves _:bng_16420. -(_:bng_19 _:bng_16420) log:proves _:bng_16421. -(_:bng_21 _:bng_16422) log:proves _:bng_16423. -(_:bng_19 _:bng_16423) log:proves _:bng_16424. -(_:bng_16 _:bng_16425) log:proves _:bng_16426. -(_:bng_19 _:bng_16426) log:proves _:bng_16427. -(_:bng_16 _:bng_16428) log:proves _:bng_16429. -(_:bng_19 _:bng_16429) log:proves _:bng_16430. -(_:bng_30 _:bng_16431) log:proves _:bng_16432. -(_:bng_30 _:bng_16433) log:proves _:bng_16434. -(_:bng_30 _:bng_16435) log:proves _:bng_16436. -(_:bng_30 _:bng_16437) log:proves _:bng_16438. -(_:bng_19 _:bng_16438) log:proves _:bng_16439. -(_:bng_21 _:bng_16440) log:proves _:bng_16441. -(_:bng_30 _:bng_16442) log:proves _:bng_16443. -(_:bng_19 _:bng_16443) log:proves _:bng_16444. -(_:bng_30 _:bng_16445) log:proves _:bng_16446. -(_:bng_19 _:bng_16446) log:proves _:bng_16447. -(_:bng_21 _:bng_16448) log:proves _:bng_16449. -(_:bng_30 _:bng_16450) log:proves _:bng_16451. -(_:bng_30 _:bng_16452) log:proves _:bng_16453. -(_:bng_19 _:bng_16453) log:proves _:bng_16454. -(_:bng_21 _:bng_16455) log:proves _:bng_16456. -(_:bng_19 _:bng_16456) log:proves _:bng_16457. -(_:bng_21 _:bng_16458) log:proves _:bng_16459. -(_:bng_30 _:bng_16460) log:proves _:bng_16461. -(_:bng_30 _:bng_16462) log:proves _:bng_16463. -(_:bng_30 _:bng_16464) log:proves _:bng_16465. -(_:bng_19 _:bng_16465) log:proves _:bng_16466. -(_:bng_21 _:bng_16467) log:proves _:bng_16468. -(_:bng_30 _:bng_16469) log:proves _:bng_16470. -(_:bng_30 _:bng_16471) log:proves _:bng_16472. -(_:bng_30 _:bng_16473) log:proves _:bng_16474. -(_:bng_30 _:bng_16475) log:proves _:bng_16476. -(_:bng_30 _:bng_16477) log:proves _:bng_16478. -(_:bng_30 _:bng_16479) log:proves _:bng_16480. -(_:bng_19 _:bng_16480) log:proves _:bng_16481. -(_:bng_30 _:bng_16482) log:proves _:bng_16483. -(_:bng_19 _:bng_16483) log:proves _:bng_16484. -(_:bng_16 _:bng_16485) log:proves _:bng_16486. -(_:bng_30 _:bng_16487) log:proves _:bng_16488. -(_:bng_19 _:bng_16488) log:proves _:bng_16489. -(_:bng_30 _:bng_16490) log:proves _:bng_16491. -(_:bng_19 _:bng_16491) log:proves _:bng_16492. -(_:bng_21 _:bng_16493) log:proves _:bng_16494. -(_:bng_19 _:bng_16494) log:proves _:bng_16495. -(_:bng_30 _:bng_16496) log:proves _:bng_16497. -(_:bng_19 _:bng_16497) log:proves _:bng_16498. -(_:bng_30 _:bng_16499) log:proves _:bng_16500. -(_:bng_19 _:bng_16500) log:proves _:bng_16501. -(_:bng_21 _:bng_16502) log:proves _:bng_16503. -(_:bng_19 _:bng_16503) log:proves _:bng_16504. -(_:bng_30 _:bng_16505) log:proves _:bng_16506. -(_:bng_30 _:bng_16507) log:proves _:bng_16508. -(_:bng_19 _:bng_16508) log:proves _:bng_16509. -(_:bng_21 _:bng_16510) log:proves _:bng_16511. -(_:bng_30 _:bng_16512) log:proves _:bng_16513. -(_:bng_19 _:bng_16513) log:proves _:bng_16514. -(_:bng_30 _:bng_16515) log:proves _:bng_16516. -(_:bng_30 _:bng_16517) log:proves _:bng_16518. -(_:bng_19 _:bng_16518) log:proves _:bng_16519. -(_:bng_16 _:bng_16520) log:proves _:bng_16521. -(_:bng_19 _:bng_16521) log:proves _:bng_16522. -(_:bng_30 _:bng_16523) log:proves _:bng_16524. -(_:bng_30 _:bng_16525) log:proves _:bng_16526. -(_:bng_30 _:bng_16527) log:proves _:bng_16528. -(_:bng_30 _:bng_16529) log:proves _:bng_16530. -(_:bng_19 _:bng_16530) log:proves _:bng_16531. -(_:bng_16 _:bng_16532) log:proves _:bng_16533. -(_:bng_19 _:bng_16533) log:proves _:bng_16534. -(_:bng_16 _:bng_16535) log:proves _:bng_16536. -(_:bng_30 _:bng_16537) log:proves _:bng_16538. -(_:bng_19 _:bng_16538) log:proves _:bng_16539. -(_:bng_21 _:bng_16540) log:proves _:bng_16541. -(_:bng_19 _:bng_16541) log:proves _:bng_16542. -(_:bng_21 _:bng_16543) log:proves _:bng_16544. -(_:bng_30 _:bng_16545) log:proves _:bng_16546. -(_:bng_30 _:bng_16547) log:proves _:bng_16548. -(_:bng_19 _:bng_16548) log:proves _:bng_16549. -(_:bng_16 _:bng_16550) log:proves _:bng_16551. -(_:bng_19 _:bng_16551) log:proves _:bng_16552. -(_:bng_30 _:bng_16553) log:proves _:bng_16554. -(_:bng_19 _:bng_16554) log:proves _:bng_16555. -(_:bng_16 _:bng_16556) log:proves _:bng_16557. -(_:bng_19 _:bng_16557) log:proves _:bng_16558. -(_:bng_30 _:bng_16559) log:proves _:bng_16560. -(_:bng_19 _:bng_16560) log:proves _:bng_16561. -(_:bng_30 _:bng_16562) log:proves _:bng_16563. -(_:bng_19 _:bng_16563) log:proves _:bng_16564. -(_:bng_21 _:bng_16565) log:proves _:bng_16566. -(_:bng_19 _:bng_16566) log:proves _:bng_16567. -(_:bng_16 _:bng_16568) log:proves _:bng_16569. -(_:bng_19 _:bng_16569) log:proves _:bng_16570. -(_:bng_21 _:bng_16571) log:proves _:bng_16572. -(_:bng_19 _:bng_16572) log:proves _:bng_16573. -(_:bng_16 _:bng_16574) log:proves _:bng_16575. -(_:bng_30 _:bng_16576) log:proves _:bng_16577. -(_:bng_30 _:bng_16578) log:proves _:bng_16579. -(_:bng_19 _:bng_16579) log:proves _:bng_16580. -(_:bng_16 _:bng_16581) log:proves _:bng_16582. -(_:bng_30 _:bng_16583) log:proves _:bng_16584. -(_:bng_19 _:bng_16584) log:proves _:bng_16585. -(_:bng_16 _:bng_16586) log:proves _:bng_16587. -(_:bng_19 _:bng_16587) log:proves _:bng_16588. -(_:bng_30 _:bng_16589) log:proves _:bng_16590. -(_:bng_30 _:bng_16591) log:proves _:bng_16592. -(_:bng_30 _:bng_16593) log:proves _:bng_16594. -(_:bng_30 _:bng_16595) log:proves _:bng_16596. -(_:bng_30 _:bng_16597) log:proves _:bng_16598. -(_:bng_19 _:bng_16598) log:proves _:bng_16599. -(_:bng_21 _:bng_16600) log:proves _:bng_16601. -(_:bng_19 _:bng_16601) log:proves _:bng_16602. -(_:bng_16 _:bng_16603) log:proves _:bng_16604. -(_:bng_30 _:bng_16605) log:proves _:bng_16606. -(_:bng_30 _:bng_16607) log:proves _:bng_16608. -(_:bng_30 _:bng_16609) log:proves _:bng_16610. -(_:bng_19 _:bng_16610) log:proves _:bng_16611. -(_:bng_1059 _:bng_16612) log:proves _:bng_16613. -(_:bng_1059 _:bng_16614) log:proves _:bng_16615. -(_:bng_1059 _:bng_16616) log:proves _:bng_16617. -(_:bng_1059 _:bng_16618) log:proves _:bng_16619. -(_:bng_1059 _:bng_16620) log:proves _:bng_16621. -(_:bng_1059 _:bng_16622) log:proves _:bng_16623. -(_:bng_1059 _:bng_16624) log:proves _:bng_16625. -(_:bng_1059 _:bng_16626) log:proves _:bng_16627. -(_:bng_1076 _:bng_16628) log:proves _:bng_16629. -(_:bng_1079 _:bng_16629) log:proves _:bng_16629. -(_:bng_21 _:bng_16630) log:proves _:bng_16631. -(_:bng_19 _:bng_16631) log:proves _:bng_16632. -(_:bng_16 _:bng_16633) log:proves _:bng_16634. -(_:bng_19 _:bng_16634) log:proves _:bng_16635. -(_:bng_16 _:bng_16636) log:proves _:bng_16637. -(_:bng_30 _:bng_16638) log:proves _:bng_16639. -(_:bng_30 _:bng_16640) log:proves _:bng_16641. -(_:bng_19 _:bng_16641) log:proves _:bng_16642. -(_:bng_30 _:bng_16643) log:proves _:bng_16644. -(_:bng_30 _:bng_16645) log:proves _:bng_16646. -(_:bng_19 _:bng_16646) log:proves _:bng_16647. -(_:bng_16 _:bng_16648) log:proves _:bng_16649. -(_:bng_30 _:bng_16650) log:proves _:bng_16651. -(_:bng_19 _:bng_16651) log:proves _:bng_16652. -(_:bng_16 _:bng_16653) log:proves _:bng_16654. -(_:bng_19 _:bng_16654) log:proves _:bng_16655. -(_:bng_21 _:bng_16656) log:proves _:bng_16657. -(_:bng_30 _:bng_16658) log:proves _:bng_16659. -(_:bng_19 _:bng_16659) log:proves _:bng_16660. -(_:bng_16 _:bng_16661) log:proves _:bng_16662. -(_:bng_30 _:bng_16663) log:proves _:bng_16664. -(_:bng_30 _:bng_16665) log:proves _:bng_16666. -(_:bng_19 _:bng_16666) log:proves _:bng_16667. -(_:bng_21 _:bng_16668) log:proves _:bng_16669. -(_:bng_19 _:bng_16669) log:proves _:bng_16670. -(_:bng_16 _:bng_16671) log:proves _:bng_16672. -(_:bng_30 _:bng_16673) log:proves _:bng_16674. -(_:bng_19 _:bng_16674) log:proves _:bng_16675. -(_:bng_16 _:bng_16676) log:proves _:bng_16677. -(_:bng_19 _:bng_16677) log:proves _:bng_16678. -(_:bng_21 _:bng_16679) log:proves _:bng_16680. -(_:bng_30 _:bng_16681) log:proves _:bng_16682. -(_:bng_30 _:bng_16683) log:proves _:bng_16684. -(_:bng_30 _:bng_16685) log:proves _:bng_16686. -(_:bng_19 _:bng_16686) log:proves _:bng_16687. -(_:bng_30 _:bng_16688) log:proves _:bng_16689. -(_:bng_30 _:bng_16690) log:proves _:bng_16691. -(_:bng_30 _:bng_16692) log:proves _:bng_16693. -(_:bng_30 _:bng_16694) log:proves _:bng_16695. -(_:bng_19 _:bng_16695) log:proves _:bng_16696. -(_:bng_16 _:bng_16697) log:proves _:bng_16698. -(_:bng_19 _:bng_16698) log:proves _:bng_16699. -(_:bng_21 _:bng_16700) log:proves _:bng_16701. -(_:bng_19 _:bng_16701) log:proves _:bng_16702. -(_:bng_21 _:bng_16703) log:proves _:bng_16704. -(_:bng_19 _:bng_16704) log:proves _:bng_16705. -(_:bng_16 _:bng_16706) log:proves _:bng_16707. -(_:bng_19 _:bng_16707) log:proves _:bng_16708. -(_:bng_30 _:bng_16709) log:proves _:bng_16710. -(_:bng_19 _:bng_16710) log:proves _:bng_16711. -(_:bng_30 _:bng_16712) log:proves _:bng_16713. -(_:bng_19 _:bng_16713) log:proves _:bng_16714. -(_:bng_21 _:bng_16715) log:proves _:bng_16716. -(_:bng_30 _:bng_16717) log:proves _:bng_16718. -(_:bng_30 _:bng_16719) log:proves _:bng_16720. -(_:bng_19 _:bng_16720) log:proves _:bng_16721. -(_:bng_16 _:bng_16722) log:proves _:bng_16723. -(_:bng_30 _:bng_16724) log:proves _:bng_16725. -(_:bng_19 _:bng_16725) log:proves _:bng_16726. -(_:bng_16 _:bng_16727) log:proves _:bng_16728. -(_:bng_30 _:bng_16729) log:proves _:bng_16730. -(_:bng_30 _:bng_16731) log:proves _:bng_16732. -(_:bng_30 _:bng_16733) log:proves _:bng_16734. -(_:bng_19 _:bng_16734) log:proves _:bng_16735. -(_:bng_21 _:bng_16736) log:proves _:bng_16737. -(_:bng_30 _:bng_16738) log:proves _:bng_16739. -(_:bng_19 _:bng_16739) log:proves _:bng_16740. -(_:bng_21 _:bng_16741) log:proves _:bng_16742. -(_:bng_30 _:bng_16743) log:proves _:bng_16744. -(_:bng_19 _:bng_16744) log:proves _:bng_16745. -(_:bng_21 _:bng_16746) log:proves _:bng_16747. -(_:bng_19 _:bng_16747) log:proves _:bng_16748. -(_:bng_21 _:bng_16749) log:proves _:bng_16750. -(_:bng_30 _:bng_16751) log:proves _:bng_16752. -(_:bng_19 _:bng_16752) log:proves _:bng_16753. -(_:bng_30 _:bng_16754) log:proves _:bng_16755. -(_:bng_30 _:bng_16756) log:proves _:bng_16757. -(_:bng_19 _:bng_16757) log:proves _:bng_16758. -(_:bng_30 _:bng_16759) log:proves _:bng_16760. -(_:bng_30 _:bng_16761) log:proves _:bng_16762. -(_:bng_30 _:bng_16763) log:proves _:bng_16764. -(_:bng_19 _:bng_16764) log:proves _:bng_16765. -(_:bng_16 _:bng_16766) log:proves _:bng_16767. -(_:bng_19 _:bng_16767) log:proves _:bng_16768. -(_:bng_21 _:bng_16769) log:proves _:bng_16770. -(_:bng_19 _:bng_16770) log:proves _:bng_16771. -(_:bng_21 _:bng_16772) log:proves _:bng_16773. -(_:bng_19 _:bng_16773) log:proves _:bng_16774. -(_:bng_16 _:bng_16775) log:proves _:bng_16776. -(_:bng_19 _:bng_16776) log:proves _:bng_16777. -(_:bng_30 _:bng_16778) log:proves _:bng_16779. -(_:bng_19 _:bng_16779) log:proves _:bng_16780. -(_:bng_16 _:bng_16781) log:proves _:bng_16782. -(_:bng_19 _:bng_16782) log:proves _:bng_16783. -(_:bng_21 _:bng_16784) log:proves _:bng_16785. -(_:bng_19 _:bng_16785) log:proves _:bng_16786. -(_:bng_30 _:bng_16787) log:proves _:bng_16788. -(_:bng_30 _:bng_16789) log:proves _:bng_16790. -(_:bng_30 _:bng_16791) log:proves _:bng_16792. -(_:bng_30 _:bng_16793) log:proves _:bng_16794. -(_:bng_19 _:bng_16794) log:proves _:bng_16795. -(_:bng_16 _:bng_16796) log:proves _:bng_16797. -(_:bng_19 _:bng_16797) log:proves _:bng_16798. -(_:bng_30 _:bng_16799) log:proves _:bng_16800. -(_:bng_19 _:bng_16800) log:proves _:bng_16801. -(_:bng_21 _:bng_16802) log:proves _:bng_16803. -(_:bng_19 _:bng_16803) log:proves _:bng_16804. -(_:bng_21 _:bng_16805) log:proves _:bng_16806. -(_:bng_30 _:bng_16807) log:proves _:bng_16808. -(_:bng_19 _:bng_16808) log:proves _:bng_16809. -(_:bng_16 _:bng_16810) log:proves _:bng_16811. -(_:bng_19 _:bng_16811) log:proves _:bng_16812. -(_:bng_21 _:bng_16813) log:proves _:bng_16814. -(_:bng_30 _:bng_16815) log:proves _:bng_16816. -(_:bng_30 _:bng_16817) log:proves _:bng_16818. -(_:bng_19 _:bng_16818) log:proves _:bng_16819. -(_:bng_16 _:bng_16820) log:proves _:bng_16821. -(_:bng_30 _:bng_16822) log:proves _:bng_16823. -(_:bng_19 _:bng_16823) log:proves _:bng_16824. -(_:bng_21 _:bng_16825) log:proves _:bng_16826. -(_:bng_19 _:bng_16826) log:proves _:bng_16827. -(_:bng_21 _:bng_16828) log:proves _:bng_16829. -(_:bng_30 _:bng_16830) log:proves _:bng_16831. -(_:bng_19 _:bng_16831) log:proves _:bng_16832. -(_:bng_30 _:bng_16833) log:proves _:bng_16834. -(_:bng_30 _:bng_16835) log:proves _:bng_16836. -(_:bng_19 _:bng_16836) log:proves _:bng_16837. -(_:bng_21 _:bng_16838) log:proves _:bng_16839. -(_:bng_19 _:bng_16839) log:proves _:bng_16840. -(_:bng_30 _:bng_16841) log:proves _:bng_16842. -(_:bng_19 _:bng_16842) log:proves _:bng_16843. -(_:bng_21 _:bng_16844) log:proves _:bng_16845. -(_:bng_30 _:bng_16846) log:proves _:bng_16847. -(_:bng_19 _:bng_16847) log:proves _:bng_16848. -(_:bng_21 _:bng_16849) log:proves _:bng_16850. -(_:bng_19 _:bng_16850) log:proves _:bng_16851. -(_:bng_30 _:bng_16852) log:proves _:bng_16853. -(_:bng_30 _:bng_16854) log:proves _:bng_16855. -(_:bng_30 _:bng_16856) log:proves _:bng_16857. -(_:bng_30 _:bng_16858) log:proves _:bng_16859. -(_:bng_30 _:bng_16860) log:proves _:bng_16861. -(_:bng_30 _:bng_16862) log:proves _:bng_16863. -(_:bng_19 _:bng_16863) log:proves _:bng_16864. -(_:bng_21 _:bng_16865) log:proves _:bng_16866. -(_:bng_19 _:bng_16866) log:proves _:bng_16867. -(_:bng_30 _:bng_16868) log:proves _:bng_16869. -(_:bng_19 _:bng_16869) log:proves _:bng_16870. -(_:bng_21 _:bng_16871) log:proves _:bng_16872. -(_:bng_19 _:bng_16872) log:proves _:bng_16873. -(_:bng_16 _:bng_16874) log:proves _:bng_16875. -(_:bng_19 _:bng_16875) log:proves _:bng_16876. -(_:bng_21 _:bng_16877) log:proves _:bng_16878. -(_:bng_30 _:bng_16879) log:proves _:bng_16880. -(_:bng_19 _:bng_16880) log:proves _:bng_16881. -(_:bng_21 _:bng_16882) log:proves _:bng_16883. -(_:bng_30 _:bng_16884) log:proves _:bng_16885. -(_:bng_30 _:bng_16886) log:proves _:bng_16887. -(_:bng_19 _:bng_16887) log:proves _:bng_16888. -(_:bng_21 _:bng_16889) log:proves _:bng_16890. -(_:bng_19 _:bng_16890) log:proves _:bng_16891. -(_:bng_21 _:bng_16892) log:proves _:bng_16893. -(_:bng_30 _:bng_16894) log:proves _:bng_16895. -(_:bng_19 _:bng_16895) log:proves _:bng_16896. -(_:bng_30 _:bng_16897) log:proves _:bng_16898. -(_:bng_30 _:bng_16899) log:proves _:bng_16900. -(_:bng_30 _:bng_16901) log:proves _:bng_16902. -(_:bng_30 _:bng_16903) log:proves _:bng_16904. -(_:bng_19 _:bng_16904) log:proves _:bng_16905. -(_:bng_16 _:bng_16906) log:proves _:bng_16907. -(_:bng_19 _:bng_16907) log:proves _:bng_16908. -(_:bng_30 _:bng_16909) log:proves _:bng_16910. -(_:bng_19 _:bng_16910) log:proves _:bng_16911. -(_:bng_30 _:bng_16912) log:proves _:bng_16913. -(_:bng_19 _:bng_16913) log:proves _:bng_16914. -(_:bng_21 _:bng_16915) log:proves _:bng_16916. -(_:bng_19 _:bng_16916) log:proves _:bng_16917. -(_:bng_30 _:bng_16918) log:proves _:bng_16919. -(_:bng_19 _:bng_16919) log:proves _:bng_16920. -(_:bng_16 _:bng_16921) log:proves _:bng_16922. -(_:bng_30 _:bng_16923) log:proves _:bng_16924. -(_:bng_19 _:bng_16924) log:proves _:bng_16925. -(_:bng_30 _:bng_16926) log:proves _:bng_16927. -(_:bng_30 _:bng_16928) log:proves _:bng_16929. -(_:bng_30 _:bng_16930) log:proves _:bng_16931. -(_:bng_19 _:bng_16931) log:proves _:bng_16932. -(_:bng_16 _:bng_16933) log:proves _:bng_16934. -(_:bng_19 _:bng_16934) log:proves _:bng_16935. -(_:bng_16 _:bng_16936) log:proves _:bng_16937. -(_:bng_30 _:bng_16938) log:proves _:bng_16939. -(_:bng_19 _:bng_16939) log:proves _:bng_16940. -(_:bng_21 _:bng_16941) log:proves _:bng_16942. -(_:bng_19 _:bng_16942) log:proves _:bng_16943. -(_:bng_16 _:bng_16944) log:proves _:bng_16945. -(_:bng_19 _:bng_16945) log:proves _:bng_16946. -(_:bng_30 _:bng_16947) log:proves _:bng_16948. -(_:bng_30 _:bng_16949) log:proves _:bng_16950. -(_:bng_30 _:bng_16951) log:proves _:bng_16952. -(_:bng_19 _:bng_16952) log:proves _:bng_16953. -(_:bng_16 _:bng_16954) log:proves _:bng_16955. -(_:bng_30 _:bng_16956) log:proves _:bng_16957. -(_:bng_19 _:bng_16957) log:proves _:bng_16958. -(_:bng_16 _:bng_16959) log:proves _:bng_16960. -(_:bng_30 _:bng_16961) log:proves _:bng_16962. -(_:bng_19 _:bng_16962) log:proves _:bng_16963. -(_:bng_21 _:bng_16964) log:proves _:bng_16965. -(_:bng_19 _:bng_16965) log:proves _:bng_16966. -(_:bng_21 _:bng_16967) log:proves _:bng_16968. -(_:bng_19 _:bng_16968) log:proves _:bng_16969. -(_:bng_21 _:bng_16970) log:proves _:bng_16971. -(_:bng_30 _:bng_16972) log:proves _:bng_16973. -(_:bng_30 _:bng_16974) log:proves _:bng_16975. -(_:bng_30 _:bng_16976) log:proves _:bng_16977. -(_:bng_19 _:bng_16977) log:proves _:bng_16978. -(_:bng_30 _:bng_16979) log:proves _:bng_16980. -(_:bng_19 _:bng_16980) log:proves _:bng_16981. -(_:bng_16 _:bng_16982) log:proves _:bng_16983. -(_:bng_19 _:bng_16983) log:proves _:bng_16984. -(_:bng_30 _:bng_16985) log:proves _:bng_16986. -(_:bng_19 _:bng_16986) log:proves _:bng_16987. -(_:bng_30 _:bng_16988) log:proves _:bng_16989. -(_:bng_19 _:bng_16989) log:proves _:bng_16990. -(_:bng_21 _:bng_16991) log:proves _:bng_16992. -(_:bng_19 _:bng_16992) log:proves _:bng_16993. -(_:bng_30 _:bng_16994) log:proves _:bng_16995. -(_:bng_30 _:bng_16996) log:proves _:bng_16997. -(_:bng_19 _:bng_16997) log:proves _:bng_16998. -(_:bng_21 _:bng_16999) log:proves _:bng_17000. -(_:bng_30 _:bng_17001) log:proves _:bng_17002. -(_:bng_19 _:bng_17002) log:proves _:bng_17003. -(_:bng_16 _:bng_17004) log:proves _:bng_17005. -(_:bng_30 _:bng_17006) log:proves _:bng_17007. -(_:bng_19 _:bng_17007) log:proves _:bng_17008. -(_:bng_21 _:bng_17009) log:proves _:bng_17010. -(_:bng_19 _:bng_17010) log:proves _:bng_17011. -(_:bng_30 _:bng_17012) log:proves _:bng_17013. -(_:bng_30 _:bng_17014) log:proves _:bng_17015. -(_:bng_19 _:bng_17015) log:proves _:bng_17016. -(_:bng_16 _:bng_17017) log:proves _:bng_17018. -(_:bng_19 _:bng_17018) log:proves _:bng_17019. -(_:bng_21 _:bng_17020) log:proves _:bng_17021. -(_:bng_30 _:bng_17022) log:proves _:bng_17023. -(_:bng_19 _:bng_17023) log:proves _:bng_17024. -(_:bng_30 _:bng_17025) log:proves _:bng_17026. -(_:bng_30 _:bng_17027) log:proves _:bng_17028. -(_:bng_30 _:bng_17029) log:proves _:bng_17030. -(_:bng_30 _:bng_17031) log:proves _:bng_17032. -(_:bng_30 _:bng_17033) log:proves _:bng_17034. -(_:bng_30 _:bng_17035) log:proves _:bng_17036. -(_:bng_19 _:bng_17036) log:proves _:bng_17037. -(_:bng_16 _:bng_17038) log:proves _:bng_17039. -(_:bng_30 _:bng_17040) log:proves _:bng_17041. -(_:bng_19 _:bng_17041) log:proves _:bng_17042. -(_:bng_16 _:bng_17043) log:proves _:bng_17044. -(_:bng_19 _:bng_17044) log:proves _:bng_17045. -(_:bng_30 _:bng_17046) log:proves _:bng_17047. -(_:bng_19 _:bng_17047) log:proves _:bng_17048. -(_:bng_16 _:bng_17049) log:proves _:bng_17050. -(_:bng_19 _:bng_17050) log:proves _:bng_17051. -(_:bng_30 _:bng_17052) log:proves _:bng_17053. -(_:bng_30 _:bng_17054) log:proves _:bng_17055. -(_:bng_19 _:bng_17055) log:proves _:bng_17056. -(_:bng_21 _:bng_17057) log:proves _:bng_17058. -(_:bng_30 _:bng_17059) log:proves _:bng_17060. -(_:bng_19 _:bng_17060) log:proves _:bng_17061. -(_:bng_16 _:bng_17062) log:proves _:bng_17063. -(_:bng_30 _:bng_17064) log:proves _:bng_17065. -(_:bng_30 _:bng_17066) log:proves _:bng_17067. -(_:bng_30 _:bng_17068) log:proves _:bng_17069. -(_:bng_19 _:bng_17069) log:proves _:bng_17070. -(_:bng_30 _:bng_17071) log:proves _:bng_17072. -(_:bng_30 _:bng_17073) log:proves _:bng_17074. -(_:bng_30 _:bng_17075) log:proves _:bng_17076. -(_:bng_30 _:bng_17077) log:proves _:bng_17078. -(_:bng_30 _:bng_17079) log:proves _:bng_17080. -(_:bng_19 _:bng_17080) log:proves _:bng_17081. -(_:bng_30 _:bng_17082) log:proves _:bng_17083. -(_:bng_19 _:bng_17083) log:proves _:bng_17084. -(_:bng_16 _:bng_17085) log:proves _:bng_17086. -(_:bng_19 _:bng_17086) log:proves _:bng_17087. -(_:bng_16 _:bng_17088) log:proves _:bng_17089. -(_:bng_30 _:bng_17090) log:proves _:bng_17091. -(_:bng_30 _:bng_17092) log:proves _:bng_17093. -(_:bng_19 _:bng_17093) log:proves _:bng_17094. -(_:bng_16 _:bng_17095) log:proves _:bng_17096. -(_:bng_30 _:bng_17097) log:proves _:bng_17098. -(_:bng_19 _:bng_17098) log:proves _:bng_17099. -(_:bng_30 _:bng_17100) log:proves _:bng_17101. -(_:bng_30 _:bng_17102) log:proves _:bng_17103. -(_:bng_19 _:bng_17103) log:proves _:bng_17104. -(_:bng_21 _:bng_17105) log:proves _:bng_17106. -(_:bng_30 _:bng_17107) log:proves _:bng_17108. -(_:bng_19 _:bng_17108) log:proves _:bng_17109. -(_:bng_21 _:bng_17110) log:proves _:bng_17111. -(_:bng_19 _:bng_17111) log:proves _:bng_17112. -(_:bng_21 _:bng_17113) log:proves _:bng_17114. -(_:bng_19 _:bng_17114) log:proves _:bng_17115. -(_:bng_16 _:bng_17116) log:proves _:bng_17117. -(_:bng_19 _:bng_17117) log:proves _:bng_17118. -(_:bng_21 _:bng_17119) log:proves _:bng_17120. -(_:bng_30 _:bng_17121) log:proves _:bng_17122. -(_:bng_19 _:bng_17122) log:proves _:bng_17123. -(_:bng_30 _:bng_17124) log:proves _:bng_17125. -(_:bng_30 _:bng_17126) log:proves _:bng_17127. -(_:bng_19 _:bng_17127) log:proves _:bng_17128. -(_:bng_30 _:bng_17129) log:proves _:bng_17130. -(_:bng_19 _:bng_17130) log:proves _:bng_17131. -(_:bng_16 _:bng_17132) log:proves _:bng_17133. -(_:bng_19 _:bng_17133) log:proves _:bng_17134. -(_:bng_30 _:bng_17135) log:proves _:bng_17136. -(_:bng_19 _:bng_17136) log:proves _:bng_17137. -(_:bng_21 _:bng_17138) log:proves _:bng_17139. -(_:bng_19 _:bng_17139) log:proves _:bng_17140. -(_:bng_16 _:bng_17141) log:proves _:bng_17142. -(_:bng_19 _:bng_17142) log:proves _:bng_17143. -(_:bng_16 _:bng_17144) log:proves _:bng_17145. -(_:bng_19 _:bng_17145) log:proves _:bng_17146. -(_:bng_21 _:bng_17147) log:proves _:bng_17148. -(_:bng_19 _:bng_17148) log:proves _:bng_17149. -(_:bng_16 _:bng_17150) log:proves _:bng_17151. -(_:bng_19 _:bng_17151) log:proves _:bng_17152. -(_:bng_30 _:bng_17153) log:proves _:bng_17154. -(_:bng_30 _:bng_17155) log:proves _:bng_17156. -(_:bng_30 _:bng_17157) log:proves _:bng_17158. -(_:bng_30 _:bng_17159) log:proves _:bng_17160. -(_:bng_19 _:bng_17160) log:proves _:bng_17161. -(_:bng_16 _:bng_17162) log:proves _:bng_17163. -(_:bng_30 _:bng_17164) log:proves _:bng_17165. -(_:bng_30 _:bng_17166) log:proves _:bng_17167. -(_:bng_19 _:bng_17167) log:proves _:bng_17168. -(_:bng_30 _:bng_17169) log:proves _:bng_17170. -(_:bng_30 _:bng_17171) log:proves _:bng_17172. -(_:bng_19 _:bng_17172) log:proves _:bng_17173. -(_:bng_16 _:bng_17174) log:proves _:bng_17175. -(_:bng_19 _:bng_17175) log:proves _:bng_17176. -(_:bng_21 _:bng_17177) log:proves _:bng_17178. -(_:bng_30 _:bng_17179) log:proves _:bng_17180. -(_:bng_19 _:bng_17180) log:proves _:bng_17181. -(_:bng_16 _:bng_17182) log:proves _:bng_17183. -(_:bng_30 _:bng_17184) log:proves _:bng_17185. -(_:bng_19 _:bng_17185) log:proves _:bng_17186. -(_:bng_21 _:bng_17187) log:proves _:bng_17188. -(_:bng_30 _:bng_17189) log:proves _:bng_17190. -(_:bng_30 _:bng_17191) log:proves _:bng_17192. -(_:bng_19 _:bng_17192) log:proves _:bng_17193. -(_:bng_21 _:bng_17194) log:proves _:bng_17195. -(_:bng_19 _:bng_17195) log:proves _:bng_17196. -(_:bng_16 _:bng_17197) log:proves _:bng_17198. -(_:bng_19 _:bng_17198) log:proves _:bng_17199. -(_:bng_30 _:bng_17200) log:proves _:bng_17201. -(_:bng_19 _:bng_17201) log:proves _:bng_17202. -(_:bng_30 _:bng_17203) log:proves _:bng_17204. -(_:bng_30 _:bng_17205) log:proves _:bng_17206. -(_:bng_30 _:bng_17207) log:proves _:bng_17208. -(_:bng_19 _:bng_17208) log:proves _:bng_17209. -(_:bng_30 _:bng_17210) log:proves _:bng_17211. -(_:bng_30 _:bng_17212) log:proves _:bng_17213. -(_:bng_30 _:bng_17214) log:proves _:bng_17215. -(_:bng_19 _:bng_17215) log:proves _:bng_17216. -(_:bng_16 _:bng_17217) log:proves _:bng_17218. -(_:bng_30 _:bng_17219) log:proves _:bng_17220. -(_:bng_19 _:bng_17220) log:proves _:bng_17221. -(_:bng_30 _:bng_17222) log:proves _:bng_17223. -(_:bng_19 _:bng_17223) log:proves _:bng_17224. -(_:bng_16 _:bng_17225) log:proves _:bng_17226. -(_:bng_19 _:bng_17226) log:proves _:bng_17227. -(_:bng_30 _:bng_17228) log:proves _:bng_17229. -(_:bng_30 _:bng_17230) log:proves _:bng_17231. -(_:bng_19 _:bng_17231) log:proves _:bng_17232. -(_:bng_16 _:bng_17233) log:proves _:bng_17234. -(_:bng_30 _:bng_17235) log:proves _:bng_17236. -(_:bng_19 _:bng_17236) log:proves _:bng_17237. -(_:bng_30 _:bng_17238) log:proves _:bng_17239. -(_:bng_30 _:bng_17240) log:proves _:bng_17241. -(_:bng_19 _:bng_17241) log:proves _:bng_17242. -(_:bng_21 _:bng_17243) log:proves _:bng_17244. -(_:bng_19 _:bng_17244) log:proves _:bng_17245. -(_:bng_30 _:bng_17246) log:proves _:bng_17247. -(_:bng_30 _:bng_17248) log:proves _:bng_17249. -(_:bng_19 _:bng_17249) log:proves _:bng_17250. -(_:bng_21 _:bng_17251) log:proves _:bng_17252. -(_:bng_30 _:bng_17253) log:proves _:bng_17254. -(_:bng_19 _:bng_17254) log:proves _:bng_17255. -(_:bng_30 _:bng_17256) log:proves _:bng_17257. -(_:bng_19 _:bng_17257) log:proves _:bng_17258. -(_:bng_21 _:bng_17259) log:proves _:bng_17260. -(_:bng_19 _:bng_17260) log:proves _:bng_17261. -(_:bng_16 _:bng_17262) log:proves _:bng_17263. -(_:bng_19 _:bng_17263) log:proves _:bng_17264. -(_:bng_21 _:bng_17265) log:proves _:bng_17266. -(_:bng_19 _:bng_17266) log:proves _:bng_17267. -(_:bng_16 _:bng_17268) log:proves _:bng_17269. -(_:bng_19 _:bng_17269) log:proves _:bng_17270. -(_:bng_21 _:bng_17271) log:proves _:bng_17272. -(_:bng_30 _:bng_17273) log:proves _:bng_17274. -(_:bng_30 _:bng_17275) log:proves _:bng_17276. -(_:bng_30 _:bng_17277) log:proves _:bng_17278. -(_:bng_19 _:bng_17278) log:proves _:bng_17279. -(_:bng_21 _:bng_17280) log:proves _:bng_17281. -(_:bng_19 _:bng_17281) log:proves _:bng_17282. -(_:bng_30 _:bng_17283) log:proves _:bng_17284. -(_:bng_30 _:bng_17285) log:proves _:bng_17286. -(_:bng_30 _:bng_17287) log:proves _:bng_17288. -(_:bng_30 _:bng_17289) log:proves _:bng_17290. -(_:bng_30 _:bng_17291) log:proves _:bng_17292. -(_:bng_19 _:bng_17292) log:proves _:bng_17293. -(_:bng_21 _:bng_17294) log:proves _:bng_17295. -(_:bng_30 _:bng_17296) log:proves _:bng_17297. -(_:bng_30 _:bng_17298) log:proves _:bng_17299. -(_:bng_19 _:bng_17299) log:proves _:bng_17300. -(_:bng_30 _:bng_17301) log:proves _:bng_17302. -(_:bng_19 _:bng_17302) log:proves _:bng_17303. -(_:bng_16 _:bng_17304) log:proves _:bng_17305. -(_:bng_30 _:bng_17306) log:proves _:bng_17307. -(_:bng_30 _:bng_17308) log:proves _:bng_17309. -(_:bng_19 _:bng_17309) log:proves _:bng_17310. -(_:bng_16 _:bng_17311) log:proves _:bng_17312. -(_:bng_30 _:bng_17313) log:proves _:bng_17314. -(_:bng_19 _:bng_17314) log:proves _:bng_17315. -(_:bng_21 _:bng_17316) log:proves _:bng_17317. -(_:bng_30 _:bng_17318) log:proves _:bng_17319. -(_:bng_19 _:bng_17319) log:proves _:bng_17320. -(_:bng_30 _:bng_17321) log:proves _:bng_17322. -(_:bng_30 _:bng_17323) log:proves _:bng_17324. -(_:bng_19 _:bng_17324) log:proves _:bng_17325. -(_:bng_16 _:bng_17326) log:proves _:bng_17327. -(_:bng_19 _:bng_17327) log:proves _:bng_17328. -(_:bng_30 _:bng_17329) log:proves _:bng_17330. -(_:bng_30 _:bng_17331) log:proves _:bng_17332. -(_:bng_19 _:bng_17332) log:proves _:bng_17333. -(_:bng_21 _:bng_17334) log:proves _:bng_17335. -(_:bng_30 _:bng_17336) log:proves _:bng_17337. -(_:bng_19 _:bng_17337) log:proves _:bng_17338. -(_:bng_16 _:bng_17339) log:proves _:bng_17340. -(_:bng_30 _:bng_17341) log:proves _:bng_17342. -(_:bng_19 _:bng_17342) log:proves _:bng_17343. -(_:bng_30 _:bng_17344) log:proves _:bng_17345. -(_:bng_30 _:bng_17346) log:proves _:bng_17347. -(_:bng_30 _:bng_17348) log:proves _:bng_17349. -(_:bng_19 _:bng_17349) log:proves _:bng_17350. -(_:bng_30 _:bng_17351) log:proves _:bng_17352. -(_:bng_30 _:bng_17353) log:proves _:bng_17354. -(_:bng_19 _:bng_17354) log:proves _:bng_17355. -(_:bng_30 _:bng_17356) log:proves _:bng_17357. -(_:bng_30 _:bng_17358) log:proves _:bng_17359. -(_:bng_30 _:bng_17360) log:proves _:bng_17361. -(_:bng_30 _:bng_17362) log:proves _:bng_17363. -(_:bng_19 _:bng_17363) log:proves _:bng_17364. -(_:bng_21 _:bng_17365) log:proves _:bng_17366. -(_:bng_19 _:bng_17366) log:proves _:bng_17367. -(_:bng_21 _:bng_17368) log:proves _:bng_17369. -(_:bng_19 _:bng_17369) log:proves _:bng_17370. -(_:bng_16 _:bng_17371) log:proves _:bng_17372. -(_:bng_19 _:bng_17372) log:proves _:bng_17373. -(_:bng_30 _:bng_17374) log:proves _:bng_17375. -(_:bng_19 _:bng_17375) log:proves _:bng_17376. -(_:bng_30 _:bng_17377) log:proves _:bng_17378. -(_:bng_19 _:bng_17378) log:proves _:bng_17379. -(_:bng_30 _:bng_17380) log:proves _:bng_17381. -(_:bng_30 _:bng_17382) log:proves _:bng_17383. -(_:bng_30 _:bng_17384) log:proves _:bng_17385. -(_:bng_19 _:bng_17385) log:proves _:bng_17386. -(_:bng_21 _:bng_17387) log:proves _:bng_17388. -(_:bng_19 _:bng_17388) log:proves _:bng_17389. -(_:bng_16 _:bng_17390) log:proves _:bng_17391. -(_:bng_19 _:bng_17391) log:proves _:bng_17392. -(_:bng_21 _:bng_17393) log:proves _:bng_17394. -(_:bng_30 _:bng_17395) log:proves _:bng_17396. -(_:bng_19 _:bng_17396) log:proves _:bng_17397. -(_:bng_21 _:bng_17398) log:proves _:bng_17399. -(_:bng_30 _:bng_17400) log:proves _:bng_17401. -(_:bng_30 _:bng_17402) log:proves _:bng_17403. -(_:bng_19 _:bng_17403) log:proves _:bng_17404. -(_:bng_16 _:bng_17405) log:proves _:bng_17406. -(_:bng_30 _:bng_17407) log:proves _:bng_17408. -(_:bng_19 _:bng_17408) log:proves _:bng_17409. -(_:bng_21 _:bng_17410) log:proves _:bng_17411. -(_:bng_30 _:bng_17412) log:proves _:bng_17413. -(_:bng_19 _:bng_17413) log:proves _:bng_17414. -(_:bng_21 _:bng_17415) log:proves _:bng_17416. -(_:bng_30 _:bng_17417) log:proves _:bng_17418. -(_:bng_30 _:bng_17419) log:proves _:bng_17420. -(_:bng_19 _:bng_17420) log:proves _:bng_17421. -(_:bng_30 _:bng_17422) log:proves _:bng_17423. -(_:bng_19 _:bng_17423) log:proves _:bng_17424. -(_:bng_21 _:bng_17425) log:proves _:bng_17426. -(_:bng_19 _:bng_17426) log:proves _:bng_17427. -(_:bng_16 _:bng_17428) log:proves _:bng_17429. -(_:bng_19 _:bng_17429) log:proves _:bng_17430. -(_:bng_30 _:bng_17431) log:proves _:bng_17432. -(_:bng_30 _:bng_17433) log:proves _:bng_17434. -(_:bng_19 _:bng_17434) log:proves _:bng_17435. -(_:bng_16 _:bng_17436) log:proves _:bng_17437. -(_:bng_30 _:bng_17438) log:proves _:bng_17439. -(_:bng_19 _:bng_17439) log:proves _:bng_17440. -(_:bng_30 _:bng_17441) log:proves _:bng_17442. -(_:bng_30 _:bng_17443) log:proves _:bng_17444. -(_:bng_30 _:bng_17445) log:proves _:bng_17446. -(_:bng_19 _:bng_17446) log:proves _:bng_17447. -(_:bng_30 _:bng_17448) log:proves _:bng_17449. -(_:bng_30 _:bng_17450) log:proves _:bng_17451. -(_:bng_30 _:bng_17452) log:proves _:bng_17453. -(_:bng_30 _:bng_17454) log:proves _:bng_17455. -(_:bng_19 _:bng_17455) log:proves _:bng_17456. -(_:bng_16 _:bng_17457) log:proves _:bng_17458. -(_:bng_19 _:bng_17458) log:proves _:bng_17459. -(_:bng_30 _:bng_17460) log:proves _:bng_17461. -(_:bng_19 _:bng_17461) log:proves _:bng_17462. -(_:bng_21 _:bng_17463) log:proves _:bng_17464. -(_:bng_19 _:bng_17464) log:proves _:bng_17465. -(_:bng_21 _:bng_17466) log:proves _:bng_17467. -(_:bng_19 _:bng_17467) log:proves _:bng_17468. -(_:bng_16 _:bng_17469) log:proves _:bng_17470. -(_:bng_19 _:bng_17470) log:proves _:bng_17471. -(_:bng_30 _:bng_17472) log:proves _:bng_17473. -(_:bng_19 _:bng_17473) log:proves _:bng_17474. -(_:bng_21 _:bng_17475) log:proves _:bng_17476. -(_:bng_30 _:bng_17477) log:proves _:bng_17478. -(_:bng_19 _:bng_17478) log:proves _:bng_17479. -(_:bng_21 _:bng_17480) log:proves _:bng_17481. -(_:bng_19 _:bng_17481) log:proves _:bng_17482. -(_:bng_21 _:bng_17483) log:proves _:bng_17484. -(_:bng_30 _:bng_17485) log:proves _:bng_17486. -(_:bng_30 _:bng_17487) log:proves _:bng_17488. -(_:bng_30 _:bng_17489) log:proves _:bng_17490. -(_:bng_30 _:bng_17491) log:proves _:bng_17492. -(_:bng_19 _:bng_17492) log:proves _:bng_17493. -(_:bng_16 _:bng_17494) log:proves _:bng_17495. -(_:bng_19 _:bng_17495) log:proves _:bng_17496. -(_:bng_21 _:bng_17497) log:proves _:bng_17498. -(_:bng_30 _:bng_17499) log:proves _:bng_17500. -(_:bng_19 _:bng_17500) log:proves _:bng_17501. -(_:bng_30 _:bng_17502) log:proves _:bng_17503. -(_:bng_19 _:bng_17503) log:proves _:bng_17504. -(_:bng_30 _:bng_17505) log:proves _:bng_17506. -(_:bng_19 _:bng_17506) log:proves _:bng_17507. -(_:bng_16 _:bng_17508) log:proves _:bng_17509. -(_:bng_19 _:bng_17509) log:proves _:bng_17510. -(_:bng_30 _:bng_17511) log:proves _:bng_17512. -(_:bng_30 _:bng_17513) log:proves _:bng_17514. -(_:bng_19 _:bng_17514) log:proves _:bng_17515. -(_:bng_30 _:bng_17516) log:proves _:bng_17517. -(_:bng_30 _:bng_17518) log:proves _:bng_17519. -(_:bng_30 _:bng_17520) log:proves _:bng_17521. -(_:bng_19 _:bng_17521) log:proves _:bng_17522. -(_:bng_16 _:bng_17523) log:proves _:bng_17524. -(_:bng_30 _:bng_17525) log:proves _:bng_17526. -(_:bng_19 _:bng_17526) log:proves _:bng_17527. -(_:bng_16 _:bng_17528) log:proves _:bng_17529. -(_:bng_30 _:bng_17530) log:proves _:bng_17531. -(_:bng_30 _:bng_17532) log:proves _:bng_17533. -(_:bng_19 _:bng_17533) log:proves _:bng_17534. -(_:bng_30 _:bng_17535) log:proves _:bng_17536. -(_:bng_19 _:bng_17536) log:proves _:bng_17537. -(_:bng_30 _:bng_17538) log:proves _:bng_17539. -(_:bng_19 _:bng_17539) log:proves _:bng_17540. -(_:bng_30 _:bng_17541) log:proves _:bng_17542. -(_:bng_30 _:bng_17543) log:proves _:bng_17544. -(_:bng_30 _:bng_17545) log:proves _:bng_17546. -(_:bng_30 _:bng_17547) log:proves _:bng_17548. -(_:bng_19 _:bng_17548) log:proves _:bng_17549. -(_:bng_21 _:bng_17550) log:proves _:bng_17551. -(_:bng_19 _:bng_17551) log:proves _:bng_17552. -(_:bng_21 _:bng_17553) log:proves _:bng_17554. -(_:bng_19 _:bng_17554) log:proves _:bng_17555. -(_:bng_16 _:bng_17556) log:proves _:bng_17557. -(_:bng_19 _:bng_17557) log:proves _:bng_17558. -(_:bng_21 _:bng_17559) log:proves _:bng_17560. -(_:bng_30 _:bng_17561) log:proves _:bng_17562. -(_:bng_30 _:bng_17563) log:proves _:bng_17564. -(_:bng_19 _:bng_17564) log:proves _:bng_17565. -(_:bng_30 _:bng_17566) log:proves _:bng_17567. -(_:bng_30 _:bng_17568) log:proves _:bng_17569. -(_:bng_30 _:bng_17570) log:proves _:bng_17571. -(_:bng_19 _:bng_17571) log:proves _:bng_17572. -(_:bng_30 _:bng_17573) log:proves _:bng_17574. -(_:bng_30 _:bng_17575) log:proves _:bng_17576. -(_:bng_19 _:bng_17576) log:proves _:bng_17577. -(_:bng_30 _:bng_17578) log:proves _:bng_17579. -(_:bng_19 _:bng_17579) log:proves _:bng_17580. -(_:bng_30 _:bng_17581) log:proves _:bng_17582. -(_:bng_19 _:bng_17582) log:proves _:bng_17583. -(_:bng_30 _:bng_17584) log:proves _:bng_17585. -(_:bng_30 _:bng_17586) log:proves _:bng_17587. -(_:bng_30 _:bng_17588) log:proves _:bng_17589. -(_:bng_30 _:bng_17590) log:proves _:bng_17591. -(_:bng_19 _:bng_17591) log:proves _:bng_17592. -(_:bng_30 _:bng_17593) log:proves _:bng_17594. -(_:bng_30 _:bng_17595) log:proves _:bng_17596. -(_:bng_30 _:bng_17597) log:proves _:bng_17598. -(_:bng_30 _:bng_17599) log:proves _:bng_17600. -(_:bng_30 _:bng_17601) log:proves _:bng_17602. -(_:bng_30 _:bng_17603) log:proves _:bng_17604. -(_:bng_19 _:bng_17604) log:proves _:bng_17605. -(_:bng_21 _:bng_17606) log:proves _:bng_17607. -(_:bng_19 _:bng_17607) log:proves _:bng_17608. -(_:bng_16 _:bng_17609) log:proves _:bng_17610. -(_:bng_19 _:bng_17610) log:proves _:bng_17611. -(_:bng_16 _:bng_17612) log:proves _:bng_17613. -(_:bng_19 _:bng_17613) log:proves _:bng_17614. -(_:bng_30 _:bng_17615) log:proves _:bng_17616. -(_:bng_30 _:bng_17617) log:proves _:bng_17618. -(_:bng_19 _:bng_17618) log:proves _:bng_17619. -(_:bng_21 _:bng_17620) log:proves _:bng_17621. -(_:bng_30 _:bng_17622) log:proves _:bng_17623. -(_:bng_19 _:bng_17623) log:proves _:bng_17624. -(_:bng_21 _:bng_17625) log:proves _:bng_17626. -(_:bng_30 _:bng_17627) log:proves _:bng_17628. -(_:bng_19 _:bng_17628) log:proves _:bng_17629. -(_:bng_30 _:bng_17630) log:proves _:bng_17631. -(_:bng_19 _:bng_17631) log:proves _:bng_17632. -(_:bng_30 _:bng_17633) log:proves _:bng_17634. -(_:bng_30 _:bng_17635) log:proves _:bng_17636. -(_:bng_19 _:bng_17636) log:proves _:bng_17637. -(_:bng_30 _:bng_17638) log:proves _:bng_17639. -(_:bng_30 _:bng_17640) log:proves _:bng_17641. -(_:bng_19 _:bng_17641) log:proves _:bng_17642. -(_:bng_30 _:bng_17643) log:proves _:bng_17644. -(_:bng_19 _:bng_17644) log:proves _:bng_17645. -(_:bng_21 _:bng_17646) log:proves _:bng_17647. -(_:bng_19 _:bng_17647) log:proves _:bng_17648. -(_:bng_16 _:bng_17649) log:proves _:bng_17650. -(_:bng_19 _:bng_17650) log:proves _:bng_17651. -(_:bng_21 _:bng_17652) log:proves _:bng_17653. -(_:bng_19 _:bng_17653) log:proves _:bng_17654. _:bng_6_1 { var:Q :attack var:Ps. @@ -15671,7 +5587,7 @@ _:bng_1059 { _:bng_1060 { (4) list:select (4 ()). - (_:bng_17655 false true) log:ifThenElseIn (() 1). + (_:bng_1080 false true) log:ifThenElseIn (() 1). (4 2 7 3 6 8 5 1) list:firstRest (4 (2 7 3 6 8 5 1)). (() (4 2 7 3 6 8 5 1)) :queens3 (4 2 7 3 6 8 5 1). } @@ -15682,7 +5598,7 @@ _:bng_1061 { _:bng_1062 { (2 4) list:select (2 (4)). - (_:bng_17656 false true) log:ifThenElseIn (() 1). + (_:bng_1081 false true) log:ifThenElseIn (() 1). (2 7 3 6 8 5 1) list:firstRest (2 (7 3 6 8 5 1)). ((4) (2 7 3 6 8 5 1)) :queens3 (4 2 7 3 6 8 5 1). } @@ -15693,7 +5609,7 @@ _:bng_1063 { _:bng_1064 { (2 4 7) list:select (7 (2 4)). - (_:bng_17657 false true) log:ifThenElseIn (() 1). + (_:bng_1082 false true) log:ifThenElseIn (() 1). (7 3 6 8 5 1) list:firstRest (7 (3 6 8 5 1)). ((2 4) (7 3 6 8 5 1)) :queens3 (4 2 7 3 6 8 5 1). } @@ -15704,7 +5620,7 @@ _:bng_1065 { _:bng_1066 { (2 3 4 7) list:select (3 (2 4 7)). - (_:bng_17658 false true) log:ifThenElseIn (() 1). + (_:bng_1083 false true) log:ifThenElseIn (() 1). (3 6 8 5 1) list:firstRest (3 (6 8 5 1)). ((2 4 7) (3 6 8 5 1)) :queens3 (4 2 7 3 6 8 5 1). } @@ -15715,7 +5631,7 @@ _:bng_1067 { _:bng_1068 { (2 3 4 6 7) list:select (6 (2 3 4 7)). - (_:bng_17659 false true) log:ifThenElseIn (() 1). + (_:bng_1084 false true) log:ifThenElseIn (() 1). (6 8 5 1) list:firstRest (6 (8 5 1)). ((2 3 4 7) (6 8 5 1)) :queens3 (4 2 7 3 6 8 5 1). } @@ -15726,7 +5642,7 @@ _:bng_1069 { _:bng_1070 { (2 3 4 6 7 8) list:select (8 (2 3 4 6 7)). - (_:bng_17660 false true) log:ifThenElseIn (() 1). + (_:bng_1085 false true) log:ifThenElseIn (() 1). (8 5 1) list:firstRest (8 (5 1)). ((2 3 4 6 7) (8 5 1)) :queens3 (4 2 7 3 6 8 5 1). } @@ -15737,7 +5653,7 @@ _:bng_1071 { _:bng_1072 { (2 3 4 5 6 7 8) list:select (5 (2 3 4 6 7 8)). - (_:bng_17661 false true) log:ifThenElseIn (() 1). + (_:bng_1086 false true) log:ifThenElseIn (() 1). (5 1) list:firstRest (5 (1)). ((2 3 4 6 7 8) (5 1)) :queens3 (4 2 7 3 6 8 5 1). } @@ -15748,7 +5664,7 @@ _:bng_1073 { _:bng_1074 { (1 2 3 4 5 6 7 8) list:select (1 (2 3 4 5 6 7 8)). - (_:bng_17662 false true) log:ifThenElseIn (() 1). + (_:bng_1087 false true) log:ifThenElseIn (() 1). (1) list:firstRest (1 ()). ((2 3 4 5 6 7 8) (1)) :queens3 (4 2 7 3 6 8 5 1). } @@ -15764,6 +5680,7 @@ _:bng_1076 { _:bng_1077 { (1 8) :range (1 2 3 4 5 6 7 8). ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 7 3 6 8 5 1). + [] rdf:value true; log:callWithCut true. } _:bng_1078 { @@ -15774,80326 +5691,106 @@ _:bng_1079 { _:bng_18_1 log:query _:bng_18_1. } -_:bng_1080 { - (8 5 1) list:firstRest (8 (5 1)). - (8 4) math:difference 4. -} - -_:bng_1081 { - (4 4) :attack3 (8 5 1). -} - -_:bng_1082 { - (6 8 5 1) list:firstRest (6 (8 5 1)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 5 1). -} - -_:bng_1083 { - (4 3) :attack3 (6 8 5 1). -} - -_:bng_1084 { - (3 6 8 5 1) list:firstRest (3 (6 8 5 1)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8 5 1). -} - -_:bng_1085 { - (4 2) :attack3 (3 6 8 5 1). -} - -_:bng_1086 { - (7 3 6 8 5 1) list:firstRest (7 (3 6 8 5 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8 5 1). -} - -_:bng_1087 { - (4 1) :attack3 (7 3 6 8 5 1). -} - -_:bng_1088 { - [] rdf:value 4; :attack (7 3 6 8 5 1). -} - -_:bng_1089 { - (2 4 6 8 5 1) list:firstRest (2 (4 6 8 5 1)). - (2 1) math:sum 3. -} - -_:bng_1090 { - (3 1) :attack3 (2 4 6 8 5 1). -} - -_:bng_1091 { - [] rdf:value 3; :attack (2 4 6 8 5 1). -} - -_:bng_1092 { - (8 5 1) list:firstRest (8 (5 1)). - (4 1) math:sum 5 . - (7 5) :attack3 (5 1). -} - -_:bng_1093 { - (7 4) :attack3 (8 5 1). -} - -_:bng_1094 { - (6 8 5 1) list:firstRest (6 (8 5 1)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 5 1). -} - -_:bng_1095 { - (7 3) :attack3 (6 8 5 1). -} - -_:bng_1096 { - (4 6 8 5 1) list:firstRest (4 (6 8 5 1)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 5 1). -} - -_:bng_1097 { - (7 2) :attack3 (4 6 8 5 1). -} - -_:bng_1098 { - (2 4 6 8 5 1) list:firstRest (2 (4 6 8 5 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 6 8 5 1). -} - -_:bng_1099 { - (7 1) :attack3 (2 4 6 8 5 1). -} - -_:bng_1100 { - [] rdf:value 7; :attack (2 4 6 8 5 1). -} - -_:bng_1101 { - (4 6 8 5 1) list:firstRest (4 (6 8 5 1)). - (4 1) math:difference 3. -} - -_:bng_1102 { - (3 1) :attack3 (4 6 8 5 1). -} - -_:bng_1103 { - [] rdf:value 3; :attack (4 6 8 5 1). -} - -_:bng_1104 { - (4 6 8 5 1) list:firstRest (4 (6 8 5 1)). - (4 2) math:difference 2. -} - -_:bng_1105 { - (2 2) :attack3 (4 6 8 5 1). -} - -_:bng_1106 { - (7 4 6 8 5 1) list:firstRest (7 (4 6 8 5 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 6 8 5 1). -} - -_:bng_1107 { - (2 1) :attack3 (7 4 6 8 5 1). -} - -_:bng_1108 { - [] rdf:value 2; :attack (7 4 6 8 5 1). -} - -_:bng_1109 { - (6 8 5 1) list:firstRest (6 (8 5 1)). - (6 3) math:difference 3. -} - -_:bng_1110 { - (3 3) :attack3 (6 8 5 1). -} - -_:bng_1111 { - (4 6 8 5 1) list:firstRest (4 (6 8 5 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8 5 1). -} - -_:bng_1112 { - (3 2) :attack3 (4 6 8 5 1). -} - -_:bng_1113 { - (7 4 6 8 5 1) list:firstRest (7 (4 6 8 5 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8 5 1). -} - -_:bng_1114 { - (3 1) :attack3 (7 4 6 8 5 1). -} - -_:bng_1115 { - [] rdf:value 3; :attack (7 4 6 8 5 1). -} - -_:bng_1116 { - (6 8 5 1) list:firstRest (6 (8 5 1)). - (6 1) math:sum 7. -} - -_:bng_1117 { - (7 1) :attack3 (6 8 5 1). -} - -_:bng_1118 { - [] rdf:value 7; :attack (6 8 5 1). -} - -_:bng_1119 { - (8 5 1) list:firstRest (8 (5 1)). - (8 1) math:difference 7. -} - -_:bng_1120 { - (7 1) :attack3 (8 5 1). -} - -_:bng_1121 { - [] rdf:value 7; :attack (8 5 1). -} - -_:bng_1122 { - (2 6 1) list:firstRest (2 (6 1)). - (2 1) math:sum 3. -} - -_:bng_1123 { - (3 1) :attack3 (2 6 1). -} - -_:bng_1124 { - [] rdf:value 3; :attack (2 6 1). -} - -_:bng_1125 { - (6 1) list:firstRest (6 (1)). - (6 2) math:difference 4. -} - -_:bng_1126 { - (4 2) :attack3 (6 1). -} - -_:bng_1127 { - (2 6 1) list:firstRest (2 (6 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1). -} - -_:bng_1128 { - (4 1) :attack3 (2 6 1). -} - -_:bng_1129 { - [] rdf:value 4; :attack (2 6 1). -} - -_:bng_1130 { - (6 1) list:firstRest (6 (1)). - (6 3) math:difference 3. -} - -_:bng_1131 { - (3 3) :attack3 (6 1). -} - -_:bng_1132 { - (2 6 1) list:firstRest (2 (6 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1). -} - -_:bng_1133 { - (3 2) :attack3 (2 6 1). -} - -_:bng_1134 { - (5 2 6 1) list:firstRest (5 (2 6 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 1). -} - -_:bng_1135 { - (3 1) :attack3 (5 2 6 1). -} - -_:bng_1136 { - [] rdf:value 3; :attack (5 2 6 1). -} - -_:bng_1137 { - (5 2 6 1) list:firstRest (5 (2 6 1)). - (5 1) math:difference 4. -} - -_:bng_1138 { - (4 1) :attack3 (5 2 6 1). -} - -_:bng_1139 { - [] rdf:value 4; :attack (5 2 6 1). -} - -_:bng_1140 { - (5 2 6 1) list:firstRest (5 (2 6 1)). - (5 2) math:difference 3. -} - -_:bng_1141 { - (3 2) :attack3 (5 2 6 1). -} - -_:bng_1142 { - (7 5 2 6 1) list:firstRest (7 (5 2 6 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 6 1). -} - -_:bng_1143 { - (3 1) :attack3 (7 5 2 6 1). -} - -_:bng_1144 { - [] rdf:value 3; :attack (7 5 2 6 1). -} - -_:bng_1145 { - (4 7 5 2 6 1) list:firstRest (4 (7 5 2 6 1)). - (4 1) math:difference 3. -} - -_:bng_1146 { - (3 1) :attack3 (4 7 5 2 6 1). -} - -_:bng_1147 { - [] rdf:value 3; :attack (4 7 5 2 6 1). -} - -_:bng_1148 { - (5 2 6 1) list:firstRest (5 (2 6 1)). - (5 3) math:sum 8. -} - -_:bng_1149 { - (8 3) :attack3 (5 2 6 1). -} - -_:bng_1150 { - (7 5 2 6 1) list:firstRest (7 (5 2 6 1)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2 6 1). -} - -_:bng_1151 { - (8 2) :attack3 (7 5 2 6 1). -} - -_:bng_1152 { - (4 7 5 2 6 1) list:firstRest (4 (7 5 2 6 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 2 6 1). -} - -_:bng_1153 { - (8 1) :attack3 (4 7 5 2 6 1). -} - -_:bng_1154 { - [] rdf:value 8; :attack (4 7 5 2 6 1). -} - -_:bng_1155 { - (7 5 2 6 1) list:firstRest (7 (5 2 6 1)). - (7 1) math:sum 8. -} - -_:bng_1156 { - (8 1) :attack3 (7 5 2 6 1). -} - -_:bng_1157 { - [] rdf:value 8; :attack (7 5 2 6 1). -} - -_:bng_1158 { - (8 5 2 6 1) list:firstRest (8 (5 2 6 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 6 1). -} - -_:bng_1159 { - (3 1) :attack3 (8 5 2 6 1). -} - -_:bng_1160 { - [] rdf:value 3; :attack (8 5 2 6 1). -} - -_:bng_1161 { - (4 8 5 2 6 1) list:firstRest (4 (8 5 2 6 1)). - (4 1) math:difference 3. -} - -_:bng_1162 { - (3 1) :attack3 (4 8 5 2 6 1). -} - -_:bng_1163 { - [] rdf:value 3; :attack (4 8 5 2 6 1). -} - -_:bng_1164 { - (6 1) list:firstRest (6 (1)). - (5 1) math:sum 6 . - (7 6) :attack3 (1). -} - -_:bng_1165 { - (7 5) :attack3 (6 1). -} - -_:bng_1166 { - (2 6 1) list:firstRest (2 (6 1)). - (4 1) math:sum 5 . - (7 5) :attack3 (6 1). -} - -_:bng_1167 { - (7 4) :attack3 (2 6 1). -} - -_:bng_1168 { - (5 2 6 1) list:firstRest (5 (2 6 1)). - (3 1) math:sum 4 . - (7 4) :attack3 (2 6 1). -} - -_:bng_1169 { - (7 3) :attack3 (5 2 6 1). -} - -_:bng_1170 { - (8 5 2 6 1) list:firstRest (8 (5 2 6 1)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 2 6 1). -} - -_:bng_1171 { - (7 2) :attack3 (8 5 2 6 1). -} - -_:bng_1172 { - (4 8 5 2 6 1) list:firstRest (4 (8 5 2 6 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 2 6 1). -} - -_:bng_1173 { - (7 1) :attack3 (4 8 5 2 6 1). -} - -_:bng_1174 { - [] rdf:value 7; :attack (4 8 5 2 6 1). -} - -_:bng_1175 { - (8 5 2 6 1) list:firstRest (8 (5 2 6 1)). - (8 1) math:difference 7. -} - -_:bng_1176 { - (7 1) :attack3 (8 5 2 6 1). -} - -_:bng_1177 { - [] rdf:value 7; :attack (8 5 2 6 1). -} - -_:bng_1178 { - (7 2 6 1) list:firstRest (7 (2 6 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 1). -} - -_:bng_1179 { - (3 1) :attack3 (7 2 6 1). -} - -_:bng_1180 { - [] rdf:value 3; :attack (7 2 6 1). -} - -_:bng_1181 { - (2 6 1) list:firstRest (2 (6 1)). - (2 2) math:sum 4. -} - -_:bng_1182 { - (4 2) :attack3 (2 6 1). -} - -_:bng_1183 { - (7 2 6 1) list:firstRest (7 (2 6 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 6 1). -} - -_:bng_1184 { - (4 1) :attack3 (7 2 6 1). -} - -_:bng_1185 { - [] rdf:value 4; :attack (7 2 6 1). -} - -_:bng_1186 { - (6 1) list:firstRest (6 (1)). - (3 1) math:sum 4 . - (5 4) :attack3 (1). -} - -_:bng_1187 { - (5 3) :attack3 (6 1). -} - -_:bng_1188 { - (2 6 1) list:firstRest (2 (6 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (6 1). -} - -_:bng_1189 { - (5 2) :attack3 (2 6 1). -} - -_:bng_1190 { - (7 2 6 1) list:firstRest (7 (2 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 6 1). -} - -_:bng_1191 { - (5 1) :attack3 (7 2 6 1). -} - -_:bng_1192 { - [] rdf:value 5; :attack (7 2 6 1). -} - -_:bng_1193 { - (7 2 6 1) list:firstRest (7 (2 6 1)). - (7 1) math:sum 8. -} - -_:bng_1194 { - (8 1) :attack3 (7 2 6 1). -} - -_:bng_1195 { - [] rdf:value 8; :attack (7 2 6 1). -} - -_:bng_1196 { - (6 1) list:firstRest (6 (1)). - (6 2) math:sum 8. -} - -_:bng_1197 { - (8 2) :attack3 (6 1). -} - -_:bng_1198 { - (2 6 1) list:firstRest (2 (6 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1). -} - -_:bng_1199 { - (8 1) :attack3 (2 6 1). -} - -_:bng_1200 { - [] rdf:value 8; :attack (2 6 1). -} - -_:bng_1201 { - (6 1) list:firstRest (6 (1)). - (1 1) math:sum 2 . - (3 2) :attack3 (1). -} - -_:bng_1202 { - (3 1) :attack3 (6 1). -} - -_:bng_1203 { - [] rdf:value 3; :attack (6 1). -} - -_:bng_1204 { - (2 4 6 1) list:firstRest (2 (4 6 1)). - (2 1) math:sum 3. -} - -_:bng_1205 { - (3 1) :attack3 (2 4 6 1). -} - -_:bng_1206 { - [] rdf:value 3; :attack (2 4 6 1). -} - -_:bng_1207 { - (4 6 1) list:firstRest (4 (6 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (6 1). -} - -_:bng_1208 { - (5 2) :attack3 (4 6 1). -} - -_:bng_1209 { - (2 4 6 1) list:firstRest (2 (4 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 6 1). -} - -_:bng_1210 { - (5 1) :attack3 (2 4 6 1). -} - -_:bng_1211 { - [] rdf:value 5; :attack (2 4 6 1). -} - -_:bng_1212 { - (7 2 4 6 1) list:firstRest (7 (2 4 6 1)). - (7 2) math:difference 5. -} - -_:bng_1213 { - (5 2) :attack3 (7 2 4 6 1). -} - -_:bng_1214 { - (3 7 2 4 6 1) list:firstRest (3 (7 2 4 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 4 6 1). -} - -_:bng_1215 { - (5 1) :attack3 (3 7 2 4 6 1). -} - -_:bng_1216 { - [] rdf:value 5; :attack (3 7 2 4 6 1). -} - -_:bng_1217 { - (4 6 1) list:firstRest (4 (6 1)). - (4 4) math:sum 8. -} - -_:bng_1218 { - (8 4) :attack3 (4 6 1). -} - -_:bng_1219 { - (2 4 6 1) list:firstRest (2 (4 6 1)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 6 1). -} - -_:bng_1220 { - (8 3) :attack3 (2 4 6 1). -} - -_:bng_1221 { - (7 2 4 6 1) list:firstRest (7 (2 4 6 1)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 4 6 1). -} - -_:bng_1222 { - (8 2) :attack3 (7 2 4 6 1). -} - -_:bng_1223 { - (3 7 2 4 6 1) list:firstRest (3 (7 2 4 6 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 4 6 1). -} - -_:bng_1224 { - (8 1) :attack3 (3 7 2 4 6 1). -} - -_:bng_1225 { - [] rdf:value 8; :attack (3 7 2 4 6 1). -} - -_:bng_1226 { - (6 1) list:firstRest (6 (1)). - (6 1) math:sum 7 . - (8 7) :attack3 (1). -} - -_:bng_1227 { - (8 6) :attack3 (6 1). -} - -_:bng_1228 { - (4 6 1) list:firstRest (4 (6 1)). - (5 1) math:sum 6 . - (8 6) :attack3 (6 1). -} - -_:bng_1229 { - (8 5) :attack3 (4 6 1). -} - -_:bng_1230 { - (2 4 6 1) list:firstRest (2 (4 6 1)). - (4 1) math:sum 5 . - (8 5) :attack3 (4 6 1). -} - -_:bng_1231 { - (8 4) :attack3 (2 4 6 1). -} - -_:bng_1232 { - (7 2 4 6 1) list:firstRest (7 (2 4 6 1)). - (3 1) math:sum 4 . - (8 4) :attack3 (2 4 6 1). -} - -_:bng_1233 { - (8 3) :attack3 (7 2 4 6 1). -} - -_:bng_1234 { - (5 7 2 4 6 1) list:firstRest (5 (7 2 4 6 1)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 2 4 6 1). -} - -_:bng_1235 { - (8 2) :attack3 (5 7 2 4 6 1). -} - -_:bng_1236 { - (3 5 7 2 4 6 1) list:firstRest (3 (5 7 2 4 6 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 2 4 6 1). -} - -_:bng_1237 { - (8 1) :attack3 (3 5 7 2 4 6 1). -} - -_:bng_1238 { - [] rdf:value 8; :attack (3 5 7 2 4 6 1). -} - -_:bng_1239 { - (5 7 2 4 6 1) list:firstRest (5 (7 2 4 6 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 4 6 1). -} - -_:bng_1240 { - (8 1) :attack3 (5 7 2 4 6 1). -} - -_:bng_1241 { - [] rdf:value 8; :attack (5 7 2 4 6 1). -} - -_:bng_1242 { - (7 2 4 6 1) list:firstRest (7 (2 4 6 1)). - (7 1) math:sum 8. -} - -_:bng_1243 { - (8 1) :attack3 (7 2 4 6 1). -} - -_:bng_1244 { - [] rdf:value 8; :attack (7 2 4 6 1). -} - -_:bng_1245 { - (2 4 6 1) list:firstRest (2 (4 6 1)). - (2 3) math:sum 5. -} - -_:bng_1246 { - (5 3) :attack3 (2 4 6 1). -} - -_:bng_1247 { - (8 2 4 6 1) list:firstRest (8 (2 4 6 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 4 6 1). -} - -_:bng_1248 { - (5 2) :attack3 (8 2 4 6 1). -} - -_:bng_1249 { - (3 8 2 4 6 1) list:firstRest (3 (8 2 4 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 4 6 1). -} - -_:bng_1250 { - (5 1) :attack3 (3 8 2 4 6 1). -} - -_:bng_1251 { - [] rdf:value 5; :attack (3 8 2 4 6 1). -} - -_:bng_1252 { - (4 6 1) list:firstRest (4 (6 1)). - (4 1) math:sum 5 . - (7 5) :attack3 (6 1). -} - -_:bng_1253 { - (7 4) :attack3 (4 6 1). -} - -_:bng_1254 { - (2 4 6 1) list:firstRest (2 (4 6 1)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 6 1). -} - -_:bng_1255 { - (7 3) :attack3 (2 4 6 1). -} - -_:bng_1256 { - (8 2 4 6 1) list:firstRest (8 (2 4 6 1)). - (2 1) math:sum 3 . - (7 3) :attack3 (2 4 6 1). -} - -_:bng_1257 { - (7 2) :attack3 (8 2 4 6 1). -} - -_:bng_1258 { - (3 8 2 4 6 1) list:firstRest (3 (8 2 4 6 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 2 4 6 1). -} - -_:bng_1259 { - (7 1) :attack3 (3 8 2 4 6 1). -} - -_:bng_1260 { - [] rdf:value 7; :attack (3 8 2 4 6 1). -} - -_:bng_1261 { - (5 8 2 4 6 1) list:firstRest (5 (8 2 4 6 1)). - (5 2) math:sum 7. -} - -_:bng_1262 { - (7 2) :attack3 (5 8 2 4 6 1). -} - -_:bng_1263 { - (3 5 8 2 4 6 1) list:firstRest (3 (5 8 2 4 6 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 2 4 6 1). -} - -_:bng_1264 { - (7 1) :attack3 (3 5 8 2 4 6 1). -} - -_:bng_1265 { - [] rdf:value 7; :attack (3 5 8 2 4 6 1). -} - -_:bng_1266 { - (5 8 2 4 6 1) list:firstRest (5 (8 2 4 6 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 2 4 6 1). -} - -_:bng_1267 { - (7 1) :attack3 (5 8 2 4 6 1). -} - -_:bng_1268 { - [] rdf:value 7; :attack (5 8 2 4 6 1). -} - -_:bng_1269 { - (8 2 4 6 1) list:firstRest (8 (2 4 6 1)). - (8 1) math:difference 7. -} - -_:bng_1270 { - (7 1) :attack3 (8 2 4 6 1). -} - -_:bng_1271 { - [] rdf:value 7; :attack (8 2 4 6 1). -} - -_:bng_1272 { - (4 6 1) list:firstRest (4 (6 1)). - (4 1) math:difference 3. -} - -_:bng_1273 { - (3 1) :attack3 (4 6 1). -} - -_:bng_1274 { - [] rdf:value 3; :attack (4 6 1). -} - -_:bng_1275 { - (4 6 1) list:firstRest (4 (6 1)). - (4 1) math:sum 5. -} - -_:bng_1276 { - (5 1) :attack3 (4 6 1). -} - -_:bng_1277 { - [] rdf:value 5; :attack (4 6 1). -} - -_:bng_1278 { - (4 6 1) list:firstRest (4 (6 1)). - (4 2) math:difference 2. -} - -_:bng_1279 { - (2 2) :attack3 (4 6 1). -} - -_:bng_1280 { - (7 4 6 1) list:firstRest (7 (4 6 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 6 1). -} - -_:bng_1281 { - (2 1) :attack3 (7 4 6 1). -} - -_:bng_1282 { - [] rdf:value 2; :attack (7 4 6 1). -} - -_:bng_1283 { - (4 6 1) list:firstRest (4 (6 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1). -} - -_:bng_1284 { - (3 2) :attack3 (4 6 1). -} - -_:bng_1285 { - (7 4 6 1) list:firstRest (7 (4 6 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 1). -} - -_:bng_1286 { - (3 1) :attack3 (7 4 6 1). -} - -_:bng_1287 { - [] rdf:value 3; :attack (7 4 6 1). -} - -_:bng_1288 { - (7 4 6 1) list:firstRest (7 (4 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 6 1). -} - -_:bng_1289 { - (5 1) :attack3 (7 4 6 1). -} - -_:bng_1290 { - [] rdf:value 5; :attack (7 4 6 1). -} - -_:bng_1291 { - (7 4 6 1) list:firstRest (7 (4 6 1)). - (7 1) math:sum 8. -} - -_:bng_1292 { - (8 1) :attack3 (7 4 6 1). -} - -_:bng_1293 { - [] rdf:value 8; :attack (7 4 6 1). -} - -_:bng_1294 { - (4 6 1) list:firstRest (4 (6 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1). -} - -_:bng_1295 { - (8 1) :attack3 (4 6 1). -} - -_:bng_1296 { - [] rdf:value 8; :attack (4 6 1). -} - -_:bng_1297 { - (6 1) list:firstRest (6 (1)). - (6 1) math:difference 5. -} - -_:bng_1298 { - (5 1) :attack3 (6 1). -} - -_:bng_1299 { - [] rdf:value 5; :attack (6 1). -} - -_:bng_1300 { - (6 1) list:firstRest (6 (1)). - (6 1) math:sum 7. -} - -_:bng_1301 { - (7 1) :attack3 (6 1). -} - -_:bng_1302 { - [] rdf:value 7; :attack (6 1). -} - -_:bng_1303 { - (2 8 6 1) list:firstRest (2 (8 6 1)). - (2 1) math:sum 3. -} - -_:bng_1304 { - (3 1) :attack3 (2 8 6 1). -} - -_:bng_1305 { - [] rdf:value 3; :attack (2 8 6 1). -} - -_:bng_1306 { - (4 2 8 6 1) list:firstRest (4 (2 8 6 1)). - (4 1) math:difference 3. -} - -_:bng_1307 { - (3 1) :attack3 (4 2 8 6 1). -} - -_:bng_1308 { - [] rdf:value 3; :attack (4 2 8 6 1). -} - -_:bng_1309 { - (4 2 8 6 1) list:firstRest (4 (2 8 6 1)). - (4 1) math:sum 5. -} - -_:bng_1310 { - (5 1) :attack3 (4 2 8 6 1). -} - -_:bng_1311 { - [] rdf:value 5; :attack (4 2 8 6 1). -} - -_:bng_1312 { - (7 4 2 8 6 1) list:firstRest (7 (4 2 8 6 1)). - (7 2) math:difference 5. -} - -_:bng_1313 { - (5 2) :attack3 (7 4 2 8 6 1). -} - -_:bng_1314 { - (3 7 4 2 8 6 1) list:firstRest (3 (7 4 2 8 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 2 8 6 1). -} - -_:bng_1315 { - (5 1) :attack3 (3 7 4 2 8 6 1). -} - -_:bng_1316 { - [] rdf:value 5; :attack (3 7 4 2 8 6 1). -} - -_:bng_1317 { - (2 8 6 1) list:firstRest (2 (8 6 1)). - (2 3) math:sum 5. -} - -_:bng_1318 { - (5 3) :attack3 (2 8 6 1). -} - -_:bng_1319 { - (4 2 8 6 1) list:firstRest (4 (2 8 6 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 8 6 1). -} - -_:bng_1320 { - (5 2) :attack3 (4 2 8 6 1). -} - -_:bng_1321 { - (7 4 2 8 6 1) list:firstRest (7 (4 2 8 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8 6 1). -} - -_:bng_1322 { - (5 1) :attack3 (7 4 2 8 6 1). -} - -_:bng_1323 { - [] rdf:value 5; :attack (7 4 2 8 6 1). -} - -_:bng_1324 { - (8 6 1) list:firstRest (8 (6 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (6 1). -} - -_:bng_1325 { - (5 2) :attack3 (8 6 1). -} - -_:bng_1326 { - (2 8 6 1) list:firstRest (2 (8 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 6 1). -} - -_:bng_1327 { - (5 1) :attack3 (2 8 6 1). -} - -_:bng_1328 { - [] rdf:value 5; :attack (2 8 6 1). -} - -_:bng_1329 { - (3 7 2 8 6 1) list:firstRest (3 (7 2 8 6 1)). - (3 1) math:sum 4. -} - -_:bng_1330 { - (4 1) :attack3 (3 7 2 8 6 1). -} - -_:bng_1331 { - [] rdf:value 4; :attack (3 7 2 8 6 1). -} - -_:bng_1332 { - (7 2 8 6 1) list:firstRest (7 (2 8 6 1)). - (7 2) math:difference 5. -} - -_:bng_1333 { - (5 2) :attack3 (7 2 8 6 1). -} - -_:bng_1334 { - (3 7 2 8 6 1) list:firstRest (3 (7 2 8 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8 6 1). -} - -_:bng_1335 { - (5 1) :attack3 (3 7 2 8 6 1). -} - -_:bng_1336 { - [] rdf:value 5; :attack (3 7 2 8 6 1). -} - -_:bng_1337 { - (2 8 6 1) list:firstRest (2 (8 6 1)). - (2 2) math:sum 4. -} - -_:bng_1338 { - (4 2) :attack3 (2 8 6 1). -} - -_:bng_1339 { - (7 2 8 6 1) list:firstRest (7 (2 8 6 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 8 6 1). -} - -_:bng_1340 { - (4 1) :attack3 (7 2 8 6 1). -} - -_:bng_1341 { - [] rdf:value 4; :attack (7 2 8 6 1). -} - -_:bng_1342 { - (8 6 1) list:firstRest (8 (6 1)). - (8 3) math:difference 5. -} - -_:bng_1343 { - (5 3) :attack3 (8 6 1). -} - -_:bng_1344 { - (2 8 6 1) list:firstRest (2 (8 6 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 6 1). -} - -_:bng_1345 { - (5 2) :attack3 (2 8 6 1). -} - -_:bng_1346 { - (7 2 8 6 1) list:firstRest (7 (2 8 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8 6 1). -} - -_:bng_1347 { - (5 1) :attack3 (7 2 8 6 1). -} - -_:bng_1348 { - [] rdf:value 5; :attack (7 2 8 6 1). -} - -_:bng_1349 { - (3 8 6 1) list:firstRest (3 (8 6 1)). - (3 1) math:difference 2. -} - -_:bng_1350 { - (2 1) :attack3 (3 8 6 1). -} - -_:bng_1351 { - [] rdf:value 2; :attack (3 8 6 1). -} - -_:bng_1352 { - (3 8 6 1) list:firstRest (3 (8 6 1)). - (3 1) math:sum 4. -} - -_:bng_1353 { - (4 1) :attack3 (3 8 6 1). -} - -_:bng_1354 { - [] rdf:value 4; :attack (3 8 6 1). -} - -_:bng_1355 { - (3 8 6 1) list:firstRest (3 (8 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 6 1). -} - -_:bng_1356 { - (5 1) :attack3 (3 8 6 1). -} - -_:bng_1357 { - [] rdf:value 5; :attack (3 8 6 1). -} - -_:bng_1358 { - (6 1) list:firstRest (6 (1)). - (6 4) math:difference 2. -} - -_:bng_1359 { - (2 4) :attack3 (6 1). -} - -_:bng_1360 { - (8 6 1) list:firstRest (8 (6 1)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 1). -} - -_:bng_1361 { - (2 3) :attack3 (8 6 1). -} - -_:bng_1362 { - (3 8 6 1) list:firstRest (3 (8 6 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 1). -} - -_:bng_1363 { - (2 2) :attack3 (3 8 6 1). -} - -_:bng_1364 { - (7 3 8 6 1) list:firstRest (7 (3 8 6 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 6 1). -} - -_:bng_1365 { - (2 1) :attack3 (7 3 8 6 1). -} - -_:bng_1366 { - [] rdf:value 2; :attack (7 3 8 6 1). -} - -_:bng_1367 { - (5) list:select (5 ()). - (_:bng_17663 false true) log:ifThenElseIn (() 1). - (5 2 4 7 3 8 6 1) list:firstRest (5 (2 4 7 3 8 6 1)). - (() (5 2 4 7 3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1368 { - ((5) (2 4 7 3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1369 { - (2 5) list:select (2 (5)). - (_:bng_17664 false true) log:ifThenElseIn (() 1). - (2 4 7 3 8 6 1) list:firstRest (2 (4 7 3 8 6 1)). - ((5) (2 4 7 3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1370 { - ((2 5) (4 7 3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1371 { - (2 4 5) list:select (4 (2 5)). - (_:bng_17665 false true) log:ifThenElseIn (() 1). - (4 7 3 8 6 1) list:firstRest (4 (7 3 8 6 1)). - ((2 5) (4 7 3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1372 { - ((2 4 5) (7 3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1373 { - (2 4 5 7) list:select (7 (2 4 5)). - (_:bng_17666 false true) log:ifThenElseIn (() 1). - (7 3 8 6 1) list:firstRest (7 (3 8 6 1)). - ((2 4 5) (7 3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1374 { - ((2 4 5 7) (3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1375 { - (2 3 4 5 7) list:select (3 (2 4 5 7)). - (_:bng_17667 false true) log:ifThenElseIn (() 1). - (3 8 6 1) list:firstRest (3 (8 6 1)). - ((2 4 5 7) (3 8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1376 { - ((2 3 4 5 7) (8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1377 { - (2 3 4 5 7 8) list:select (8 (2 3 4 5 7)). - (_:bng_17668 false true) log:ifThenElseIn (() 1). - (8 6 1) list:firstRest (8 (6 1)). - ((2 3 4 5 7) (8 6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1378 { - ((2 3 4 5 7 8) (6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1379 { - (2 3 4 5 6 7 8) list:select (6 (2 3 4 5 7 8)). - (_:bng_17669 false true) log:ifThenElseIn (() 1). - (6 1) list:firstRest (6 (1)). - ((2 3 4 5 7 8) (6 1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1380 { - ((2 3 4 5 6 7 8) (1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1381 { - (1 2 3 4 5 6 7 8) list:select (1 (2 3 4 5 6 7 8)). - (_:bng_17662 false true) log:ifThenElseIn (() 1). - (1) list:firstRest (1 ()). - ((2 3 4 5 6 7 8) (1)) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1382 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1383 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 2 4 7 3 8 6 1). -} - -_:bng_1384 { - [] rdf:value 8; :queens (5 2 4 7 3 8 6 1). -} - -_:bng_1385 { - (4 7 3 8 6 1) list:firstRest (4 (7 3 8 6 1)). - (4 1) math:sum 5. -} - -_:bng_1386 { - (5 1) :attack3 (4 7 3 8 6 1). -} - -_:bng_1387 { - [] rdf:value 5; :attack (4 7 3 8 6 1). -} - -_:bng_1388 { - (3 8 6 1) list:firstRest (3 (8 6 1)). - (3 2) math:sum 5. -} - -_:bng_1389 { - (5 2) :attack3 (3 8 6 1). -} - -_:bng_1390 { - (7 3 8 6 1) list:firstRest (7 (3 8 6 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 6 1). -} - -_:bng_1391 { - (5 1) :attack3 (7 3 8 6 1). -} - -_:bng_1392 { - [] rdf:value 5; :attack (7 3 8 6 1). -} - -_:bng_1393 { - (8 6 1) list:firstRest (8 (6 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1). -} - -_:bng_1394 { - (4 1) :attack3 (8 6 1). -} - -_:bng_1395 { - [] rdf:value 4; :attack (8 6 1). -} - -_:bng_1396 { - (2 5 8 6 1) list:firstRest (2 (5 8 6 1)). - (2 1) math:sum 3. -} - -_:bng_1397 { - (3 1) :attack3 (2 5 8 6 1). -} - -_:bng_1398 { - [] rdf:value 3; :attack (2 5 8 6 1). -} - -_:bng_1399 { - (4 2 5 8 6 1) list:firstRest (4 (2 5 8 6 1)). - (4 1) math:difference 3. -} - -_:bng_1400 { - (3 1) :attack3 (4 2 5 8 6 1). -} - -_:bng_1401 { - [] rdf:value 3; :attack (4 2 5 8 6 1). -} - -_:bng_1402 { - (8 6 1) list:firstRest (8 (6 1)). - (4 1) math:sum 5 . - (7 5) :attack3 (6 1). -} - -_:bng_1403 { - (7 4) :attack3 (8 6 1). -} - -_:bng_1404 { - (5 8 6 1) list:firstRest (5 (8 6 1)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 6 1). -} - -_:bng_1405 { - (7 3) :attack3 (5 8 6 1). -} - -_:bng_1406 { - (2 5 8 6 1) list:firstRest (2 (5 8 6 1)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 8 6 1). -} - -_:bng_1407 { - (7 2) :attack3 (2 5 8 6 1). -} - -_:bng_1408 { - (4 2 5 8 6 1) list:firstRest (4 (2 5 8 6 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 5 8 6 1). -} - -_:bng_1409 { - (7 1) :attack3 (4 2 5 8 6 1). -} - -_:bng_1410 { - [] rdf:value 7; :attack (4 2 5 8 6 1). -} - -_:bng_1411 { - (5 8 6 1) list:firstRest (5 (8 6 1)). - (5 2) math:sum 7. -} - -_:bng_1412 { - (7 2) :attack3 (5 8 6 1). -} - -_:bng_1413 { - (2 5 8 6 1) list:firstRest (2 (5 8 6 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6 1). -} - -_:bng_1414 { - (7 1) :attack3 (2 5 8 6 1). -} - -_:bng_1415 { - [] rdf:value 7; :attack (2 5 8 6 1). -} - -_:bng_1416 { - (8 6 1) list:firstRest (8 (6 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1). -} - -_:bng_1417 { - (3 2) :attack3 (8 6 1). -} - -_:bng_1418 { - (5 8 6 1) list:firstRest (5 (8 6 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 1). -} - -_:bng_1419 { - (3 1) :attack3 (5 8 6 1). -} - -_:bng_1420 { - [] rdf:value 3; :attack (5 8 6 1). -} - -_:bng_1421 { - (5 8 6 1) list:firstRest (5 (8 6 1)). - (5 1) math:difference 4. -} - -_:bng_1422 { - (4 1) :attack3 (5 8 6 1). -} - -_:bng_1423 { - [] rdf:value 4; :attack (5 8 6 1). -} - -_:bng_1424 { - (5 8 6 1) list:firstRest (5 (8 6 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 1). -} - -_:bng_1425 { - (2 2) :attack3 (5 8 6 1). -} - -_:bng_1426 { - (7 5 8 6 1) list:firstRest (7 (5 8 6 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 8 6 1). -} - -_:bng_1427 { - (2 1) :attack3 (7 5 8 6 1). -} - -_:bng_1428 { - [] rdf:value 2; :attack (7 5 8 6 1). -} - -_:bng_1429 { - (5 8 6 1) list:firstRest (5 (8 6 1)). - (5 2) math:difference 3. -} - -_:bng_1430 { - (3 2) :attack3 (5 8 6 1). -} - -_:bng_1431 { - (7 5 8 6 1) list:firstRest (7 (5 8 6 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 6 1). -} - -_:bng_1432 { - (3 1) :attack3 (7 5 8 6 1). -} - -_:bng_1433 { - [] rdf:value 3; :attack (7 5 8 6 1). -} - -_:bng_1434 { - (5 8 6 1) list:firstRest (5 (8 6 1)). - (5 3) math:difference 2. -} - -_:bng_1435 { - (2 3) :attack3 (5 8 6 1). -} - -_:bng_1436 { - (7 5 8 6 1) list:firstRest (7 (5 8 6 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 6 1). -} - -_:bng_1437 { - (2 2) :attack3 (7 5 8 6 1). -} - -_:bng_1438 { - (4 7 5 8 6 1) list:firstRest (4 (7 5 8 6 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 8 6 1). -} - -_:bng_1439 { - (2 1) :attack3 (4 7 5 8 6 1). -} - -_:bng_1440 { - [] rdf:value 2; :attack (4 7 5 8 6 1). -} - -_:bng_1441 { - (4 7 5 8 6 1) list:firstRest (4 (7 5 8 6 1)). - (4 1) math:difference 3. -} - -_:bng_1442 { - (3 1) :attack3 (4 7 5 8 6 1). -} - -_:bng_1443 { - [] rdf:value 3; :attack (4 7 5 8 6 1). -} - -_:bng_1444 { - (8 6 1) list:firstRest (8 (6 1)). - (8 1) math:difference 7. -} - -_:bng_1445 { - (7 1) :attack3 (8 6 1). -} - -_:bng_1446 { - [] rdf:value 7; :attack (8 6 1). -} - -_:bng_1447 { - (2 7 1) list:firstRest (2 (7 1)). - (2 1) math:sum 3. -} - -_:bng_1448 { - (3 1) :attack3 (2 7 1). -} - -_:bng_1449 { - [] rdf:value 3; :attack (2 7 1). -} - -_:bng_1450 { - (7 1) list:firstRest (7 (1)). - (2 1) math:sum 3 . - (4 3) :attack3 (1). -} - -_:bng_1451 { - (4 2) :attack3 (7 1). -} - -_:bng_1452 { - (2 7 1) list:firstRest (2 (7 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1). -} - -_:bng_1453 { - (4 1) :attack3 (2 7 1). -} - -_:bng_1454 { - [] rdf:value 4; :attack (2 7 1). -} - -_:bng_1455 { - (7 1) list:firstRest (7 (1)). - (7 2) math:difference 5. -} - -_:bng_1456 { - (5 2) :attack3 (7 1). -} - -_:bng_1457 { - (2 7 1) list:firstRest (2 (7 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1). -} - -_:bng_1458 { - (5 1) :attack3 (2 7 1). -} - -_:bng_1459 { - [] rdf:value 5; :attack (2 7 1). -} - -_:bng_1460 { - (3 6 2 7 1) list:firstRest (3 (6 2 7 1)). - (3 1) math:sum 4. -} - -_:bng_1461 { - (4 1) :attack3 (3 6 2 7 1). -} - -_:bng_1462 { - [] rdf:value 4; :attack (3 6 2 7 1). -} - -_:bng_1463 { - (2 7 1) list:firstRest (2 (7 1)). - (2 3) math:sum 5. -} - -_:bng_1464 { - (5 3) :attack3 (2 7 1). -} - -_:bng_1465 { - (6 2 7 1) list:firstRest (6 (2 7 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7 1). -} - -_:bng_1466 { - (5 2) :attack3 (6 2 7 1). -} - -_:bng_1467 { - (3 6 2 7 1) list:firstRest (3 (6 2 7 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2 7 1). -} - -_:bng_1468 { - (5 1) :attack3 (3 6 2 7 1). -} - -_:bng_1469 { - [] rdf:value 5; :attack (3 6 2 7 1). -} - -_:bng_1470 { - (6 2 7 1) list:firstRest (6 (2 7 1)). - (6 2) math:sum 8. -} - -_:bng_1471 { - (8 2) :attack3 (6 2 7 1). -} - -_:bng_1472 { - (3 6 2 7 1) list:firstRest (3 (6 2 7 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 7 1). -} - -_:bng_1473 { - (8 1) :attack3 (3 6 2 7 1). -} - -_:bng_1474 { - [] rdf:value 8; :attack (3 6 2 7 1). -} - -_:bng_1475 { - (2 7 1) list:firstRest (2 (7 1)). - (2 2) math:sum 4. -} - -_:bng_1476 { - (4 2) :attack3 (2 7 1). -} - -_:bng_1477 { - (6 2 7 1) list:firstRest (6 (2 7 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1). -} - -_:bng_1478 { - (4 1) :attack3 (6 2 7 1). -} - -_:bng_1479 { - [] rdf:value 4; :attack (6 2 7 1). -} - -_:bng_1480 { - (6 2 7 1) list:firstRest (6 (2 7 1)). - (6 1) math:difference 5. -} - -_:bng_1481 { - (5 1) :attack3 (6 2 7 1). -} - -_:bng_1482 { - [] rdf:value 5; :attack (6 2 7 1). -} - -_:bng_1483 { - (7 1) list:firstRest (7 (1)). - (7 4) math:difference 3. -} - -_:bng_1484 { - (3 4) :attack3 (7 1). -} - -_:bng_1485 { - (2 7 1) list:firstRest (2 (7 1)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 1). -} - -_:bng_1486 { - (3 3) :attack3 (2 7 1). -} - -_:bng_1487 { - (6 2 7 1) list:firstRest (6 (2 7 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 7 1). -} - -_:bng_1488 { - (3 2) :attack3 (6 2 7 1). -} - -_:bng_1489 { - (8 6 2 7 1) list:firstRest (8 (6 2 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 2 7 1). -} - -_:bng_1490 { - (3 1) :attack3 (8 6 2 7 1). -} - -_:bng_1491 { - [] rdf:value 3; :attack (8 6 2 7 1). -} - -_:bng_1492 { - (6 2 7 1) list:firstRest (6 (2 7 1)). - (6 2) math:difference 4. -} - -_:bng_1493 { - (4 2) :attack3 (6 2 7 1). -} - -_:bng_1494 { - (8 6 2 7 1) list:firstRest (8 (6 2 7 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2 7 1). -} - -_:bng_1495 { - (4 1) :attack3 (8 6 2 7 1). -} - -_:bng_1496 { - [] rdf:value 4; :attack (8 6 2 7 1). -} - -_:bng_1497 { - (8 6 2 7 1) list:firstRest (8 (6 2 7 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2 7 1). -} - -_:bng_1498 { - (5 1) :attack3 (8 6 2 7 1). -} - -_:bng_1499 { - [] rdf:value 5; :attack (8 6 2 7 1). -} - -_:bng_1500 { - (3 8 2 7 1) list:firstRest (3 (8 2 7 1)). - (3 1) math:sum 4. -} - -_:bng_1501 { - (4 1) :attack3 (3 8 2 7 1). -} - -_:bng_1502 { - [] rdf:value 4; :attack (3 8 2 7 1). -} - -_:bng_1503 { - (8 2 7 1) list:firstRest (8 (2 7 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7 1). -} - -_:bng_1504 { - (5 2) :attack3 (8 2 7 1). -} - -_:bng_1505 { - (3 8 2 7 1) list:firstRest (3 (8 2 7 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 7 1). -} - -_:bng_1506 { - (5 1) :attack3 (3 8 2 7 1). -} - -_:bng_1507 { - [] rdf:value 5; :attack (3 8 2 7 1). -} - -_:bng_1508 { - (8 2 7 1) list:firstRest (8 (2 7 1)). - (8 2) math:difference 6. -} - -_:bng_1509 { - (6 2) :attack3 (8 2 7 1). -} - -_:bng_1510 { - (3 8 2 7 1) list:firstRest (3 (8 2 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 7 1). -} - -_:bng_1511 { - (6 1) :attack3 (3 8 2 7 1). -} - -_:bng_1512 { - [] rdf:value 6; :attack (3 8 2 7 1). -} - -_:bng_1513 { - (8 2 7 1) list:firstRest (8 (2 7 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1). -} - -_:bng_1514 { - (4 1) :attack3 (8 2 7 1). -} - -_:bng_1515 { - [] rdf:value 4; :attack (8 2 7 1). -} - -_:bng_1516 { - (7 1) list:firstRest (7 (1)). - (3 1) math:sum 4 . - (5 4) :attack3 (1). -} - -_:bng_1517 { - (5 3) :attack3 (7 1). -} - -_:bng_1518 { - (2 7 1) list:firstRest (2 (7 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1). -} - -_:bng_1519 { - (5 2) :attack3 (2 7 1). -} - -_:bng_1520 { - (8 2 7 1) list:firstRest (8 (2 7 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 7 1). -} - -_:bng_1521 { - (5 1) :attack3 (8 2 7 1). -} - -_:bng_1522 { - [] rdf:value 5; :attack (8 2 7 1). -} - -_:bng_1523 { - (8 2 7 1) list:firstRest (8 (2 7 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 7 1). -} - -_:bng_1524 { - (3 2) :attack3 (8 2 7 1). -} - -_:bng_1525 { - (6 8 2 7 1) list:firstRest (6 (8 2 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 2 7 1). -} - -_:bng_1526 { - (3 1) :attack3 (6 8 2 7 1). -} - -_:bng_1527 { - [] rdf:value 3; :attack (6 8 2 7 1). -} - -_:bng_1528 { - (4 6 8 2 7 1) list:firstRest (4 (6 8 2 7 1)). - (4 1) math:difference 3. -} - -_:bng_1529 { - (3 1) :attack3 (4 6 8 2 7 1). -} - -_:bng_1530 { - [] rdf:value 3; :attack (4 6 8 2 7 1). -} - -_:bng_1531 { - (4 6 8 2 7 1) list:firstRest (4 (6 8 2 7 1)). - (4 1) math:sum 5. -} - -_:bng_1532 { - (5 1) :attack3 (4 6 8 2 7 1). -} - -_:bng_1533 { - [] rdf:value 5; :attack (4 6 8 2 7 1). -} - -_:bng_1534 { - (6 8 2 7 1) list:firstRest (6 (8 2 7 1)). - (6 1) math:difference 5. -} - -_:bng_1535 { - (5 1) :attack3 (6 8 2 7 1). -} - -_:bng_1536 { - [] rdf:value 5; :attack (6 8 2 7 1). -} - -_:bng_1537 { - (7 1) list:firstRest (7 (1)). - (1 1) math:sum 2 . - (3 2) :attack3 (1). -} - -_:bng_1538 { - (3 1) :attack3 (7 1). -} - -_:bng_1539 { - [] rdf:value 3; :attack (7 1). -} - -_:bng_1540 { - (2 4 7 1) list:firstRest (2 (4 7 1)). - (2 1) math:sum 3. -} - -_:bng_1541 { - (3 1) :attack3 (2 4 7 1). -} - -_:bng_1542 { - [] rdf:value 3; :attack (2 4 7 1). -} - -_:bng_1543 { - (4 7 1) list:firstRest (4 (7 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1). -} - -_:bng_1544 { - (5 2) :attack3 (4 7 1). -} - -_:bng_1545 { - (2 4 7 1) list:firstRest (2 (4 7 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1). -} - -_:bng_1546 { - (5 1) :attack3 (2 4 7 1). -} - -_:bng_1547 { - [] rdf:value 5; :attack (2 4 7 1). -} - -_:bng_1548 { - (4 7 1) list:firstRest (4 (7 1)). - (4 2) math:sum 6. -} - -_:bng_1549 { - (6 2) :attack3 (4 7 1). -} - -_:bng_1550 { - (2 4 7 1) list:firstRest (2 (4 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 1). -} - -_:bng_1551 { - (6 1) :attack3 (2 4 7 1). -} - -_:bng_1552 { - [] rdf:value 6; :attack (2 4 7 1). -} - -_:bng_1553 { - (4 7 1) list:firstRest (4 (7 1)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 1). -} - -_:bng_1554 { - (3 3) :attack3 (4 7 1). -} - -_:bng_1555 { - (2 4 7 1) list:firstRest (2 (4 7 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 7 1). -} - -_:bng_1556 { - (3 2) :attack3 (2 4 7 1). -} - -_:bng_1557 { - (8 2 4 7 1) list:firstRest (8 (2 4 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 7 1). -} - -_:bng_1558 { - (3 1) :attack3 (8 2 4 7 1). -} - -_:bng_1559 { - [] rdf:value 3; :attack (8 2 4 7 1). -} - -_:bng_1560 { - (2 4 7 1) list:firstRest (2 (4 7 1)). - (2 4) math:sum 6. -} - -_:bng_1561 { - (6 4) :attack3 (2 4 7 1). -} - -_:bng_1562 { - (8 2 4 7 1) list:firstRest (8 (2 4 7 1)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 4 7 1). -} - -_:bng_1563 { - (6 3) :attack3 (8 2 4 7 1). -} - -_:bng_1564 { - (5 8 2 4 7 1) list:firstRest (5 (8 2 4 7 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 4 7 1). -} - -_:bng_1565 { - (6 2) :attack3 (5 8 2 4 7 1). -} - -_:bng_1566 { - (3 5 8 2 4 7 1) list:firstRest (3 (5 8 2 4 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2 4 7 1). -} - -_:bng_1567 { - (6 1) :attack3 (3 5 8 2 4 7 1). -} - -_:bng_1568 { - [] rdf:value 6; :attack (3 5 8 2 4 7 1). -} - -_:bng_1569 { - (5 8 2 4 7 1) list:firstRest (5 (8 2 4 7 1)). - (5 1) math:sum 6. -} - -_:bng_1570 { - (6 1) :attack3 (5 8 2 4 7 1). -} - -_:bng_1571 { - [] rdf:value 6; :attack (5 8 2 4 7 1). -} - -_:bng_1572 { - (7 1) list:firstRest (7 (1)). - (4 1) math:sum 5 . - (6 5) :attack3 (1). -} - -_:bng_1573 { - (6 4) :attack3 (7 1). -} - -_:bng_1574 { - (4 7 1) list:firstRest (4 (7 1)). - (3 1) math:sum 4 . - (6 4) :attack3 (7 1). -} - -_:bng_1575 { - (6 3) :attack3 (4 7 1). -} - -_:bng_1576 { - (2 4 7 1) list:firstRest (2 (4 7 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 7 1). -} - -_:bng_1577 { - (6 2) :attack3 (2 4 7 1). -} - -_:bng_1578 { - (8 2 4 7 1) list:firstRest (8 (2 4 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 4 7 1). -} - -_:bng_1579 { - (6 1) :attack3 (8 2 4 7 1). -} - -_:bng_1580 { - [] rdf:value 6; :attack (8 2 4 7 1). -} - -_:bng_1581 { - (4 7 1) list:firstRest (4 (7 1)). - (4 1) math:difference 3. -} - -_:bng_1582 { - (3 1) :attack3 (4 7 1). -} - -_:bng_1583 { - [] rdf:value 3; :attack (4 7 1). -} - -_:bng_1584 { - (4 7 1) list:firstRest (4 (7 1)). - (4 1) math:sum 5. -} - -_:bng_1585 { - (5 1) :attack3 (4 7 1). -} - -_:bng_1586 { - [] rdf:value 5; :attack (4 7 1). -} - -_:bng_1587 { - (4 7 1) list:firstRest (4 (7 1)). - (4 2) math:difference 2. -} - -_:bng_1588 { - (2 2) :attack3 (4 7 1). -} - -_:bng_1589 { - (6 4 7 1) list:firstRest (6 (4 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1). -} - -_:bng_1590 { - (2 1) :attack3 (6 4 7 1). -} - -_:bng_1591 { - [] rdf:value 2; :attack (6 4 7 1). -} - -_:bng_1592 { - (3 6 4 7 1) list:firstRest (3 (6 4 7 1)). - (3 1) math:difference 2. -} - -_:bng_1593 { - (2 1) :attack3 (3 6 4 7 1). -} - -_:bng_1594 { - [] rdf:value 2; :attack (3 6 4 7 1). -} - -_:bng_1595 { - (7 1) list:firstRest (7 (1)). - (7 5) math:difference 2. -} - -_:bng_1596 { - (2 5) :attack3 (7 1). -} - -_:bng_1597 { - (4 7 1) list:firstRest (4 (7 1)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 1). -} - -_:bng_1598 { - (2 4) :attack3 (4 7 1). -} - -_:bng_1599 { - (6 4 7 1) list:firstRest (6 (4 7 1)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7 1). -} - -_:bng_1600 { - (2 3) :attack3 (6 4 7 1). -} - -_:bng_1601 { - (3 6 4 7 1) list:firstRest (3 (6 4 7 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (6 4 7 1). -} - -_:bng_1602 { - (2 2) :attack3 (3 6 4 7 1). -} - -_:bng_1603 { - (5 3 6 4 7 1) list:firstRest (5 (3 6 4 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 6 4 7 1). -} - -_:bng_1604 { - (2 1) :attack3 (5 3 6 4 7 1). -} - -_:bng_1605 { - [] rdf:value 2; :attack (5 3 6 4 7 1). -} - -_:bng_1606 { - (4 7 1) list:firstRest (4 (7 1)). - (4 4) math:sum 8. -} - -_:bng_1607 { - (8 4) :attack3 (4 7 1). -} - -_:bng_1608 { - (6 4 7 1) list:firstRest (6 (4 7 1)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 7 1). -} - -_:bng_1609 { - (8 3) :attack3 (6 4 7 1). -} - -_:bng_1610 { - (3 6 4 7 1) list:firstRest (3 (6 4 7 1)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4 7 1). -} - -_:bng_1611 { - (8 2) :attack3 (3 6 4 7 1). -} - -_:bng_1612 { - (5 3 6 4 7 1) list:firstRest (5 (3 6 4 7 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 6 4 7 1). -} - -_:bng_1613 { - (8 1) :attack3 (5 3 6 4 7 1). -} - -_:bng_1614 { - [] rdf:value 8; :attack (5 3 6 4 7 1). -} - -_:bng_1615 { - (6 4 7 1) list:firstRest (6 (4 7 1)). - (6 2) math:sum 8. -} - -_:bng_1616 { - (8 2) :attack3 (6 4 7 1). -} - -_:bng_1617 { - (3 6 4 7 1) list:firstRest (3 (6 4 7 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 7 1). -} - -_:bng_1618 { - (8 1) :attack3 (3 6 4 7 1). -} - -_:bng_1619 { - [] rdf:value 8; :attack (3 6 4 7 1). -} - -_:bng_1620 { - (6 4 7 1) list:firstRest (6 (4 7 1)). - (6 1) math:difference 5. -} - -_:bng_1621 { - (5 1) :attack3 (6 4 7 1). -} - -_:bng_1622 { - [] rdf:value 5; :attack (6 4 7 1). -} - -_:bng_1623 { - (2 8 6 4 7 1) list:firstRest (2 (8 6 4 7 1)). - (2 1) math:sum 3. -} - -_:bng_1624 { - (3 1) :attack3 (2 8 6 4 7 1). -} - -_:bng_1625 { - [] rdf:value 3; :attack (2 8 6 4 7 1). -} - -_:bng_1626 { - (3) list:select (3 ()). - (_:bng_17670 false true) log:ifThenElseIn (() 1). - (3 5 2 8 6 4 7 1) list:firstRest (3 (5 2 8 6 4 7 1)). - (() (3 5 2 8 6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1627 { - ((3) (5 2 8 6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1628 { - (3 5) list:select (5 (3)). - (_:bng_17671 false true) log:ifThenElseIn (() 1). - (5 2 8 6 4 7 1) list:firstRest (5 (2 8 6 4 7 1)). - ((3) (5 2 8 6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1629 { - ((3 5) (2 8 6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1630 { - (2 3 5) list:select (2 (3 5)). - (_:bng_17672 false true) log:ifThenElseIn (() 1). - (2 8 6 4 7 1) list:firstRest (2 (8 6 4 7 1)). - ((3 5) (2 8 6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1631 { - ((2 3 5) (8 6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1632 { - (2 3 5 8) list:select (8 (2 3 5)). - (_:bng_17673 false true) log:ifThenElseIn (() 1). - (8 6 4 7 1) list:firstRest (8 (6 4 7 1)). - ((2 3 5) (8 6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1633 { - ((2 3 5 8) (6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1634 { - (2 3 5 6 8) list:select (6 (2 3 5 8)). - (_:bng_17674 false true) log:ifThenElseIn (() 1). - (6 4 7 1) list:firstRest (6 (4 7 1)). - ((2 3 5 8) (6 4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1635 { - ((2 3 5 6 8) (4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1636 { - (2 3 4 5 6 8) list:select (4 (2 3 5 6 8)). - (_:bng_17675 false true) log:ifThenElseIn (() 1). - (4 7 1) list:firstRest (4 (7 1)). - ((2 3 5 6 8) (4 7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1637 { - ((2 3 4 5 6 8) (7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1638 { - (2 3 4 5 6 7 8) list:select (7 (2 3 4 5 6 8)). - (_:bng_17676 false true) log:ifThenElseIn (() 1). - (7 1) list:firstRest (7 (1)). - ((2 3 4 5 6 8) (7 1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1639 { - ((2 3 4 5 6 7 8) (1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1640 { - (1 2 3 4 5 6 7 8) list:select (1 (2 3 4 5 6 7 8)). - (_:bng_17662 false true) log:ifThenElseIn (() 1). - (1) list:firstRest (1 ()). - ((2 3 4 5 6 7 8) (1)) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1641 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1642 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 5 2 8 6 4 7 1). -} - -_:bng_1643 { - [] rdf:value 8; :queens (3 5 2 8 6 4 7 1). -} - -_:bng_1644 { - (6 4 7 1) list:firstRest (6 (4 7 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 7 1). -} - -_:bng_1645 { - (3 2) :attack3 (6 4 7 1). -} - -_:bng_1646 { - (8 6 4 7 1) list:firstRest (8 (6 4 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 4 7 1). -} - -_:bng_1647 { - (3 1) :attack3 (8 6 4 7 1). -} - -_:bng_1648 { - [] rdf:value 3; :attack (8 6 4 7 1). -} - -_:bng_1649 { - (8 6 4 7 1) list:firstRest (8 (6 4 7 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (6 4 7 1). -} - -_:bng_1650 { - (2 2) :attack3 (8 6 4 7 1). -} - -_:bng_1651 { - (5 8 6 4 7 1) list:firstRest (5 (8 6 4 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 6 4 7 1). -} - -_:bng_1652 { - (2 1) :attack3 (5 8 6 4 7 1). -} - -_:bng_1653 { - [] rdf:value 2; :attack (5 8 6 4 7 1). -} - -_:bng_1654 { - (6 4 7 1) list:firstRest (6 (4 7 1)). - (6 3) math:difference 3. -} - -_:bng_1655 { - (3 3) :attack3 (6 4 7 1). -} - -_:bng_1656 { - (8 6 4 7 1) list:firstRest (8 (6 4 7 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 4 7 1). -} - -_:bng_1657 { - (3 2) :attack3 (8 6 4 7 1). -} - -_:bng_1658 { - (5 8 6 4 7 1) list:firstRest (5 (8 6 4 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 4 7 1). -} - -_:bng_1659 { - (3 1) :attack3 (5 8 6 4 7 1). -} - -_:bng_1660 { - [] rdf:value 3; :attack (5 8 6 4 7 1). -} - -_:bng_1661 { - (8 4 7 1) list:firstRest (8 (4 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1). -} - -_:bng_1662 { - (2 1) :attack3 (8 4 7 1). -} - -_:bng_1663 { - [] rdf:value 2; :attack (8 4 7 1). -} - -_:bng_1664 { - (3 8 4 7 1) list:firstRest (3 (8 4 7 1)). - (3 1) math:difference 2. -} - -_:bng_1665 { - (2 1) :attack3 (3 8 4 7 1). -} - -_:bng_1666 { - [] rdf:value 2; :attack (3 8 4 7 1). -} - -_:bng_1667 { - (8 4 7 1) list:firstRest (8 (4 7 1)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7 1). -} - -_:bng_1668 { - (2 3) :attack3 (8 4 7 1). -} - -_:bng_1669 { - (3 8 4 7 1) list:firstRest (3 (8 4 7 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 4 7 1). -} - -_:bng_1670 { - (2 2) :attack3 (3 8 4 7 1). -} - -_:bng_1671 { - (5 3 8 4 7 1) list:firstRest (5 (3 8 4 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 4 7 1). -} - -_:bng_1672 { - (2 1) :attack3 (5 3 8 4 7 1). -} - -_:bng_1673 { - [] rdf:value 2; :attack (5 3 8 4 7 1). -} - -_:bng_1674 { - (5 3 8 4 7 1) list:firstRest (5 (3 8 4 7 1)). - (5 1) math:sum 6. -} - -_:bng_1675 { - (6 1) :attack3 (5 3 8 4 7 1). -} - -_:bng_1676 { - [] rdf:value 6; :attack (5 3 8 4 7 1). -} - -_:bng_1677 { - (8 4 7 1) list:firstRest (8 (4 7 1)). - (8 2) math:difference 6. -} - -_:bng_1678 { - (6 2) :attack3 (8 4 7 1). -} - -_:bng_1679 { - (3 8 4 7 1) list:firstRest (3 (8 4 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 7 1). -} - -_:bng_1680 { - (6 1) :attack3 (3 8 4 7 1). -} - -_:bng_1681 { - [] rdf:value 6; :attack (3 8 4 7 1). -} - -_:bng_1682 { - (8 4 7 1) list:firstRest (8 (4 7 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1). -} - -_:bng_1683 { - (5 1) :attack3 (8 4 7 1). -} - -_:bng_1684 { - [] rdf:value 5; :attack (8 4 7 1). -} - -_:bng_1685 { - (8 4 7 1) list:firstRest (8 (4 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 1). -} - -_:bng_1686 { - (6 1) :attack3 (8 4 7 1). -} - -_:bng_1687 { - [] rdf:value 6; :attack (8 4 7 1). -} - -_:bng_1688 { - (2 5 7 1) list:firstRest (2 (5 7 1)). - (2 1) math:sum 3. -} - -_:bng_1689 { - (3 1) :attack3 (2 5 7 1). -} - -_:bng_1690 { - [] rdf:value 3; :attack (2 5 7 1). -} - -_:bng_1691 { - (7 1) list:firstRest (7 (1)). - (7 3) math:difference 4. -} - -_:bng_1692 { - (4 3) :attack3 (7 1). -} - -_:bng_1693 { - (5 7 1) list:firstRest (5 (7 1)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 1). -} - -_:bng_1694 { - (4 2) :attack3 (5 7 1). -} - -_:bng_1695 { - (2 5 7 1) list:firstRest (2 (5 7 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1). -} - -_:bng_1696 { - (4 1) :attack3 (2 5 7 1). -} - -_:bng_1697 { - [] rdf:value 4; :attack (2 5 7 1). -} - -_:bng_1698 { - (5 7 1) list:firstRest (5 (7 1)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 1). -} - -_:bng_1699 { - (3 3) :attack3 (5 7 1). -} - -_:bng_1700 { - (2 5 7 1) list:firstRest (2 (5 7 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7 1). -} - -_:bng_1701 { - (3 2) :attack3 (2 5 7 1). -} - -_:bng_1702 { - (6 2 5 7 1) list:firstRest (6 (2 5 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7 1). -} - -_:bng_1703 { - (3 1) :attack3 (6 2 5 7 1). -} - -_:bng_1704 { - [] rdf:value 3; :attack (6 2 5 7 1). -} - -_:bng_1705 { - (2 5 7 1) list:firstRest (2 (5 7 1)). - (2 2) math:sum 4. -} - -_:bng_1706 { - (4 2) :attack3 (2 5 7 1). -} - -_:bng_1707 { - (6 2 5 7 1) list:firstRest (6 (2 5 7 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 7 1). -} - -_:bng_1708 { - (4 1) :attack3 (6 2 5 7 1). -} - -_:bng_1709 { - [] rdf:value 4; :attack (6 2 5 7 1). -} - -_:bng_1710 { - (5 7 1) list:firstRest (5 (7 1)). - (5 3) math:sum 8. -} - -_:bng_1711 { - (8 3) :attack3 (5 7 1). -} - -_:bng_1712 { - (2 5 7 1) list:firstRest (2 (5 7 1)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 1). -} - -_:bng_1713 { - (8 2) :attack3 (2 5 7 1). -} - -_:bng_1714 { - (6 2 5 7 1) list:firstRest (6 (2 5 7 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 7 1). -} - -_:bng_1715 { - (8 1) :attack3 (6 2 5 7 1). -} - -_:bng_1716 { - [] rdf:value 8; :attack (6 2 5 7 1). -} - -_:bng_1717 { - (8 2 5 7 1) list:firstRest (8 (2 5 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7 1). -} - -_:bng_1718 { - (3 1) :attack3 (8 2 5 7 1). -} - -_:bng_1719 { - [] rdf:value 3; :attack (8 2 5 7 1). -} - -_:bng_1720 { - (8 2 5 7 1) list:firstRest (8 (2 5 7 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 7 1). -} - -_:bng_1721 { - (4 1) :attack3 (8 2 5 7 1). -} - -_:bng_1722 { - [] rdf:value 4; :attack (8 2 5 7 1). -} - -_:bng_1723 { - (5 7 1) list:firstRest (5 (7 1)). - (3 1) math:sum 4 . - (6 4) :attack3 (7 1). -} - -_:bng_1724 { - (6 3) :attack3 (5 7 1). -} - -_:bng_1725 { - (2 5 7 1) list:firstRest (2 (5 7 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 7 1). -} - -_:bng_1726 { - (6 2) :attack3 (2 5 7 1). -} - -_:bng_1727 { - (8 2 5 7 1) list:firstRest (8 (2 5 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 7 1). -} - -_:bng_1728 { - (6 1) :attack3 (8 2 5 7 1). -} - -_:bng_1729 { - [] rdf:value 6; :attack (8 2 5 7 1). -} - -_:bng_1730 { - (3 5 7 1) list:firstRest (3 (5 7 1)). - (3 1) math:difference 2. -} - -_:bng_1731 { - (2 1) :attack3 (3 5 7 1). -} - -_:bng_1732 { - [] rdf:value 2; :attack (3 5 7 1). -} - -_:bng_1733 { - (3 5 7 1) list:firstRest (3 (5 7 1)). - (3 1) math:sum 4. -} - -_:bng_1734 { - (4 1) :attack3 (3 5 7 1). -} - -_:bng_1735 { - [] rdf:value 4; :attack (3 5 7 1). -} - -_:bng_1736 { - (5 7 1) list:firstRest (5 (7 1)). - (5 3) math:difference 2. -} - -_:bng_1737 { - (2 3) :attack3 (5 7 1). -} - -_:bng_1738 { - (3 5 7 1) list:firstRest (3 (5 7 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7 1). -} - -_:bng_1739 { - (2 2) :attack3 (3 5 7 1). -} - -_:bng_1740 { - (6 3 5 7 1) list:firstRest (6 (3 5 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7 1). -} - -_:bng_1741 { - (2 1) :attack3 (6 3 5 7 1). -} - -_:bng_1742 { - [] rdf:value 2; :attack (6 3 5 7 1). -} - -_:bng_1743 { - (5 7 1) list:firstRest (5 (7 1)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 1). -} - -_:bng_1744 { - (2 4) :attack3 (5 7 1). -} - -_:bng_1745 { - (3 5 7 1) list:firstRest (3 (5 7 1)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 7 1). -} - -_:bng_1746 { - (2 3) :attack3 (3 5 7 1). -} - -_:bng_1747 { - (6 3 5 7 1) list:firstRest (6 (3 5 7 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 5 7 1). -} - -_:bng_1748 { - (2 2) :attack3 (6 3 5 7 1). -} - -_:bng_1749 { - (4 6 3 5 7 1) list:firstRest (4 (6 3 5 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 3 5 7 1). -} - -_:bng_1750 { - (2 1) :attack3 (4 6 3 5 7 1). -} - -_:bng_1751 { - [] rdf:value 2; :attack (4 6 3 5 7 1). -} - -_:bng_1752 { - (6 3 5 7 1) list:firstRest (6 (3 5 7 1)). - (6 2) math:sum 8. -} - -_:bng_1753 { - (8 2) :attack3 (6 3 5 7 1). -} - -_:bng_1754 { - (4 6 3 5 7 1) list:firstRest (4 (6 3 5 7 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 5 7 1). -} - -_:bng_1755 { - (8 1) :attack3 (4 6 3 5 7 1). -} - -_:bng_1756 { - [] rdf:value 8; :attack (4 6 3 5 7 1). -} - -_:bng_1757 { - (3 5 7 1) list:firstRest (3 (5 7 1)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 1). -} - -_:bng_1758 { - (8 2) :attack3 (3 5 7 1). -} - -_:bng_1759 { - (6 3 5 7 1) list:firstRest (6 (3 5 7 1)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7 1). -} - -_:bng_1760 { - (8 1) :attack3 (6 3 5 7 1). -} - -_:bng_1761 { - [] rdf:value 8; :attack (6 3 5 7 1). -} - -_:bng_1762 { - (8 3 5 7 1) list:firstRest (8 (3 5 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7 1). -} - -_:bng_1763 { - (2 1) :attack3 (8 3 5 7 1). -} - -_:bng_1764 { - [] rdf:value 2; :attack (8 3 5 7 1). -} - -_:bng_1765 { - (8 3 5 7 1) list:firstRest (8 (3 5 7 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 5 7 1). -} - -_:bng_1766 { - (2 2) :attack3 (8 3 5 7 1). -} - -_:bng_1767 { - (4 8 3 5 7 1) list:firstRest (4 (8 3 5 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 3 5 7 1). -} - -_:bng_1768 { - (2 1) :attack3 (4 8 3 5 7 1). -} - -_:bng_1769 { - [] rdf:value 2; :attack (4 8 3 5 7 1). -} - -_:bng_1770 { - (8 3 5 7 1) list:firstRest (8 (3 5 7 1)). - (8 2) math:difference 6. -} - -_:bng_1771 { - (6 2) :attack3 (8 3 5 7 1). -} - -_:bng_1772 { - (4 8 3 5 7 1) list:firstRest (4 (8 3 5 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 5 7 1). -} - -_:bng_1773 { - (6 1) :attack3 (4 8 3 5 7 1). -} - -_:bng_1774 { - [] rdf:value 6; :attack (4 8 3 5 7 1). -} - -_:bng_1775 { - (3 5 7 1) list:firstRest (3 (5 7 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 7 1). -} - -_:bng_1776 { - (6 2) :attack3 (3 5 7 1). -} - -_:bng_1777 { - (8 3 5 7 1) list:firstRest (8 (3 5 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 5 7 1). -} - -_:bng_1778 { - (6 1) :attack3 (8 3 5 7 1). -} - -_:bng_1779 { - [] rdf:value 6; :attack (8 3 5 7 1). -} - -_:bng_1780 { - (5 7 1) list:firstRest (5 (7 1)). - (5 1) math:difference 4. -} - -_:bng_1781 { - (4 1) :attack3 (5 7 1). -} - -_:bng_1782 { - [] rdf:value 4; :attack (5 7 1). -} - -_:bng_1783 { - (5 7 1) list:firstRest (5 (7 1)). - (5 1) math:sum 6. -} - -_:bng_1784 { - (6 1) :attack3 (5 7 1). -} - -_:bng_1785 { - [] rdf:value 6; :attack (5 7 1). -} - -_:bng_1786 { - (2 8 5 7 1) list:firstRest (2 (8 5 7 1)). - (2 1) math:sum 3. -} - -_:bng_1787 { - (3 1) :attack3 (2 8 5 7 1). -} - -_:bng_1788 { - [] rdf:value 3; :attack (2 8 5 7 1). -} - -_:bng_1789 { - (4 2 8 5 7 1) list:firstRest (4 (2 8 5 7 1)). - (4 1) math:difference 3. -} - -_:bng_1790 { - (3 1) :attack3 (4 2 8 5 7 1). -} - -_:bng_1791 { - [] rdf:value 3; :attack (4 2 8 5 7 1). -} - -_:bng_1792 { - (3) list:select (3 ()). - (_:bng_17677 false true) log:ifThenElseIn (() 1). - (3 6 4 2 8 5 7 1) list:firstRest (3 (6 4 2 8 5 7 1)). - (() (3 6 4 2 8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1793 { - ((3) (6 4 2 8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1794 { - (3 6) list:select (6 (3)). - (_:bng_17678 false true) log:ifThenElseIn (() 1). - (6 4 2 8 5 7 1) list:firstRest (6 (4 2 8 5 7 1)). - ((3) (6 4 2 8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1795 { - ((3 6) (4 2 8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1796 { - (3 4 6) list:select (4 (3 6)). - (_:bng_17679 false true) log:ifThenElseIn (() 1). - (4 2 8 5 7 1) list:firstRest (4 (2 8 5 7 1)). - ((3 6) (4 2 8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1797 { - ((3 4 6) (2 8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1798 { - (2 3 4 6) list:select (2 (3 4 6)). - (_:bng_17680 false true) log:ifThenElseIn (() 1). - (2 8 5 7 1) list:firstRest (2 (8 5 7 1)). - ((3 4 6) (2 8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1799 { - ((2 3 4 6) (8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1800 { - (2 3 4 6 8) list:select (8 (2 3 4 6)). - (_:bng_17681 false true) log:ifThenElseIn (() 1). - (8 5 7 1) list:firstRest (8 (5 7 1)). - ((2 3 4 6) (8 5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1801 { - ((2 3 4 6 8) (5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1802 { - (2 3 4 5 6 8) list:select (5 (2 3 4 6 8)). - (_:bng_17682 false true) log:ifThenElseIn (() 1). - (5 7 1) list:firstRest (5 (7 1)). - ((2 3 4 6 8) (5 7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1803 { - ((2 3 4 5 6 8) (7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1804 { - (2 3 4 5 6 7 8) list:select (7 (2 3 4 5 6 8)). - (_:bng_17676 false true) log:ifThenElseIn (() 1). - (7 1) list:firstRest (7 (1)). - ((2 3 4 5 6 8) (7 1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1805 { - ((2 3 4 5 6 7 8) (1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1806 { - (1 2 3 4 5 6 7 8) list:select (1 (2 3 4 5 6 7 8)). - (_:bng_17662 false true) log:ifThenElseIn (() 1). - (1) list:firstRest (1 ()). - ((2 3 4 5 6 7 8) (1)) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1807 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1808 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 4 2 8 5 7 1). -} - -_:bng_1809 { - [] rdf:value 8; :queens (3 6 4 2 8 5 7 1). -} - -_:bng_1810 { - (8 5 7 1) list:firstRest (8 (5 7 1)). - (8 2) math:difference 6. -} - -_:bng_1811 { - (6 2) :attack3 (8 5 7 1). -} - -_:bng_1812 { - (2 8 5 7 1) list:firstRest (2 (8 5 7 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 7 1). -} - -_:bng_1813 { - (6 1) :attack3 (2 8 5 7 1). -} - -_:bng_1814 { - [] rdf:value 6; :attack (2 8 5 7 1). -} - -_:bng_1815 { - (5 7 1) list:firstRest (5 (7 1)). - (5 2) math:difference 3. -} - -_:bng_1816 { - (3 2) :attack3 (5 7 1). -} - -_:bng_1817 { - (8 5 7 1) list:firstRest (8 (5 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 1). -} - -_:bng_1818 { - (3 1) :attack3 (8 5 7 1). -} - -_:bng_1819 { - [] rdf:value 3; :attack (8 5 7 1). -} - -_:bng_1820 { - (8 5 7 1) list:firstRest (8 (5 7 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1). -} - -_:bng_1821 { - (4 1) :attack3 (8 5 7 1). -} - -_:bng_1822 { - [] rdf:value 4; :attack (8 5 7 1). -} - -_:bng_1823 { - (8 5 7 1) list:firstRest (8 (5 7 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7 1). -} - -_:bng_1824 { - (2 2) :attack3 (8 5 7 1). -} - -_:bng_1825 { - (6 8 5 7 1) list:firstRest (6 (8 5 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 7 1). -} - -_:bng_1826 { - (2 1) :attack3 (6 8 5 7 1). -} - -_:bng_1827 { - [] rdf:value 2; :attack (6 8 5 7 1). -} - -_:bng_1828 { - (8 5 7 1) list:firstRest (8 (5 7 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7 1). -} - -_:bng_1829 { - (3 2) :attack3 (8 5 7 1). -} - -_:bng_1830 { - (6 8 5 7 1) list:firstRest (6 (8 5 7 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 5 7 1). -} - -_:bng_1831 { - (3 1) :attack3 (6 8 5 7 1). -} - -_:bng_1832 { - [] rdf:value 3; :attack (6 8 5 7 1). -} - -_:bng_1833 { - (8 5 7 1) list:firstRest (8 (5 7 1)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 7 1). -} - -_:bng_1834 { - (2 3) :attack3 (8 5 7 1). -} - -_:bng_1835 { - (6 8 5 7 1) list:firstRest (6 (8 5 7 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 5 7 1). -} - -_:bng_1836 { - (2 2) :attack3 (6 8 5 7 1). -} - -_:bng_1837 { - (4 6 8 5 7 1) list:firstRest (4 (6 8 5 7 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 8 5 7 1). -} - -_:bng_1838 { - (2 1) :attack3 (4 6 8 5 7 1). -} - -_:bng_1839 { - [] rdf:value 2; :attack (4 6 8 5 7 1). -} - -_:bng_1840 { - (4 6 8 5 7 1) list:firstRest (4 (6 8 5 7 1)). - (4 1) math:difference 3. -} - -_:bng_1841 { - (3 1) :attack3 (4 6 8 5 7 1). -} - -_:bng_1842 { - [] rdf:value 3; :attack (4 6 8 5 7 1). -} - -_:bng_1843 { - (7 1) list:firstRest (7 (1)). - (7 1) math:difference 6. -} - -_:bng_1844 { - (6 1) :attack3 (7 1). -} - -_:bng_1845 { - [] rdf:value 6; :attack (7 1). -} - -_:bng_1846 { - (7 1) list:firstRest (7 (1)). - (7 1) math:sum 8. -} - -_:bng_1847 { - (8 1) :attack3 (7 1). -} - -_:bng_1848 { - [] rdf:value 8; :attack (7 1). -} - -_:bng_1849 { - (2 8 1) list:firstRest (2 (8 1)). - (2 1) math:sum 3. -} - -_:bng_1850 { - (3 1) :attack3 (2 8 1). -} - -_:bng_1851 { - [] rdf:value 3; :attack (2 8 1). -} - -_:bng_1852 { - (8 1) list:firstRest (8 (1)). - (2 1) math:sum 3 . - (4 3) :attack3 (1). -} - -_:bng_1853 { - (4 2) :attack3 (8 1). -} - -_:bng_1854 { - (2 8 1) list:firstRest (2 (8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1). -} - -_:bng_1855 { - (4 1) :attack3 (2 8 1). -} - -_:bng_1856 { - [] rdf:value 4; :attack (2 8 1). -} - -_:bng_1857 { - (3 5 2 8 1) list:firstRest (3 (5 2 8 1)). - (3 1) math:sum 4. -} - -_:bng_1858 { - (4 1) :attack3 (3 5 2 8 1). -} - -_:bng_1859 { - [] rdf:value 4; :attack (3 5 2 8 1). -} - -_:bng_1860 { - (8 1) list:firstRest (8 (1)). - (4 1) math:sum 5 . - (6 5) :attack3 (1). -} - -_:bng_1861 { - (6 4) :attack3 (8 1). -} - -_:bng_1862 { - (2 8 1) list:firstRest (2 (8 1)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1). -} - -_:bng_1863 { - (6 3) :attack3 (2 8 1). -} - -_:bng_1864 { - (5 2 8 1) list:firstRest (5 (2 8 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (2 8 1). -} - -_:bng_1865 { - (6 2) :attack3 (5 2 8 1). -} - -_:bng_1866 { - (3 5 2 8 1) list:firstRest (3 (5 2 8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 2 8 1). -} - -_:bng_1867 { - (6 1) :attack3 (3 5 2 8 1). -} - -_:bng_1868 { - [] rdf:value 6; :attack (3 5 2 8 1). -} - -_:bng_1869 { - (5 2 8 1) list:firstRest (5 (2 8 1)). - (5 2) math:sum 7. -} - -_:bng_1870 { - (7 2) :attack3 (5 2 8 1). -} - -_:bng_1871 { - (3 5 2 8 1) list:firstRest (3 (5 2 8 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8 1). -} - -_:bng_1872 { - (7 1) :attack3 (3 5 2 8 1). -} - -_:bng_1873 { - [] rdf:value 7; :attack (3 5 2 8 1). -} - -_:bng_1874 { - (5 2 8 1) list:firstRest (5 (2 8 1)). - (5 1) math:difference 4. -} - -_:bng_1875 { - (4 1) :attack3 (5 2 8 1). -} - -_:bng_1876 { - [] rdf:value 4; :attack (5 2 8 1). -} - -_:bng_1877 { - (5 2 8 1) list:firstRest (5 (2 8 1)). - (5 1) math:sum 6. -} - -_:bng_1878 { - (6 1) :attack3 (5 2 8 1). -} - -_:bng_1879 { - [] rdf:value 6; :attack (5 2 8 1). -} - -_:bng_1880 { - (5 2 8 1) list:firstRest (5 (2 8 1)). - (5 2) math:difference 3. -} - -_:bng_1881 { - (3 2) :attack3 (5 2 8 1). -} - -_:bng_1882 { - (7 5 2 8 1) list:firstRest (7 (5 2 8 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 8 1). -} - -_:bng_1883 { - (3 1) :attack3 (7 5 2 8 1). -} - -_:bng_1884 { - [] rdf:value 3; :attack (7 5 2 8 1). -} - -_:bng_1885 { - (8 1) list:firstRest (8 (1)). - (8 4) math:difference 4. -} - -_:bng_1886 { - (4 4) :attack3 (8 1). -} - -_:bng_1887 { - (2 8 1) list:firstRest (2 (8 1)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 1). -} - -_:bng_1888 { - (4 3) :attack3 (2 8 1). -} - -_:bng_1889 { - (5 2 8 1) list:firstRest (5 (2 8 1)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8 1). -} - -_:bng_1890 { - (4 2) :attack3 (5 2 8 1). -} - -_:bng_1891 { - (7 5 2 8 1) list:firstRest (7 (5 2 8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8 1). -} - -_:bng_1892 { - (4 1) :attack3 (7 5 2 8 1). -} - -_:bng_1893 { - [] rdf:value 4; :attack (7 5 2 8 1). -} - -_:bng_1894 { - (7 5 2 8 1) list:firstRest (7 (5 2 8 1)). - (7 1) math:difference 6. -} - -_:bng_1895 { - (6 1) :attack3 (7 5 2 8 1). -} - -_:bng_1896 { - [] rdf:value 6; :attack (7 5 2 8 1). -} - -_:bng_1897 { - (8 1) list:firstRest (8 (1)). - (8 2) math:difference 6. -} - -_:bng_1898 { - (6 2) :attack3 (8 1). -} - -_:bng_1899 { - (2 8 1) list:firstRest (2 (8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1). -} - -_:bng_1900 { - (6 1) :attack3 (2 8 1). -} - -_:bng_1901 { - [] rdf:value 6; :attack (2 8 1). -} - -_:bng_1902 { - (3 7 2 8 1) list:firstRest (3 (7 2 8 1)). - (3 1) math:sum 4. -} - -_:bng_1903 { - (4 1) :attack3 (3 7 2 8 1). -} - -_:bng_1904 { - [] rdf:value 4; :attack (3 7 2 8 1). -} - -_:bng_1905 { - (7 2 8 1) list:firstRest (7 (2 8 1)). - (7 2) math:difference 5. -} - -_:bng_1906 { - (5 2) :attack3 (7 2 8 1). -} - -_:bng_1907 { - (3 7 2 8 1) list:firstRest (3 (7 2 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8 1). -} - -_:bng_1908 { - (5 1) :attack3 (3 7 2 8 1). -} - -_:bng_1909 { - [] rdf:value 5; :attack (3 7 2 8 1). -} - -_:bng_1910 { - (7 2 8 1) list:firstRest (7 (2 8 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (2 8 1). -} - -_:bng_1911 { - (6 2) :attack3 (7 2 8 1). -} - -_:bng_1912 { - (3 7 2 8 1) list:firstRest (3 (7 2 8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 2 8 1). -} - -_:bng_1913 { - (6 1) :attack3 (3 7 2 8 1). -} - -_:bng_1914 { - [] rdf:value 6; :attack (3 7 2 8 1). -} - -_:bng_1915 { - (2 8 1) list:firstRest (2 (8 1)). - (2 2) math:sum 4. -} - -_:bng_1916 { - (4 2) :attack3 (2 8 1). -} - -_:bng_1917 { - (7 2 8 1) list:firstRest (7 (2 8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 8 1). -} - -_:bng_1918 { - (4 1) :attack3 (7 2 8 1). -} - -_:bng_1919 { - [] rdf:value 4; :attack (7 2 8 1). -} - -_:bng_1920 { - (8 1) list:firstRest (8 (1)). - (8 3) math:difference 5. -} - -_:bng_1921 { - (5 3) :attack3 (8 1). -} - -_:bng_1922 { - (2 8 1) list:firstRest (2 (8 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1). -} - -_:bng_1923 { - (5 2) :attack3 (2 8 1). -} - -_:bng_1924 { - (7 2 8 1) list:firstRest (7 (2 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8 1). -} - -_:bng_1925 { - (5 1) :attack3 (7 2 8 1). -} - -_:bng_1926 { - [] rdf:value 5; :attack (7 2 8 1). -} - -_:bng_1927 { - (7 2 8 1) list:firstRest (7 (2 8 1)). - (7 1) math:difference 6. -} - -_:bng_1928 { - (6 1) :attack3 (7 2 8 1). -} - -_:bng_1929 { - [] rdf:value 6; :attack (7 2 8 1). -} - -_:bng_1930 { - (8 1) list:firstRest (8 (1)). - (1 1) math:sum 2 . - (3 2) :attack3 (1). -} - -_:bng_1931 { - (3 1) :attack3 (8 1). -} - -_:bng_1932 { - [] rdf:value 3; :attack (8 1). -} - -_:bng_1933 { - (2 4 8 1) list:firstRest (2 (4 8 1)). - (2 1) math:sum 3. -} - -_:bng_1934 { - (3 1) :attack3 (2 4 8 1). -} - -_:bng_1935 { - [] rdf:value 3; :attack (2 4 8 1). -} - -_:bng_1936 { - (4 8 1) list:firstRest (4 (8 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1). -} - -_:bng_1937 { - (5 2) :attack3 (4 8 1). -} - -_:bng_1938 { - (2 4 8 1) list:firstRest (2 (4 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8 1). -} - -_:bng_1939 { - (5 1) :attack3 (2 4 8 1). -} - -_:bng_1940 { - [] rdf:value 5; :attack (2 4 8 1). -} - -_:bng_1941 { - (4 8 1) list:firstRest (4 (8 1)). - (4 2) math:sum 6. -} - -_:bng_1942 { - (6 2) :attack3 (4 8 1). -} - -_:bng_1943 { - (2 4 8 1) list:firstRest (2 (4 8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 1). -} - -_:bng_1944 { - (6 1) :attack3 (2 4 8 1). -} - -_:bng_1945 { - [] rdf:value 6; :attack (2 4 8 1). -} - -_:bng_1946 { - (7 2 4 8 1) list:firstRest (7 (2 4 8 1)). - (7 2) math:difference 5. -} - -_:bng_1947 { - (5 2) :attack3 (7 2 4 8 1). -} - -_:bng_1948 { - (3 7 2 4 8 1) list:firstRest (3 (7 2 4 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 4 8 1). -} - -_:bng_1949 { - (5 1) :attack3 (3 7 2 4 8 1). -} - -_:bng_1950 { - [] rdf:value 5; :attack (3 7 2 4 8 1). -} - -_:bng_1951 { - (6 3 7 2 4 8 1) list:firstRest (6 (3 7 2 4 8 1)). - (6 1) math:difference 5. -} - -_:bng_1952 { - (5 1) :attack3 (6 3 7 2 4 8 1). -} - -_:bng_1953 { - [] rdf:value 5; :attack (6 3 7 2 4 8 1). -} - -_:bng_1954 { - (8 1) list:firstRest (8 (1)). - (8 5) math:difference 3. -} - -_:bng_1955 { - (3 5) :attack3 (8 1). -} - -_:bng_1956 { - (4 8 1) list:firstRest (4 (8 1)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 1). -} - -_:bng_1957 { - (3 4) :attack3 (4 8 1). -} - -_:bng_1958 { - (2 4 8 1) list:firstRest (2 (4 8 1)). - (3 1) math:sum 4 . - (3 4) :attack3 (4 8 1). -} - -_:bng_1959 { - (3 3) :attack3 (2 4 8 1). -} - -_:bng_1960 { - (7 2 4 8 1) list:firstRest (7 (2 4 8 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 4 8 1). -} - -_:bng_1961 { - (3 2) :attack3 (7 2 4 8 1). -} - -_:bng_1962 { - (5 7 2 4 8 1) list:firstRest (5 (7 2 4 8 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 2 4 8 1). -} - -_:bng_1963 { - (3 1) :attack3 (5 7 2 4 8 1). -} - -_:bng_1964 { - [] rdf:value 3; :attack (5 7 2 4 8 1). -} - -_:bng_1965 { - (5 7 2 4 8 1) list:firstRest (5 (7 2 4 8 1)). - (5 1) math:sum 6. -} - -_:bng_1966 { - (6 1) :attack3 (5 7 2 4 8 1). -} - -_:bng_1967 { - [] rdf:value 6; :attack (5 7 2 4 8 1). -} - -_:bng_1968 { - (7 2 4 8 1) list:firstRest (7 (2 4 8 1)). - (7 1) math:difference 6. -} - -_:bng_1969 { - (6 1) :attack3 (7 2 4 8 1). -} - -_:bng_1970 { - [] rdf:value 6; :attack (7 2 4 8 1). -} - -_:bng_1971 { - (4 8 1) list:firstRest (4 (8 1)). - (4 1) math:difference 3. -} - -_:bng_1972 { - (3 1) :attack3 (4 8 1). -} - -_:bng_1973 { - [] rdf:value 3; :attack (4 8 1). -} - -_:bng_1974 { - (4 8 1) list:firstRest (4 (8 1)). - (4 1) math:sum 5. -} - -_:bng_1975 { - (5 1) :attack3 (4 8 1). -} - -_:bng_1976 { - [] rdf:value 5; :attack (4 8 1). -} - -_:bng_1977 { - (4 8 1) list:firstRest (4 (8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1). -} - -_:bng_1978 { - (6 1) :attack3 (4 8 1). -} - -_:bng_1979 { - [] rdf:value 6; :attack (4 8 1). -} - -_:bng_1980 { - (4 8 1) list:firstRest (4 (8 1)). - (4 2) math:difference 2. -} - -_:bng_1981 { - (2 2) :attack3 (4 8 1). -} - -_:bng_1982 { - (7 4 8 1) list:firstRest (7 (4 8 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 8 1). -} - -_:bng_1983 { - (2 1) :attack3 (7 4 8 1). -} - -_:bng_1984 { - [] rdf:value 2; :attack (7 4 8 1). -} - -_:bng_1985 { - (3 7 4 8 1) list:firstRest (3 (7 4 8 1)). - (3 1) math:difference 2. -} - -_:bng_1986 { - (2 1) :attack3 (3 7 4 8 1). -} - -_:bng_1987 { - [] rdf:value 2; :attack (3 7 4 8 1). -} - -_:bng_1988 { - (7 4 8 1) list:firstRest (7 (4 8 1)). - (7 2) math:difference 5. -} - -_:bng_1989 { - (5 2) :attack3 (7 4 8 1). -} - -_:bng_1990 { - (3 7 4 8 1) list:firstRest (3 (7 4 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 8 1). -} - -_:bng_1991 { - (5 1) :attack3 (3 7 4 8 1). -} - -_:bng_1992 { - [] rdf:value 5; :attack (3 7 4 8 1). -} - -_:bng_1993 { - (4 8 1) list:firstRest (4 (8 1)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1). -} - -_:bng_1994 { - (6 3) :attack3 (4 8 1). -} - -_:bng_1995 { - (7 4 8 1) list:firstRest (7 (4 8 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 8 1). -} - -_:bng_1996 { - (6 2) :attack3 (7 4 8 1). -} - -_:bng_1997 { - (3 7 4 8 1) list:firstRest (3 (7 4 8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 8 1). -} - -_:bng_1998 { - (6 1) :attack3 (3 7 4 8 1). -} - -_:bng_1999 { - [] rdf:value 6; :attack (3 7 4 8 1). -} - -_:bng_2000 { - (7 4 8 1) list:firstRest (7 (4 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8 1). -} - -_:bng_2001 { - (5 1) :attack3 (7 4 8 1). -} - -_:bng_2002 { - [] rdf:value 5; :attack (7 4 8 1). -} - -_:bng_2003 { - (7 4 8 1) list:firstRest (7 (4 8 1)). - (7 1) math:difference 6. -} - -_:bng_2004 { - (6 1) :attack3 (7 4 8 1). -} - -_:bng_2005 { - [] rdf:value 6; :attack (7 4 8 1). -} - -_:bng_2006 { - (2 5 8 1) list:firstRest (2 (5 8 1)). - (2 1) math:sum 3. -} - -_:bng_2007 { - (3 1) :attack3 (2 5 8 1). -} - -_:bng_2008 { - [] rdf:value 3; :attack (2 5 8 1). -} - -_:bng_2009 { - (4 2 5 8 1) list:firstRest (4 (2 5 8 1)). - (4 1) math:difference 3. -} - -_:bng_2010 { - (3 1) :attack3 (4 2 5 8 1). -} - -_:bng_2011 { - [] rdf:value 3; :attack (4 2 5 8 1). -} - -_:bng_2012 { - (5 8 1) list:firstRest (5 (8 1)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1). -} - -_:bng_2013 { - (6 3) :attack3 (5 8 1). -} - -_:bng_2014 { - (2 5 8 1) list:firstRest (2 (5 8 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 8 1). -} - -_:bng_2015 { - (6 2) :attack3 (2 5 8 1). -} - -_:bng_2016 { - (4 2 5 8 1) list:firstRest (4 (2 5 8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 8 1). -} - -_:bng_2017 { - (6 1) :attack3 (4 2 5 8 1). -} - -_:bng_2018 { - [] rdf:value 6; :attack (4 2 5 8 1). -} - -_:bng_2019 { - (5 8 1) list:firstRest (5 (8 1)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 1). -} - -_:bng_2020 { - (3 4) :attack3 (5 8 1). -} - -_:bng_2021 { - (2 5 8 1) list:firstRest (2 (5 8 1)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8 1). -} - -_:bng_2022 { - (3 3) :attack3 (2 5 8 1). -} - -_:bng_2023 { - (4 2 5 8 1) list:firstRest (4 (2 5 8 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 5 8 1). -} - -_:bng_2024 { - (3 2) :attack3 (4 2 5 8 1). -} - -_:bng_2025 { - (7 4 2 5 8 1) list:firstRest (7 (4 2 5 8 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 5 8 1). -} - -_:bng_2026 { - (3 1) :attack3 (7 4 2 5 8 1). -} - -_:bng_2027 { - [] rdf:value 3; :attack (7 4 2 5 8 1). -} - -_:bng_2028 { - (7 4 2 5 8 1) list:firstRest (7 (4 2 5 8 1)). - (7 1) math:difference 6. -} - -_:bng_2029 { - (6 1) :attack3 (7 4 2 5 8 1). -} - -_:bng_2030 { - [] rdf:value 6; :attack (7 4 2 5 8 1). -} - -_:bng_2031 { - (3 6 2 5 8 1) list:firstRest (3 (6 2 5 8 1)). - (3 1) math:sum 4. -} - -_:bng_2032 { - (4 1) :attack3 (3 6 2 5 8 1). -} - -_:bng_2033 { - [] rdf:value 4; :attack (3 6 2 5 8 1). -} - -_:bng_2034 { - (8 1) list:firstRest (8 (1)). - (5 1) math:sum 6 . - (7 6) :attack3 (1). -} - -_:bng_2035 { - (7 5) :attack3 (8 1). -} - -_:bng_2036 { - (5 8 1) list:firstRest (5 (8 1)). - (4 1) math:sum 5 . - (7 5) :attack3 (8 1). -} - -_:bng_2037 { - (7 4) :attack3 (5 8 1). -} - -_:bng_2038 { - (2 5 8 1) list:firstRest (2 (5 8 1)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 8 1). -} - -_:bng_2039 { - (7 3) :attack3 (2 5 8 1). -} - -_:bng_2040 { - (6 2 5 8 1) list:firstRest (6 (2 5 8 1)). - (2 1) math:sum 3 . - (7 3) :attack3 (2 5 8 1). -} - -_:bng_2041 { - (7 2) :attack3 (6 2 5 8 1). -} - -_:bng_2042 { - (3 6 2 5 8 1) list:firstRest (3 (6 2 5 8 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 2 5 8 1). -} - -_:bng_2043 { - (7 1) :attack3 (3 6 2 5 8 1). -} - -_:bng_2044 { - [] rdf:value 7; :attack (3 6 2 5 8 1). -} - -_:bng_2045 { - (2 5 8 1) list:firstRest (2 (5 8 1)). - (2 2) math:sum 4. -} - -_:bng_2046 { - (4 2) :attack3 (2 5 8 1). -} - -_:bng_2047 { - (6 2 5 8 1) list:firstRest (6 (2 5 8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 8 1). -} - -_:bng_2048 { - (4 1) :attack3 (6 2 5 8 1). -} - -_:bng_2049 { - [] rdf:value 4; :attack (6 2 5 8 1). -} - -_:bng_2050 { - (6 2 5 8 1) list:firstRest (6 (2 5 8 1)). - (6 1) math:sum 7. -} - -_:bng_2051 { - (7 1) :attack3 (6 2 5 8 1). -} - -_:bng_2052 { - [] rdf:value 7; :attack (6 2 5 8 1). -} - -_:bng_2053 { - (5 8 1) list:firstRest (5 (8 1)). - (5 2) math:sum 7. -} - -_:bng_2054 { - (7 2) :attack3 (5 8 1). -} - -_:bng_2055 { - (2 5 8 1) list:firstRest (2 (5 8 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1). -} - -_:bng_2056 { - (7 1) :attack3 (2 5 8 1). -} - -_:bng_2057 { - [] rdf:value 7; :attack (2 5 8 1). -} - -_:bng_2058 { - (3 5 8 1) list:firstRest (3 (5 8 1)). - (3 1) math:difference 2. -} - -_:bng_2059 { - (2 1) :attack3 (3 5 8 1). -} - -_:bng_2060 { - [] rdf:value 2; :attack (3 5 8 1). -} - -_:bng_2061 { - (3 5 8 1) list:firstRest (3 (5 8 1)). - (3 1) math:sum 4. -} - -_:bng_2062 { - (4 1) :attack3 (3 5 8 1). -} - -_:bng_2063 { - [] rdf:value 4; :attack (3 5 8 1). -} - -_:bng_2064 { - (5 8 1) list:firstRest (5 (8 1)). - (5 3) math:difference 2. -} - -_:bng_2065 { - (2 3) :attack3 (5 8 1). -} - -_:bng_2066 { - (3 5 8 1) list:firstRest (3 (5 8 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 1). -} - -_:bng_2067 { - (2 2) :attack3 (3 5 8 1). -} - -_:bng_2068 { - (6 3 5 8 1) list:firstRest (6 (3 5 8 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 8 1). -} - -_:bng_2069 { - (2 1) :attack3 (6 3 5 8 1). -} - -_:bng_2070 { - [] rdf:value 2; :attack (6 3 5 8 1). -} - -_:bng_2071 { - (5 8 1) list:firstRest (5 (8 1)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 1). -} - -_:bng_2072 { - (4 3) :attack3 (5 8 1). -} - -_:bng_2073 { - (3 5 8 1) list:firstRest (3 (5 8 1)). - (2 1) math:sum 3 . - (4 3) :attack3 (5 8 1). -} - -_:bng_2074 { - (4 2) :attack3 (3 5 8 1). -} - -_:bng_2075 { - (6 3 5 8 1) list:firstRest (6 (3 5 8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 5 8 1). -} - -_:bng_2076 { - (4 1) :attack3 (6 3 5 8 1). -} - -_:bng_2077 { - [] rdf:value 4; :attack (6 3 5 8 1). -} - -_:bng_2078 { - (6 3 5 8 1) list:firstRest (6 (3 5 8 1)). - (6 1) math:sum 7. -} - -_:bng_2079 { - (7 1) :attack3 (6 3 5 8 1). -} - -_:bng_2080 { - [] rdf:value 7; :attack (6 3 5 8 1). -} - -_:bng_2081 { - (3 5 8 1) list:firstRest (3 (5 8 1)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1). -} - -_:bng_2082 { - (7 1) :attack3 (3 5 8 1). -} - -_:bng_2083 { - [] rdf:value 7; :attack (3 5 8 1). -} - -_:bng_2084 { - (5 8 1) list:firstRest (5 (8 1)). - (5 1) math:difference 4. -} - -_:bng_2085 { - (4 1) :attack3 (5 8 1). -} - -_:bng_2086 { - [] rdf:value 4; :attack (5 8 1). -} - -_:bng_2087 { - (5 8 1) list:firstRest (5 (8 1)). - (5 1) math:sum 6. -} - -_:bng_2088 { - (6 1) :attack3 (5 8 1). -} - -_:bng_2089 { - [] rdf:value 6; :attack (5 8 1). -} - -_:bng_2090 { - (2 7 5 8 1) list:firstRest (2 (7 5 8 1)). - (2 1) math:sum 3. -} - -_:bng_2091 { - (3 1) :attack3 (2 7 5 8 1). -} - -_:bng_2092 { - [] rdf:value 3; :attack (2 7 5 8 1). -} - -_:bng_2093 { - (7 5 8 1) list:firstRest (7 (5 8 1)). - (2 1) math:sum 3 . - (4 3) :attack3 (5 8 1). -} - -_:bng_2094 { - (4 2) :attack3 (7 5 8 1). -} - -_:bng_2095 { - (2 7 5 8 1) list:firstRest (2 (7 5 8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 5 8 1). -} - -_:bng_2096 { - (4 1) :attack3 (2 7 5 8 1). -} - -_:bng_2097 { - [] rdf:value 4; :attack (2 7 5 8 1). -} - -_:bng_2098 { - (7 5 8 1) list:firstRest (7 (5 8 1)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 8 1). -} - -_:bng_2099 { - (6 2) :attack3 (7 5 8 1). -} - -_:bng_2100 { - (2 7 5 8 1) list:firstRest (2 (7 5 8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 5 8 1). -} - -_:bng_2101 { - (6 1) :attack3 (2 7 5 8 1). -} - -_:bng_2102 { - [] rdf:value 6; :attack (2 7 5 8 1). -} - -_:bng_2103 { - (5 8 1) list:firstRest (5 (8 1)). - (5 2) math:difference 3. -} - -_:bng_2104 { - (3 2) :attack3 (5 8 1). -} - -_:bng_2105 { - (7 5 8 1) list:firstRest (7 (5 8 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 1). -} - -_:bng_2106 { - (3 1) :attack3 (7 5 8 1). -} - -_:bng_2107 { - [] rdf:value 3; :attack (7 5 8 1). -} - -_:bng_2108 { - (7 5 8 1) list:firstRest (7 (5 8 1)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 1). -} - -_:bng_2109 { - (2 2) :attack3 (7 5 8 1). -} - -_:bng_2110 { - (4 7 5 8 1) list:firstRest (4 (7 5 8 1)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 8 1). -} - -_:bng_2111 { - (2 1) :attack3 (4 7 5 8 1). -} - -_:bng_2112 { - [] rdf:value 2; :attack (4 7 5 8 1). -} - -_:bng_2113 { - (4 7 5 8 1) list:firstRest (4 (7 5 8 1)). - (4 1) math:difference 3. -} - -_:bng_2114 { - (3 1) :attack3 (4 7 5 8 1). -} - -_:bng_2115 { - [] rdf:value 3; :attack (4 7 5 8 1). -} - -_:bng_2116 { - (4 7 5 8 1) list:firstRest (4 (7 5 8 1)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 5 8 1). -} - -_:bng_2117 { - (6 1) :attack3 (4 7 5 8 1). -} - -_:bng_2118 { - [] rdf:value 6; :attack (4 7 5 8 1). -} - -_:bng_2119 { - (7 5 8 1) list:firstRest (7 (5 8 1)). - (7 1) math:difference 6. -} - -_:bng_2120 { - (6 1) :attack3 (7 5 8 1). -} - -_:bng_2121 { - [] rdf:value 6; :attack (7 5 8 1). -} - -_:bng_2122 { - (2 6 8 1) list:firstRest (2 (6 8 1)). - (2 1) math:sum 3. -} - -_:bng_2123 { - (3 1) :attack3 (2 6 8 1). -} - -_:bng_2124 { - [] rdf:value 3; :attack (2 6 8 1). -} - -_:bng_2125 { - (6 8 1) list:firstRest (6 (8 1)). - (6 2) math:difference 4. -} - -_:bng_2126 { - (4 2) :attack3 (6 8 1). -} - -_:bng_2127 { - (2 6 8 1) list:firstRest (2 (6 8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 1). -} - -_:bng_2128 { - (4 1) :attack3 (2 6 8 1). -} - -_:bng_2129 { - [] rdf:value 4; :attack (2 6 8 1). -} - -_:bng_2130 { - (6 8 1) list:firstRest (6 (8 1)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1). -} - -_:bng_2131 { - (5 2) :attack3 (6 8 1). -} - -_:bng_2132 { - (2 6 8 1) list:firstRest (2 (6 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 1). -} - -_:bng_2133 { - (5 1) :attack3 (2 6 8 1). -} - -_:bng_2134 { - [] rdf:value 5; :attack (2 6 8 1). -} - -_:bng_2135 { - (6 8 1) list:firstRest (6 (8 1)). - (6 3) math:difference 3. -} - -_:bng_2136 { - (3 3) :attack3 (6 8 1). -} - -_:bng_2137 { - (2 6 8 1) list:firstRest (2 (6 8 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8 1). -} - -_:bng_2138 { - (3 2) :attack3 (2 6 8 1). -} - -_:bng_2139 { - (7 2 6 8 1) list:firstRest (7 (2 6 8 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 8 1). -} - -_:bng_2140 { - (3 1) :attack3 (7 2 6 8 1). -} - -_:bng_2141 { - [] rdf:value 3; :attack (7 2 6 8 1). -} - -_:bng_2142 { - (2 6 8 1) list:firstRest (2 (6 8 1)). - (2 2) math:sum 4. -} - -_:bng_2143 { - (4 2) :attack3 (2 6 8 1). -} - -_:bng_2144 { - (7 2 6 8 1) list:firstRest (7 (2 6 8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 6 8 1). -} - -_:bng_2145 { - (4 1) :attack3 (7 2 6 8 1). -} - -_:bng_2146 { - [] rdf:value 4; :attack (7 2 6 8 1). -} - -_:bng_2147 { - (6 8 1) list:firstRest (6 (8 1)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 1). -} - -_:bng_2148 { - (3 4) :attack3 (6 8 1). -} - -_:bng_2149 { - (2 6 8 1) list:firstRest (2 (6 8 1)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8 1). -} - -_:bng_2150 { - (3 3) :attack3 (2 6 8 1). -} - -_:bng_2151 { - (7 2 6 8 1) list:firstRest (7 (2 6 8 1)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 6 8 1). -} - -_:bng_2152 { - (3 2) :attack3 (7 2 6 8 1). -} - -_:bng_2153 { - (5 7 2 6 8 1) list:firstRest (5 (7 2 6 8 1)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 2 6 8 1). -} - -_:bng_2154 { - (3 1) :attack3 (5 7 2 6 8 1). -} - -_:bng_2155 { - [] rdf:value 3; :attack (5 7 2 6 8 1). -} - -_:bng_2156 { - (5 7 2 6 8 1) list:firstRest (5 (7 2 6 8 1)). - (5 1) math:difference 4. -} - -_:bng_2157 { - (4 1) :attack3 (5 7 2 6 8 1). -} - -_:bng_2158 { - [] rdf:value 4; :attack (5 7 2 6 8 1). -} - -_:bng_2159 { - (3 6 8 1) list:firstRest (3 (6 8 1)). - (3 1) math:difference 2. -} - -_:bng_2160 { - (2 1) :attack3 (3 6 8 1). -} - -_:bng_2161 { - [] rdf:value 2; :attack (3 6 8 1). -} - -_:bng_2162 { - (3 6 8 1) list:firstRest (3 (6 8 1)). - (3 1) math:sum 4. -} - -_:bng_2163 { - (4 1) :attack3 (3 6 8 1). -} - -_:bng_2164 { - [] rdf:value 4; :attack (3 6 8 1). -} - -_:bng_2165 { - (3 6 8 1) list:firstRest (3 (6 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 1). -} - -_:bng_2166 { - (5 1) :attack3 (3 6 8 1). -} - -_:bng_2167 { - [] rdf:value 5; :attack (3 6 8 1). -} - -_:bng_2168 { - (4 2 7 3 6 8 1) list:firstRest (4 (2 7 3 6 8 1)). - (4 1) math:sum 5. -} - -_:bng_2169 { - (5 1) :attack3 (4 2 7 3 6 8 1). -} - -_:bng_2170 { - [] rdf:value 5; :attack (4 2 7 3 6 8 1). -} - -_:bng_2171 { - (7 3 6 8 1) list:firstRest (7 (3 6 8 1)). - (7 2) math:difference 5. -} - -_:bng_2172 { - (5 2) :attack3 (7 3 6 8 1). -} - -_:bng_2173 { - (2 7 3 6 8 1) list:firstRest (2 (7 3 6 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 3 6 8 1). -} - -_:bng_2174 { - (5 1) :attack3 (2 7 3 6 8 1). -} - -_:bng_2175 { - [] rdf:value 5; :attack (2 7 3 6 8 1). -} - -_:bng_2176 { - (6 8 1) list:firstRest (6 (8 1)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 1). -} - -_:bng_2177 { - (4 3) :attack3 (6 8 1). -} - -_:bng_2178 { - (3 6 8 1) list:firstRest (3 (6 8 1)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8 1). -} - -_:bng_2179 { - (4 2) :attack3 (3 6 8 1). -} - -_:bng_2180 { - (7 3 6 8 1) list:firstRest (7 (3 6 8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8 1). -} - -_:bng_2181 { - (4 1) :attack3 (7 3 6 8 1). -} - -_:bng_2182 { - [] rdf:value 4; :attack (7 3 6 8 1). -} - -_:bng_2183 { - (3 6 8 1) list:firstRest (3 (6 8 1)). - (3 2) math:sum 5. -} - -_:bng_2184 { - (5 2) :attack3 (3 6 8 1). -} - -_:bng_2185 { - (7 3 6 8 1) list:firstRest (7 (3 6 8 1)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 8 1). -} - -_:bng_2186 { - (5 1) :attack3 (7 3 6 8 1). -} - -_:bng_2187 { - [] rdf:value 5; :attack (7 3 6 8 1). -} - -_:bng_2188 { - (6 8 1) list:firstRest (6 (8 1)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1). -} - -_:bng_2189 { - (4 1) :attack3 (6 8 1). -} - -_:bng_2190 { - [] rdf:value 4; :attack (6 8 1). -} - -_:bng_2191 { - (6 8 1) list:firstRest (6 (8 1)). - (6 1) math:difference 5. -} - -_:bng_2192 { - (5 1) :attack3 (6 8 1). -} - -_:bng_2193 { - [] rdf:value 5; :attack (6 8 1). -} - -_:bng_2194 { - (6 8 1) list:firstRest (6 (8 1)). - (6 1) math:sum 7. -} - -_:bng_2195 { - (7 1) :attack3 (6 8 1). -} - -_:bng_2196 { - [] rdf:value 7; :attack (6 8 1). -} - -_:bng_2197 { - (8 1) list:firstRest (8 (1)). - (8 1) math:difference 7. -} - -_:bng_2198 { - (7 1) :attack3 (8 1). -} - -_:bng_2199 { - [] rdf:value 7; :attack (8 1). -} - -_:bng_2200 { - (2) list:firstRest (2 ()). - (2 1) math:difference 1. -} - -_:bng_2201 { - (1 1) :attack3 (2). -} - -_:bng_2202 { - [] rdf:value 1; :attack (2). -} - -_:bng_2203 { - (2) list:firstRest (2 ()). - (2 1) math:sum 3. -} - -_:bng_2204 { - (3 1) :attack3 (2). -} - -_:bng_2205 { - [] rdf:value 3; :attack (2). -} - -_:bng_2206 { - (5 3 1 4 2) list:firstRest (5 (3 1 4 2)). - (5 1) math:sum 6. -} - -_:bng_2207 { - (6 1) :attack3 (5 3 1 4 2). -} - -_:bng_2208 { - [] rdf:value 6; :attack (5 3 1 4 2). -} - -_:bng_2209 { - (2) list:firstRest (2 ()). - (2 5) math:sum 7. -} - -_:bng_2210 { - (7 5) :attack3 (2). -} - -_:bng_2211 { - (4 2) list:firstRest (4 (2)). - (4 1) math:sum 5 . - (7 5) :attack3 (2). -} - -_:bng_2212 { - (7 4) :attack3 (4 2). -} - -_:bng_2213 { - (1 4 2) list:firstRest (1 (4 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 2). -} - -_:bng_2214 { - (7 3) :attack3 (1 4 2). -} - -_:bng_2215 { - (3 1 4 2) list:firstRest (3 (1 4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 4 2). -} - -_:bng_2216 { - (7 2) :attack3 (3 1 4 2). -} - -_:bng_2217 { - (5 3 1 4 2) list:firstRest (5 (3 1 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 1 4 2). -} - -_:bng_2218 { - (7 1) :attack3 (5 3 1 4 2). -} - -_:bng_2219 { - [] rdf:value 7; :attack (5 3 1 4 2). -} - -_:bng_2220 { - (4 2) list:firstRest (4 (2)). - (4 4) math:sum 8. -} - -_:bng_2221 { - (8 4) :attack3 (4 2). -} - -_:bng_2222 { - (1 4 2) list:firstRest (1 (4 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 2). -} - -_:bng_2223 { - (8 3) :attack3 (1 4 2). -} - -_:bng_2224 { - (3 1 4 2) list:firstRest (3 (1 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 2). -} - -_:bng_2225 { - (8 2) :attack3 (3 1 4 2). -} - -_:bng_2226 { - (5 3 1 4 2) list:firstRest (5 (3 1 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 4 2). -} - -_:bng_2227 { - (8 1) :attack3 (5 3 1 4 2). -} - -_:bng_2228 { - [] rdf:value 8; :attack (5 3 1 4 2). -} - -_:bng_2229 { - (2) list:firstRest (2 ()). - (2 4) math:sum 6. -} - -_:bng_2230 { - (6 4) :attack3 (2). -} - -_:bng_2231 { - (4 2) list:firstRest (4 (2)). - (3 1) math:sum 4 . - (6 4) :attack3 (2). -} - -_:bng_2232 { - (6 3) :attack3 (4 2). -} - -_:bng_2233 { - (1 4 2) list:firstRest (1 (4 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2). -} - -_:bng_2234 { - (6 2) :attack3 (1 4 2). -} - -_:bng_2235 { - (3 1 4 2) list:firstRest (3 (1 4 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 4 2). -} - -_:bng_2236 { - (6 1) :attack3 (3 1 4 2). -} - -_:bng_2237 { - [] rdf:value 6; :attack (3 1 4 2). -} - -_:bng_2238 { - (4 2) list:firstRest (4 (2)). - (4 3) math:sum 7. -} - -_:bng_2239 { - (7 3) :attack3 (4 2). -} - -_:bng_2240 { - (1 4 2) list:firstRest (1 (4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2). -} - -_:bng_2241 { - (7 2) :attack3 (1 4 2). -} - -_:bng_2242 { - (3 1 4 2) list:firstRest (3 (1 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 2). -} - -_:bng_2243 { - (7 1) :attack3 (3 1 4 2). -} - -_:bng_2244 { - [] rdf:value 7; :attack (3 1 4 2). -} - -_:bng_2245 { - (3 1 4 2) list:firstRest (3 (1 4 2)). - (3 2) math:sum 5. -} - -_:bng_2246 { - (5 2) :attack3 (3 1 4 2). -} - -_:bng_2247 { - (8 3 1 4 2) list:firstRest (8 (3 1 4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 4 2). -} - -_:bng_2248 { - (5 1) :attack3 (8 3 1 4 2). -} - -_:bng_2249 { - [] rdf:value 5; :attack (8 3 1 4 2). -} - -_:bng_2250 { - (6 8 3 1 4 2) list:firstRest (6 (8 3 1 4 2)). - (6 1) math:difference 5. -} - -_:bng_2251 { - (5 1) :attack3 (6 8 3 1 4 2). -} - -_:bng_2252 { - [] rdf:value 5; :attack (6 8 3 1 4 2). -} - -_:bng_2253 { - (6 8 3 1 4 2) list:firstRest (6 (8 3 1 4 2)). - (6 1) math:sum 7. -} - -_:bng_2254 { - (7 1) :attack3 (6 8 3 1 4 2). -} - -_:bng_2255 { - [] rdf:value 7; :attack (6 8 3 1 4 2). -} - -_:bng_2256 { - (8 3 1 4 2) list:firstRest (8 (3 1 4 2)). - (8 1) math:difference 7. -} - -_:bng_2257 { - (7 1) :attack3 (8 3 1 4 2). -} - -_:bng_2258 { - [] rdf:value 7; :attack (8 3 1 4 2). -} - -_:bng_2259 { - (2) list:firstRest (2 ()). - (2 3) math:sum 5. -} - -_:bng_2260 { - (5 3) :attack3 (2). -} - -_:bng_2261 { - (4 2) list:firstRest (4 (2)). - (2 1) math:sum 3 . - (5 3) :attack3 (2). -} - -_:bng_2262 { - (5 2) :attack3 (4 2). -} - -_:bng_2263 { - (1 4 2) list:firstRest (1 (4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2). -} - -_:bng_2264 { - (5 1) :attack3 (1 4 2). -} - -_:bng_2265 { - [] rdf:value 5; :attack (1 4 2). -} - -_:bng_2266 { - (4 2) list:firstRest (4 (2)). - (4 2) math:sum 6. -} - -_:bng_2267 { - (6 2) :attack3 (4 2). -} - -_:bng_2268 { - (1 4 2) list:firstRest (1 (4 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2). -} - -_:bng_2269 { - (6 1) :attack3 (1 4 2). -} - -_:bng_2270 { - [] rdf:value 6; :attack (1 4 2). -} - -_:bng_2271 { - (1 4 2) list:firstRest (1 (4 2)). - (1 2) math:sum 3. -} - -_:bng_2272 { - (3 2) :attack3 (1 4 2). -} - -_:bng_2273 { - (7 1 4 2) list:firstRest (7 (1 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 2). -} - -_:bng_2274 { - (3 1) :attack3 (7 1 4 2). -} - -_:bng_2275 { - [] rdf:value 3; :attack (7 1 4 2). -} - -_:bng_2276 { - (5 7 1 4 2) list:firstRest (5 (7 1 4 2)). - (5 3) math:sum 8. -} - -_:bng_2277 { - (8 3) :attack3 (5 7 1 4 2). -} - -_:bng_2278 { - (3 5 7 1 4 2) list:firstRest (3 (5 7 1 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 1 4 2). -} - -_:bng_2279 { - (8 2) :attack3 (3 5 7 1 4 2). -} - -_:bng_2280 { - (6 3 5 7 1 4 2) list:firstRest (6 (3 5 7 1 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7 1 4 2). -} - -_:bng_2281 { - (8 1) :attack3 (6 3 5 7 1 4 2). -} - -_:bng_2282 { - [] rdf:value 8; :attack (6 3 5 7 1 4 2). -} - -_:bng_2283 { - (2) list:firstRest (2 ()). - (2 6) math:sum 8. -} - -_:bng_2284 { - (8 6) :attack3 (2). -} - -_:bng_2285 { - (4 2) list:firstRest (4 (2)). - (5 1) math:sum 6 . - (8 6) :attack3 (2). -} - -_:bng_2286 { - (8 5) :attack3 (4 2). -} - -_:bng_2287 { - (1 4 2) list:firstRest (1 (4 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (4 2). -} - -_:bng_2288 { - (8 4) :attack3 (1 4 2). -} - -_:bng_2289 { - (7 1 4 2) list:firstRest (7 (1 4 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 4 2). -} - -_:bng_2290 { - (8 3) :attack3 (7 1 4 2). -} - -_:bng_2291 { - (5 7 1 4 2) list:firstRest (5 (7 1 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 4 2). -} - -_:bng_2292 { - (8 2) :attack3 (5 7 1 4 2). -} - -_:bng_2293 { - (3 5 7 1 4 2) list:firstRest (3 (5 7 1 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 1 4 2). -} - -_:bng_2294 { - (8 1) :attack3 (3 5 7 1 4 2). -} - -_:bng_2295 { - [] rdf:value 8; :attack (3 5 7 1 4 2). -} - -_:bng_2296 { - (5 7 1 4 2) list:firstRest (5 (7 1 4 2)). - (5 1) math:sum 6. -} - -_:bng_2297 { - (6 1) :attack3 (5 7 1 4 2). -} - -_:bng_2298 { - [] rdf:value 6; :attack (5 7 1 4 2). -} - -_:bng_2299 { - (7 1 4 2) list:firstRest (7 (1 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 2). -} - -_:bng_2300 { - (8 2) :attack3 (7 1 4 2). -} - -_:bng_2301 { - (5 7 1 4 2) list:firstRest (5 (7 1 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 1 4 2). -} - -_:bng_2302 { - (8 1) :attack3 (5 7 1 4 2). -} - -_:bng_2303 { - [] rdf:value 8; :attack (5 7 1 4 2). -} - -_:bng_2304 { - (7 1 4 2) list:firstRest (7 (1 4 2)). - (7 1) math:difference 6. -} - -_:bng_2305 { - (6 1) :attack3 (7 1 4 2). -} - -_:bng_2306 { - [] rdf:value 6; :attack (7 1 4 2). -} - -_:bng_2307 { - (7 1 4 2) list:firstRest (7 (1 4 2)). - (7 1) math:sum 8. -} - -_:bng_2308 { - (8 1) :attack3 (7 1 4 2). -} - -_:bng_2309 { - [] rdf:value 8; :attack (7 1 4 2). -} - -_:bng_2310 { - (8 1 4 2) list:firstRest (8 (1 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 2). -} - -_:bng_2311 { - (3 1) :attack3 (8 1 4 2). -} - -_:bng_2312 { - [] rdf:value 3; :attack (8 1 4 2). -} - -_:bng_2313 { - (6 3 5 8 1 4 2) list:firstRest (6 (3 5 8 1 4 2)). - (6 1) math:sum 7. -} - -_:bng_2314 { - (7 1) :attack3 (6 3 5 8 1 4 2). -} - -_:bng_2315 { - [] rdf:value 7; :attack (6 3 5 8 1 4 2). -} - -_:bng_2316 { - (5 8 1 4 2) list:firstRest (5 (8 1 4 2)). - (5 2) math:sum 7. -} - -_:bng_2317 { - (7 2) :attack3 (5 8 1 4 2). -} - -_:bng_2318 { - (3 5 8 1 4 2) list:firstRest (3 (5 8 1 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1 4 2). -} - -_:bng_2319 { - (7 1) :attack3 (3 5 8 1 4 2). -} - -_:bng_2320 { - [] rdf:value 7; :attack (3 5 8 1 4 2). -} - -_:bng_2321 { - (5 8 1 4 2) list:firstRest (5 (8 1 4 2)). - (5 1) math:sum 6. -} - -_:bng_2322 { - (6 1) :attack3 (5 8 1 4 2). -} - -_:bng_2323 { - [] rdf:value 6; :attack (5 8 1 4 2). -} - -_:bng_2324 { - (8 1 4 2) list:firstRest (8 (1 4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 4 2). -} - -_:bng_2325 { - (7 2) :attack3 (8 1 4 2). -} - -_:bng_2326 { - (5 8 1 4 2) list:firstRest (5 (8 1 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 4 2). -} - -_:bng_2327 { - (7 1) :attack3 (5 8 1 4 2). -} - -_:bng_2328 { - [] rdf:value 7; :attack (5 8 1 4 2). -} - -_:bng_2329 { - (8 1 4 2) list:firstRest (8 (1 4 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 4 2). -} - -_:bng_2330 { - (6 1) :attack3 (8 1 4 2). -} - -_:bng_2331 { - [] rdf:value 6; :attack (8 1 4 2). -} - -_:bng_2332 { - (8 1 4 2) list:firstRest (8 (1 4 2)). - (8 1) math:difference 7. -} - -_:bng_2333 { - (7 1) :attack3 (8 1 4 2). -} - -_:bng_2334 { - [] rdf:value 7; :attack (8 1 4 2). -} - -_:bng_2335 { - (4 2) list:firstRest (4 (2)). - (4 1) math:difference 3. -} - -_:bng_2336 { - (3 1) :attack3 (4 2). -} - -_:bng_2337 { - [] rdf:value 3; :attack (4 2). -} - -_:bng_2338 { - (4 2) list:firstRest (4 (2)). - (4 1) math:sum 5. -} - -_:bng_2339 { - (5 1) :attack3 (4 2). -} - -_:bng_2340 { - [] rdf:value 5; :attack (4 2). -} - -_:bng_2341 { - (7 5 3 1 6 4 2) list:firstRest (7 (5 3 1 6 4 2)). - (7 1) math:sum 8. -} - -_:bng_2342 { - (8 1) :attack3 (7 5 3 1 6 4 2). -} - -_:bng_2343 { - [] rdf:value 8; :attack (7 5 3 1 6 4 2). -} - -_:bng_2344 { - (6 4 2) list:firstRest (6 (4 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (4 2). -} - -_:bng_2345 { - (8 4) :attack3 (6 4 2). -} - -_:bng_2346 { - (1 6 4 2) list:firstRest (1 (6 4 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (6 4 2). -} - -_:bng_2347 { - (8 3) :attack3 (1 6 4 2). -} - -_:bng_2348 { - (3 1 6 4 2) list:firstRest (3 (1 6 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 6 4 2). -} - -_:bng_2349 { - (8 2) :attack3 (3 1 6 4 2). -} - -_:bng_2350 { - (5 3 1 6 4 2) list:firstRest (5 (3 1 6 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 6 4 2). -} - -_:bng_2351 { - (8 1) :attack3 (5 3 1 6 4 2). -} - -_:bng_2352 { - [] rdf:value 8; :attack (5 3 1 6 4 2). -} - -_:bng_2353 { - (6 4 2) list:firstRest (6 (4 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 2). -} - -_:bng_2354 { - (7 3) :attack3 (6 4 2). -} - -_:bng_2355 { - (1 6 4 2) list:firstRest (1 (6 4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 4 2). -} - -_:bng_2356 { - (7 2) :attack3 (1 6 4 2). -} - -_:bng_2357 { - (3 1 6 4 2) list:firstRest (3 (1 6 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 6 4 2). -} - -_:bng_2358 { - (7 1) :attack3 (3 1 6 4 2). -} - -_:bng_2359 { - [] rdf:value 7; :attack (3 1 6 4 2). -} - -_:bng_2360 { - (6 4 2) list:firstRest (6 (4 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 2). -} - -_:bng_2361 { - (8 3) :attack3 (6 4 2). -} - -_:bng_2362 { - (1 6 4 2) list:firstRest (1 (6 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4 2). -} - -_:bng_2363 { - (8 2) :attack3 (1 6 4 2). -} - -_:bng_2364 { - (3 1 6 4 2) list:firstRest (3 (1 6 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4 2). -} - -_:bng_2365 { - (8 1) :attack3 (3 1 6 4 2). -} - -_:bng_2366 { - [] rdf:value 8; :attack (3 1 6 4 2). -} - -_:bng_2367 { - (1 6 4 2) list:firstRest (1 (6 4 2)). - (1 2) math:sum 3. -} - -_:bng_2368 { - (3 2) :attack3 (1 6 4 2). -} - -_:bng_2369 { - (5 1 6 4 2) list:firstRest (5 (1 6 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 4 2). -} - -_:bng_2370 { - (3 1) :attack3 (5 1 6 4 2). -} - -_:bng_2371 { - [] rdf:value 3; :attack (5 1 6 4 2). -} - -_:bng_2372 { - (5 1 6 4 2) list:firstRest (5 (1 6 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 6 4 2). -} - -_:bng_2373 { - (7 1) :attack3 (5 1 6 4 2). -} - -_:bng_2374 { - [] rdf:value 7; :attack (5 1 6 4 2). -} - -_:bng_2375 { - (5 1 6 4 2) list:firstRest (5 (1 6 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4 2). -} - -_:bng_2376 { - (8 1) :attack3 (5 1 6 4 2). -} - -_:bng_2377 { - [] rdf:value 8; :attack (5 1 6 4 2). -} - -_:bng_2378 { - (6 4 2) list:firstRest (6 (4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2). -} - -_:bng_2379 { - (7 2) :attack3 (6 4 2). -} - -_:bng_2380 { - (1 6 4 2) list:firstRest (1 (6 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2). -} - -_:bng_2381 { - (7 1) :attack3 (1 6 4 2). -} - -_:bng_2382 { - [] rdf:value 7; :attack (1 6 4 2). -} - -_:bng_2383 { - (6 4 2) list:firstRest (6 (4 2)). - (6 2) math:sum 8. -} - -_:bng_2384 { - (8 2) :attack3 (6 4 2). -} - -_:bng_2385 { - (1 6 4 2) list:firstRest (1 (6 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 2). -} - -_:bng_2386 { - (8 1) :attack3 (1 6 4 2). -} - -_:bng_2387 { - [] rdf:value 8; :attack (1 6 4 2). -} - -_:bng_2388 { - (4 2) list:firstRest (4 (2)). - (4 3) math:difference 1. -} - -_:bng_2389 { - (1 3) :attack3 (4 2). -} - -_:bng_2390 { - (6 4 2) list:firstRest (6 (4 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2). -} - -_:bng_2391 { - (1 2) :attack3 (6 4 2). -} - -_:bng_2392 { - (3 6 4 2) list:firstRest (3 (6 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2). -} - -_:bng_2393 { - (1 1) :attack3 (3 6 4 2). -} - -_:bng_2394 { - [] rdf:value 1; :attack (3 6 4 2). -} - -_:bng_2395 { - (3 6 4 2) list:firstRest (3 (6 4 2)). - (3 2) math:difference 1. -} - -_:bng_2396 { - (1 2) :attack3 (3 6 4 2). -} - -_:bng_2397 { - (5 3 6 4 2) list:firstRest (5 (3 6 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 4 2). -} - -_:bng_2398 { - (1 1) :attack3 (5 3 6 4 2). -} - -_:bng_2399 { - [] rdf:value 1; :attack (5 3 6 4 2). -} - -_:bng_2400 { - (3 6 4 2) list:firstRest (3 (6 4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 4 2). -} - -_:bng_2401 { - (7 2) :attack3 (3 6 4 2). -} - -_:bng_2402 { - (5 3 6 4 2) list:firstRest (5 (3 6 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 6 4 2). -} - -_:bng_2403 { - (7 1) :attack3 (5 3 6 4 2). -} - -_:bng_2404 { - [] rdf:value 7; :attack (5 3 6 4 2). -} - -_:bng_2405 { - (3 6 4 2) list:firstRest (3 (6 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4 2). -} - -_:bng_2406 { - (8 2) :attack3 (3 6 4 2). -} - -_:bng_2407 { - (5 3 6 4 2) list:firstRest (5 (3 6 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 6 4 2). -} - -_:bng_2408 { - (8 1) :attack3 (5 3 6 4 2). -} - -_:bng_2409 { - [] rdf:value 8; :attack (5 3 6 4 2). -} - -_:bng_2410 { - (3 6 4 2) list:firstRest (3 (6 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2). -} - -_:bng_2411 { - (7 1) :attack3 (3 6 4 2). -} - -_:bng_2412 { - [] rdf:value 7; :attack (3 6 4 2). -} - -_:bng_2413 { - (3 6 4 2) list:firstRest (3 (6 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 2). -} - -_:bng_2414 { - (8 1) :attack3 (3 6 4 2). -} - -_:bng_2415 { - [] rdf:value 8; :attack (3 6 4 2). -} - -_:bng_2416 { - (6 4 2) list:firstRest (6 (4 2)). - (6 1) math:difference 5. -} - -_:bng_2417 { - (5 1) :attack3 (6 4 2). -} - -_:bng_2418 { - [] rdf:value 5; :attack (6 4 2). -} - -_:bng_2419 { - (6 4 2) list:firstRest (6 (4 2)). - (6 1) math:sum 7. -} - -_:bng_2420 { - (7 1) :attack3 (6 4 2). -} - -_:bng_2421 { - [] rdf:value 7; :attack (6 4 2). -} - -_:bng_2422 { - (8 6 4 2) list:firstRest (8 (6 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2). -} - -_:bng_2423 { - (1 1) :attack3 (8 6 4 2). -} - -_:bng_2424 { - [] rdf:value 1; :attack (8 6 4 2). -} - -_:bng_2425 { - (3 8 6 4 2) list:firstRest (3 (8 6 4 2)). - (3 2) math:sum 5. -} - -_:bng_2426 { - (5 2) :attack3 (3 8 6 4 2). -} - -_:bng_2427 { - (1 3 8 6 4 2) list:firstRest (1 (3 8 6 4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 6 4 2). -} - -_:bng_2428 { - (5 1) :attack3 (1 3 8 6 4 2). -} - -_:bng_2429 { - [] rdf:value 5; :attack (1 3 8 6 4 2). -} - -_:bng_2430 { - (5) list:select (5 ()). - (_:bng_17683 false true) log:ifThenElseIn (() 1). - (5 7 1 3 8 6 4 2) list:firstRest (5 (7 1 3 8 6 4 2)). - (() (5 7 1 3 8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2431 { - ((5) (7 1 3 8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2432 { - (5 7) list:select (7 (5)). - (_:bng_17684 false true) log:ifThenElseIn (() 1). - (7 1 3 8 6 4 2) list:firstRest (7 (1 3 8 6 4 2)). - ((5) (7 1 3 8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2433 { - ((5 7) (1 3 8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2434 { - (1 5 7) list:select (1 (5 7)). - (_:bng_17685 false true) log:ifThenElseIn (() 1). - (1 3 8 6 4 2) list:firstRest (1 (3 8 6 4 2)). - ((5 7) (1 3 8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2435 { - ((1 5 7) (3 8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2436 { - (1 3 5 7) list:select (3 (1 5 7)). - (_:bng_17686 false true) log:ifThenElseIn (() 1). - (3 8 6 4 2) list:firstRest (3 (8 6 4 2)). - ((1 5 7) (3 8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2437 { - ((1 3 5 7) (8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2438 { - (1 3 5 7 8) list:select (8 (1 3 5 7)). - (_:bng_17687 false true) log:ifThenElseIn (() 1). - (8 6 4 2) list:firstRest (8 (6 4 2)). - ((1 3 5 7) (8 6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2439 { - ((1 3 5 7 8) (6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2440 { - (1 3 5 6 7 8) list:select (6 (1 3 5 7 8)). - (_:bng_17688 false true) log:ifThenElseIn (() 1). - (6 4 2) list:firstRest (6 (4 2)). - ((1 3 5 7 8) (6 4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2441 { - ((1 3 5 6 7 8) (4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2442 { - (1 3 4 5 6 7 8) list:select (4 (1 3 5 6 7 8)). - (_:bng_17689 false true) log:ifThenElseIn (() 1). - (4 2) list:firstRest (4 (2)). - ((1 3 5 6 7 8) (4 2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2443 { - ((1 3 4 5 6 7 8) (2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2444 { - (1 2 3 4 5 6 7 8) list:select (2 (1 3 4 5 6 7 8)). - (_:bng_17690 false true) log:ifThenElseIn (() 1). - (2) list:firstRest (2 ()). - ((1 3 4 5 6 7 8) (2)) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2445 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2446 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 1 3 8 6 4 2). -} - -_:bng_2447 { - [] rdf:value 8; :queens (5 7 1 3 8 6 4 2). -} - -_:bng_2448 { - (3 8 6 4 2) list:firstRest (3 (8 6 4 2)). - (3 2) math:difference 1. -} - -_:bng_2449 { - (1 2) :attack3 (3 8 6 4 2). -} - -_:bng_2450 { - (5 3 8 6 4 2) list:firstRest (5 (3 8 6 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 6 4 2). -} - -_:bng_2451 { - (1 1) :attack3 (5 3 8 6 4 2). -} - -_:bng_2452 { - [] rdf:value 1; :attack (5 3 8 6 4 2). -} - -_:bng_2453 { - (6 4 2) list:firstRest (6 (4 2)). - (6 5) math:difference 1. -} - -_:bng_2454 { - (1 5) :attack3 (6 4 2). -} - -_:bng_2455 { - (8 6 4 2) list:firstRest (8 (6 4 2)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 4 2). -} - -_:bng_2456 { - (1 4) :attack3 (8 6 4 2). -} - -_:bng_2457 { - (3 8 6 4 2) list:firstRest (3 (8 6 4 2)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6 4 2). -} - -_:bng_2458 { - (1 3) :attack3 (3 8 6 4 2). -} - -_:bng_2459 { - (5 3 8 6 4 2) list:firstRest (5 (3 8 6 4 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 8 6 4 2). -} - -_:bng_2460 { - (1 2) :attack3 (5 3 8 6 4 2). -} - -_:bng_2461 { - (7 5 3 8 6 4 2) list:firstRest (7 (5 3 8 6 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 3 8 6 4 2). -} - -_:bng_2462 { - (1 1) :attack3 (7 5 3 8 6 4 2). -} - -_:bng_2463 { - [] rdf:value 1; :attack (7 5 3 8 6 4 2). -} - -_:bng_2464 { - (8 6 4 2) list:firstRest (8 (6 4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 4 2). -} - -_:bng_2465 { - (7 2) :attack3 (8 6 4 2). -} - -_:bng_2466 { - (3 8 6 4 2) list:firstRest (3 (8 6 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 6 4 2). -} - -_:bng_2467 { - (7 1) :attack3 (3 8 6 4 2). -} - -_:bng_2468 { - [] rdf:value 7; :attack (3 8 6 4 2). -} - -_:bng_2469 { - (5 8 6 4 2) list:firstRest (5 (8 6 4 2)). - (5 2) math:difference 3. -} - -_:bng_2470 { - (3 2) :attack3 (5 8 6 4 2). -} - -_:bng_2471 { - (1 5 8 6 4 2) list:firstRest (1 (5 8 6 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 6 4 2). -} - -_:bng_2472 { - (3 1) :attack3 (1 5 8 6 4 2). -} - -_:bng_2473 { - [] rdf:value 3; :attack (1 5 8 6 4 2). -} - -_:bng_2474 { - (5 8 6 4 2) list:firstRest (5 (8 6 4 2)). - (5 2) math:sum 7. -} - -_:bng_2475 { - (7 2) :attack3 (5 8 6 4 2). -} - -_:bng_2476 { - (1 5 8 6 4 2) list:firstRest (1 (5 8 6 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6 4 2). -} - -_:bng_2477 { - (7 1) :attack3 (1 5 8 6 4 2). -} - -_:bng_2478 { - [] rdf:value 7; :attack (1 5 8 6 4 2). -} - -_:bng_2479 { - (6 4 2) list:firstRest (6 (4 2)). - (6 3) math:difference 3. -} - -_:bng_2480 { - (3 3) :attack3 (6 4 2). -} - -_:bng_2481 { - (8 6 4 2) list:firstRest (8 (6 4 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 4 2). -} - -_:bng_2482 { - (3 2) :attack3 (8 6 4 2). -} - -_:bng_2483 { - (5 8 6 4 2) list:firstRest (5 (8 6 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 4 2). -} - -_:bng_2484 { - (3 1) :attack3 (5 8 6 4 2). -} - -_:bng_2485 { - [] rdf:value 3; :attack (5 8 6 4 2). -} - -_:bng_2486 { - (5 8 6 4 2) list:firstRest (5 (8 6 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 6 4 2). -} - -_:bng_2487 { - (7 1) :attack3 (5 8 6 4 2). -} - -_:bng_2488 { - [] rdf:value 7; :attack (5 8 6 4 2). -} - -_:bng_2489 { - (8 6 4 2) list:firstRest (8 (6 4 2)). - (8 1) math:difference 7. -} - -_:bng_2490 { - (7 1) :attack3 (8 6 4 2). -} - -_:bng_2491 { - [] rdf:value 7; :attack (8 6 4 2). -} - -_:bng_2492 { - (5 3 1 7 4 2) list:firstRest (5 (3 1 7 4 2)). - (5 1) math:sum 6. -} - -_:bng_2493 { - (6 1) :attack3 (5 3 1 7 4 2). -} - -_:bng_2494 { - [] rdf:value 6; :attack (5 3 1 7 4 2). -} - -_:bng_2495 { - (7 4 2) list:firstRest (7 (4 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (4 2). -} - -_:bng_2496 { - (8 4) :attack3 (7 4 2). -} - -_:bng_2497 { - (1 7 4 2) list:firstRest (1 (7 4 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (7 4 2). -} - -_:bng_2498 { - (8 3) :attack3 (1 7 4 2). -} - -_:bng_2499 { - (3 1 7 4 2) list:firstRest (3 (1 7 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 7 4 2). -} - -_:bng_2500 { - (8 2) :attack3 (3 1 7 4 2). -} - -_:bng_2501 { - (5 3 1 7 4 2) list:firstRest (5 (3 1 7 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 7 4 2). -} - -_:bng_2502 { - (8 1) :attack3 (5 3 1 7 4 2). -} - -_:bng_2503 { - [] rdf:value 8; :attack (5 3 1 7 4 2). -} - -_:bng_2504 { - (6 3 1 7 4 2) list:firstRest (6 (3 1 7 4 2)). - (6 1) math:difference 5. -} - -_:bng_2505 { - (5 1) :attack3 (6 3 1 7 4 2). -} - -_:bng_2506 { - [] rdf:value 5; :attack (6 3 1 7 4 2). -} - -_:bng_2507 { - (6 3 1 7 4 2) list:firstRest (6 (3 1 7 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 7 4 2). -} - -_:bng_2508 { - (8 1) :attack3 (6 3 1 7 4 2). -} - -_:bng_2509 { - [] rdf:value 8; :attack (6 3 1 7 4 2). -} - -_:bng_2510 { - (7 4 2) list:firstRest (7 (4 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 2). -} - -_:bng_2511 { - (8 3) :attack3 (7 4 2). -} - -_:bng_2512 { - (1 7 4 2) list:firstRest (1 (7 4 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4 2). -} - -_:bng_2513 { - (8 2) :attack3 (1 7 4 2). -} - -_:bng_2514 { - (3 1 7 4 2) list:firstRest (3 (1 7 4 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 7 4 2). -} - -_:bng_2515 { - (8 1) :attack3 (3 1 7 4 2). -} - -_:bng_2516 { - [] rdf:value 8; :attack (3 1 7 4 2). -} - -_:bng_2517 { - (7 4 2) list:firstRest (7 (4 2)). - (7 2) math:difference 5. -} - -_:bng_2518 { - (5 2) :attack3 (7 4 2). -} - -_:bng_2519 { - (1 7 4 2) list:firstRest (1 (7 4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 2). -} - -_:bng_2520 { - (5 1) :attack3 (1 7 4 2). -} - -_:bng_2521 { - [] rdf:value 5; :attack (1 7 4 2). -} - -_:bng_2522 { - (7 4 2) list:firstRest (7 (4 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2). -} - -_:bng_2523 { - (6 2) :attack3 (7 4 2). -} - -_:bng_2524 { - (1 7 4 2) list:firstRest (1 (7 4 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 2). -} - -_:bng_2525 { - (6 1) :attack3 (1 7 4 2). -} - -_:bng_2526 { - [] rdf:value 6; :attack (1 7 4 2). -} - -_:bng_2527 { - (1 7 4 2) list:firstRest (1 (7 4 2)). - (1 2) math:sum 3. -} - -_:bng_2528 { - (3 2) :attack3 (1 7 4 2). -} - -_:bng_2529 { - (8 1 7 4 2) list:firstRest (8 (1 7 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 4 2). -} - -_:bng_2530 { - (3 1) :attack3 (8 1 7 4 2). -} - -_:bng_2531 { - [] rdf:value 3; :attack (8 1 7 4 2). -} - -_:bng_2532 { - (7 4 2) list:firstRest (7 (4 2)). - (7 4) math:difference 3. -} - -_:bng_2533 { - (3 4) :attack3 (7 4 2). -} - -_:bng_2534 { - (1 7 4 2) list:firstRest (1 (7 4 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 4 2). -} - -_:bng_2535 { - (3 3) :attack3 (1 7 4 2). -} - -_:bng_2536 { - (8 1 7 4 2) list:firstRest (8 (1 7 4 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 4 2). -} - -_:bng_2537 { - (3 2) :attack3 (8 1 7 4 2). -} - -_:bng_2538 { - (5 8 1 7 4 2) list:firstRest (5 (8 1 7 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7 4 2). -} - -_:bng_2539 { - (3 1) :attack3 (5 8 1 7 4 2). -} - -_:bng_2540 { - [] rdf:value 3; :attack (5 8 1 7 4 2). -} - -_:bng_2541 { - (5 8 1 7 4 2) list:firstRest (5 (8 1 7 4 2)). - (5 1) math:sum 6. -} - -_:bng_2542 { - (6 1) :attack3 (5 8 1 7 4 2). -} - -_:bng_2543 { - [] rdf:value 6; :attack (5 8 1 7 4 2). -} - -_:bng_2544 { - (6 8 1 7 4 2) list:firstRest (6 (8 1 7 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7 4 2). -} - -_:bng_2545 { - (3 1) :attack3 (6 8 1 7 4 2). -} - -_:bng_2546 { - [] rdf:value 3; :attack (6 8 1 7 4 2). -} - -_:bng_2547 { - (6 8 1 7 4 2) list:firstRest (6 (8 1 7 4 2)). - (6 1) math:difference 5. -} - -_:bng_2548 { - (5 1) :attack3 (6 8 1 7 4 2). -} - -_:bng_2549 { - [] rdf:value 5; :attack (6 8 1 7 4 2). -} - -_:bng_2550 { - (7 4 2) list:firstRest (7 (4 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2). -} - -_:bng_2551 { - (1 2) :attack3 (7 4 2). -} - -_:bng_2552 { - (3 7 4 2) list:firstRest (3 (7 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 2). -} - -_:bng_2553 { - (1 1) :attack3 (3 7 4 2). -} - -_:bng_2554 { - [] rdf:value 1; :attack (3 7 4 2). -} - -_:bng_2555 { - (3 7 4 2) list:firstRest (3 (7 4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 2). -} - -_:bng_2556 { - (5 1) :attack3 (3 7 4 2). -} - -_:bng_2557 { - [] rdf:value 5; :attack (3 7 4 2). -} - -_:bng_2558 { - (3 7 4 2) list:firstRest (3 (7 4 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 2). -} - -_:bng_2559 { - (6 1) :attack3 (3 7 4 2). -} - -_:bng_2560 { - [] rdf:value 6; :attack (3 7 4 2). -} - -_:bng_2561 { - (3 7 4 2) list:firstRest (3 (7 4 2)). - (3 2) math:difference 1. -} - -_:bng_2562 { - (1 2) :attack3 (3 7 4 2). -} - -_:bng_2563 { - (8 3 7 4 2) list:firstRest (8 (3 7 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 4 2). -} - -_:bng_2564 { - (1 1) :attack3 (8 3 7 4 2). -} - -_:bng_2565 { - [] rdf:value 1; :attack (8 3 7 4 2). -} - -_:bng_2566 { - (3 7 4 2) list:firstRest (3 (7 4 2)). - (3 2) math:sum 5. -} - -_:bng_2567 { - (5 2) :attack3 (3 7 4 2). -} - -_:bng_2568 { - (8 3 7 4 2) list:firstRest (8 (3 7 4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7 4 2). -} - -_:bng_2569 { - (5 1) :attack3 (8 3 7 4 2). -} - -_:bng_2570 { - [] rdf:value 5; :attack (8 3 7 4 2). -} - -_:bng_2571 { - (8 3 7 4 2) list:firstRest (8 (3 7 4 2)). - (8 3) math:difference 5. -} - -_:bng_2572 { - (5 3) :attack3 (8 3 7 4 2). -} - -_:bng_2573 { - (6 8 3 7 4 2) list:firstRest (6 (8 3 7 4 2)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3 7 4 2). -} - -_:bng_2574 { - (5 2) :attack3 (6 8 3 7 4 2). -} - -_:bng_2575 { - (1 6 8 3 7 4 2) list:firstRest (1 (6 8 3 7 4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3 7 4 2). -} - -_:bng_2576 { - (5 1) :attack3 (1 6 8 3 7 4 2). -} - -_:bng_2577 { - [] rdf:value 5; :attack (1 6 8 3 7 4 2). -} - -_:bng_2578 { - (6 8 3 7 4 2) list:firstRest (6 (8 3 7 4 2)). - (6 1) math:difference 5. -} - -_:bng_2579 { - (5 1) :attack3 (6 8 3 7 4 2). -} - -_:bng_2580 { - [] rdf:value 5; :attack (6 8 3 7 4 2). -} - -_:bng_2581 { - (7 4 2) list:firstRest (7 (4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2). -} - -_:bng_2582 { - (5 1) :attack3 (7 4 2). -} - -_:bng_2583 { - [] rdf:value 5; :attack (7 4 2). -} - -_:bng_2584 { - (7 4 2) list:firstRest (7 (4 2)). - (7 1) math:difference 6. -} - -_:bng_2585 { - (6 1) :attack3 (7 4 2). -} - -_:bng_2586 { - [] rdf:value 6; :attack (7 4 2). -} - -_:bng_2587 { - (7 4 2) list:firstRest (7 (4 2)). - (7 1) math:sum 8. -} - -_:bng_2588 { - (8 1) :attack3 (7 4 2). -} - -_:bng_2589 { - [] rdf:value 8; :attack (7 4 2). -} - -_:bng_2590 { - (8 4 2) list:firstRest (8 (4 2)). - (8 3) math:difference 5. -} - -_:bng_2591 { - (5 3) :attack3 (8 4 2). -} - -_:bng_2592 { - (1 8 4 2) list:firstRest (1 (8 4 2)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 4 2). -} - -_:bng_2593 { - (5 2) :attack3 (1 8 4 2). -} - -_:bng_2594 { - (3 1 8 4 2) list:firstRest (3 (1 8 4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8 4 2). -} - -_:bng_2595 { - (5 1) :attack3 (3 1 8 4 2). -} - -_:bng_2596 { - [] rdf:value 5; :attack (3 1 8 4 2). -} - -_:bng_2597 { - (6 3 1 8 4 2) list:firstRest (6 (3 1 8 4 2)). - (6 1) math:difference 5. -} - -_:bng_2598 { - (5 1) :attack3 (6 3 1 8 4 2). -} - -_:bng_2599 { - [] rdf:value 5; :attack (6 3 1 8 4 2). -} - -_:bng_2600 { - (6 3 1 8 4 2) list:firstRest (6 (3 1 8 4 2)). - (6 1) math:sum 7. -} - -_:bng_2601 { - (7 1) :attack3 (6 3 1 8 4 2). -} - -_:bng_2602 { - [] rdf:value 7; :attack (6 3 1 8 4 2). -} - -_:bng_2603 { - (8 4 2) list:firstRest (8 (4 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 2). -} - -_:bng_2604 { - (7 3) :attack3 (8 4 2). -} - -_:bng_2605 { - (1 8 4 2) list:firstRest (1 (8 4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 4 2). -} - -_:bng_2606 { - (7 2) :attack3 (1 8 4 2). -} - -_:bng_2607 { - (3 1 8 4 2) list:firstRest (3 (1 8 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 4 2). -} - -_:bng_2608 { - (7 1) :attack3 (3 1 8 4 2). -} - -_:bng_2609 { - [] rdf:value 7; :attack (3 1 8 4 2). -} - -_:bng_2610 { - (1 8 4 2) list:firstRest (1 (8 4 2)). - (1 2) math:sum 3. -} - -_:bng_2611 { - (3 2) :attack3 (1 8 4 2). -} - -_:bng_2612 { - (5 1 8 4 2) list:firstRest (5 (1 8 4 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 4 2). -} - -_:bng_2613 { - (3 1) :attack3 (5 1 8 4 2). -} - -_:bng_2614 { - [] rdf:value 3; :attack (5 1 8 4 2). -} - -_:bng_2615 { - (5 1 8 4 2) list:firstRest (5 (1 8 4 2)). - (5 1) math:sum 6. -} - -_:bng_2616 { - (6 1) :attack3 (5 1 8 4 2). -} - -_:bng_2617 { - [] rdf:value 6; :attack (5 1 8 4 2). -} - -_:bng_2618 { - (5 1 8 4 2) list:firstRest (5 (1 8 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 4 2). -} - -_:bng_2619 { - (7 1) :attack3 (5 1 8 4 2). -} - -_:bng_2620 { - [] rdf:value 7; :attack (5 1 8 4 2). -} - -_:bng_2621 { - (8 4 2) list:firstRest (8 (4 2)). - (8 2) math:difference 6. -} - -_:bng_2622 { - (6 2) :attack3 (8 4 2). -} - -_:bng_2623 { - (1 8 4 2) list:firstRest (1 (8 4 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 2). -} - -_:bng_2624 { - (6 1) :attack3 (1 8 4 2). -} - -_:bng_2625 { - [] rdf:value 6; :attack (1 8 4 2). -} - -_:bng_2626 { - (8 4 2) list:firstRest (8 (4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2). -} - -_:bng_2627 { - (7 2) :attack3 (8 4 2). -} - -_:bng_2628 { - (1 8 4 2) list:firstRest (1 (8 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 4 2). -} - -_:bng_2629 { - (7 1) :attack3 (1 8 4 2). -} - -_:bng_2630 { - [] rdf:value 7; :attack (1 8 4 2). -} - -_:bng_2631 { - (8 4 2) list:firstRest (8 (4 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2). -} - -_:bng_2632 { - (1 2) :attack3 (8 4 2). -} - -_:bng_2633 { - (3 8 4 2) list:firstRest (3 (8 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 4 2). -} - -_:bng_2634 { - (1 1) :attack3 (3 8 4 2). -} - -_:bng_2635 { - [] rdf:value 1; :attack (3 8 4 2). -} - -_:bng_2636 { - (3 8 4 2) list:firstRest (3 (8 4 2)). - (3 2) math:difference 1. -} - -_:bng_2637 { - (1 2) :attack3 (3 8 4 2). -} - -_:bng_2638 { - (5 3 8 4 2) list:firstRest (5 (3 8 4 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 4 2). -} - -_:bng_2639 { - (1 1) :attack3 (5 3 8 4 2). -} - -_:bng_2640 { - [] rdf:value 1; :attack (5 3 8 4 2). -} - -_:bng_2641 { - (5 3 8 4 2) list:firstRest (5 (3 8 4 2)). - (5 1) math:sum 6. -} - -_:bng_2642 { - (6 1) :attack3 (5 3 8 4 2). -} - -_:bng_2643 { - [] rdf:value 6; :attack (5 3 8 4 2). -} - -_:bng_2644 { - (3 8 4 2) list:firstRest (3 (8 4 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 4 2). -} - -_:bng_2645 { - (7 2) :attack3 (3 8 4 2). -} - -_:bng_2646 { - (5 3 8 4 2) list:firstRest (5 (3 8 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 8 4 2). -} - -_:bng_2647 { - (7 1) :attack3 (5 3 8 4 2). -} - -_:bng_2648 { - [] rdf:value 7; :attack (5 3 8 4 2). -} - -_:bng_2649 { - (3 8 4 2) list:firstRest (3 (8 4 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 2). -} - -_:bng_2650 { - (6 1) :attack3 (3 8 4 2). -} - -_:bng_2651 { - [] rdf:value 6; :attack (3 8 4 2). -} - -_:bng_2652 { - (3 8 4 2) list:firstRest (3 (8 4 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 4 2). -} - -_:bng_2653 { - (7 1) :attack3 (3 8 4 2). -} - -_:bng_2654 { - [] rdf:value 7; :attack (3 8 4 2). -} - -_:bng_2655 { - (8 4 2) list:firstRest (8 (4 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2). -} - -_:bng_2656 { - (5 1) :attack3 (8 4 2). -} - -_:bng_2657 { - [] rdf:value 5; :attack (8 4 2). -} - -_:bng_2658 { - (8 4 2) list:firstRest (8 (4 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2). -} - -_:bng_2659 { - (6 1) :attack3 (8 4 2). -} - -_:bng_2660 { - [] rdf:value 6; :attack (8 4 2). -} - -_:bng_2661 { - (8 4 2) list:firstRest (8 (4 2)). - (8 1) math:difference 7. -} - -_:bng_2662 { - (7 1) :attack3 (8 4 2). -} - -_:bng_2663 { - [] rdf:value 7; :attack (8 4 2). -} - -_:bng_2664 { - (5 2) list:firstRest (5 (2)). - (5 2) math:difference 3. -} - -_:bng_2665 { - (3 2) :attack3 (5 2). -} - -_:bng_2666 { - (1 5 2) list:firstRest (1 (5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2). -} - -_:bng_2667 { - (3 1) :attack3 (1 5 2). -} - -_:bng_2668 { - [] rdf:value 3; :attack (1 5 2). -} - -_:bng_2669 { - (4 1 5 2) list:firstRest (4 (1 5 2)). - (4 1) math:difference 3. -} - -_:bng_2670 { - (3 1) :attack3 (4 1 5 2). -} - -_:bng_2671 { - [] rdf:value 3; :attack (4 1 5 2). -} - -_:bng_2672 { - (5 2) list:firstRest (5 (2)). - (3 1) math:sum 4 . - (6 4) :attack3 (2). -} - -_:bng_2673 { - (6 3) :attack3 (5 2). -} - -_:bng_2674 { - (1 5 2) list:firstRest (1 (5 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 2). -} - -_:bng_2675 { - (6 2) :attack3 (1 5 2). -} - -_:bng_2676 { - (4 1 5 2) list:firstRest (4 (1 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 5 2). -} - -_:bng_2677 { - (6 1) :attack3 (4 1 5 2). -} - -_:bng_2678 { - [] rdf:value 6; :attack (4 1 5 2). -} - -_:bng_2679 { - (4 1 5 2) list:firstRest (4 (1 5 2)). - (4 4) math:sum 8. -} - -_:bng_2680 { - (8 4) :attack3 (4 1 5 2). -} - -_:bng_2681 { - (7 4 1 5 2) list:firstRest (7 (4 1 5 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 1 5 2). -} - -_:bng_2682 { - (8 3) :attack3 (7 4 1 5 2). -} - -_:bng_2683 { - (3 7 4 1 5 2) list:firstRest (3 (7 4 1 5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4 1 5 2). -} - -_:bng_2684 { - (8 2) :attack3 (3 7 4 1 5 2). -} - -_:bng_2685 { - (6 3 7 4 1 5 2) list:firstRest (6 (3 7 4 1 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 7 4 1 5 2). -} - -_:bng_2686 { - (8 1) :attack3 (6 3 7 4 1 5 2). -} - -_:bng_2687 { - [] rdf:value 8; :attack (6 3 7 4 1 5 2). -} - -_:bng_2688 { - (5 2) list:firstRest (5 (2)). - (5 1) math:sum 6 . - (8 6) :attack3 (2). -} - -_:bng_2689 { - (8 5) :attack3 (5 2). -} - -_:bng_2690 { - (1 5 2) list:firstRest (1 (5 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (5 2). -} - -_:bng_2691 { - (8 4) :attack3 (1 5 2). -} - -_:bng_2692 { - (4 1 5 2) list:firstRest (4 (1 5 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 5 2). -} - -_:bng_2693 { - (8 3) :attack3 (4 1 5 2). -} - -_:bng_2694 { - (7 4 1 5 2) list:firstRest (7 (4 1 5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 1 5 2). -} - -_:bng_2695 { - (8 2) :attack3 (7 4 1 5 2). -} - -_:bng_2696 { - (3 7 4 1 5 2) list:firstRest (3 (7 4 1 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 4 1 5 2). -} - -_:bng_2697 { - (8 1) :attack3 (3 7 4 1 5 2). -} - -_:bng_2698 { - [] rdf:value 8; :attack (3 7 4 1 5 2). -} - -_:bng_2699 { - (7 4 1 5 2) list:firstRest (7 (4 1 5 2)). - (7 1) math:difference 6. -} - -_:bng_2700 { - (6 1) :attack3 (7 4 1 5 2). -} - -_:bng_2701 { - [] rdf:value 6; :attack (7 4 1 5 2). -} - -_:bng_2702 { - (7 4 1 5 2) list:firstRest (7 (4 1 5 2)). - (7 1) math:sum 8. -} - -_:bng_2703 { - (8 1) :attack3 (7 4 1 5 2). -} - -_:bng_2704 { - [] rdf:value 8; :attack (7 4 1 5 2). -} - -_:bng_2705 { - (5 2) list:firstRest (5 (2)). - (5 3) math:sum 8. -} - -_:bng_2706 { - (8 3) :attack3 (5 2). -} - -_:bng_2707 { - (1 5 2) list:firstRest (1 (5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2). -} - -_:bng_2708 { - (8 2) :attack3 (1 5 2). -} - -_:bng_2709 { - (4 1 5 2) list:firstRest (4 (1 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 5 2). -} - -_:bng_2710 { - (8 1) :attack3 (4 1 5 2). -} - -_:bng_2711 { - [] rdf:value 8; :attack (4 1 5 2). -} - -_:bng_2712 { - (1 5 2) list:firstRest (1 (5 2)). - (1 2) math:sum 3. -} - -_:bng_2713 { - (3 2) :attack3 (1 5 2). -} - -_:bng_2714 { - (6 1 5 2) list:firstRest (6 (1 5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 2). -} - -_:bng_2715 { - (3 1) :attack3 (6 1 5 2). -} - -_:bng_2716 { - [] rdf:value 3; :attack (6 1 5 2). -} - -_:bng_2717 { - (4 6 1 5 2) list:firstRest (4 (6 1 5 2)). - (4 1) math:difference 3. -} - -_:bng_2718 { - (3 1) :attack3 (4 6 1 5 2). -} - -_:bng_2719 { - [] rdf:value 3; :attack (4 6 1 5 2). -} - -_:bng_2720 { - (5 2) list:firstRest (5 (2)). - (4 1) math:sum 5 . - (7 5) :attack3 (2). -} - -_:bng_2721 { - (7 4) :attack3 (5 2). -} - -_:bng_2722 { - (1 5 2) list:firstRest (1 (5 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2). -} - -_:bng_2723 { - (7 3) :attack3 (1 5 2). -} - -_:bng_2724 { - (6 1 5 2) list:firstRest (6 (1 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 5 2). -} - -_:bng_2725 { - (7 2) :attack3 (6 1 5 2). -} - -_:bng_2726 { - (4 6 1 5 2) list:firstRest (4 (6 1 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 5 2). -} - -_:bng_2727 { - (7 1) :attack3 (4 6 1 5 2). -} - -_:bng_2728 { - [] rdf:value 7; :attack (4 6 1 5 2). -} - -_:bng_2729 { - (6 1 5 2) list:firstRest (6 (1 5 2)). - (6 2) math:sum 8. -} - -_:bng_2730 { - (8 2) :attack3 (6 1 5 2). -} - -_:bng_2731 { - (4 6 1 5 2) list:firstRest (4 (6 1 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 5 2). -} - -_:bng_2732 { - (8 1) :attack3 (4 6 1 5 2). -} - -_:bng_2733 { - [] rdf:value 8; :attack (4 6 1 5 2). -} - -_:bng_2734 { - (6 1 5 2) list:firstRest (6 (1 5 2)). - (6 1) math:sum 7. -} - -_:bng_2735 { - (7 1) :attack3 (6 1 5 2). -} - -_:bng_2736 { - [] rdf:value 7; :attack (6 1 5 2). -} - -_:bng_2737 { - (6 1 5 2) list:firstRest (6 (1 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 5 2). -} - -_:bng_2738 { - (8 1) :attack3 (6 1 5 2). -} - -_:bng_2739 { - [] rdf:value 8; :attack (6 1 5 2). -} - -_:bng_2740 { - (5 2) list:firstRest (5 (2)). - (5 2) math:sum 7. -} - -_:bng_2741 { - (7 2) :attack3 (5 2). -} - -_:bng_2742 { - (1 5 2) list:firstRest (1 (5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2). -} - -_:bng_2743 { - (7 1) :attack3 (1 5 2). -} - -_:bng_2744 { - [] rdf:value 7; :attack (1 5 2). -} - -_:bng_2745 { - (8 1 5 2) list:firstRest (8 (1 5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 2). -} - -_:bng_2746 { - (3 1) :attack3 (8 1 5 2). -} - -_:bng_2747 { - [] rdf:value 3; :attack (8 1 5 2). -} - -_:bng_2748 { - (4 8 1 5 2) list:firstRest (4 (8 1 5 2)). - (4 1) math:difference 3. -} - -_:bng_2749 { - (3 1) :attack3 (4 8 1 5 2). -} - -_:bng_2750 { - [] rdf:value 3; :attack (4 8 1 5 2). -} - -_:bng_2751 { - (8 1 5 2) list:firstRest (8 (1 5 2)). - (8 2) math:difference 6. -} - -_:bng_2752 { - (6 2) :attack3 (8 1 5 2). -} - -_:bng_2753 { - (4 8 1 5 2) list:firstRest (4 (8 1 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 5 2). -} - -_:bng_2754 { - (6 1) :attack3 (4 8 1 5 2). -} - -_:bng_2755 { - [] rdf:value 6; :attack (4 8 1 5 2). -} - -_:bng_2756 { - (8 1 5 2) list:firstRest (8 (1 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 5 2). -} - -_:bng_2757 { - (7 2) :attack3 (8 1 5 2). -} - -_:bng_2758 { - (4 8 1 5 2) list:firstRest (4 (8 1 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 5 2). -} - -_:bng_2759 { - (7 1) :attack3 (4 8 1 5 2). -} - -_:bng_2760 { - [] rdf:value 7; :attack (4 8 1 5 2). -} - -_:bng_2761 { - (8 1 5 2) list:firstRest (8 (1 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 5 2). -} - -_:bng_2762 { - (6 1) :attack3 (8 1 5 2). -} - -_:bng_2763 { - [] rdf:value 6; :attack (8 1 5 2). -} - -_:bng_2764 { - (8 1 5 2) list:firstRest (8 (1 5 2)). - (8 1) math:difference 7. -} - -_:bng_2765 { - (7 1) :attack3 (8 1 5 2). -} - -_:bng_2766 { - [] rdf:value 7; :attack (8 1 5 2). -} - -_:bng_2767 { - (3 5 2) list:firstRest (3 (5 2)). - (3 3) math:sum 6. -} - -_:bng_2768 { - (6 3) :attack3 (3 5 2). -} - -_:bng_2769 { - (1 3 5 2) list:firstRest (1 (3 5 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 5 2). -} - -_:bng_2770 { - (6 2) :attack3 (1 3 5 2). -} - -_:bng_2771 { - (4 1 3 5 2) list:firstRest (4 (1 3 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 5 2). -} - -_:bng_2772 { - (6 1) :attack3 (4 1 3 5 2). -} - -_:bng_2773 { - [] rdf:value 6; :attack (4 1 3 5 2). -} - -_:bng_2774 { - (3 5 2) list:firstRest (3 (5 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2). -} - -_:bng_2775 { - (7 3) :attack3 (3 5 2). -} - -_:bng_2776 { - (1 3 5 2) list:firstRest (1 (3 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (3 5 2). -} - -_:bng_2777 { - (7 2) :attack3 (1 3 5 2). -} - -_:bng_2778 { - (4 1 3 5 2) list:firstRest (4 (1 3 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 3 5 2). -} - -_:bng_2779 { - (7 1) :attack3 (4 1 3 5 2). -} - -_:bng_2780 { - [] rdf:value 7; :attack (4 1 3 5 2). -} - -_:bng_2781 { - (4 1 3 5 2) list:firstRest (4 (1 3 5 2)). - (4 2) math:sum 6. -} - -_:bng_2782 { - (6 2) :attack3 (4 1 3 5 2). -} - -_:bng_2783 { - (8 4 1 3 5 2) list:firstRest (8 (4 1 3 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 3 5 2). -} - -_:bng_2784 { - (6 1) :attack3 (8 4 1 3 5 2). -} - -_:bng_2785 { - [] rdf:value 6; :attack (8 4 1 3 5 2). -} - -_:bng_2786 { - (8 4 1 3 5 2) list:firstRest (8 (4 1 3 5 2)). - (8 1) math:difference 7. -} - -_:bng_2787 { - (7 1) :attack3 (8 4 1 3 5 2). -} - -_:bng_2788 { - [] rdf:value 7; :attack (8 4 1 3 5 2). -} - -_:bng_2789 { - (3 5 2) list:firstRest (3 (5 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 2). -} - -_:bng_2790 { - (6 2) :attack3 (3 5 2). -} - -_:bng_2791 { - (1 3 5 2) list:firstRest (1 (3 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 5 2). -} - -_:bng_2792 { - (6 1) :attack3 (1 3 5 2). -} - -_:bng_2793 { - [] rdf:value 6; :attack (1 3 5 2). -} - -_:bng_2794 { - (3 5 2) list:firstRest (3 (5 2)). - (3 5) math:sum 8. -} - -_:bng_2795 { - (8 5) :attack3 (3 5 2). -} - -_:bng_2796 { - (1 3 5 2) list:firstRest (1 (3 5 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 5 2). -} - -_:bng_2797 { - (8 4) :attack3 (1 3 5 2). -} - -_:bng_2798 { - (7 1 3 5 2) list:firstRest (7 (1 3 5 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3 5 2). -} - -_:bng_2799 { - (8 3) :attack3 (7 1 3 5 2). -} - -_:bng_2800 { - (4 7 1 3 5 2) list:firstRest (4 (7 1 3 5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 3 5 2). -} - -_:bng_2801 { - (8 2) :attack3 (4 7 1 3 5 2). -} - -_:bng_2802 { - (6 4 7 1 3 5 2) list:firstRest (6 (4 7 1 3 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 1 3 5 2). -} - -_:bng_2803 { - (8 1) :attack3 (6 4 7 1 3 5 2). -} - -_:bng_2804 { - [] rdf:value 8; :attack (6 4 7 1 3 5 2). -} - -_:bng_2805 { - (3 5 2) list:firstRest (3 (5 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (5 2). -} - -_:bng_2806 { - (8 4) :attack3 (3 5 2). -} - -_:bng_2807 { - (1 3 5 2) list:firstRest (1 (3 5 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (3 5 2). -} - -_:bng_2808 { - (8 3) :attack3 (1 3 5 2). -} - -_:bng_2809 { - (7 1 3 5 2) list:firstRest (7 (1 3 5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 3 5 2). -} - -_:bng_2810 { - (8 2) :attack3 (7 1 3 5 2). -} - -_:bng_2811 { - (4 7 1 3 5 2) list:firstRest (4 (7 1 3 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 1 3 5 2). -} - -_:bng_2812 { - (8 1) :attack3 (4 7 1 3 5 2). -} - -_:bng_2813 { - [] rdf:value 8; :attack (4 7 1 3 5 2). -} - -_:bng_2814 { - (7 1 3 5 2) list:firstRest (7 (1 3 5 2)). - (7 1) math:difference 6. -} - -_:bng_2815 { - (6 1) :attack3 (7 1 3 5 2). -} - -_:bng_2816 { - [] rdf:value 6; :attack (7 1 3 5 2). -} - -_:bng_2817 { - (7 1 3 5 2) list:firstRest (7 (1 3 5 2)). - (7 1) math:sum 8. -} - -_:bng_2818 { - (8 1) :attack3 (7 1 3 5 2). -} - -_:bng_2819 { - [] rdf:value 8; :attack (7 1 3 5 2). -} - -_:bng_2820 { - (3 5 2) list:firstRest (3 (5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2). -} - -_:bng_2821 { - (8 2) :attack3 (3 5 2). -} - -_:bng_2822 { - (1 3 5 2) list:firstRest (1 (3 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 2). -} - -_:bng_2823 { - (8 1) :attack3 (1 3 5 2). -} - -_:bng_2824 { - [] rdf:value 8; :attack (1 3 5 2). -} - -_:bng_2825 { - (3 5 2) list:firstRest (3 (5 2)). - (3 1) math:sum 4. -} - -_:bng_2826 { - (4 1) :attack3 (3 5 2). -} - -_:bng_2827 { - [] rdf:value 4; :attack (3 5 2). -} - -_:bng_2828 { - (3 5 2) list:firstRest (3 (5 2)). - (3 2) math:difference 1. -} - -_:bng_2829 { - (1 2) :attack3 (3 5 2). -} - -_:bng_2830 { - (6 3 5 2) list:firstRest (6 (3 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 2). -} - -_:bng_2831 { - (1 1) :attack3 (6 3 5 2). -} - -_:bng_2832 { - [] rdf:value 1; :attack (6 3 5 2). -} - -_:bng_2833 { - (5 2) list:firstRest (5 (2)). - (5 4) math:difference 1. -} - -_:bng_2834 { - (1 4) :attack3 (5 2). -} - -_:bng_2835 { - (3 5 2) list:firstRest (3 (5 2)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 2). -} - -_:bng_2836 { - (1 3) :attack3 (3 5 2). -} - -_:bng_2837 { - (6 3 5 2) list:firstRest (6 (3 5 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5 2). -} - -_:bng_2838 { - (1 2) :attack3 (6 3 5 2). -} - -_:bng_2839 { - (4 6 3 5 2) list:firstRest (4 (6 3 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 3 5 2). -} - -_:bng_2840 { - (1 1) :attack3 (4 6 3 5 2). -} - -_:bng_2841 { - [] rdf:value 1; :attack (4 6 3 5 2). -} - -_:bng_2842 { - (6 3 5 2) list:firstRest (6 (3 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (3 5 2). -} - -_:bng_2843 { - (7 2) :attack3 (6 3 5 2). -} - -_:bng_2844 { - (4 6 3 5 2) list:firstRest (4 (6 3 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 3 5 2). -} - -_:bng_2845 { - (7 1) :attack3 (4 6 3 5 2). -} - -_:bng_2846 { - [] rdf:value 7; :attack (4 6 3 5 2). -} - -_:bng_2847 { - (6 3 5 2) list:firstRest (6 (3 5 2)). - (6 2) math:sum 8. -} - -_:bng_2848 { - (8 2) :attack3 (6 3 5 2). -} - -_:bng_2849 { - (4 6 3 5 2) list:firstRest (4 (6 3 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 5 2). -} - -_:bng_2850 { - (8 1) :attack3 (4 6 3 5 2). -} - -_:bng_2851 { - [] rdf:value 8; :attack (4 6 3 5 2). -} - -_:bng_2852 { - (6 3 5 2) list:firstRest (6 (3 5 2)). - (6 1) math:sum 7. -} - -_:bng_2853 { - (7 1) :attack3 (6 3 5 2). -} - -_:bng_2854 { - [] rdf:value 7; :attack (6 3 5 2). -} - -_:bng_2855 { - (6 3 5 2) list:firstRest (6 (3 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 2). -} - -_:bng_2856 { - (8 1) :attack3 (6 3 5 2). -} - -_:bng_2857 { - [] rdf:value 8; :attack (6 3 5 2). -} - -_:bng_2858 { - (3 5 2) list:firstRest (3 (5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2). -} - -_:bng_2859 { - (7 1) :attack3 (3 5 2). -} - -_:bng_2860 { - [] rdf:value 7; :attack (3 5 2). -} - -_:bng_2861 { - (8 3 5 2) list:firstRest (8 (3 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 2). -} - -_:bng_2862 { - (1 1) :attack3 (8 3 5 2). -} - -_:bng_2863 { - [] rdf:value 1; :attack (8 3 5 2). -} - -_:bng_2864 { - (8 3 5 2) list:firstRest (8 (3 5 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5 2). -} - -_:bng_2865 { - (1 2) :attack3 (8 3 5 2). -} - -_:bng_2866 { - (4 8 3 5 2) list:firstRest (4 (8 3 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5 2). -} - -_:bng_2867 { - (1 1) :attack3 (4 8 3 5 2). -} - -_:bng_2868 { - [] rdf:value 1; :attack (4 8 3 5 2). -} - -_:bng_2869 { - (8 3 5 2) list:firstRest (8 (3 5 2)). - (8 2) math:difference 6. -} - -_:bng_2870 { - (6 2) :attack3 (8 3 5 2). -} - -_:bng_2871 { - (4 8 3 5 2) list:firstRest (4 (8 3 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 5 2). -} - -_:bng_2872 { - (6 1) :attack3 (4 8 3 5 2). -} - -_:bng_2873 { - [] rdf:value 6; :attack (4 8 3 5 2). -} - -_:bng_2874 { - (8 3 5 2) list:firstRest (8 (3 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (3 5 2). -} - -_:bng_2875 { - (7 2) :attack3 (8 3 5 2). -} - -_:bng_2876 { - (4 8 3 5 2) list:firstRest (4 (8 3 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 3 5 2). -} - -_:bng_2877 { - (7 1) :attack3 (4 8 3 5 2). -} - -_:bng_2878 { - [] rdf:value 7; :attack (4 8 3 5 2). -} - -_:bng_2879 { - (8 3 5 2) list:firstRest (8 (3 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 5 2). -} - -_:bng_2880 { - (6 1) :attack3 (8 3 5 2). -} - -_:bng_2881 { - [] rdf:value 6; :attack (8 3 5 2). -} - -_:bng_2882 { - (8 3 5 2) list:firstRest (8 (3 5 2)). - (8 1) math:difference 7. -} - -_:bng_2883 { - (7 1) :attack3 (8 3 5 2). -} - -_:bng_2884 { - [] rdf:value 7; :attack (8 3 5 2). -} - -_:bng_2885 { - (5 2) list:firstRest (5 (2)). - (5 1) math:difference 4. -} - -_:bng_2886 { - (4 1) :attack3 (5 2). -} - -_:bng_2887 { - [] rdf:value 4; :attack (5 2). -} - -_:bng_2888 { - (5 2) list:firstRest (5 (2)). - (5 1) math:sum 6. -} - -_:bng_2889 { - (6 1) :attack3 (5 2). -} - -_:bng_2890 { - [] rdf:value 6; :attack (5 2). -} - -_:bng_2891 { - (3 1 7 5 2) list:firstRest (3 (1 7 5 2)). - (3 1) math:sum 4. -} - -_:bng_2892 { - (4 1) :attack3 (3 1 7 5 2). -} - -_:bng_2893 { - [] rdf:value 4; :attack (3 1 7 5 2). -} - -_:bng_2894 { - (1 7 5 2) list:firstRest (1 (7 5 2)). - (1 3) math:sum 4. -} - -_:bng_2895 { - (4 3) :attack3 (1 7 5 2). -} - -_:bng_2896 { - (3 1 7 5 2) list:firstRest (3 (1 7 5 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7 5 2). -} - -_:bng_2897 { - (4 2) :attack3 (3 1 7 5 2). -} - -_:bng_2898 { - (6 3 1 7 5 2) list:firstRest (6 (3 1 7 5 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 5 2). -} - -_:bng_2899 { - (4 1) :attack3 (6 3 1 7 5 2). -} - -_:bng_2900 { - [] rdf:value 4; :attack (6 3 1 7 5 2). -} - -_:bng_2901 { - (7 5 2) list:firstRest (7 (5 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (5 2). -} - -_:bng_2902 { - (8 4) :attack3 (7 5 2). -} - -_:bng_2903 { - (1 7 5 2) list:firstRest (1 (7 5 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (7 5 2). -} - -_:bng_2904 { - (8 3) :attack3 (1 7 5 2). -} - -_:bng_2905 { - (3 1 7 5 2) list:firstRest (3 (1 7 5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 7 5 2). -} - -_:bng_2906 { - (8 2) :attack3 (3 1 7 5 2). -} - -_:bng_2907 { - (6 3 1 7 5 2) list:firstRest (6 (3 1 7 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 7 5 2). -} - -_:bng_2908 { - (8 1) :attack3 (6 3 1 7 5 2). -} - -_:bng_2909 { - [] rdf:value 8; :attack (6 3 1 7 5 2). -} - -_:bng_2910 { - (8 3 1 7 5 2) list:firstRest (8 (3 1 7 5 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 5 2). -} - -_:bng_2911 { - (4 1) :attack3 (8 3 1 7 5 2). -} - -_:bng_2912 { - [] rdf:value 4; :attack (8 3 1 7 5 2). -} - -_:bng_2913 { - (4) list:select (4 ()). - (_:bng_17691 false true) log:ifThenElseIn (() 1). - (4 6 8 3 1 7 5 2) list:firstRest (4 (6 8 3 1 7 5 2)). - (() (4 6 8 3 1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2914 { - ((4) (6 8 3 1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2915 { - (4 6) list:select (6 (4)). - (_:bng_17692 false true) log:ifThenElseIn (() 1). - (6 8 3 1 7 5 2) list:firstRest (6 (8 3 1 7 5 2)). - ((4) (6 8 3 1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2916 { - ((4 6) (8 3 1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2917 { - (4 6 8) list:select (8 (4 6)). - (_:bng_17693 false true) log:ifThenElseIn (() 1). - (8 3 1 7 5 2) list:firstRest (8 (3 1 7 5 2)). - ((4 6) (8 3 1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2918 { - ((4 6 8) (3 1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2919 { - (3 4 6 8) list:select (3 (4 6 8)). - (_:bng_17694 false true) log:ifThenElseIn (() 1). - (3 1 7 5 2) list:firstRest (3 (1 7 5 2)). - ((4 6 8) (3 1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2920 { - ((3 4 6 8) (1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2921 { - (1 3 4 6 8) list:select (1 (3 4 6 8)). - (_:bng_17695 false true) log:ifThenElseIn (() 1). - (1 7 5 2) list:firstRest (1 (7 5 2)). - ((3 4 6 8) (1 7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2922 { - ((1 3 4 6 8) (7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2923 { - (1 3 4 6 7 8) list:select (7 (1 3 4 6 8)). - (_:bng_17696 false true) log:ifThenElseIn (() 1). - (7 5 2) list:firstRest (7 (5 2)). - ((1 3 4 6 8) (7 5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2924 { - ((1 3 4 6 7 8) (5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2925 { - (1 3 4 5 6 7 8) list:select (5 (1 3 4 6 7 8)). - (_:bng_17697 false true) log:ifThenElseIn (() 1). - (5 2) list:firstRest (5 (2)). - ((1 3 4 6 7 8) (5 2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2926 { - ((1 3 4 5 6 7 8) (2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2927 { - (1 2 3 4 5 6 7 8) list:select (2 (1 3 4 5 6 7 8)). - (_:bng_17690 false true) log:ifThenElseIn (() 1). - (2) list:firstRest (2 ()). - ((1 3 4 5 6 7 8) (2)) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2928 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2929 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 6 8 3 1 7 5 2). -} - -_:bng_2930 { - [] rdf:value 8; :queens (4 6 8 3 1 7 5 2). -} - -_:bng_2931 { - (4 1 7 5 2) list:firstRest (4 (1 7 5 2)). - (4 1) math:difference 3. -} - -_:bng_2932 { - (3 1) :attack3 (4 1 7 5 2). -} - -_:bng_2933 { - [] rdf:value 3; :attack (4 1 7 5 2). -} - -_:bng_2934 { - (7 5 2) list:firstRest (7 (5 2)). - (7 4) math:difference 3. -} - -_:bng_2935 { - (3 4) :attack3 (7 5 2). -} - -_:bng_2936 { - (1 7 5 2) list:firstRest (1 (7 5 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 5 2). -} - -_:bng_2937 { - (3 3) :attack3 (1 7 5 2). -} - -_:bng_2938 { - (4 1 7 5 2) list:firstRest (4 (1 7 5 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 5 2). -} - -_:bng_2939 { - (3 2) :attack3 (4 1 7 5 2). -} - -_:bng_2940 { - (6 4 1 7 5 2) list:firstRest (6 (4 1 7 5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7 5 2). -} - -_:bng_2941 { - (3 1) :attack3 (6 4 1 7 5 2). -} - -_:bng_2942 { - [] rdf:value 3; :attack (6 4 1 7 5 2). -} - -_:bng_2943 { - (4 1 7 5 2) list:firstRest (4 (1 7 5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 7 5 2). -} - -_:bng_2944 { - (8 2) :attack3 (4 1 7 5 2). -} - -_:bng_2945 { - (6 4 1 7 5 2) list:firstRest (6 (4 1 7 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 1 7 5 2). -} - -_:bng_2946 { - (8 1) :attack3 (6 4 1 7 5 2). -} - -_:bng_2947 { - [] rdf:value 8; :attack (6 4 1 7 5 2). -} - -_:bng_2948 { - (8 4 1 7 5 2) list:firstRest (8 (4 1 7 5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7 5 2). -} - -_:bng_2949 { - (3 1) :attack3 (8 4 1 7 5 2). -} - -_:bng_2950 { - [] rdf:value 3; :attack (8 4 1 7 5 2). -} - -_:bng_2951 { - (4 1 7 5 2) list:firstRest (4 (1 7 5 2)). - (4 2) math:sum 6. -} - -_:bng_2952 { - (6 2) :attack3 (4 1 7 5 2). -} - -_:bng_2953 { - (8 4 1 7 5 2) list:firstRest (8 (4 1 7 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 7 5 2). -} - -_:bng_2954 { - (6 1) :attack3 (8 4 1 7 5 2). -} - -_:bng_2955 { - [] rdf:value 6; :attack (8 4 1 7 5 2). -} - -_:bng_2956 { - (7 5 2) list:firstRest (7 (5 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 2). -} - -_:bng_2957 { - (6 2) :attack3 (7 5 2). -} - -_:bng_2958 { - (1 7 5 2) list:firstRest (1 (7 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 5 2). -} - -_:bng_2959 { - (6 1) :attack3 (1 7 5 2). -} - -_:bng_2960 { - [] rdf:value 6; :attack (1 7 5 2). -} - -_:bng_2961 { - (7 5 2) list:firstRest (7 (5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2). -} - -_:bng_2962 { - (8 2) :attack3 (7 5 2). -} - -_:bng_2963 { - (1 7 5 2) list:firstRest (1 (7 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 2). -} - -_:bng_2964 { - (8 1) :attack3 (1 7 5 2). -} - -_:bng_2965 { - [] rdf:value 8; :attack (1 7 5 2). -} - -_:bng_2966 { - (7 5 2) list:firstRest (7 (5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2). -} - -_:bng_2967 { - (3 1) :attack3 (7 5 2). -} - -_:bng_2968 { - [] rdf:value 3; :attack (7 5 2). -} - -_:bng_2969 { - (4 7 5 2) list:firstRest (4 (7 5 2)). - (4 4) math:sum 8. -} - -_:bng_2970 { - (8 4) :attack3 (4 7 5 2). -} - -_:bng_2971 { - (1 4 7 5 2) list:firstRest (1 (4 7 5 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 7 5 2). -} - -_:bng_2972 { - (8 3) :attack3 (1 4 7 5 2). -} - -_:bng_2973 { - (3 1 4 7 5 2) list:firstRest (3 (1 4 7 5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 7 5 2). -} - -_:bng_2974 { - (8 2) :attack3 (3 1 4 7 5 2). -} - -_:bng_2975 { - (6 3 1 4 7 5 2) list:firstRest (6 (3 1 4 7 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 4 7 5 2). -} - -_:bng_2976 { - (8 1) :attack3 (6 3 1 4 7 5 2). -} - -_:bng_2977 { - [] rdf:value 8; :attack (6 3 1 4 7 5 2). -} - -_:bng_2978 { - (4 7 5 2) list:firstRest (4 (7 5 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (7 5 2). -} - -_:bng_2979 { - (8 3) :attack3 (4 7 5 2). -} - -_:bng_2980 { - (1 4 7 5 2) list:firstRest (1 (4 7 5 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 7 5 2). -} - -_:bng_2981 { - (8 2) :attack3 (1 4 7 5 2). -} - -_:bng_2982 { - (3 1 4 7 5 2) list:firstRest (3 (1 4 7 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 4 7 5 2). -} - -_:bng_2983 { - (8 1) :attack3 (3 1 4 7 5 2). -} - -_:bng_2984 { - [] rdf:value 8; :attack (3 1 4 7 5 2). -} - -_:bng_2985 { - (4 7 5 2) list:firstRest (4 (7 5 2)). - (4 2) math:sum 6. -} - -_:bng_2986 { - (6 2) :attack3 (4 7 5 2). -} - -_:bng_2987 { - (1 4 7 5 2) list:firstRest (1 (4 7 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 5 2). -} - -_:bng_2988 { - (6 1) :attack3 (1 4 7 5 2). -} - -_:bng_2989 { - [] rdf:value 6; :attack (1 4 7 5 2). -} - -_:bng_2990 { - (1 4 7 5 2) list:firstRest (1 (4 7 5 2)). - (1 2) math:sum 3. -} - -_:bng_2991 { - (3 2) :attack3 (1 4 7 5 2). -} - -_:bng_2992 { - (8 1 4 7 5 2) list:firstRest (8 (1 4 7 5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 7 5 2). -} - -_:bng_2993 { - (3 1) :attack3 (8 1 4 7 5 2). -} - -_:bng_2994 { - [] rdf:value 3; :attack (8 1 4 7 5 2). -} - -_:bng_2995 { - (3) list:select (3 ()). - (_:bng_17698 false true) log:ifThenElseIn (() 1). - (3 6 8 1 4 7 5 2) list:firstRest (3 (6 8 1 4 7 5 2)). - (() (3 6 8 1 4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_2996 { - ((3) (6 8 1 4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_2997 { - (3 6) list:select (6 (3)). - (_:bng_17699 false true) log:ifThenElseIn (() 1). - (6 8 1 4 7 5 2) list:firstRest (6 (8 1 4 7 5 2)). - ((3) (6 8 1 4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_2998 { - ((3 6) (8 1 4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_2999 { - (3 6 8) list:select (8 (3 6)). - (_:bng_17700 false true) log:ifThenElseIn (() 1). - (8 1 4 7 5 2) list:firstRest (8 (1 4 7 5 2)). - ((3 6) (8 1 4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3000 { - ((3 6 8) (1 4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3001 { - (1 3 6 8) list:select (1 (3 6 8)). - (_:bng_17701 false true) log:ifThenElseIn (() 1). - (1 4 7 5 2) list:firstRest (1 (4 7 5 2)). - ((3 6 8) (1 4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3002 { - ((1 3 6 8) (4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3003 { - (1 3 4 6 8) list:select (4 (1 3 6 8)). - (_:bng_17702 false true) log:ifThenElseIn (() 1). - (4 7 5 2) list:firstRest (4 (7 5 2)). - ((1 3 6 8) (4 7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3004 { - ((1 3 4 6 8) (7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3005 { - (1 3 4 6 7 8) list:select (7 (1 3 4 6 8)). - (_:bng_17696 false true) log:ifThenElseIn (() 1). - (7 5 2) list:firstRest (7 (5 2)). - ((1 3 4 6 8) (7 5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3006 { - ((1 3 4 6 7 8) (5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3007 { - (1 3 4 5 6 7 8) list:select (5 (1 3 4 6 7 8)). - (_:bng_17697 false true) log:ifThenElseIn (() 1). - (5 2) list:firstRest (5 (2)). - ((1 3 4 6 7 8) (5 2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3008 { - ((1 3 4 5 6 7 8) (2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3009 { - (1 2 3 4 5 6 7 8) list:select (2 (1 3 4 5 6 7 8)). - (_:bng_17690 false true) log:ifThenElseIn (() 1). - (2) list:firstRest (2 ()). - ((1 3 4 5 6 7 8) (2)) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3010 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3011 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 8 1 4 7 5 2). -} - -_:bng_3012 { - [] rdf:value 8; :queens (3 6 8 1 4 7 5 2). -} - -_:bng_3013 { - (4 7 5 2) list:firstRest (4 (7 5 2)). - (4 1) math:difference 3. -} - -_:bng_3014 { - (3 1) :attack3 (4 7 5 2). -} - -_:bng_3015 { - [] rdf:value 3; :attack (4 7 5 2). -} - -_:bng_3016 { - (4 7 5 2) list:firstRest (4 (7 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 5 2). -} - -_:bng_3017 { - (6 1) :attack3 (4 7 5 2). -} - -_:bng_3018 { - [] rdf:value 6; :attack (4 7 5 2). -} - -_:bng_3019 { - (4 7 5 2) list:firstRest (4 (7 5 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 2). -} - -_:bng_3020 { - (8 1) :attack3 (4 7 5 2). -} - -_:bng_3021 { - [] rdf:value 8; :attack (4 7 5 2). -} - -_:bng_3022 { - (7 5 2) list:firstRest (7 (5 2)). - (7 1) math:difference 6. -} - -_:bng_3023 { - (6 1) :attack3 (7 5 2). -} - -_:bng_3024 { - [] rdf:value 6; :attack (7 5 2). -} - -_:bng_3025 { - (7 5 2) list:firstRest (7 (5 2)). - (7 1) math:sum 8. -} - -_:bng_3026 { - (8 1) :attack3 (7 5 2). -} - -_:bng_3027 { - [] rdf:value 8; :attack (7 5 2). -} - -_:bng_3028 { - (3 1 8 5 2) list:firstRest (3 (1 8 5 2)). - (3 1) math:sum 4. -} - -_:bng_3029 { - (4 1) :attack3 (3 1 8 5 2). -} - -_:bng_3030 { - [] rdf:value 4; :attack (3 1 8 5 2). -} - -_:bng_3031 { - (1 8 5 2) list:firstRest (1 (8 5 2)). - (1 3) math:sum 4. -} - -_:bng_3032 { - (4 3) :attack3 (1 8 5 2). -} - -_:bng_3033 { - (3 1 8 5 2) list:firstRest (3 (1 8 5 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8 5 2). -} - -_:bng_3034 { - (4 2) :attack3 (3 1 8 5 2). -} - -_:bng_3035 { - (6 3 1 8 5 2) list:firstRest (6 (3 1 8 5 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 8 5 2). -} - -_:bng_3036 { - (4 1) :attack3 (6 3 1 8 5 2). -} - -_:bng_3037 { - [] rdf:value 4; :attack (6 3 1 8 5 2). -} - -_:bng_3038 { - (6 3 1 8 5 2) list:firstRest (6 (3 1 8 5 2)). - (6 1) math:sum 7. -} - -_:bng_3039 { - (7 1) :attack3 (6 3 1 8 5 2). -} - -_:bng_3040 { - [] rdf:value 7; :attack (6 3 1 8 5 2). -} - -_:bng_3041 { - (8 5 2) list:firstRest (8 (5 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2). -} - -_:bng_3042 { - (7 3) :attack3 (8 5 2). -} - -_:bng_3043 { - (1 8 5 2) list:firstRest (1 (8 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 5 2). -} - -_:bng_3044 { - (7 2) :attack3 (1 8 5 2). -} - -_:bng_3045 { - (3 1 8 5 2) list:firstRest (3 (1 8 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 5 2). -} - -_:bng_3046 { - (7 1) :attack3 (3 1 8 5 2). -} - -_:bng_3047 { - [] rdf:value 7; :attack (3 1 8 5 2). -} - -_:bng_3048 { - (4 1 8 5 2) list:firstRest (4 (1 8 5 2)). - (4 1) math:difference 3. -} - -_:bng_3049 { - (3 1) :attack3 (4 1 8 5 2). -} - -_:bng_3050 { - [] rdf:value 3; :attack (4 1 8 5 2). -} - -_:bng_3051 { - (4 1 8 5 2) list:firstRest (4 (1 8 5 2)). - (4 3) math:sum 7. -} - -_:bng_3052 { - (7 3) :attack3 (4 1 8 5 2). -} - -_:bng_3053 { - (6 4 1 8 5 2) list:firstRest (6 (4 1 8 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 8 5 2). -} - -_:bng_3054 { - (7 2) :attack3 (6 4 1 8 5 2). -} - -_:bng_3055 { - (3 6 4 1 8 5 2) list:firstRest (3 (6 4 1 8 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 1 8 5 2). -} - -_:bng_3056 { - (7 1) :attack3 (3 6 4 1 8 5 2). -} - -_:bng_3057 { - [] rdf:value 7; :attack (3 6 4 1 8 5 2). -} - -_:bng_3058 { - (6 4 1 8 5 2) list:firstRest (6 (4 1 8 5 2)). - (6 1) math:sum 7. -} - -_:bng_3059 { - (7 1) :attack3 (6 4 1 8 5 2). -} - -_:bng_3060 { - [] rdf:value 7; :attack (6 4 1 8 5 2). -} - -_:bng_3061 { - (4 1 8 5 2) list:firstRest (4 (1 8 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 5 2). -} - -_:bng_3062 { - (7 1) :attack3 (4 1 8 5 2). -} - -_:bng_3063 { - [] rdf:value 7; :attack (4 1 8 5 2). -} - -_:bng_3064 { - (8 5 2) list:firstRest (8 (5 2)). - (8 2) math:difference 6. -} - -_:bng_3065 { - (6 2) :attack3 (8 5 2). -} - -_:bng_3066 { - (1 8 5 2) list:firstRest (1 (8 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 2). -} - -_:bng_3067 { - (6 1) :attack3 (1 8 5 2). -} - -_:bng_3068 { - [] rdf:value 6; :attack (1 8 5 2). -} - -_:bng_3069 { - (1 8 5 2) list:firstRest (1 (8 5 2)). - (1 2) math:sum 3. -} - -_:bng_3070 { - (3 2) :attack3 (1 8 5 2). -} - -_:bng_3071 { - (7 1 8 5 2) list:firstRest (7 (1 8 5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 5 2). -} - -_:bng_3072 { - (3 1) :attack3 (7 1 8 5 2). -} - -_:bng_3073 { - [] rdf:value 3; :attack (7 1 8 5 2). -} - -_:bng_3074 { - (4 7 1 8 5 2) list:firstRest (4 (7 1 8 5 2)). - (4 1) math:difference 3. -} - -_:bng_3075 { - (3 1) :attack3 (4 7 1 8 5 2). -} - -_:bng_3076 { - [] rdf:value 3; :attack (4 7 1 8 5 2). -} - -_:bng_3077 { - (8 5 2) list:firstRest (8 (5 2)). - (8 5) math:difference 3. -} - -_:bng_3078 { - (3 5) :attack3 (8 5 2). -} - -_:bng_3079 { - (1 8 5 2) list:firstRest (1 (8 5 2)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 5 2). -} - -_:bng_3080 { - (3 4) :attack3 (1 8 5 2). -} - -_:bng_3081 { - (7 1 8 5 2) list:firstRest (7 (1 8 5 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8 5 2). -} - -_:bng_3082 { - (3 3) :attack3 (7 1 8 5 2). -} - -_:bng_3083 { - (4 7 1 8 5 2) list:firstRest (4 (7 1 8 5 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 1 8 5 2). -} - -_:bng_3084 { - (3 2) :attack3 (4 7 1 8 5 2). -} - -_:bng_3085 { - (6 4 7 1 8 5 2) list:firstRest (6 (4 7 1 8 5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 1 8 5 2). -} - -_:bng_3086 { - (3 1) :attack3 (6 4 7 1 8 5 2). -} - -_:bng_3087 { - [] rdf:value 3; :attack (6 4 7 1 8 5 2). -} - -_:bng_3088 { - (7 1 8 5 2) list:firstRest (7 (1 8 5 2)). - (7 1) math:difference 6. -} - -_:bng_3089 { - (6 1) :attack3 (7 1 8 5 2). -} - -_:bng_3090 { - [] rdf:value 6; :attack (7 1 8 5 2). -} - -_:bng_3091 { - (8 5 2) list:firstRest (8 (5 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2). -} - -_:bng_3092 { - (3 1) :attack3 (8 5 2). -} - -_:bng_3093 { - [] rdf:value 3; :attack (8 5 2). -} - -_:bng_3094 { - (6 3 1 4 8 5 2) list:firstRest (6 (3 1 4 8 5 2)). - (6 1) math:sum 7. -} - -_:bng_3095 { - (7 1) :attack3 (6 3 1 4 8 5 2). -} - -_:bng_3096 { - [] rdf:value 7; :attack (6 3 1 4 8 5 2). -} - -_:bng_3097 { - (4 8 5 2) list:firstRest (4 (8 5 2)). - (4 3) math:sum 7. -} - -_:bng_3098 { - (7 3) :attack3 (4 8 5 2). -} - -_:bng_3099 { - (1 4 8 5 2) list:firstRest (1 (4 8 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 8 5 2). -} - -_:bng_3100 { - (7 2) :attack3 (1 4 8 5 2). -} - -_:bng_3101 { - (3 1 4 8 5 2) list:firstRest (3 (1 4 8 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 8 5 2). -} - -_:bng_3102 { - (7 1) :attack3 (3 1 4 8 5 2). -} - -_:bng_3103 { - [] rdf:value 7; :attack (3 1 4 8 5 2). -} - -_:bng_3104 { - (4 8 5 2) list:firstRest (4 (8 5 2)). - (4 2) math:sum 6. -} - -_:bng_3105 { - (6 2) :attack3 (4 8 5 2). -} - -_:bng_3106 { - (1 4 8 5 2) list:firstRest (1 (4 8 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 5 2). -} - -_:bng_3107 { - (6 1) :attack3 (1 4 8 5 2). -} - -_:bng_3108 { - [] rdf:value 6; :attack (1 4 8 5 2). -} - -_:bng_3109 { - (4 8 5 2) list:firstRest (4 (8 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 5 2). -} - -_:bng_3110 { - (7 2) :attack3 (4 8 5 2). -} - -_:bng_3111 { - (1 4 8 5 2) list:firstRest (1 (4 8 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 8 5 2). -} - -_:bng_3112 { - (7 1) :attack3 (1 4 8 5 2). -} - -_:bng_3113 { - [] rdf:value 7; :attack (1 4 8 5 2). -} - -_:bng_3114 { - (4 8 5 2) list:firstRest (4 (8 5 2)). - (4 1) math:difference 3. -} - -_:bng_3115 { - (3 1) :attack3 (4 8 5 2). -} - -_:bng_3116 { - [] rdf:value 3; :attack (4 8 5 2). -} - -_:bng_3117 { - (4 8 5 2) list:firstRest (4 (8 5 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 2). -} - -_:bng_3118 { - (6 1) :attack3 (4 8 5 2). -} - -_:bng_3119 { - [] rdf:value 6; :attack (4 8 5 2). -} - -_:bng_3120 { - (8 5 2) list:firstRest (8 (5 2)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 2). -} - -_:bng_3121 { - (1 3) :attack3 (8 5 2). -} - -_:bng_3122 { - (4 8 5 2) list:firstRest (4 (8 5 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 2). -} - -_:bng_3123 { - (1 2) :attack3 (4 8 5 2). -} - -_:bng_3124 { - (7 4 8 5 2) list:firstRest (7 (4 8 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 8 5 2). -} - -_:bng_3125 { - (1 1) :attack3 (7 4 8 5 2). -} - -_:bng_3126 { - [] rdf:value 1; :attack (7 4 8 5 2). -} - -_:bng_3127 { - (4 8 5 2) list:firstRest (4 (8 5 2)). - (4 3) math:difference 1. -} - -_:bng_3128 { - (1 3) :attack3 (4 8 5 2). -} - -_:bng_3129 { - (7 4 8 5 2) list:firstRest (7 (4 8 5 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 8 5 2). -} - -_:bng_3130 { - (1 2) :attack3 (7 4 8 5 2). -} - -_:bng_3131 { - (3 7 4 8 5 2) list:firstRest (3 (7 4 8 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 8 5 2). -} - -_:bng_3132 { - (1 1) :attack3 (3 7 4 8 5 2). -} - -_:bng_3133 { - [] rdf:value 1; :attack (3 7 4 8 5 2). -} - -_:bng_3134 { - (3 7 4 8 5 2) list:firstRest (3 (7 4 8 5 2)). - (3 2) math:difference 1. -} - -_:bng_3135 { - (1 2) :attack3 (3 7 4 8 5 2). -} - -_:bng_3136 { - (6 3 7 4 8 5 2) list:firstRest (6 (3 7 4 8 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 4 8 5 2). -} - -_:bng_3137 { - (1 1) :attack3 (6 3 7 4 8 5 2). -} - -_:bng_3138 { - [] rdf:value 1; :attack (6 3 7 4 8 5 2). -} - -_:bng_3139 { - (7 4 8 5 2) list:firstRest (7 (4 8 5 2)). - (7 1) math:difference 6. -} - -_:bng_3140 { - (6 1) :attack3 (7 4 8 5 2). -} - -_:bng_3141 { - [] rdf:value 6; :attack (7 4 8 5 2). -} - -_:bng_3142 { - (3 1 6 8 5 2) list:firstRest (3 (1 6 8 5 2)). - (3 1) math:sum 4. -} - -_:bng_3143 { - (4 1) :attack3 (3 1 6 8 5 2). -} - -_:bng_3144 { - [] rdf:value 4; :attack (3 1 6 8 5 2). -} - -_:bng_3145 { - (1 6 8 5 2) list:firstRest (1 (6 8 5 2)). - (1 3) math:sum 4. -} - -_:bng_3146 { - (4 3) :attack3 (1 6 8 5 2). -} - -_:bng_3147 { - (3 1 6 8 5 2) list:firstRest (3 (1 6 8 5 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6 8 5 2). -} - -_:bng_3148 { - (4 2) :attack3 (3 1 6 8 5 2). -} - -_:bng_3149 { - (7 3 1 6 8 5 2) list:firstRest (7 (3 1 6 8 5 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6 8 5 2). -} - -_:bng_3150 { - (4 1) :attack3 (7 3 1 6 8 5 2). -} - -_:bng_3151 { - [] rdf:value 4; :attack (7 3 1 6 8 5 2). -} - -_:bng_3152 { - (6 8 5 2) list:firstRest (6 (8 5 2)). - (6 2) math:difference 4. -} - -_:bng_3153 { - (4 2) :attack3 (6 8 5 2). -} - -_:bng_3154 { - (1 6 8 5 2) list:firstRest (1 (6 8 5 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 5 2). -} - -_:bng_3155 { - (4 1) :attack3 (1 6 8 5 2). -} - -_:bng_3156 { - [] rdf:value 4; :attack (1 6 8 5 2). -} - -_:bng_3157 { - (6 8 5 2) list:firstRest (6 (8 5 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 5 2). -} - -_:bng_3158 { - (7 2) :attack3 (6 8 5 2). -} - -_:bng_3159 { - (1 6 8 5 2) list:firstRest (1 (6 8 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 5 2). -} - -_:bng_3160 { - (7 1) :attack3 (1 6 8 5 2). -} - -_:bng_3161 { - [] rdf:value 7; :attack (1 6 8 5 2). -} - -_:bng_3162 { - (6 8 5 2) list:firstRest (6 (8 5 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 2). -} - -_:bng_3163 { - (1 2) :attack3 (6 8 5 2). -} - -_:bng_3164 { - (3 6 8 5 2) list:firstRest (3 (6 8 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 5 2). -} - -_:bng_3165 { - (1 1) :attack3 (3 6 8 5 2). -} - -_:bng_3166 { - [] rdf:value 1; :attack (3 6 8 5 2). -} - -_:bng_3167 { - (3 6 8 5 2) list:firstRest (3 (6 8 5 2)). - (3 1) math:sum 4. -} - -_:bng_3168 { - (4 1) :attack3 (3 6 8 5 2). -} - -_:bng_3169 { - [] rdf:value 4; :attack (3 6 8 5 2). -} - -_:bng_3170 { - (3 6 8 5 2) list:firstRest (3 (6 8 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 5 2). -} - -_:bng_3171 { - (7 1) :attack3 (3 6 8 5 2). -} - -_:bng_3172 { - [] rdf:value 7; :attack (3 6 8 5 2). -} - -_:bng_3173 { - (4 6 8 5 2) list:firstRest (4 (6 8 5 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 5 2). -} - -_:bng_3174 { - (1 1) :attack3 (4 6 8 5 2). -} - -_:bng_3175 { - [] rdf:value 1; :attack (4 6 8 5 2). -} - -_:bng_3176 { - (4 6 8 5 2) list:firstRest (4 (6 8 5 2)). - (4 1) math:difference 3. -} - -_:bng_3177 { - (3 1) :attack3 (4 6 8 5 2). -} - -_:bng_3178 { - [] rdf:value 3; :attack (4 6 8 5 2). -} - -_:bng_3179 { - (4 6 8 5 2) list:firstRest (4 (6 8 5 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 5 2). -} - -_:bng_3180 { - (7 1) :attack3 (4 6 8 5 2). -} - -_:bng_3181 { - [] rdf:value 7; :attack (4 6 8 5 2). -} - -_:bng_3182 { - (6 8 5 2) list:firstRest (6 (8 5 2)). - (6 1) math:sum 7. -} - -_:bng_3183 { - (7 1) :attack3 (6 8 5 2). -} - -_:bng_3184 { - [] rdf:value 7; :attack (6 8 5 2). -} - -_:bng_3185 { - (8 5 2) list:firstRest (8 (5 2)). - (8 1) math:difference 7. -} - -_:bng_3186 { - (7 1) :attack3 (8 5 2). -} - -_:bng_3187 { - [] rdf:value 7; :attack (8 5 2). -} - -_:bng_3188 { - (3 1 6 2) list:firstRest (3 (1 6 2)). - (3 1) math:sum 4. -} - -_:bng_3189 { - (4 1) :attack3 (3 1 6 2). -} - -_:bng_3190 { - [] rdf:value 4; :attack (3 1 6 2). -} - -_:bng_3191 { - (5 3 1 6 2) list:firstRest (5 (3 1 6 2)). - (5 1) math:difference 4. -} - -_:bng_3192 { - (4 1) :attack3 (5 3 1 6 2). -} - -_:bng_3193 { - [] rdf:value 4; :attack (5 3 1 6 2). -} - -_:bng_3194 { - (6 2) list:firstRest (6 (2)). - (4 1) math:sum 5 . - (7 5) :attack3 (2). -} - -_:bng_3195 { - (7 4) :attack3 (6 2). -} - -_:bng_3196 { - (1 6 2) list:firstRest (1 (6 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (6 2). -} - -_:bng_3197 { - (7 3) :attack3 (1 6 2). -} - -_:bng_3198 { - (3 1 6 2) list:firstRest (3 (1 6 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 6 2). -} - -_:bng_3199 { - (7 2) :attack3 (3 1 6 2). -} - -_:bng_3200 { - (5 3 1 6 2) list:firstRest (5 (3 1 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 1 6 2). -} - -_:bng_3201 { - (7 1) :attack3 (5 3 1 6 2). -} - -_:bng_3202 { - [] rdf:value 7; :attack (5 3 1 6 2). -} - -_:bng_3203 { - (3 1 6 2) list:firstRest (3 (1 6 2)). - (3 4) math:sum 7. -} - -_:bng_3204 { - (7 4) :attack3 (3 1 6 2). -} - -_:bng_3205 { - (5 3 1 6 2) list:firstRest (5 (3 1 6 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 1 6 2). -} - -_:bng_3206 { - (7 3) :attack3 (5 3 1 6 2). -} - -_:bng_3207 { - (8 5 3 1 6 2) list:firstRest (8 (5 3 1 6 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 3 1 6 2). -} - -_:bng_3208 { - (7 2) :attack3 (8 5 3 1 6 2). -} - -_:bng_3209 { - (4 8 5 3 1 6 2) list:firstRest (4 (8 5 3 1 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3 1 6 2). -} - -_:bng_3210 { - (7 1) :attack3 (4 8 5 3 1 6 2). -} - -_:bng_3211 { - [] rdf:value 7; :attack (4 8 5 3 1 6 2). -} - -_:bng_3212 { - (8 5 3 1 6 2) list:firstRest (8 (5 3 1 6 2)). - (8 1) math:difference 7. -} - -_:bng_3213 { - (7 1) :attack3 (8 5 3 1 6 2). -} - -_:bng_3214 { - [] rdf:value 7; :attack (8 5 3 1 6 2). -} - -_:bng_3215 { - (1 6 2) list:firstRest (1 (6 2)). - (1 3) math:sum 4. -} - -_:bng_3216 { - (4 3) :attack3 (1 6 2). -} - -_:bng_3217 { - (3 1 6 2) list:firstRest (3 (1 6 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6 2). -} - -_:bng_3218 { - (4 2) :attack3 (3 1 6 2). -} - -_:bng_3219 { - (7 3 1 6 2) list:firstRest (7 (3 1 6 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6 2). -} - -_:bng_3220 { - (4 1) :attack3 (7 3 1 6 2). -} - -_:bng_3221 { - [] rdf:value 4; :attack (7 3 1 6 2). -} - -_:bng_3222 { - (3 1 6 2) list:firstRest (3 (1 6 2)). - (3 2) math:sum 5. -} - -_:bng_3223 { - (5 2) :attack3 (3 1 6 2). -} - -_:bng_3224 { - (7 3 1 6 2) list:firstRest (7 (3 1 6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 6 2). -} - -_:bng_3225 { - (5 1) :attack3 (7 3 1 6 2). -} - -_:bng_3226 { - [] rdf:value 5; :attack (7 3 1 6 2). -} - -_:bng_3227 { - (7 3 1 6 2) list:firstRest (7 (3 1 6 2)). - (7 1) math:sum 8. -} - -_:bng_3228 { - (8 1) :attack3 (7 3 1 6 2). -} - -_:bng_3229 { - [] rdf:value 8; :attack (7 3 1 6 2). -} - -_:bng_3230 { - (8 3 1 6 2) list:firstRest (8 (3 1 6 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6 2). -} - -_:bng_3231 { - (4 1) :attack3 (8 3 1 6 2). -} - -_:bng_3232 { - [] rdf:value 4; :attack (8 3 1 6 2). -} - -_:bng_3233 { - (8 3 1 6 2) list:firstRest (8 (3 1 6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 6 2). -} - -_:bng_3234 { - (5 1) :attack3 (8 3 1 6 2). -} - -_:bng_3235 { - [] rdf:value 5; :attack (8 3 1 6 2). -} - -_:bng_3236 { - (8 3 1 6 2) list:firstRest (8 (3 1 6 2)). - (8 1) math:difference 7. -} - -_:bng_3237 { - (7 1) :attack3 (8 3 1 6 2). -} - -_:bng_3238 { - [] rdf:value 7; :attack (8 3 1 6 2). -} - -_:bng_3239 { - (6 2) list:firstRest (6 (2)). - (6 2) math:difference 4. -} - -_:bng_3240 { - (4 2) :attack3 (6 2). -} - -_:bng_3241 { - (1 6 2) list:firstRest (1 (6 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2). -} - -_:bng_3242 { - (4 1) :attack3 (1 6 2). -} - -_:bng_3243 { - [] rdf:value 4; :attack (1 6 2). -} - -_:bng_3244 { - (6 2) list:firstRest (6 (2)). - (2 1) math:sum 3 . - (5 3) :attack3 (2). -} - -_:bng_3245 { - (5 2) :attack3 (6 2). -} - -_:bng_3246 { - (1 6 2) list:firstRest (1 (6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2). -} - -_:bng_3247 { - (5 1) :attack3 (1 6 2). -} - -_:bng_3248 { - [] rdf:value 5; :attack (1 6 2). -} - -_:bng_3249 { - (1 6 2) list:firstRest (1 (6 2)). - (1 2) math:sum 3. -} - -_:bng_3250 { - (3 2) :attack3 (1 6 2). -} - -_:bng_3251 { - (7 1 6 2) list:firstRest (7 (1 6 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 2). -} - -_:bng_3252 { - (3 1) :attack3 (7 1 6 2). -} - -_:bng_3253 { - [] rdf:value 3; :attack (7 1 6 2). -} - -_:bng_3254 { - (4 7 1 6 2) list:firstRest (4 (7 1 6 2)). - (4 1) math:difference 3. -} - -_:bng_3255 { - (3 1) :attack3 (4 7 1 6 2). -} - -_:bng_3256 { - [] rdf:value 3; :attack (4 7 1 6 2). -} - -_:bng_3257 { - (4 7 1 6 2) list:firstRest (4 (7 1 6 2)). - (4 1) math:sum 5. -} - -_:bng_3258 { - (5 1) :attack3 (4 7 1 6 2). -} - -_:bng_3259 { - [] rdf:value 5; :attack (4 7 1 6 2). -} - -_:bng_3260 { - (5) list:select (5 ()). - (_:bng_17703 false true) log:ifThenElseIn (() 1). - (5 3 8 4 7 1 6 2) list:firstRest (5 (3 8 4 7 1 6 2)). - (() (5 3 8 4 7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3261 { - ((5) (3 8 4 7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3262 { - (3 5) list:select (3 (5)). - (_:bng_17704 false true) log:ifThenElseIn (() 1). - (3 8 4 7 1 6 2) list:firstRest (3 (8 4 7 1 6 2)). - ((5) (3 8 4 7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3263 { - ((3 5) (8 4 7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3264 { - (3 5 8) list:select (8 (3 5)). - (_:bng_17705 false true) log:ifThenElseIn (() 1). - (8 4 7 1 6 2) list:firstRest (8 (4 7 1 6 2)). - ((3 5) (8 4 7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3265 { - ((3 5 8) (4 7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3266 { - (3 4 5 8) list:select (4 (3 5 8)). - (_:bng_17706 false true) log:ifThenElseIn (() 1). - (4 7 1 6 2) list:firstRest (4 (7 1 6 2)). - ((3 5 8) (4 7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3267 { - ((3 4 5 8) (7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3268 { - (3 4 5 7 8) list:select (7 (3 4 5 8)). - (_:bng_17707 false true) log:ifThenElseIn (() 1). - (7 1 6 2) list:firstRest (7 (1 6 2)). - ((3 4 5 8) (7 1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3269 { - ((3 4 5 7 8) (1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3270 { - (1 3 4 5 7 8) list:select (1 (3 4 5 7 8)). - (_:bng_17708 false true) log:ifThenElseIn (() 1). - (1 6 2) list:firstRest (1 (6 2)). - ((3 4 5 7 8) (1 6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3271 { - ((1 3 4 5 7 8) (6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3272 { - (1 3 4 5 6 7 8) list:select (6 (1 3 4 5 7 8)). - (_:bng_17709 false true) log:ifThenElseIn (() 1). - (6 2) list:firstRest (6 (2)). - ((1 3 4 5 7 8) (6 2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3273 { - ((1 3 4 5 6 7 8) (2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3274 { - (1 2 3 4 5 6 7 8) list:select (2 (1 3 4 5 6 7 8)). - (_:bng_17690 false true) log:ifThenElseIn (() 1). - (2) list:firstRest (2 ()). - ((1 3 4 5 6 7 8) (2)) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3275 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3276 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 3 8 4 7 1 6 2). -} - -_:bng_3277 { - [] rdf:value 8; :queens (5 3 8 4 7 1 6 2). -} - -_:bng_3278 { - (1 6 2) list:firstRest (1 (6 2)). - (1 4) math:sum 5. -} - -_:bng_3279 { - (5 4) :attack3 (1 6 2). -} - -_:bng_3280 { - (7 1 6 2) list:firstRest (7 (1 6 2)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 6 2). -} - -_:bng_3281 { - (5 3) :attack3 (7 1 6 2). -} - -_:bng_3282 { - (4 7 1 6 2) list:firstRest (4 (7 1 6 2)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1 6 2). -} - -_:bng_3283 { - (5 2) :attack3 (4 7 1 6 2). -} - -_:bng_3284 { - (8 4 7 1 6 2) list:firstRest (8 (4 7 1 6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1 6 2). -} - -_:bng_3285 { - (5 1) :attack3 (8 4 7 1 6 2). -} - -_:bng_3286 { - [] rdf:value 5; :attack (8 4 7 1 6 2). -} - -_:bng_3287 { - (3 5 7 1 6 2) list:firstRest (3 (5 7 1 6 2)). - (3 1) math:sum 4. -} - -_:bng_3288 { - (4 1) :attack3 (3 5 7 1 6 2). -} - -_:bng_3289 { - [] rdf:value 4; :attack (3 5 7 1 6 2). -} - -_:bng_3290 { - (6 2) list:firstRest (6 (2)). - (5 1) math:sum 6 . - (8 6) :attack3 (2). -} - -_:bng_3291 { - (8 5) :attack3 (6 2). -} - -_:bng_3292 { - (1 6 2) list:firstRest (1 (6 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (6 2). -} - -_:bng_3293 { - (8 4) :attack3 (1 6 2). -} - -_:bng_3294 { - (7 1 6 2) list:firstRest (7 (1 6 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 6 2). -} - -_:bng_3295 { - (8 3) :attack3 (7 1 6 2). -} - -_:bng_3296 { - (5 7 1 6 2) list:firstRest (5 (7 1 6 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 6 2). -} - -_:bng_3297 { - (8 2) :attack3 (5 7 1 6 2). -} - -_:bng_3298 { - (3 5 7 1 6 2) list:firstRest (3 (5 7 1 6 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 1 6 2). -} - -_:bng_3299 { - (8 1) :attack3 (3 5 7 1 6 2). -} - -_:bng_3300 { - [] rdf:value 8; :attack (3 5 7 1 6 2). -} - -_:bng_3301 { - (5 7 1 6 2) list:firstRest (5 (7 1 6 2)). - (5 1) math:difference 4. -} - -_:bng_3302 { - (4 1) :attack3 (5 7 1 6 2). -} - -_:bng_3303 { - [] rdf:value 4; :attack (5 7 1 6 2). -} - -_:bng_3304 { - (5 7 1 6 2) list:firstRest (5 (7 1 6 2)). - (5 2) math:difference 3. -} - -_:bng_3305 { - (3 2) :attack3 (5 7 1 6 2). -} - -_:bng_3306 { - (8 5 7 1 6 2) list:firstRest (8 (5 7 1 6 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 1 6 2). -} - -_:bng_3307 { - (3 1) :attack3 (8 5 7 1 6 2). -} - -_:bng_3308 { - [] rdf:value 3; :attack (8 5 7 1 6 2). -} - -_:bng_3309 { - (7 1 6 2) list:firstRest (7 (1 6 2)). - (7 3) math:difference 4. -} - -_:bng_3310 { - (4 3) :attack3 (7 1 6 2). -} - -_:bng_3311 { - (5 7 1 6 2) list:firstRest (5 (7 1 6 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 1 6 2). -} - -_:bng_3312 { - (4 2) :attack3 (5 7 1 6 2). -} - -_:bng_3313 { - (8 5 7 1 6 2) list:firstRest (8 (5 7 1 6 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1 6 2). -} - -_:bng_3314 { - (4 1) :attack3 (8 5 7 1 6 2). -} - -_:bng_3315 { - [] rdf:value 4; :attack (8 5 7 1 6 2). -} - -_:bng_3316 { - (7 1 6 2) list:firstRest (7 (1 6 2)). - (7 1) math:sum 8. -} - -_:bng_3317 { - (8 1) :attack3 (7 1 6 2). -} - -_:bng_3318 { - [] rdf:value 8; :attack (7 1 6 2). -} - -_:bng_3319 { - (6 2) list:firstRest (6 (2)). - (6 2) math:sum 8. -} - -_:bng_3320 { - (8 2) :attack3 (6 2). -} - -_:bng_3321 { - (1 6 2) list:firstRest (1 (6 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2). -} - -_:bng_3322 { - (8 1) :attack3 (1 6 2). -} - -_:bng_3323 { - [] rdf:value 8; :attack (1 6 2). -} - -_:bng_3324 { - (4 1 3 6 2) list:firstRest (4 (1 3 6 2)). - (4 1) math:sum 5. -} - -_:bng_3325 { - (5 1) :attack3 (4 1 3 6 2). -} - -_:bng_3326 { - [] rdf:value 5; :attack (4 1 3 6 2). -} - -_:bng_3327 { - (3 6 2) list:firstRest (3 (6 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (6 2). -} - -_:bng_3328 { - (7 3) :attack3 (3 6 2). -} - -_:bng_3329 { - (1 3 6 2) list:firstRest (1 (3 6 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (3 6 2). -} - -_:bng_3330 { - (7 2) :attack3 (1 3 6 2). -} - -_:bng_3331 { - (4 1 3 6 2) list:firstRest (4 (1 3 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 3 6 2). -} - -_:bng_3332 { - (7 1) :attack3 (4 1 3 6 2). -} - -_:bng_3333 { - [] rdf:value 7; :attack (4 1 3 6 2). -} - -_:bng_3334 { - (4 1 3 6 2) list:firstRest (4 (1 3 6 2)). - (4 3) math:sum 7. -} - -_:bng_3335 { - (7 3) :attack3 (4 1 3 6 2). -} - -_:bng_3336 { - (8 4 1 3 6 2) list:firstRest (8 (4 1 3 6 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 3 6 2). -} - -_:bng_3337 { - (7 2) :attack3 (8 4 1 3 6 2). -} - -_:bng_3338 { - (5 8 4 1 3 6 2) list:firstRest (5 (8 4 1 3 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 4 1 3 6 2). -} - -_:bng_3339 { - (7 1) :attack3 (5 8 4 1 3 6 2). -} - -_:bng_3340 { - [] rdf:value 7; :attack (5 8 4 1 3 6 2). -} - -_:bng_3341 { - (8 4 1 3 6 2) list:firstRest (8 (4 1 3 6 2)). - (8 1) math:difference 7. -} - -_:bng_3342 { - (7 1) :attack3 (8 4 1 3 6 2). -} - -_:bng_3343 { - [] rdf:value 7; :attack (8 4 1 3 6 2). -} - -_:bng_3344 { - (3 6 2) list:firstRest (3 (6 2)). - (3 2) math:sum 5. -} - -_:bng_3345 { - (5 2) :attack3 (3 6 2). -} - -_:bng_3346 { - (1 3 6 2) list:firstRest (1 (3 6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 2). -} - -_:bng_3347 { - (5 1) :attack3 (1 3 6 2). -} - -_:bng_3348 { - [] rdf:value 5; :attack (1 3 6 2). -} - -_:bng_3349 { - (4 7 1 3 6 2) list:firstRest (4 (7 1 3 6 2)). - (4 1) math:sum 5. -} - -_:bng_3350 { - (5 1) :attack3 (4 7 1 3 6 2). -} - -_:bng_3351 { - [] rdf:value 5; :attack (4 7 1 3 6 2). -} - -_:bng_3352 { - (3 6 2) list:firstRest (3 (6 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (6 2). -} - -_:bng_3353 { - (8 4) :attack3 (3 6 2). -} - -_:bng_3354 { - (1 3 6 2) list:firstRest (1 (3 6 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (3 6 2). -} - -_:bng_3355 { - (8 3) :attack3 (1 3 6 2). -} - -_:bng_3356 { - (7 1 3 6 2) list:firstRest (7 (1 3 6 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 3 6 2). -} - -_:bng_3357 { - (8 2) :attack3 (7 1 3 6 2). -} - -_:bng_3358 { - (4 7 1 3 6 2) list:firstRest (4 (7 1 3 6 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 1 3 6 2). -} - -_:bng_3359 { - (8 1) :attack3 (4 7 1 3 6 2). -} - -_:bng_3360 { - [] rdf:value 8; :attack (4 7 1 3 6 2). -} - -_:bng_3361 { - (5 7 1 3 6 2) list:firstRest (5 (7 1 3 6 2)). - (5 1) math:difference 4. -} - -_:bng_3362 { - (4 1) :attack3 (5 7 1 3 6 2). -} - -_:bng_3363 { - [] rdf:value 4; :attack (5 7 1 3 6 2). -} - -_:bng_3364 { - (5 7 1 3 6 2) list:firstRest (5 (7 1 3 6 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 1 3 6 2). -} - -_:bng_3365 { - (8 1) :attack3 (5 7 1 3 6 2). -} - -_:bng_3366 { - [] rdf:value 8; :attack (5 7 1 3 6 2). -} - -_:bng_3367 { - (7 1 3 6 2) list:firstRest (7 (1 3 6 2)). - (7 1) math:sum 8. -} - -_:bng_3368 { - (8 1) :attack3 (7 1 3 6 2). -} - -_:bng_3369 { - [] rdf:value 8; :attack (7 1 3 6 2). -} - -_:bng_3370 { - (4 8 1 3 6 2) list:firstRest (4 (8 1 3 6 2)). - (4 1) math:sum 5. -} - -_:bng_3371 { - (5 1) :attack3 (4 8 1 3 6 2). -} - -_:bng_3372 { - [] rdf:value 5; :attack (4 8 1 3 6 2). -} - -_:bng_3373 { - (3 6 2) list:firstRest (3 (6 2)). - (3 4) math:sum 7. -} - -_:bng_3374 { - (7 4) :attack3 (3 6 2). -} - -_:bng_3375 { - (1 3 6 2) list:firstRest (1 (3 6 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 6 2). -} - -_:bng_3376 { - (7 3) :attack3 (1 3 6 2). -} - -_:bng_3377 { - (8 1 3 6 2) list:firstRest (8 (1 3 6 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 6 2). -} - -_:bng_3378 { - (7 2) :attack3 (8 1 3 6 2). -} - -_:bng_3379 { - (4 8 1 3 6 2) list:firstRest (4 (8 1 3 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 3 6 2). -} - -_:bng_3380 { - (7 1) :attack3 (4 8 1 3 6 2). -} - -_:bng_3381 { - [] rdf:value 7; :attack (4 8 1 3 6 2). -} - -_:bng_3382 { - (5 8 1 3 6 2) list:firstRest (5 (8 1 3 6 2)). - (5 1) math:difference 4. -} - -_:bng_3383 { - (4 1) :attack3 (5 8 1 3 6 2). -} - -_:bng_3384 { - [] rdf:value 4; :attack (5 8 1 3 6 2). -} - -_:bng_3385 { - (5 8 1 3 6 2) list:firstRest (5 (8 1 3 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 3 6 2). -} - -_:bng_3386 { - (7 1) :attack3 (5 8 1 3 6 2). -} - -_:bng_3387 { - [] rdf:value 7; :attack (5 8 1 3 6 2). -} - -_:bng_3388 { - (8 1 3 6 2) list:firstRest (8 (1 3 6 2)). - (8 1) math:difference 7. -} - -_:bng_3389 { - (7 1) :attack3 (8 1 3 6 2). -} - -_:bng_3390 { - [] rdf:value 7; :attack (8 1 3 6 2). -} - -_:bng_3391 { - (3 6 2) list:firstRest (3 (6 2)). - (3 1) math:sum 4. -} - -_:bng_3392 { - (4 1) :attack3 (3 6 2). -} - -_:bng_3393 { - [] rdf:value 4; :attack (3 6 2). -} - -_:bng_3394 { - (3 6 2) list:firstRest (3 (6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2). -} - -_:bng_3395 { - (5 1) :attack3 (3 6 2). -} - -_:bng_3396 { - [] rdf:value 5; :attack (3 6 2). -} - -_:bng_3397 { - (3 6 2) list:firstRest (3 (6 2)). - (3 2) math:difference 1. -} - -_:bng_3398 { - (1 2) :attack3 (3 6 2). -} - -_:bng_3399 { - (7 3 6 2) list:firstRest (7 (3 6 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 2). -} - -_:bng_3400 { - (1 1) :attack3 (7 3 6 2). -} - -_:bng_3401 { - [] rdf:value 1; :attack (7 3 6 2). -} - -_:bng_3402 { - (3 6 2) list:firstRest (3 (6 2)). - (3 5) math:sum 8. -} - -_:bng_3403 { - (8 5) :attack3 (3 6 2). -} - -_:bng_3404 { - (7 3 6 2) list:firstRest (7 (3 6 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 6 2). -} - -_:bng_3405 { - (8 4) :attack3 (7 3 6 2). -} - -_:bng_3406 { - (4 7 3 6 2) list:firstRest (4 (7 3 6 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (7 3 6 2). -} - -_:bng_3407 { - (8 3) :attack3 (4 7 3 6 2). -} - -_:bng_3408 { - (1 4 7 3 6 2) list:firstRest (1 (4 7 3 6 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 7 3 6 2). -} - -_:bng_3409 { - (8 2) :attack3 (1 4 7 3 6 2). -} - -_:bng_3410 { - (5 1 4 7 3 6 2) list:firstRest (5 (1 4 7 3 6 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 4 7 3 6 2). -} - -_:bng_3411 { - (8 1) :attack3 (5 1 4 7 3 6 2). -} - -_:bng_3412 { - [] rdf:value 8; :attack (5 1 4 7 3 6 2). -} - -_:bng_3413 { - (7 3 6 2) list:firstRest (7 (3 6 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (3 6 2). -} - -_:bng_3414 { - (8 3) :attack3 (7 3 6 2). -} - -_:bng_3415 { - (4 7 3 6 2) list:firstRest (4 (7 3 6 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 3 6 2). -} - -_:bng_3416 { - (8 2) :attack3 (4 7 3 6 2). -} - -_:bng_3417 { - (1 4 7 3 6 2) list:firstRest (1 (4 7 3 6 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 3 6 2). -} - -_:bng_3418 { - (8 1) :attack3 (1 4 7 3 6 2). -} - -_:bng_3419 { - [] rdf:value 8; :attack (1 4 7 3 6 2). -} - -_:bng_3420 { - (4 7 3 6 2) list:firstRest (4 (7 3 6 2)). - (4 1) math:sum 5. -} - -_:bng_3421 { - (5 1) :attack3 (4 7 3 6 2). -} - -_:bng_3422 { - [] rdf:value 5; :attack (4 7 3 6 2). -} - -_:bng_3423 { - (6 2) list:firstRest (6 (2)). - (6 5) math:difference 1. -} - -_:bng_3424 { - (1 5) :attack3 (6 2). -} - -_:bng_3425 { - (3 6 2) list:firstRest (3 (6 2)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 2). -} - -_:bng_3426 { - (1 4) :attack3 (3 6 2). -} - -_:bng_3427 { - (7 3 6 2) list:firstRest (7 (3 6 2)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 6 2). -} - -_:bng_3428 { - (1 3) :attack3 (7 3 6 2). -} - -_:bng_3429 { - (4 7 3 6 2) list:firstRest (4 (7 3 6 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 3 6 2). -} - -_:bng_3430 { - (1 2) :attack3 (4 7 3 6 2). -} - -_:bng_3431 { - (8 4 7 3 6 2) list:firstRest (8 (4 7 3 6 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 7 3 6 2). -} - -_:bng_3432 { - (1 1) :attack3 (8 4 7 3 6 2). -} - -_:bng_3433 { - [] rdf:value 1; :attack (8 4 7 3 6 2). -} - -_:bng_3434 { - (4 7 3 6 2) list:firstRest (4 (7 3 6 2)). - (4 3) math:difference 1. -} - -_:bng_3435 { - (1 3) :attack3 (4 7 3 6 2). -} - -_:bng_3436 { - (8 4 7 3 6 2) list:firstRest (8 (4 7 3 6 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7 3 6 2). -} - -_:bng_3437 { - (1 2) :attack3 (8 4 7 3 6 2). -} - -_:bng_3438 { - (5 8 4 7 3 6 2) list:firstRest (5 (8 4 7 3 6 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 4 7 3 6 2). -} - -_:bng_3439 { - (1 1) :attack3 (5 8 4 7 3 6 2). -} - -_:bng_3440 { - [] rdf:value 1; :attack (5 8 4 7 3 6 2). -} - -_:bng_3441 { - (7 3 6 2) list:firstRest (7 (3 6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 2). -} - -_:bng_3442 { - (5 1) :attack3 (7 3 6 2). -} - -_:bng_3443 { - [] rdf:value 5; :attack (7 3 6 2). -} - -_:bng_3444 { - (7 3 6 2) list:firstRest (7 (3 6 2)). - (7 1) math:sum 8. -} - -_:bng_3445 { - (8 1) :attack3 (7 3 6 2). -} - -_:bng_3446 { - [] rdf:value 8; :attack (7 3 6 2). -} - -_:bng_3447 { - (3 6 2) list:firstRest (3 (6 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2). -} - -_:bng_3448 { - (8 1) :attack3 (3 6 2). -} - -_:bng_3449 { - [] rdf:value 8; :attack (3 6 2). -} - -_:bng_3450 { - (2) list:firstRest (2 ()). - (2 2) math:sum 4. -} - -_:bng_3451 { - (4 2) :attack3 (2). -} - -_:bng_3452 { - (6 2) list:firstRest (6 (2)). - (1 1) math:sum 2 . - (4 2) :attack3 (2). -} - -_:bng_3453 { - (4 1) :attack3 (6 2). -} - -_:bng_3454 { - [] rdf:value 4; :attack (6 2). -} - -_:bng_3455 { - (6 2) list:firstRest (6 (2)). - (6 1) math:difference 5. -} - -_:bng_3456 { - (5 1) :attack3 (6 2). -} - -_:bng_3457 { - [] rdf:value 5; :attack (6 2). -} - -_:bng_3458 { - (6 2) list:firstRest (6 (2)). - (6 1) math:sum 7. -} - -_:bng_3459 { - (7 1) :attack3 (6 2). -} - -_:bng_3460 { - [] rdf:value 7; :attack (6 2). -} - -_:bng_3461 { - (6 2) list:firstRest (6 (2)). - (6 3) math:difference 3. -} - -_:bng_3462 { - (3 3) :attack3 (6 2). -} - -_:bng_3463 { - (8 6 2) list:firstRest (8 (6 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 2). -} - -_:bng_3464 { - (3 2) :attack3 (8 6 2). -} - -_:bng_3465 { - (1 8 6 2) list:firstRest (1 (8 6 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 2). -} - -_:bng_3466 { - (3 1) :attack3 (1 8 6 2). -} - -_:bng_3467 { - [] rdf:value 3; :attack (1 8 6 2). -} - -_:bng_3468 { - (4 1 8 6 2) list:firstRest (4 (1 8 6 2)). - (4 1) math:difference 3. -} - -_:bng_3469 { - (3 1) :attack3 (4 1 8 6 2). -} - -_:bng_3470 { - [] rdf:value 3; :attack (4 1 8 6 2). -} - -_:bng_3471 { - (4 1 8 6 2) list:firstRest (4 (1 8 6 2)). - (4 1) math:sum 5. -} - -_:bng_3472 { - (5 1) :attack3 (4 1 8 6 2). -} - -_:bng_3473 { - [] rdf:value 5; :attack (4 1 8 6 2). -} - -_:bng_3474 { - (8 6 2) list:firstRest (8 (6 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (6 2). -} - -_:bng_3475 { - (7 3) :attack3 (8 6 2). -} - -_:bng_3476 { - (1 8 6 2) list:firstRest (1 (8 6 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 6 2). -} - -_:bng_3477 { - (7 2) :attack3 (1 8 6 2). -} - -_:bng_3478 { - (4 1 8 6 2) list:firstRest (4 (1 8 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 6 2). -} - -_:bng_3479 { - (7 1) :attack3 (4 1 8 6 2). -} - -_:bng_3480 { - [] rdf:value 7; :attack (4 1 8 6 2). -} - -_:bng_3481 { - (1 8 6 2) list:firstRest (1 (8 6 2)). - (1 2) math:sum 3. -} - -_:bng_3482 { - (3 2) :attack3 (1 8 6 2). -} - -_:bng_3483 { - (5 1 8 6 2) list:firstRest (5 (1 8 6 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 6 2). -} - -_:bng_3484 { - (3 1) :attack3 (5 1 8 6 2). -} - -_:bng_3485 { - [] rdf:value 3; :attack (5 1 8 6 2). -} - -_:bng_3486 { - (5 1 8 6 2) list:firstRest (5 (1 8 6 2)). - (5 1) math:difference 4. -} - -_:bng_3487 { - (4 1) :attack3 (5 1 8 6 2). -} - -_:bng_3488 { - [] rdf:value 4; :attack (5 1 8 6 2). -} - -_:bng_3489 { - (5 1 8 6 2) list:firstRest (5 (1 8 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 6 2). -} - -_:bng_3490 { - (7 1) :attack3 (5 1 8 6 2). -} - -_:bng_3491 { - [] rdf:value 7; :attack (5 1 8 6 2). -} - -_:bng_3492 { - (7 1 8 6 2) list:firstRest (7 (1 8 6 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 6 2). -} - -_:bng_3493 { - (3 1) :attack3 (7 1 8 6 2). -} - -_:bng_3494 { - [] rdf:value 3; :attack (7 1 8 6 2). -} - -_:bng_3495 { - (4 7 1 8 6 2) list:firstRest (4 (7 1 8 6 2)). - (4 1) math:difference 3. -} - -_:bng_3496 { - (3 1) :attack3 (4 7 1 8 6 2). -} - -_:bng_3497 { - [] rdf:value 3; :attack (4 7 1 8 6 2). -} - -_:bng_3498 { - (4 7 1 8 6 2) list:firstRest (4 (7 1 8 6 2)). - (4 1) math:sum 5. -} - -_:bng_3499 { - (5 1) :attack3 (4 7 1 8 6 2). -} - -_:bng_3500 { - [] rdf:value 5; :attack (4 7 1 8 6 2). -} - -_:bng_3501 { - (8 6 2) list:firstRest (8 (6 2)). - (8 3) math:difference 5. -} - -_:bng_3502 { - (5 3) :attack3 (8 6 2). -} - -_:bng_3503 { - (1 8 6 2) list:firstRest (1 (8 6 2)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 6 2). -} - -_:bng_3504 { - (5 2) :attack3 (1 8 6 2). -} - -_:bng_3505 { - (7 1 8 6 2) list:firstRest (7 (1 8 6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8 6 2). -} - -_:bng_3506 { - (5 1) :attack3 (7 1 8 6 2). -} - -_:bng_3507 { - [] rdf:value 5; :attack (7 1 8 6 2). -} - -_:bng_3508 { - (4 1 3 8 6 2) list:firstRest (4 (1 3 8 6 2)). - (4 1) math:sum 5. -} - -_:bng_3509 { - (5 1) :attack3 (4 1 3 8 6 2). -} - -_:bng_3510 { - [] rdf:value 5; :attack (4 1 3 8 6 2). -} - -_:bng_3511 { - (5) list:select (5 ()). - (_:bng_17710 false true) log:ifThenElseIn (() 1). - (5 7 4 1 3 8 6 2) list:firstRest (5 (7 4 1 3 8 6 2)). - (() (5 7 4 1 3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3512 { - ((5) (7 4 1 3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3513 { - (5 7) list:select (7 (5)). - (_:bng_17711 false true) log:ifThenElseIn (() 1). - (7 4 1 3 8 6 2) list:firstRest (7 (4 1 3 8 6 2)). - ((5) (7 4 1 3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3514 { - ((5 7) (4 1 3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3515 { - (4 5 7) list:select (4 (5 7)). - (_:bng_17712 false true) log:ifThenElseIn (() 1). - (4 1 3 8 6 2) list:firstRest (4 (1 3 8 6 2)). - ((5 7) (4 1 3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3516 { - ((4 5 7) (1 3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3517 { - (1 4 5 7) list:select (1 (4 5 7)). - (_:bng_17713 false true) log:ifThenElseIn (() 1). - (1 3 8 6 2) list:firstRest (1 (3 8 6 2)). - ((4 5 7) (1 3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3518 { - ((1 4 5 7) (3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3519 { - (1 3 4 5 7) list:select (3 (1 4 5 7)). - (_:bng_17714 false true) log:ifThenElseIn (() 1). - (3 8 6 2) list:firstRest (3 (8 6 2)). - ((1 4 5 7) (3 8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3520 { - ((1 3 4 5 7) (8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3521 { - (1 3 4 5 7 8) list:select (8 (1 3 4 5 7)). - (_:bng_17715 false true) log:ifThenElseIn (() 1). - (8 6 2) list:firstRest (8 (6 2)). - ((1 3 4 5 7) (8 6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3522 { - ((1 3 4 5 7 8) (6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3523 { - (1 3 4 5 6 7 8) list:select (6 (1 3 4 5 7 8)). - (_:bng_17709 false true) log:ifThenElseIn (() 1). - (6 2) list:firstRest (6 (2)). - ((1 3 4 5 7 8) (6 2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3524 { - ((1 3 4 5 6 7 8) (2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3525 { - (1 2 3 4 5 6 7 8) list:select (2 (1 3 4 5 6 7 8)). - (_:bng_17690 false true) log:ifThenElseIn (() 1). - (2) list:firstRest (2 ()). - ((1 3 4 5 6 7 8) (2)) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3526 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3527 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 4 1 3 8 6 2). -} - -_:bng_3528 { - [] rdf:value 8; :queens (5 7 4 1 3 8 6 2). -} - -_:bng_3529 { - (3 8 6 2) list:firstRest (3 (8 6 2)). - (3 2) math:sum 5. -} - -_:bng_3530 { - (5 2) :attack3 (3 8 6 2). -} - -_:bng_3531 { - (1 3 8 6 2) list:firstRest (1 (3 8 6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 6 2). -} - -_:bng_3532 { - (5 1) :attack3 (1 3 8 6 2). -} - -_:bng_3533 { - [] rdf:value 5; :attack (1 3 8 6 2). -} - -_:bng_3534 { - (3 8 6 2) list:firstRest (3 (8 6 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 6 2). -} - -_:bng_3535 { - (7 2) :attack3 (3 8 6 2). -} - -_:bng_3536 { - (1 3 8 6 2) list:firstRest (1 (3 8 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 8 6 2). -} - -_:bng_3537 { - (7 1) :attack3 (1 3 8 6 2). -} - -_:bng_3538 { - [] rdf:value 7; :attack (1 3 8 6 2). -} - -_:bng_3539 { - (3 8 6 2) list:firstRest (3 (8 6 2)). - (3 1) math:sum 4. -} - -_:bng_3540 { - (4 1) :attack3 (3 8 6 2). -} - -_:bng_3541 { - [] rdf:value 4; :attack (3 8 6 2). -} - -_:bng_3542 { - (3 8 6 2) list:firstRest (3 (8 6 2)). - (3 2) math:difference 1. -} - -_:bng_3543 { - (1 2) :attack3 (3 8 6 2). -} - -_:bng_3544 { - (5 3 8 6 2) list:firstRest (5 (3 8 6 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 6 2). -} - -_:bng_3545 { - (1 1) :attack3 (5 3 8 6 2). -} - -_:bng_3546 { - [] rdf:value 1; :attack (5 3 8 6 2). -} - -_:bng_3547 { - (5 3 8 6 2) list:firstRest (5 (3 8 6 2)). - (5 1) math:difference 4. -} - -_:bng_3548 { - (4 1) :attack3 (5 3 8 6 2). -} - -_:bng_3549 { - [] rdf:value 4; :attack (5 3 8 6 2). -} - -_:bng_3550 { - (5 3 8 6 2) list:firstRest (5 (3 8 6 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 8 6 2). -} - -_:bng_3551 { - (7 1) :attack3 (5 3 8 6 2). -} - -_:bng_3552 { - [] rdf:value 7; :attack (5 3 8 6 2). -} - -_:bng_3553 { - (7 3 8 6 2) list:firstRest (7 (3 8 6 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 6 2). -} - -_:bng_3554 { - (1 1) :attack3 (7 3 8 6 2). -} - -_:bng_3555 { - [] rdf:value 1; :attack (7 3 8 6 2). -} - -_:bng_3556 { - (8 6 2) list:firstRest (8 (6 2)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 2). -} - -_:bng_3557 { - (1 4) :attack3 (8 6 2). -} - -_:bng_3558 { - (3 8 6 2) list:firstRest (3 (8 6 2)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6 2). -} - -_:bng_3559 { - (1 3) :attack3 (3 8 6 2). -} - -_:bng_3560 { - (7 3 8 6 2) list:firstRest (7 (3 8 6 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 8 6 2). -} - -_:bng_3561 { - (1 2) :attack3 (7 3 8 6 2). -} - -_:bng_3562 { - (4 7 3 8 6 2) list:firstRest (4 (7 3 8 6 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 3 8 6 2). -} - -_:bng_3563 { - (1 1) :attack3 (4 7 3 8 6 2). -} - -_:bng_3564 { - [] rdf:value 1; :attack (4 7 3 8 6 2). -} - -_:bng_3565 { - (4 7 3 8 6 2) list:firstRest (4 (7 3 8 6 2)). - (4 1) math:sum 5. -} - -_:bng_3566 { - (5 1) :attack3 (4 7 3 8 6 2). -} - -_:bng_3567 { - [] rdf:value 5; :attack (4 7 3 8 6 2). -} - -_:bng_3568 { - (7 3 8 6 2) list:firstRest (7 (3 8 6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 6 2). -} - -_:bng_3569 { - (5 1) :attack3 (7 3 8 6 2). -} - -_:bng_3570 { - [] rdf:value 5; :attack (7 3 8 6 2). -} - -_:bng_3571 { - (8 6 2) list:firstRest (8 (6 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2). -} - -_:bng_3572 { - (4 1) :attack3 (8 6 2). -} - -_:bng_3573 { - [] rdf:value 4; :attack (8 6 2). -} - -_:bng_3574 { - (8 6 2) list:firstRest (8 (6 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2). -} - -_:bng_3575 { - (5 1) :attack3 (8 6 2). -} - -_:bng_3576 { - [] rdf:value 5; :attack (8 6 2). -} - -_:bng_3577 { - (8 6 2) list:firstRest (8 (6 2)). - (8 1) math:difference 7. -} - -_:bng_3578 { - (7 1) :attack3 (8 6 2). -} - -_:bng_3579 { - [] rdf:value 7; :attack (8 6 2). -} - -_:bng_3580 { - (3 1 7 2) list:firstRest (3 (1 7 2)). - (3 1) math:sum 4. -} - -_:bng_3581 { - (4 1) :attack3 (3 1 7 2). -} - -_:bng_3582 { - [] rdf:value 4; :attack (3 1 7 2). -} - -_:bng_3583 { - (5 3 1 7 2) list:firstRest (5 (3 1 7 2)). - (5 1) math:difference 4. -} - -_:bng_3584 { - (4 1) :attack3 (5 3 1 7 2). -} - -_:bng_3585 { - [] rdf:value 4; :attack (5 3 1 7 2). -} - -_:bng_3586 { - (5 3 1 7 2) list:firstRest (5 (3 1 7 2)). - (5 1) math:sum 6. -} - -_:bng_3587 { - (6 1) :attack3 (5 3 1 7 2). -} - -_:bng_3588 { - [] rdf:value 6; :attack (5 3 1 7 2). -} - -_:bng_3589 { - (8 5 3 1 7 2) list:firstRest (8 (5 3 1 7 2)). - (8 2) math:difference 6. -} - -_:bng_3590 { - (6 2) :attack3 (8 5 3 1 7 2). -} - -_:bng_3591 { - (4 8 5 3 1 7 2) list:firstRest (4 (8 5 3 1 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 3 1 7 2). -} - -_:bng_3592 { - (6 1) :attack3 (4 8 5 3 1 7 2). -} - -_:bng_3593 { - [] rdf:value 6; :attack (4 8 5 3 1 7 2). -} - -_:bng_3594 { - (3 1 7 2) list:firstRest (3 (1 7 2)). - (3 3) math:sum 6. -} - -_:bng_3595 { - (6 3) :attack3 (3 1 7 2). -} - -_:bng_3596 { - (5 3 1 7 2) list:firstRest (5 (3 1 7 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 1 7 2). -} - -_:bng_3597 { - (6 2) :attack3 (5 3 1 7 2). -} - -_:bng_3598 { - (8 5 3 1 7 2) list:firstRest (8 (5 3 1 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 1 7 2). -} - -_:bng_3599 { - (6 1) :attack3 (8 5 3 1 7 2). -} - -_:bng_3600 { - [] rdf:value 6; :attack (8 5 3 1 7 2). -} - -_:bng_3601 { - (7 2) list:firstRest (7 (2)). - (3 1) math:sum 4 . - (6 4) :attack3 (2). -} - -_:bng_3602 { - (6 3) :attack3 (7 2). -} - -_:bng_3603 { - (1 7 2) list:firstRest (1 (7 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2). -} - -_:bng_3604 { - (6 2) :attack3 (1 7 2). -} - -_:bng_3605 { - (3 1 7 2) list:firstRest (3 (1 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 7 2). -} - -_:bng_3606 { - (6 1) :attack3 (3 1 7 2). -} - -_:bng_3607 { - [] rdf:value 6; :attack (3 1 7 2). -} - -_:bng_3608 { - (1 7 2) list:firstRest (1 (7 2)). - (1 3) math:sum 4. -} - -_:bng_3609 { - (4 3) :attack3 (1 7 2). -} - -_:bng_3610 { - (3 1 7 2) list:firstRest (3 (1 7 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7 2). -} - -_:bng_3611 { - (4 2) :attack3 (3 1 7 2). -} - -_:bng_3612 { - (8 3 1 7 2) list:firstRest (8 (3 1 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 2). -} - -_:bng_3613 { - (4 1) :attack3 (8 3 1 7 2). -} - -_:bng_3614 { - [] rdf:value 4; :attack (8 3 1 7 2). -} - -_:bng_3615 { - (3 1 7 2) list:firstRest (3 (1 7 2)). - (3 2) math:sum 5. -} - -_:bng_3616 { - (5 2) :attack3 (3 1 7 2). -} - -_:bng_3617 { - (8 3 1 7 2) list:firstRest (8 (3 1 7 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 7 2). -} - -_:bng_3618 { - (5 1) :attack3 (8 3 1 7 2). -} - -_:bng_3619 { - [] rdf:value 5; :attack (8 3 1 7 2). -} - -_:bng_3620 { - (4 6 8 3 1 7 2) list:firstRest (4 (6 8 3 1 7 2)). - (4 1) math:sum 5. -} - -_:bng_3621 { - (5 1) :attack3 (4 6 8 3 1 7 2). -} - -_:bng_3622 { - [] rdf:value 5; :attack (4 6 8 3 1 7 2). -} - -_:bng_3623 { - (6 8 3 1 7 2) list:firstRest (6 (8 3 1 7 2)). - (6 1) math:difference 5. -} - -_:bng_3624 { - (5 1) :attack3 (6 8 3 1 7 2). -} - -_:bng_3625 { - [] rdf:value 5; :attack (6 8 3 1 7 2). -} - -_:bng_3626 { - (4 1 7 2) list:firstRest (4 (1 7 2)). - (4 1) math:difference 3. -} - -_:bng_3627 { - (3 1) :attack3 (4 1 7 2). -} - -_:bng_3628 { - [] rdf:value 3; :attack (4 1 7 2). -} - -_:bng_3629 { - (4 1 7 2) list:firstRest (4 (1 7 2)). - (4 1) math:sum 5. -} - -_:bng_3630 { - (5 1) :attack3 (4 1 7 2). -} - -_:bng_3631 { - [] rdf:value 5; :attack (4 1 7 2). -} - -_:bng_3632 { - (4 1 7 2) list:firstRest (4 (1 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 7 2). -} - -_:bng_3633 { - (6 1) :attack3 (4 1 7 2). -} - -_:bng_3634 { - [] rdf:value 6; :attack (4 1 7 2). -} - -_:bng_3635 { - (7 2) list:firstRest (7 (2)). - (7 4) math:difference 3. -} - -_:bng_3636 { - (3 4) :attack3 (7 2). -} - -_:bng_3637 { - (1 7 2) list:firstRest (1 (7 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 2). -} - -_:bng_3638 { - (3 3) :attack3 (1 7 2). -} - -_:bng_3639 { - (4 1 7 2) list:firstRest (4 (1 7 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 2). -} - -_:bng_3640 { - (3 2) :attack3 (4 1 7 2). -} - -_:bng_3641 { - (8 4 1 7 2) list:firstRest (8 (4 1 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7 2). -} - -_:bng_3642 { - (3 1) :attack3 (8 4 1 7 2). -} - -_:bng_3643 { - [] rdf:value 3; :attack (8 4 1 7 2). -} - -_:bng_3644 { - (1 7 2) list:firstRest (1 (7 2)). - (1 5) math:sum 6. -} - -_:bng_3645 { - (6 5) :attack3 (1 7 2). -} - -_:bng_3646 { - (4 1 7 2) list:firstRest (4 (1 7 2)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 7 2). -} - -_:bng_3647 { - (6 4) :attack3 (4 1 7 2). -} - -_:bng_3648 { - (8 4 1 7 2) list:firstRest (8 (4 1 7 2)). - (3 1) math:sum 4 . - (6 4) :attack3 (4 1 7 2). -} - -_:bng_3649 { - (6 3) :attack3 (8 4 1 7 2). -} - -_:bng_3650 { - (5 8 4 1 7 2) list:firstRest (5 (8 4 1 7 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 4 1 7 2). -} - -_:bng_3651 { - (6 2) :attack3 (5 8 4 1 7 2). -} - -_:bng_3652 { - (3 5 8 4 1 7 2) list:firstRest (3 (5 8 4 1 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 4 1 7 2). -} - -_:bng_3653 { - (6 1) :attack3 (3 5 8 4 1 7 2). -} - -_:bng_3654 { - [] rdf:value 6; :attack (3 5 8 4 1 7 2). -} - -_:bng_3655 { - (5 8 4 1 7 2) list:firstRest (5 (8 4 1 7 2)). - (5 1) math:sum 6. -} - -_:bng_3656 { - (6 1) :attack3 (5 8 4 1 7 2). -} - -_:bng_3657 { - [] rdf:value 6; :attack (5 8 4 1 7 2). -} - -_:bng_3658 { - (4 1 7 2) list:firstRest (4 (1 7 2)). - (4 2) math:sum 6. -} - -_:bng_3659 { - (6 2) :attack3 (4 1 7 2). -} - -_:bng_3660 { - (8 4 1 7 2) list:firstRest (8 (4 1 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 7 2). -} - -_:bng_3661 { - (6 1) :attack3 (8 4 1 7 2). -} - -_:bng_3662 { - [] rdf:value 6; :attack (8 4 1 7 2). -} - -_:bng_3663 { - (7 2) list:firstRest (7 (2)). - (7 2) math:difference 5. -} - -_:bng_3664 { - (5 2) :attack3 (7 2). -} - -_:bng_3665 { - (1 7 2) list:firstRest (1 (7 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2). -} - -_:bng_3666 { - (5 1) :attack3 (1 7 2). -} - -_:bng_3667 { - [] rdf:value 5; :attack (1 7 2). -} - -_:bng_3668 { - (1 7 2) list:firstRest (1 (7 2)). - (1 2) math:sum 3. -} - -_:bng_3669 { - (3 2) :attack3 (1 7 2). -} - -_:bng_3670 { - (6 1 7 2) list:firstRest (6 (1 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 2). -} - -_:bng_3671 { - (3 1) :attack3 (6 1 7 2). -} - -_:bng_3672 { - [] rdf:value 3; :attack (6 1 7 2). -} - -_:bng_3673 { - (7 2) list:firstRest (7 (2)). - (7 3) math:difference 4. -} - -_:bng_3674 { - (4 3) :attack3 (7 2). -} - -_:bng_3675 { - (1 7 2) list:firstRest (1 (7 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2). -} - -_:bng_3676 { - (4 2) :attack3 (1 7 2). -} - -_:bng_3677 { - (6 1 7 2) list:firstRest (6 (1 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 2). -} - -_:bng_3678 { - (4 1) :attack3 (6 1 7 2). -} - -_:bng_3679 { - [] rdf:value 4; :attack (6 1 7 2). -} - -_:bng_3680 { - (6 1 7 2) list:firstRest (6 (1 7 2)). - (6 1) math:difference 5. -} - -_:bng_3681 { - (5 1) :attack3 (6 1 7 2). -} - -_:bng_3682 { - [] rdf:value 5; :attack (6 1 7 2). -} - -_:bng_3683 { - (6 1 7 2) list:firstRest (6 (1 7 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 2). -} - -_:bng_3684 { - (3 2) :attack3 (6 1 7 2). -} - -_:bng_3685 { - (8 6 1 7 2) list:firstRest (8 (6 1 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 1 7 2). -} - -_:bng_3686 { - (3 1) :attack3 (8 6 1 7 2). -} - -_:bng_3687 { - [] rdf:value 3; :attack (8 6 1 7 2). -} - -_:bng_3688 { - (6 1 7 2) list:firstRest (6 (1 7 2)). - (6 2) math:difference 4. -} - -_:bng_3689 { - (4 2) :attack3 (6 1 7 2). -} - -_:bng_3690 { - (8 6 1 7 2) list:firstRest (8 (6 1 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 7 2). -} - -_:bng_3691 { - (4 1) :attack3 (8 6 1 7 2). -} - -_:bng_3692 { - [] rdf:value 4; :attack (8 6 1 7 2). -} - -_:bng_3693 { - (6 1 7 2) list:firstRest (6 (1 7 2)). - (6 3) math:difference 3. -} - -_:bng_3694 { - (3 3) :attack3 (6 1 7 2). -} - -_:bng_3695 { - (8 6 1 7 2) list:firstRest (8 (6 1 7 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1 7 2). -} - -_:bng_3696 { - (3 2) :attack3 (8 6 1 7 2). -} - -_:bng_3697 { - (5 8 6 1 7 2) list:firstRest (5 (8 6 1 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 1 7 2). -} - -_:bng_3698 { - (3 1) :attack3 (5 8 6 1 7 2). -} - -_:bng_3699 { - [] rdf:value 3; :attack (5 8 6 1 7 2). -} - -_:bng_3700 { - (5 8 6 1 7 2) list:firstRest (5 (8 6 1 7 2)). - (5 1) math:difference 4. -} - -_:bng_3701 { - (4 1) :attack3 (5 8 6 1 7 2). -} - -_:bng_3702 { - [] rdf:value 4; :attack (5 8 6 1 7 2). -} - -_:bng_3703 { - (8 1 7 2) list:firstRest (8 (1 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 2). -} - -_:bng_3704 { - (3 1) :attack3 (8 1 7 2). -} - -_:bng_3705 { - [] rdf:value 3; :attack (8 1 7 2). -} - -_:bng_3706 { - (8 1 7 2) list:firstRest (8 (1 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 2). -} - -_:bng_3707 { - (4 1) :attack3 (8 1 7 2). -} - -_:bng_3708 { - [] rdf:value 4; :attack (8 1 7 2). -} - -_:bng_3709 { - (8 1 7 2) list:firstRest (8 (1 7 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 2). -} - -_:bng_3710 { - (3 2) :attack3 (8 1 7 2). -} - -_:bng_3711 { - (5 8 1 7 2) list:firstRest (5 (8 1 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7 2). -} - -_:bng_3712 { - (3 1) :attack3 (5 8 1 7 2). -} - -_:bng_3713 { - [] rdf:value 3; :attack (5 8 1 7 2). -} - -_:bng_3714 { - (5 8 1 7 2) list:firstRest (5 (8 1 7 2)). - (5 1) math:difference 4. -} - -_:bng_3715 { - (4 1) :attack3 (5 8 1 7 2). -} - -_:bng_3716 { - [] rdf:value 4; :attack (5 8 1 7 2). -} - -_:bng_3717 { - (5 8 1 7 2) list:firstRest (5 (8 1 7 2)). - (5 1) math:sum 6. -} - -_:bng_3718 { - (6 1) :attack3 (5 8 1 7 2). -} - -_:bng_3719 { - [] rdf:value 6; :attack (5 8 1 7 2). -} - -_:bng_3720 { - (8 1 7 2) list:firstRest (8 (1 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 7 2). -} - -_:bng_3721 { - (6 1) :attack3 (8 1 7 2). -} - -_:bng_3722 { - [] rdf:value 6; :attack (8 1 7 2). -} - -_:bng_3723 { - (3 7 2) list:firstRest (3 (7 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2). -} - -_:bng_3724 { - (4 2) :attack3 (3 7 2). -} - -_:bng_3725 { - (1 3 7 2) list:firstRest (1 (3 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7 2). -} - -_:bng_3726 { - (4 1) :attack3 (1 3 7 2). -} - -_:bng_3727 { - [] rdf:value 4; :attack (1 3 7 2). -} - -_:bng_3728 { - (3 7 2) list:firstRest (3 (7 2)). - (3 2) math:sum 5. -} - -_:bng_3729 { - (5 2) :attack3 (3 7 2). -} - -_:bng_3730 { - (1 3 7 2) list:firstRest (1 (3 7 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7 2). -} - -_:bng_3731 { - (5 1) :attack3 (1 3 7 2). -} - -_:bng_3732 { - [] rdf:value 5; :attack (1 3 7 2). -} - -_:bng_3733 { - (3 7 2) list:firstRest (3 (7 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2). -} - -_:bng_3734 { - (6 2) :attack3 (3 7 2). -} - -_:bng_3735 { - (1 3 7 2) list:firstRest (1 (3 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 7 2). -} - -_:bng_3736 { - (6 1) :attack3 (1 3 7 2). -} - -_:bng_3737 { - [] rdf:value 6; :attack (1 3 7 2). -} - -_:bng_3738 { - (4 8 1 3 7 2) list:firstRest (4 (8 1 3 7 2)). - (4 1) math:sum 5. -} - -_:bng_3739 { - (5 1) :attack3 (4 8 1 3 7 2). -} - -_:bng_3740 { - [] rdf:value 5; :attack (4 8 1 3 7 2). -} - -_:bng_3741 { - (8 1 3 7 2) list:firstRest (8 (1 3 7 2)). - (8 2) math:difference 6. -} - -_:bng_3742 { - (6 2) :attack3 (8 1 3 7 2). -} - -_:bng_3743 { - (4 8 1 3 7 2) list:firstRest (4 (8 1 3 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 3 7 2). -} - -_:bng_3744 { - (6 1) :attack3 (4 8 1 3 7 2). -} - -_:bng_3745 { - [] rdf:value 6; :attack (4 8 1 3 7 2). -} - -_:bng_3746 { - (5 8 1 3 7 2) list:firstRest (5 (8 1 3 7 2)). - (5 1) math:difference 4. -} - -_:bng_3747 { - (4 1) :attack3 (5 8 1 3 7 2). -} - -_:bng_3748 { - [] rdf:value 4; :attack (5 8 1 3 7 2). -} - -_:bng_3749 { - (5 8 1 3 7 2) list:firstRest (5 (8 1 3 7 2)). - (5 1) math:sum 6. -} - -_:bng_3750 { - (6 1) :attack3 (5 8 1 3 7 2). -} - -_:bng_3751 { - [] rdf:value 6; :attack (5 8 1 3 7 2). -} - -_:bng_3752 { - (3 7 2) list:firstRest (3 (7 2)). - (3 3) math:sum 6. -} - -_:bng_3753 { - (6 3) :attack3 (3 7 2). -} - -_:bng_3754 { - (1 3 7 2) list:firstRest (1 (3 7 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 7 2). -} - -_:bng_3755 { - (6 2) :attack3 (1 3 7 2). -} - -_:bng_3756 { - (8 1 3 7 2) list:firstRest (8 (1 3 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 7 2). -} - -_:bng_3757 { - (6 1) :attack3 (8 1 3 7 2). -} - -_:bng_3758 { - [] rdf:value 6; :attack (8 1 3 7 2). -} - -_:bng_3759 { - (3 7 2) list:firstRest (3 (7 2)). - (3 1) math:sum 4. -} - -_:bng_3760 { - (4 1) :attack3 (3 7 2). -} - -_:bng_3761 { - [] rdf:value 4; :attack (3 7 2). -} - -_:bng_3762 { - (3 7 2) list:firstRest (3 (7 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2). -} - -_:bng_3763 { - (5 1) :attack3 (3 7 2). -} - -_:bng_3764 { - [] rdf:value 5; :attack (3 7 2). -} - -_:bng_3765 { - (3 7 2) list:firstRest (3 (7 2)). - (3 2) math:difference 1. -} - -_:bng_3766 { - (1 2) :attack3 (3 7 2). -} - -_:bng_3767 { - (6 3 7 2) list:firstRest (6 (3 7 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 2). -} - -_:bng_3768 { - (1 1) :attack3 (6 3 7 2). -} - -_:bng_3769 { - [] rdf:value 1; :attack (6 3 7 2). -} - -_:bng_3770 { - (6 3 7 2) list:firstRest (6 (3 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7 2). -} - -_:bng_3771 { - (4 1) :attack3 (6 3 7 2). -} - -_:bng_3772 { - [] rdf:value 4; :attack (6 3 7 2). -} - -_:bng_3773 { - (6 3 7 2) list:firstRest (6 (3 7 2)). - (6 1) math:difference 5. -} - -_:bng_3774 { - (5 1) :attack3 (6 3 7 2). -} - -_:bng_3775 { - [] rdf:value 5; :attack (6 3 7 2). -} - -_:bng_3776 { - (4 1 8 6 3 7 2) list:firstRest (4 (1 8 6 3 7 2)). - (4 1) math:sum 5. -} - -_:bng_3777 { - (5 1) :attack3 (4 1 8 6 3 7 2). -} - -_:bng_3778 { - [] rdf:value 5; :attack (4 1 8 6 3 7 2). -} - -_:bng_3779 { - (5 1 8 6 3 7 2) list:firstRest (5 (1 8 6 3 7 2)). - (5 1) math:difference 4. -} - -_:bng_3780 { - (4 1) :attack3 (5 1 8 6 3 7 2). -} - -_:bng_3781 { - [] rdf:value 4; :attack (5 1 8 6 3 7 2). -} - -_:bng_3782 { - (6 3 7 2) list:firstRest (6 (3 7 2)). - (6 2) math:difference 4. -} - -_:bng_3783 { - (4 2) :attack3 (6 3 7 2). -} - -_:bng_3784 { - (8 6 3 7 2) list:firstRest (8 (6 3 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 7 2). -} - -_:bng_3785 { - (4 1) :attack3 (8 6 3 7 2). -} - -_:bng_3786 { - [] rdf:value 4; :attack (8 6 3 7 2). -} - -_:bng_3787 { - (4) list:select (4 ()). - (_:bng_17716 false true) log:ifThenElseIn (() 1). - (4 1 5 8 6 3 7 2) list:firstRest (4 (1 5 8 6 3 7 2)). - (() (4 1 5 8 6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3788 { - ((4) (1 5 8 6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3789 { - (1 4) list:select (1 (4)). - (_:bng_17717 false true) log:ifThenElseIn (() 1). - (1 5 8 6 3 7 2) list:firstRest (1 (5 8 6 3 7 2)). - ((4) (1 5 8 6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3790 { - ((1 4) (5 8 6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3791 { - (1 4 5) list:select (5 (1 4)). - (_:bng_17718 false true) log:ifThenElseIn (() 1). - (5 8 6 3 7 2) list:firstRest (5 (8 6 3 7 2)). - ((1 4) (5 8 6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3792 { - ((1 4 5) (8 6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3793 { - (1 4 5 8) list:select (8 (1 4 5)). - (_:bng_17719 false true) log:ifThenElseIn (() 1). - (8 6 3 7 2) list:firstRest (8 (6 3 7 2)). - ((1 4 5) (8 6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3794 { - ((1 4 5 8) (6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3795 { - (1 4 5 6 8) list:select (6 (1 4 5 8)). - (_:bng_17720 false true) log:ifThenElseIn (() 1). - (6 3 7 2) list:firstRest (6 (3 7 2)). - ((1 4 5 8) (6 3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3796 { - ((1 4 5 6 8) (3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3797 { - (1 3 4 5 6 8) list:select (3 (1 4 5 6 8)). - (_:bng_17721 false true) log:ifThenElseIn (() 1). - (3 7 2) list:firstRest (3 (7 2)). - ((1 4 5 6 8) (3 7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3798 { - ((1 3 4 5 6 8) (7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3799 { - (1 3 4 5 6 7 8) list:select (7 (1 3 4 5 6 8)). - (_:bng_17722 false true) log:ifThenElseIn (() 1). - (7 2) list:firstRest (7 (2)). - ((1 3 4 5 6 8) (7 2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3800 { - ((1 3 4 5 6 7 8) (2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3801 { - (1 2 3 4 5 6 7 8) list:select (2 (1 3 4 5 6 7 8)). - (_:bng_17690 false true) log:ifThenElseIn (() 1). - (2) list:firstRest (2 ()). - ((1 3 4 5 6 7 8) (2)) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3802 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3803 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 1 5 8 6 3 7 2). -} - -_:bng_3804 { - [] rdf:value 8; :queens (4 1 5 8 6 3 7 2). -} - -_:bng_3805 { - (5 8 6 3 7 2) list:firstRest (5 (8 6 3 7 2)). - (5 1) math:difference 4. -} - -_:bng_3806 { - (4 1) :attack3 (5 8 6 3 7 2). -} - -_:bng_3807 { - [] rdf:value 4; :attack (5 8 6 3 7 2). -} - -_:bng_3808 { - (8 3 7 2) list:firstRest (8 (3 7 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 2). -} - -_:bng_3809 { - (1 1) :attack3 (8 3 7 2). -} - -_:bng_3810 { - [] rdf:value 1; :attack (8 3 7 2). -} - -_:bng_3811 { - (8 3 7 2) list:firstRest (8 (3 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7 2). -} - -_:bng_3812 { - (4 1) :attack3 (8 3 7 2). -} - -_:bng_3813 { - [] rdf:value 4; :attack (8 3 7 2). -} - -_:bng_3814 { - (8 3 7 2) list:firstRest (8 (3 7 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7 2). -} - -_:bng_3815 { - (5 1) :attack3 (8 3 7 2). -} - -_:bng_3816 { - [] rdf:value 5; :attack (8 3 7 2). -} - -_:bng_3817 { - (8 3 7 2) list:firstRest (8 (3 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 7 2). -} - -_:bng_3818 { - (6 1) :attack3 (8 3 7 2). -} - -_:bng_3819 { - [] rdf:value 6; :attack (8 3 7 2). -} - -_:bng_3820 { - (7 2) list:firstRest (7 (2)). - (1 1) math:sum 2 . - (4 2) :attack3 (2). -} - -_:bng_3821 { - (4 1) :attack3 (7 2). -} - -_:bng_3822 { - [] rdf:value 4; :attack (7 2). -} - -_:bng_3823 { - (5 7 2) list:firstRest (5 (7 2)). - (5 2) math:difference 3. -} - -_:bng_3824 { - (3 2) :attack3 (5 7 2). -} - -_:bng_3825 { - (1 5 7 2) list:firstRest (1 (5 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 2). -} - -_:bng_3826 { - (3 1) :attack3 (1 5 7 2). -} - -_:bng_3827 { - [] rdf:value 3; :attack (1 5 7 2). -} - -_:bng_3828 { - (5 7 2) list:firstRest (5 (7 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2). -} - -_:bng_3829 { - (4 2) :attack3 (5 7 2). -} - -_:bng_3830 { - (1 5 7 2) list:firstRest (1 (5 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 2). -} - -_:bng_3831 { - (4 1) :attack3 (1 5 7 2). -} - -_:bng_3832 { - [] rdf:value 4; :attack (1 5 7 2). -} - -_:bng_3833 { - (5 7 2) list:firstRest (5 (7 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2). -} - -_:bng_3834 { - (6 2) :attack3 (5 7 2). -} - -_:bng_3835 { - (1 5 7 2) list:firstRest (1 (5 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 7 2). -} - -_:bng_3836 { - (6 1) :attack3 (1 5 7 2). -} - -_:bng_3837 { - [] rdf:value 6; :attack (1 5 7 2). -} - -_:bng_3838 { - (1 5 7 2) list:firstRest (1 (5 7 2)). - (1 2) math:sum 3. -} - -_:bng_3839 { - (3 2) :attack3 (1 5 7 2). -} - -_:bng_3840 { - (8 1 5 7 2) list:firstRest (8 (1 5 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 7 2). -} - -_:bng_3841 { - (3 1) :attack3 (8 1 5 7 2). -} - -_:bng_3842 { - [] rdf:value 3; :attack (8 1 5 7 2). -} - -_:bng_3843 { - (4 8 1 5 7 2) list:firstRest (4 (8 1 5 7 2)). - (4 1) math:difference 3. -} - -_:bng_3844 { - (3 1) :attack3 (4 8 1 5 7 2). -} - -_:bng_3845 { - [] rdf:value 3; :attack (4 8 1 5 7 2). -} - -_:bng_3846 { - (8 1 5 7 2) list:firstRest (8 (1 5 7 2)). - (8 2) math:difference 6. -} - -_:bng_3847 { - (6 2) :attack3 (8 1 5 7 2). -} - -_:bng_3848 { - (4 8 1 5 7 2) list:firstRest (4 (8 1 5 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 5 7 2). -} - -_:bng_3849 { - (6 1) :attack3 (4 8 1 5 7 2). -} - -_:bng_3850 { - [] rdf:value 6; :attack (4 8 1 5 7 2). -} - -_:bng_3851 { - (3 6 8 1 5 7 2) list:firstRest (3 (6 8 1 5 7 2)). - (3 1) math:sum 4. -} - -_:bng_3852 { - (4 1) :attack3 (3 6 8 1 5 7 2). -} - -_:bng_3853 { - [] rdf:value 4; :attack (3 6 8 1 5 7 2). -} - -_:bng_3854 { - (1 5 7 2) list:firstRest (1 (5 7 2)). - (1 3) math:sum 4. -} - -_:bng_3855 { - (4 3) :attack3 (1 5 7 2). -} - -_:bng_3856 { - (8 1 5 7 2) list:firstRest (8 (1 5 7 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 5 7 2). -} - -_:bng_3857 { - (4 2) :attack3 (8 1 5 7 2). -} - -_:bng_3858 { - (6 8 1 5 7 2) list:firstRest (6 (8 1 5 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1 5 7 2). -} - -_:bng_3859 { - (4 1) :attack3 (6 8 1 5 7 2). -} - -_:bng_3860 { - [] rdf:value 4; :attack (6 8 1 5 7 2). -} - -_:bng_3861 { - (3 5 7 2) list:firstRest (3 (5 7 2)). - (3 3) math:sum 6. -} - -_:bng_3862 { - (6 3) :attack3 (3 5 7 2). -} - -_:bng_3863 { - (1 3 5 7 2) list:firstRest (1 (3 5 7 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 5 7 2). -} - -_:bng_3864 { - (6 2) :attack3 (1 3 5 7 2). -} - -_:bng_3865 { - (4 1 3 5 7 2) list:firstRest (4 (1 3 5 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 5 7 2). -} - -_:bng_3866 { - (6 1) :attack3 (4 1 3 5 7 2). -} - -_:bng_3867 { - [] rdf:value 6; :attack (4 1 3 5 7 2). -} - -_:bng_3868 { - (7 2) list:firstRest (7 (2)). - (5 1) math:sum 6 . - (8 6) :attack3 (2). -} - -_:bng_3869 { - (8 5) :attack3 (7 2). -} - -_:bng_3870 { - (5 7 2) list:firstRest (5 (7 2)). - (4 1) math:sum 5 . - (8 5) :attack3 (7 2). -} - -_:bng_3871 { - (8 4) :attack3 (5 7 2). -} - -_:bng_3872 { - (3 5 7 2) list:firstRest (3 (5 7 2)). - (3 1) math:sum 4 . - (8 4) :attack3 (5 7 2). -} - -_:bng_3873 { - (8 3) :attack3 (3 5 7 2). -} - -_:bng_3874 { - (1 3 5 7 2) list:firstRest (1 (3 5 7 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (3 5 7 2). -} - -_:bng_3875 { - (8 2) :attack3 (1 3 5 7 2). -} - -_:bng_3876 { - (4 1 3 5 7 2) list:firstRest (4 (1 3 5 7 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 3 5 7 2). -} - -_:bng_3877 { - (8 1) :attack3 (4 1 3 5 7 2). -} - -_:bng_3878 { - [] rdf:value 8; :attack (4 1 3 5 7 2). -} - -_:bng_3879 { - (6 1 3 5 7 2) list:firstRest (6 (1 3 5 7 2)). - (6 2) math:sum 8. -} - -_:bng_3880 { - (8 2) :attack3 (6 1 3 5 7 2). -} - -_:bng_3881 { - (4 6 1 3 5 7 2) list:firstRest (4 (6 1 3 5 7 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 3 5 7 2). -} - -_:bng_3882 { - (8 1) :attack3 (4 6 1 3 5 7 2). -} - -_:bng_3883 { - [] rdf:value 8; :attack (4 6 1 3 5 7 2). -} - -_:bng_3884 { - (6 1 3 5 7 2) list:firstRest (6 (1 3 5 7 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 3 5 7 2). -} - -_:bng_3885 { - (8 1) :attack3 (6 1 3 5 7 2). -} - -_:bng_3886 { - [] rdf:value 8; :attack (6 1 3 5 7 2). -} - -_:bng_3887 { - (5 7 2) list:firstRest (5 (7 2)). - (5 3) math:sum 8. -} - -_:bng_3888 { - (8 3) :attack3 (5 7 2). -} - -_:bng_3889 { - (3 5 7 2) list:firstRest (3 (5 7 2)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 2). -} - -_:bng_3890 { - (8 2) :attack3 (3 5 7 2). -} - -_:bng_3891 { - (1 3 5 7 2) list:firstRest (1 (3 5 7 2)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7 2). -} - -_:bng_3892 { - (8 1) :attack3 (1 3 5 7 2). -} - -_:bng_3893 { - [] rdf:value 8; :attack (1 3 5 7 2). -} - -_:bng_3894 { - (3 5 7 2) list:firstRest (3 (5 7 2)). - (3 1) math:sum 4. -} - -_:bng_3895 { - (4 1) :attack3 (3 5 7 2). -} - -_:bng_3896 { - [] rdf:value 4; :attack (3 5 7 2). -} - -_:bng_3897 { - (3 5 7 2) list:firstRest (3 (5 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 7 2). -} - -_:bng_3898 { - (6 1) :attack3 (3 5 7 2). -} - -_:bng_3899 { - [] rdf:value 6; :attack (3 5 7 2). -} - -_:bng_3900 { - (3 5 7 2) list:firstRest (3 (5 7 2)). - (3 2) math:difference 1. -} - -_:bng_3901 { - (1 2) :attack3 (3 5 7 2). -} - -_:bng_3902 { - (8 3 5 7 2) list:firstRest (8 (3 5 7 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 7 2). -} - -_:bng_3903 { - (1 1) :attack3 (8 3 5 7 2). -} - -_:bng_3904 { - [] rdf:value 1; :attack (8 3 5 7 2). -} - -_:bng_3905 { - (5 7 2) list:firstRest (5 (7 2)). - (5 4) math:difference 1. -} - -_:bng_3906 { - (1 4) :attack3 (5 7 2). -} - -_:bng_3907 { - (3 5 7 2) list:firstRest (3 (5 7 2)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 7 2). -} - -_:bng_3908 { - (1 3) :attack3 (3 5 7 2). -} - -_:bng_3909 { - (8 3 5 7 2) list:firstRest (8 (3 5 7 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5 7 2). -} - -_:bng_3910 { - (1 2) :attack3 (8 3 5 7 2). -} - -_:bng_3911 { - (4 8 3 5 7 2) list:firstRest (4 (8 3 5 7 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5 7 2). -} - -_:bng_3912 { - (1 1) :attack3 (4 8 3 5 7 2). -} - -_:bng_3913 { - [] rdf:value 1; :attack (4 8 3 5 7 2). -} - -_:bng_3914 { - (8 3 5 7 2) list:firstRest (8 (3 5 7 2)). - (8 2) math:difference 6. -} - -_:bng_3915 { - (6 2) :attack3 (8 3 5 7 2). -} - -_:bng_3916 { - (4 8 3 5 7 2) list:firstRest (4 (8 3 5 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 5 7 2). -} - -_:bng_3917 { - (6 1) :attack3 (4 8 3 5 7 2). -} - -_:bng_3918 { - [] rdf:value 6; :attack (4 8 3 5 7 2). -} - -_:bng_3919 { - (6 8 3 5 7 2) list:firstRest (6 (8 3 5 7 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5 7 2). -} - -_:bng_3920 { - (1 1) :attack3 (6 8 3 5 7 2). -} - -_:bng_3921 { - [] rdf:value 1; :attack (6 8 3 5 7 2). -} - -_:bng_3922 { - (7 2) list:firstRest (7 (2)). - (7 6) math:difference 1. -} - -_:bng_3923 { - (1 6) :attack3 (7 2). -} - -_:bng_3924 { - (5 7 2) list:firstRest (5 (7 2)). - (5 1) math:sum 6 . - (1 6) :attack3 (7 2). -} - -_:bng_3925 { - (1 5) :attack3 (5 7 2). -} - -_:bng_3926 { - (3 5 7 2) list:firstRest (3 (5 7 2)). - (4 1) math:sum 5 . - (1 5) :attack3 (5 7 2). -} - -_:bng_3927 { - (1 4) :attack3 (3 5 7 2). -} - -_:bng_3928 { - (8 3 5 7 2) list:firstRest (8 (3 5 7 2)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 5 7 2). -} - -_:bng_3929 { - (1 3) :attack3 (8 3 5 7 2). -} - -_:bng_3930 { - (6 8 3 5 7 2) list:firstRest (6 (8 3 5 7 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 3 5 7 2). -} - -_:bng_3931 { - (1 2) :attack3 (6 8 3 5 7 2). -} - -_:bng_3932 { - (4 6 8 3 5 7 2) list:firstRest (4 (6 8 3 5 7 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 3 5 7 2). -} - -_:bng_3933 { - (1 1) :attack3 (4 6 8 3 5 7 2). -} - -_:bng_3934 { - [] rdf:value 1; :attack (4 6 8 3 5 7 2). -} - -_:bng_3935 { - (5 7 2) list:firstRest (5 (7 2)). - (5 1) math:difference 4. -} - -_:bng_3936 { - (4 1) :attack3 (5 7 2). -} - -_:bng_3937 { - [] rdf:value 4; :attack (5 7 2). -} - -_:bng_3938 { - (5 7 2) list:firstRest (5 (7 2)). - (5 1) math:sum 6. -} - -_:bng_3939 { - (6 1) :attack3 (5 7 2). -} - -_:bng_3940 { - [] rdf:value 6; :attack (5 7 2). -} - -_:bng_3941 { - (5 7 2) list:firstRest (5 (7 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 2). -} - -_:bng_3942 { - (3 3) :attack3 (5 7 2). -} - -_:bng_3943 { - (8 5 7 2) list:firstRest (8 (5 7 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7 2). -} - -_:bng_3944 { - (3 2) :attack3 (8 5 7 2). -} - -_:bng_3945 { - (1 8 5 7 2) list:firstRest (1 (8 5 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 5 7 2). -} - -_:bng_3946 { - (3 1) :attack3 (1 8 5 7 2). -} - -_:bng_3947 { - [] rdf:value 3; :attack (1 8 5 7 2). -} - -_:bng_3948 { - (4 1 8 5 7 2) list:firstRest (4 (1 8 5 7 2)). - (4 1) math:difference 3. -} - -_:bng_3949 { - (3 1) :attack3 (4 1 8 5 7 2). -} - -_:bng_3950 { - [] rdf:value 3; :attack (4 1 8 5 7 2). -} - -_:bng_3951 { - (3) list:select (3 ()). - (_:bng_17723 false true) log:ifThenElseIn (() 1). - (3 6 4 1 8 5 7 2) list:firstRest (3 (6 4 1 8 5 7 2)). - (() (3 6 4 1 8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3952 { - ((3) (6 4 1 8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3953 { - (3 6) list:select (6 (3)). - (_:bng_17724 false true) log:ifThenElseIn (() 1). - (6 4 1 8 5 7 2) list:firstRest (6 (4 1 8 5 7 2)). - ((3) (6 4 1 8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3954 { - ((3 6) (4 1 8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3955 { - (3 4 6) list:select (4 (3 6)). - (_:bng_17725 false true) log:ifThenElseIn (() 1). - (4 1 8 5 7 2) list:firstRest (4 (1 8 5 7 2)). - ((3 6) (4 1 8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3956 { - ((3 4 6) (1 8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3957 { - (1 3 4 6) list:select (1 (3 4 6)). - (_:bng_17726 false true) log:ifThenElseIn (() 1). - (1 8 5 7 2) list:firstRest (1 (8 5 7 2)). - ((3 4 6) (1 8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3958 { - ((1 3 4 6) (8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3959 { - (1 3 4 6 8) list:select (8 (1 3 4 6)). - (_:bng_17727 false true) log:ifThenElseIn (() 1). - (8 5 7 2) list:firstRest (8 (5 7 2)). - ((1 3 4 6) (8 5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3960 { - ((1 3 4 6 8) (5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3961 { - (1 3 4 5 6 8) list:select (5 (1 3 4 6 8)). - (_:bng_17728 false true) log:ifThenElseIn (() 1). - (5 7 2) list:firstRest (5 (7 2)). - ((1 3 4 6 8) (5 7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3962 { - ((1 3 4 5 6 8) (7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3963 { - (1 3 4 5 6 7 8) list:select (7 (1 3 4 5 6 8)). - (_:bng_17722 false true) log:ifThenElseIn (() 1). - (7 2) list:firstRest (7 (2)). - ((1 3 4 5 6 8) (7 2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3964 { - ((1 3 4 5 6 7 8) (2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3965 { - (1 2 3 4 5 6 7 8) list:select (2 (1 3 4 5 6 7 8)). - (_:bng_17690 false true) log:ifThenElseIn (() 1). - (2) list:firstRest (2 ()). - ((1 3 4 5 6 7 8) (2)) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3966 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3967 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 4 1 8 5 7 2). -} - -_:bng_3968 { - [] rdf:value 8; :queens (3 6 4 1 8 5 7 2). -} - -_:bng_3969 { - (8 5 7 2) list:firstRest (8 (5 7 2)). - (8 2) math:difference 6. -} - -_:bng_3970 { - (6 2) :attack3 (8 5 7 2). -} - -_:bng_3971 { - (1 8 5 7 2) list:firstRest (1 (8 5 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 7 2). -} - -_:bng_3972 { - (6 1) :attack3 (1 8 5 7 2). -} - -_:bng_3973 { - [] rdf:value 6; :attack (1 8 5 7 2). -} - -_:bng_3974 { - (8 5 7 2) list:firstRest (8 (5 7 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 2). -} - -_:bng_3975 { - (3 1) :attack3 (8 5 7 2). -} - -_:bng_3976 { - [] rdf:value 3; :attack (8 5 7 2). -} - -_:bng_3977 { - (8 5 7 2) list:firstRest (8 (5 7 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 2). -} - -_:bng_3978 { - (4 1) :attack3 (8 5 7 2). -} - -_:bng_3979 { - [] rdf:value 4; :attack (8 5 7 2). -} - -_:bng_3980 { - (8 5 7 2) list:firstRest (8 (5 7 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 7 2). -} - -_:bng_3981 { - (6 1) :attack3 (8 5 7 2). -} - -_:bng_3982 { - [] rdf:value 6; :attack (8 5 7 2). -} - -_:bng_3983 { - (7 2) list:firstRest (7 (2)). - (7 1) math:difference 6. -} - -_:bng_3984 { - (6 1) :attack3 (7 2). -} - -_:bng_3985 { - [] rdf:value 6; :attack (7 2). -} - -_:bng_3986 { - (7 2) list:firstRest (7 (2)). - (7 1) math:sum 8. -} - -_:bng_3987 { - (8 1) :attack3 (7 2). -} - -_:bng_3988 { - [] rdf:value 8; :attack (7 2). -} - -_:bng_3989 { - (3 1 8 2) list:firstRest (3 (1 8 2)). - (3 1) math:sum 4. -} - -_:bng_3990 { - (4 1) :attack3 (3 1 8 2). -} - -_:bng_3991 { - [] rdf:value 4; :attack (3 1 8 2). -} - -_:bng_3992 { - (8 2) list:firstRest (8 (2)). - (8 3) math:difference 5. -} - -_:bng_3993 { - (5 3) :attack3 (8 2). -} - -_:bng_3994 { - (1 8 2) list:firstRest (1 (8 2)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 2). -} - -_:bng_3995 { - (5 2) :attack3 (1 8 2). -} - -_:bng_3996 { - (3 1 8 2) list:firstRest (3 (1 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8 2). -} - -_:bng_3997 { - (5 1) :attack3 (3 1 8 2). -} - -_:bng_3998 { - [] rdf:value 5; :attack (3 1 8 2). -} - -_:bng_3999 { - (8 2) list:firstRest (8 (2)). - (3 1) math:sum 4 . - (6 4) :attack3 (2). -} - -_:bng_4000 { - (6 3) :attack3 (8 2). -} - -_:bng_4001 { - (1 8 2) list:firstRest (1 (8 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2). -} - -_:bng_4002 { - (6 2) :attack3 (1 8 2). -} - -_:bng_4003 { - (3 1 8 2) list:firstRest (3 (1 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2). -} - -_:bng_4004 { - (6 1) :attack3 (3 1 8 2). -} - -_:bng_4005 { - [] rdf:value 6; :attack (3 1 8 2). -} - -_:bng_4006 { - (1 8 2) list:firstRest (1 (8 2)). - (1 3) math:sum 4. -} - -_:bng_4007 { - (4 3) :attack3 (1 8 2). -} - -_:bng_4008 { - (3 1 8 2) list:firstRest (3 (1 8 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8 2). -} - -_:bng_4009 { - (4 2) :attack3 (3 1 8 2). -} - -_:bng_4010 { - (7 3 1 8 2) list:firstRest (7 (3 1 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 8 2). -} - -_:bng_4011 { - (4 1) :attack3 (7 3 1 8 2). -} - -_:bng_4012 { - [] rdf:value 4; :attack (7 3 1 8 2). -} - -_:bng_4013 { - (3 1 8 2) list:firstRest (3 (1 8 2)). - (3 2) math:sum 5. -} - -_:bng_4014 { - (5 2) :attack3 (3 1 8 2). -} - -_:bng_4015 { - (7 3 1 8 2) list:firstRest (7 (3 1 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 8 2). -} - -_:bng_4016 { - (5 1) :attack3 (7 3 1 8 2). -} - -_:bng_4017 { - [] rdf:value 5; :attack (7 3 1 8 2). -} - -_:bng_4018 { - (7 3 1 8 2) list:firstRest (7 (3 1 8 2)). - (7 1) math:difference 6. -} - -_:bng_4019 { - (6 1) :attack3 (7 3 1 8 2). -} - -_:bng_4020 { - [] rdf:value 6; :attack (7 3 1 8 2). -} - -_:bng_4021 { - (4 1 8 2) list:firstRest (4 (1 8 2)). - (4 1) math:difference 3. -} - -_:bng_4022 { - (3 1) :attack3 (4 1 8 2). -} - -_:bng_4023 { - [] rdf:value 3; :attack (4 1 8 2). -} - -_:bng_4024 { - (4 1 8 2) list:firstRest (4 (1 8 2)). - (4 1) math:sum 5. -} - -_:bng_4025 { - (5 1) :attack3 (4 1 8 2). -} - -_:bng_4026 { - [] rdf:value 5; :attack (4 1 8 2). -} - -_:bng_4027 { - (4 1 8 2) list:firstRest (4 (1 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2). -} - -_:bng_4028 { - (6 1) :attack3 (4 1 8 2). -} - -_:bng_4029 { - [] rdf:value 6; :attack (4 1 8 2). -} - -_:bng_4030 { - (7 4 1 8 2) list:firstRest (7 (4 1 8 2)). - (7 2) math:difference 5. -} - -_:bng_4031 { - (5 2) :attack3 (7 4 1 8 2). -} - -_:bng_4032 { - (3 7 4 1 8 2) list:firstRest (3 (7 4 1 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 1 8 2). -} - -_:bng_4033 { - (5 1) :attack3 (3 7 4 1 8 2). -} - -_:bng_4034 { - [] rdf:value 5; :attack (3 7 4 1 8 2). -} - -_:bng_4035 { - (6 3 7 4 1 8 2) list:firstRest (6 (3 7 4 1 8 2)). - (6 1) math:difference 5. -} - -_:bng_4036 { - (5 1) :attack3 (6 3 7 4 1 8 2). -} - -_:bng_4037 { - [] rdf:value 5; :attack (6 3 7 4 1 8 2). -} - -_:bng_4038 { - (8 2) list:firstRest (8 (2)). - (8 5) math:difference 3. -} - -_:bng_4039 { - (3 5) :attack3 (8 2). -} - -_:bng_4040 { - (1 8 2) list:firstRest (1 (8 2)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 2). -} - -_:bng_4041 { - (3 4) :attack3 (1 8 2). -} - -_:bng_4042 { - (4 1 8 2) list:firstRest (4 (1 8 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8 2). -} - -_:bng_4043 { - (3 3) :attack3 (4 1 8 2). -} - -_:bng_4044 { - (7 4 1 8 2) list:firstRest (7 (4 1 8 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 1 8 2). -} - -_:bng_4045 { - (3 2) :attack3 (7 4 1 8 2). -} - -_:bng_4046 { - (5 7 4 1 8 2) list:firstRest (5 (7 4 1 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 1 8 2). -} - -_:bng_4047 { - (3 1) :attack3 (5 7 4 1 8 2). -} - -_:bng_4048 { - [] rdf:value 3; :attack (5 7 4 1 8 2). -} - -_:bng_4049 { - (5 7 4 1 8 2) list:firstRest (5 (7 4 1 8 2)). - (5 1) math:sum 6. -} - -_:bng_4050 { - (6 1) :attack3 (5 7 4 1 8 2). -} - -_:bng_4051 { - [] rdf:value 6; :attack (5 7 4 1 8 2). -} - -_:bng_4052 { - (7 4 1 8 2) list:firstRest (7 (4 1 8 2)). - (7 1) math:difference 6. -} - -_:bng_4053 { - (6 1) :attack3 (7 4 1 8 2). -} - -_:bng_4054 { - [] rdf:value 6; :attack (7 4 1 8 2). -} - -_:bng_4055 { - (8 2) list:firstRest (8 (2)). - (2 1) math:sum 3 . - (5 3) :attack3 (2). -} - -_:bng_4056 { - (5 2) :attack3 (8 2). -} - -_:bng_4057 { - (1 8 2) list:firstRest (1 (8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2). -} - -_:bng_4058 { - (5 1) :attack3 (1 8 2). -} - -_:bng_4059 { - [] rdf:value 5; :attack (1 8 2). -} - -_:bng_4060 { - (8 2) list:firstRest (8 (2)). - (8 2) math:difference 6. -} - -_:bng_4061 { - (6 2) :attack3 (8 2). -} - -_:bng_4062 { - (1 8 2) list:firstRest (1 (8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2). -} - -_:bng_4063 { - (6 1) :attack3 (1 8 2). -} - -_:bng_4064 { - [] rdf:value 6; :attack (1 8 2). -} - -_:bng_4065 { - (1 8 2) list:firstRest (1 (8 2)). - (1 2) math:sum 3. -} - -_:bng_4066 { - (3 2) :attack3 (1 8 2). -} - -_:bng_4067 { - (7 1 8 2) list:firstRest (7 (1 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 2). -} - -_:bng_4068 { - (3 1) :attack3 (7 1 8 2). -} - -_:bng_4069 { - [] rdf:value 3; :attack (7 1 8 2). -} - -_:bng_4070 { - (4 7 1 8 2) list:firstRest (4 (7 1 8 2)). - (4 1) math:difference 3. -} - -_:bng_4071 { - (3 1) :attack3 (4 7 1 8 2). -} - -_:bng_4072 { - [] rdf:value 3; :attack (4 7 1 8 2). -} - -_:bng_4073 { - (4 7 1 8 2) list:firstRest (4 (7 1 8 2)). - (4 1) math:sum 5. -} - -_:bng_4074 { - (5 1) :attack3 (4 7 1 8 2). -} - -_:bng_4075 { - [] rdf:value 5; :attack (4 7 1 8 2). -} - -_:bng_4076 { - (7 1 8 2) list:firstRest (7 (1 8 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8 2). -} - -_:bng_4077 { - (3 3) :attack3 (7 1 8 2). -} - -_:bng_4078 { - (4 7 1 8 2) list:firstRest (4 (7 1 8 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 1 8 2). -} - -_:bng_4079 { - (3 2) :attack3 (4 7 1 8 2). -} - -_:bng_4080 { - (6 4 7 1 8 2) list:firstRest (6 (4 7 1 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 1 8 2). -} - -_:bng_4081 { - (3 1) :attack3 (6 4 7 1 8 2). -} - -_:bng_4082 { - [] rdf:value 3; :attack (6 4 7 1 8 2). -} - -_:bng_4083 { - (6 4 7 1 8 2) list:firstRest (6 (4 7 1 8 2)). - (6 1) math:difference 5. -} - -_:bng_4084 { - (5 1) :attack3 (6 4 7 1 8 2). -} - -_:bng_4085 { - [] rdf:value 5; :attack (6 4 7 1 8 2). -} - -_:bng_4086 { - (7 1 8 2) list:firstRest (7 (1 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8 2). -} - -_:bng_4087 { - (5 1) :attack3 (7 1 8 2). -} - -_:bng_4088 { - [] rdf:value 5; :attack (7 1 8 2). -} - -_:bng_4089 { - (7 1 8 2) list:firstRest (7 (1 8 2)). - (7 1) math:difference 6. -} - -_:bng_4090 { - (6 1) :attack3 (7 1 8 2). -} - -_:bng_4091 { - [] rdf:value 6; :attack (7 1 8 2). -} - -_:bng_4092 { - (4 1 3 8 2) list:firstRest (4 (1 3 8 2)). - (4 1) math:sum 5. -} - -_:bng_4093 { - (5 1) :attack3 (4 1 3 8 2). -} - -_:bng_4094 { - [] rdf:value 5; :attack (4 1 3 8 2). -} - -_:bng_4095 { - (3 8 2) list:firstRest (3 (8 2)). - (3 3) math:sum 6. -} - -_:bng_4096 { - (6 3) :attack3 (3 8 2). -} - -_:bng_4097 { - (1 3 8 2) list:firstRest (1 (3 8 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 8 2). -} - -_:bng_4098 { - (6 2) :attack3 (1 3 8 2). -} - -_:bng_4099 { - (4 1 3 8 2) list:firstRest (4 (1 3 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 8 2). -} - -_:bng_4100 { - (6 1) :attack3 (4 1 3 8 2). -} - -_:bng_4101 { - [] rdf:value 6; :attack (4 1 3 8 2). -} - -_:bng_4102 { - (8 2) list:firstRest (8 (2)). - (4 1) math:sum 5 . - (7 5) :attack3 (2). -} - -_:bng_4103 { - (7 4) :attack3 (8 2). -} - -_:bng_4104 { - (3 8 2) list:firstRest (3 (8 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 2). -} - -_:bng_4105 { - (7 3) :attack3 (3 8 2). -} - -_:bng_4106 { - (1 3 8 2) list:firstRest (1 (3 8 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (3 8 2). -} - -_:bng_4107 { - (7 2) :attack3 (1 3 8 2). -} - -_:bng_4108 { - (4 1 3 8 2) list:firstRest (4 (1 3 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 3 8 2). -} - -_:bng_4109 { - (7 1) :attack3 (4 1 3 8 2). -} - -_:bng_4110 { - [] rdf:value 7; :attack (4 1 3 8 2). -} - -_:bng_4111 { - (3 8 2) list:firstRest (3 (8 2)). - (3 2) math:sum 5. -} - -_:bng_4112 { - (5 2) :attack3 (3 8 2). -} - -_:bng_4113 { - (1 3 8 2) list:firstRest (1 (3 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 2). -} - -_:bng_4114 { - (5 1) :attack3 (1 3 8 2). -} - -_:bng_4115 { - [] rdf:value 5; :attack (1 3 8 2). -} - -_:bng_4116 { - (3 8 2) list:firstRest (3 (8 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2). -} - -_:bng_4117 { - (6 2) :attack3 (3 8 2). -} - -_:bng_4118 { - (1 3 8 2) list:firstRest (1 (3 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 8 2). -} - -_:bng_4119 { - (6 1) :attack3 (1 3 8 2). -} - -_:bng_4120 { - [] rdf:value 6; :attack (1 3 8 2). -} - -_:bng_4121 { - (8 2) list:firstRest (8 (2)). - (8 4) math:difference 4. -} - -_:bng_4122 { - (4 4) :attack3 (8 2). -} - -_:bng_4123 { - (3 8 2) list:firstRest (3 (8 2)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 2). -} - -_:bng_4124 { - (4 3) :attack3 (3 8 2). -} - -_:bng_4125 { - (1 3 8 2) list:firstRest (1 (3 8 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (3 8 2). -} - -_:bng_4126 { - (4 2) :attack3 (1 3 8 2). -} - -_:bng_4127 { - (7 1 3 8 2) list:firstRest (7 (1 3 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 3 8 2). -} - -_:bng_4128 { - (4 1) :attack3 (7 1 3 8 2). -} - -_:bng_4129 { - [] rdf:value 4; :attack (7 1 3 8 2). -} - -_:bng_4130 { - (5 7 1 3 8 2) list:firstRest (5 (7 1 3 8 2)). - (5 1) math:difference 4. -} - -_:bng_4131 { - (4 1) :attack3 (5 7 1 3 8 2). -} - -_:bng_4132 { - [] rdf:value 4; :attack (5 7 1 3 8 2). -} - -_:bng_4133 { - (5 7 1 3 8 2) list:firstRest (5 (7 1 3 8 2)). - (5 1) math:sum 6. -} - -_:bng_4134 { - (6 1) :attack3 (5 7 1 3 8 2). -} - -_:bng_4135 { - [] rdf:value 6; :attack (5 7 1 3 8 2). -} - -_:bng_4136 { - (7 1 3 8 2) list:firstRest (7 (1 3 8 2)). - (7 1) math:difference 6. -} - -_:bng_4137 { - (6 1) :attack3 (7 1 3 8 2). -} - -_:bng_4138 { - [] rdf:value 6; :attack (7 1 3 8 2). -} - -_:bng_4139 { - (3 8 2) list:firstRest (3 (8 2)). - (3 1) math:sum 4. -} - -_:bng_4140 { - (4 1) :attack3 (3 8 2). -} - -_:bng_4141 { - [] rdf:value 4; :attack (3 8 2). -} - -_:bng_4142 { - (3 8 2) list:firstRest (3 (8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2). -} - -_:bng_4143 { - (5 1) :attack3 (3 8 2). -} - -_:bng_4144 { - [] rdf:value 5; :attack (3 8 2). -} - -_:bng_4145 { - (3 8 2) list:firstRest (3 (8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2). -} - -_:bng_4146 { - (6 1) :attack3 (3 8 2). -} - -_:bng_4147 { - [] rdf:value 6; :attack (3 8 2). -} - -_:bng_4148 { - (3 8 2) list:firstRest (3 (8 2)). - (3 2) math:difference 1. -} - -_:bng_4149 { - (1 2) :attack3 (3 8 2). -} - -_:bng_4150 { - (7 3 8 2) list:firstRest (7 (3 8 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 2). -} - -_:bng_4151 { - (1 1) :attack3 (7 3 8 2). -} - -_:bng_4152 { - [] rdf:value 1; :attack (7 3 8 2). -} - -_:bng_4153 { - (5 1 4 7 3 8 2) list:firstRest (5 (1 4 7 3 8 2)). - (5 1) math:sum 6. -} - -_:bng_4154 { - (6 1) :attack3 (5 1 4 7 3 8 2). -} - -_:bng_4155 { - [] rdf:value 6; :attack (5 1 4 7 3 8 2). -} - -_:bng_4156 { - (4 7 3 8 2) list:firstRest (4 (7 3 8 2)). - (4 2) math:sum 6. -} - -_:bng_4157 { - (6 2) :attack3 (4 7 3 8 2). -} - -_:bng_4158 { - (1 4 7 3 8 2) list:firstRest (1 (4 7 3 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 3 8 2). -} - -_:bng_4159 { - (6 1) :attack3 (1 4 7 3 8 2). -} - -_:bng_4160 { - [] rdf:value 6; :attack (1 4 7 3 8 2). -} - -_:bng_4161 { - (4 7 3 8 2) list:firstRest (4 (7 3 8 2)). - (4 1) math:sum 5. -} - -_:bng_4162 { - (5 1) :attack3 (4 7 3 8 2). -} - -_:bng_4163 { - [] rdf:value 5; :attack (4 7 3 8 2). -} - -_:bng_4164 { - (7 3 8 2) list:firstRest (7 (3 8 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 8 2). -} - -_:bng_4165 { - (6 2) :attack3 (7 3 8 2). -} - -_:bng_4166 { - (4 7 3 8 2) list:firstRest (4 (7 3 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3 8 2). -} - -_:bng_4167 { - (6 1) :attack3 (4 7 3 8 2). -} - -_:bng_4168 { - [] rdf:value 6; :attack (4 7 3 8 2). -} - -_:bng_4169 { - (7 3 8 2) list:firstRest (7 (3 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 2). -} - -_:bng_4170 { - (5 1) :attack3 (7 3 8 2). -} - -_:bng_4171 { - [] rdf:value 5; :attack (7 3 8 2). -} - -_:bng_4172 { - (7 3 8 2) list:firstRest (7 (3 8 2)). - (7 1) math:difference 6. -} - -_:bng_4173 { - (6 1) :attack3 (7 3 8 2). -} - -_:bng_4174 { - [] rdf:value 6; :attack (7 3 8 2). -} - -_:bng_4175 { - (8 2) list:firstRest (8 (2)). - (1 1) math:sum 2 . - (4 2) :attack3 (2). -} - -_:bng_4176 { - (4 1) :attack3 (8 2). -} - -_:bng_4177 { - [] rdf:value 4; :attack (8 2). -} - -_:bng_4178 { - (5 8 2) list:firstRest (5 (8 2)). - (5 2) math:difference 3. -} - -_:bng_4179 { - (3 2) :attack3 (5 8 2). -} - -_:bng_4180 { - (1 5 8 2) list:firstRest (1 (5 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 2). -} - -_:bng_4181 { - (3 1) :attack3 (1 5 8 2). -} - -_:bng_4182 { - [] rdf:value 3; :attack (1 5 8 2). -} - -_:bng_4183 { - (4 1 5 8 2) list:firstRest (4 (1 5 8 2)). - (4 1) math:difference 3. -} - -_:bng_4184 { - (3 1) :attack3 (4 1 5 8 2). -} - -_:bng_4185 { - [] rdf:value 3; :attack (4 1 5 8 2). -} - -_:bng_4186 { - (5 8 2) list:firstRest (5 (8 2)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 2). -} - -_:bng_4187 { - (3 4) :attack3 (5 8 2). -} - -_:bng_4188 { - (1 5 8 2) list:firstRest (1 (5 8 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8 2). -} - -_:bng_4189 { - (3 3) :attack3 (1 5 8 2). -} - -_:bng_4190 { - (4 1 5 8 2) list:firstRest (4 (1 5 8 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 5 8 2). -} - -_:bng_4191 { - (3 2) :attack3 (4 1 5 8 2). -} - -_:bng_4192 { - (6 4 1 5 8 2) list:firstRest (6 (4 1 5 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 5 8 2). -} - -_:bng_4193 { - (3 1) :attack3 (6 4 1 5 8 2). -} - -_:bng_4194 { - [] rdf:value 3; :attack (6 4 1 5 8 2). -} - -_:bng_4195 { - (6 4 1 5 8 2) list:firstRest (6 (4 1 5 8 2)). - (6 1) math:sum 7. -} - -_:bng_4196 { - (7 1) :attack3 (6 4 1 5 8 2). -} - -_:bng_4197 { - [] rdf:value 7; :attack (6 4 1 5 8 2). -} - -_:bng_4198 { - (5 8 2) list:firstRest (5 (8 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 2). -} - -_:bng_4199 { - (7 3) :attack3 (5 8 2). -} - -_:bng_4200 { - (1 5 8 2) list:firstRest (1 (5 8 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 8 2). -} - -_:bng_4201 { - (7 2) :attack3 (1 5 8 2). -} - -_:bng_4202 { - (4 1 5 8 2) list:firstRest (4 (1 5 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 5 8 2). -} - -_:bng_4203 { - (7 1) :attack3 (4 1 5 8 2). -} - -_:bng_4204 { - [] rdf:value 7; :attack (4 1 5 8 2). -} - -_:bng_4205 { - (5 8 2) list:firstRest (5 (8 2)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2). -} - -_:bng_4206 { - (6 2) :attack3 (5 8 2). -} - -_:bng_4207 { - (1 5 8 2) list:firstRest (1 (5 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2). -} - -_:bng_4208 { - (6 1) :attack3 (1 5 8 2). -} - -_:bng_4209 { - [] rdf:value 6; :attack (1 5 8 2). -} - -_:bng_4210 { - (5 8 2) list:firstRest (5 (8 2)). - (5 2) math:sum 7. -} - -_:bng_4211 { - (7 2) :attack3 (5 8 2). -} - -_:bng_4212 { - (1 5 8 2) list:firstRest (1 (5 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 2). -} - -_:bng_4213 { - (7 1) :attack3 (1 5 8 2). -} - -_:bng_4214 { - [] rdf:value 7; :attack (1 5 8 2). -} - -_:bng_4215 { - (5 8 2) list:firstRest (5 (8 2)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 2). -} - -_:bng_4216 { - (4 3) :attack3 (5 8 2). -} - -_:bng_4217 { - (3 5 8 2) list:firstRest (3 (5 8 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (5 8 2). -} - -_:bng_4218 { - (4 2) :attack3 (3 5 8 2). -} - -_:bng_4219 { - (1 3 5 8 2) list:firstRest (1 (3 5 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 5 8 2). -} - -_:bng_4220 { - (4 1) :attack3 (1 3 5 8 2). -} - -_:bng_4221 { - [] rdf:value 4; :attack (1 3 5 8 2). -} - -_:bng_4222 { - (3 5 8 2) list:firstRest (3 (5 8 2)). - (3 4) math:sum 7. -} - -_:bng_4223 { - (7 4) :attack3 (3 5 8 2). -} - -_:bng_4224 { - (1 3 5 8 2) list:firstRest (1 (3 5 8 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 5 8 2). -} - -_:bng_4225 { - (7 3) :attack3 (1 3 5 8 2). -} - -_:bng_4226 { - (6 1 3 5 8 2) list:firstRest (6 (1 3 5 8 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 5 8 2). -} - -_:bng_4227 { - (7 2) :attack3 (6 1 3 5 8 2). -} - -_:bng_4228 { - (4 6 1 3 5 8 2) list:firstRest (4 (6 1 3 5 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3 5 8 2). -} - -_:bng_4229 { - (7 1) :attack3 (4 6 1 3 5 8 2). -} - -_:bng_4230 { - [] rdf:value 7; :attack (4 6 1 3 5 8 2). -} - -_:bng_4231 { - (6 1 3 5 8 2) list:firstRest (6 (1 3 5 8 2)). - (6 1) math:sum 7. -} - -_:bng_4232 { - (7 1) :attack3 (6 1 3 5 8 2). -} - -_:bng_4233 { - [] rdf:value 7; :attack (6 1 3 5 8 2). -} - -_:bng_4234 { - (3 5 8 2) list:firstRest (3 (5 8 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 8 2). -} - -_:bng_4235 { - (7 2) :attack3 (3 5 8 2). -} - -_:bng_4236 { - (1 3 5 8 2) list:firstRest (1 (3 5 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 5 8 2). -} - -_:bng_4237 { - (7 1) :attack3 (1 3 5 8 2). -} - -_:bng_4238 { - [] rdf:value 7; :attack (1 3 5 8 2). -} - -_:bng_4239 { - (3 5 8 2) list:firstRest (3 (5 8 2)). - (3 1) math:sum 4. -} - -_:bng_4240 { - (4 1) :attack3 (3 5 8 2). -} - -_:bng_4241 { - [] rdf:value 4; :attack (3 5 8 2). -} - -_:bng_4242 { - (3 5 8 2) list:firstRest (3 (5 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2). -} - -_:bng_4243 { - (6 1) :attack3 (3 5 8 2). -} - -_:bng_4244 { - [] rdf:value 6; :attack (3 5 8 2). -} - -_:bng_4245 { - (3 5 8 2) list:firstRest (3 (5 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 2). -} - -_:bng_4246 { - (7 1) :attack3 (3 5 8 2). -} - -_:bng_4247 { - [] rdf:value 7; :attack (3 5 8 2). -} - -_:bng_4248 { - (5 8 2) list:firstRest (5 (8 2)). - (5 1) math:difference 4. -} - -_:bng_4249 { - (4 1) :attack3 (5 8 2). -} - -_:bng_4250 { - [] rdf:value 4; :attack (5 8 2). -} - -_:bng_4251 { - (5 8 2) list:firstRest (5 (8 2)). - (5 1) math:sum 6. -} - -_:bng_4252 { - (6 1) :attack3 (5 8 2). -} - -_:bng_4253 { - [] rdf:value 6; :attack (5 8 2). -} - -_:bng_4254 { - (3 1 7 5 8 2) list:firstRest (3 (1 7 5 8 2)). - (3 1) math:sum 4. -} - -_:bng_4255 { - (4 1) :attack3 (3 1 7 5 8 2). -} - -_:bng_4256 { - [] rdf:value 4; :attack (3 1 7 5 8 2). -} - -_:bng_4257 { - (1 7 5 8 2) list:firstRest (1 (7 5 8 2)). - (1 3) math:sum 4. -} - -_:bng_4258 { - (4 3) :attack3 (1 7 5 8 2). -} - -_:bng_4259 { - (3 1 7 5 8 2) list:firstRest (3 (1 7 5 8 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7 5 8 2). -} - -_:bng_4260 { - (4 2) :attack3 (3 1 7 5 8 2). -} - -_:bng_4261 { - (6 3 1 7 5 8 2) list:firstRest (6 (3 1 7 5 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 5 8 2). -} - -_:bng_4262 { - (4 1) :attack3 (6 3 1 7 5 8 2). -} - -_:bng_4263 { - [] rdf:value 4; :attack (6 3 1 7 5 8 2). -} - -_:bng_4264 { - (7 5 8 2) list:firstRest (7 (5 8 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (5 8 2). -} - -_:bng_4265 { - (4 2) :attack3 (7 5 8 2). -} - -_:bng_4266 { - (1 7 5 8 2) list:firstRest (1 (7 5 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 5 8 2). -} - -_:bng_4267 { - (4 1) :attack3 (1 7 5 8 2). -} - -_:bng_4268 { - [] rdf:value 4; :attack (1 7 5 8 2). -} - -_:bng_4269 { - (1 7 5 8 2) list:firstRest (1 (7 5 8 2)). - (1 2) math:sum 3. -} - -_:bng_4270 { - (3 2) :attack3 (1 7 5 8 2). -} - -_:bng_4271 { - (6 1 7 5 8 2) list:firstRest (6 (1 7 5 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 5 8 2). -} - -_:bng_4272 { - (3 1) :attack3 (6 1 7 5 8 2). -} - -_:bng_4273 { - [] rdf:value 3; :attack (6 1 7 5 8 2). -} - -_:bng_4274 { - (7 5 8 2) list:firstRest (7 (5 8 2)). - (7 3) math:difference 4. -} - -_:bng_4275 { - (4 3) :attack3 (7 5 8 2). -} - -_:bng_4276 { - (1 7 5 8 2) list:firstRest (1 (7 5 8 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 5 8 2). -} - -_:bng_4277 { - (4 2) :attack3 (1 7 5 8 2). -} - -_:bng_4278 { - (6 1 7 5 8 2) list:firstRest (6 (1 7 5 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 5 8 2). -} - -_:bng_4279 { - (4 1) :attack3 (6 1 7 5 8 2). -} - -_:bng_4280 { - [] rdf:value 4; :attack (6 1 7 5 8 2). -} - -_:bng_4281 { - (7 5 8 2) list:firstRest (7 (5 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 2). -} - -_:bng_4282 { - (3 1) :attack3 (7 5 8 2). -} - -_:bng_4283 { - [] rdf:value 3; :attack (7 5 8 2). -} - -_:bng_4284 { - (7 5 8 2) list:firstRest (7 (5 8 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8 2). -} - -_:bng_4285 { - (3 3) :attack3 (7 5 8 2). -} - -_:bng_4286 { - (4 7 5 8 2) list:firstRest (4 (7 5 8 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 5 8 2). -} - -_:bng_4287 { - (3 2) :attack3 (4 7 5 8 2). -} - -_:bng_4288 { - (1 4 7 5 8 2) list:firstRest (1 (4 7 5 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 5 8 2). -} - -_:bng_4289 { - (3 1) :attack3 (1 4 7 5 8 2). -} - -_:bng_4290 { - [] rdf:value 3; :attack (1 4 7 5 8 2). -} - -_:bng_4291 { - (4 7 5 8 2) list:firstRest (4 (7 5 8 2)). - (4 2) math:sum 6. -} - -_:bng_4292 { - (6 2) :attack3 (4 7 5 8 2). -} - -_:bng_4293 { - (1 4 7 5 8 2) list:firstRest (1 (4 7 5 8 2)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 5 8 2). -} - -_:bng_4294 { - (6 1) :attack3 (1 4 7 5 8 2). -} - -_:bng_4295 { - [] rdf:value 6; :attack (1 4 7 5 8 2). -} - -_:bng_4296 { - (4 7 5 8 2) list:firstRest (4 (7 5 8 2)). - (4 1) math:difference 3. -} - -_:bng_4297 { - (3 1) :attack3 (4 7 5 8 2). -} - -_:bng_4298 { - [] rdf:value 3; :attack (4 7 5 8 2). -} - -_:bng_4299 { - (5 8 2) list:firstRest (5 (8 2)). - (5 4) math:difference 1. -} - -_:bng_4300 { - (1 4) :attack3 (5 8 2). -} - -_:bng_4301 { - (7 5 8 2) list:firstRest (7 (5 8 2)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 8 2). -} - -_:bng_4302 { - (1 3) :attack3 (7 5 8 2). -} - -_:bng_4303 { - (4 7 5 8 2) list:firstRest (4 (7 5 8 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5 8 2). -} - -_:bng_4304 { - (1 2) :attack3 (4 7 5 8 2). -} - -_:bng_4305 { - (6 4 7 5 8 2) list:firstRest (6 (4 7 5 8 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 7 5 8 2). -} - -_:bng_4306 { - (1 1) :attack3 (6 4 7 5 8 2). -} - -_:bng_4307 { - [] rdf:value 1; :attack (6 4 7 5 8 2). -} - -_:bng_4308 { - (6 4 7 5 8 2) list:firstRest (6 (4 7 5 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 5 8 2). -} - -_:bng_4309 { - (3 1) :attack3 (6 4 7 5 8 2). -} - -_:bng_4310 { - [] rdf:value 3; :attack (6 4 7 5 8 2). -} - -_:bng_4311 { - (7 5 8 2) list:firstRest (7 (5 8 2)). - (7 1) math:difference 6. -} - -_:bng_4312 { - (6 1) :attack3 (7 5 8 2). -} - -_:bng_4313 { - [] rdf:value 6; :attack (7 5 8 2). -} - -_:bng_4314 { - (3 1 6 8 2) list:firstRest (3 (1 6 8 2)). - (3 1) math:sum 4. -} - -_:bng_4315 { - (4 1) :attack3 (3 1 6 8 2). -} - -_:bng_4316 { - [] rdf:value 4; :attack (3 1 6 8 2). -} - -_:bng_4317 { - (5 3 1 6 8 2) list:firstRest (5 (3 1 6 8 2)). - (5 1) math:difference 4. -} - -_:bng_4318 { - (4 1) :attack3 (5 3 1 6 8 2). -} - -_:bng_4319 { - [] rdf:value 4; :attack (5 3 1 6 8 2). -} - -_:bng_4320 { - (4) list:select (4 ()). - (_:bng_17729 false true) log:ifThenElseIn (() 1). - (4 7 5 3 1 6 8 2) list:firstRest (4 (7 5 3 1 6 8 2)). - (() (4 7 5 3 1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4321 { - ((4) (7 5 3 1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4322 { - (4 7) list:select (7 (4)). - (_:bng_17730 false true) log:ifThenElseIn (() 1). - (7 5 3 1 6 8 2) list:firstRest (7 (5 3 1 6 8 2)). - ((4) (7 5 3 1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4323 { - ((4 7) (5 3 1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4324 { - (4 5 7) list:select (5 (4 7)). - (_:bng_17731 false true) log:ifThenElseIn (() 1). - (5 3 1 6 8 2) list:firstRest (5 (3 1 6 8 2)). - ((4 7) (5 3 1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4325 { - ((4 5 7) (3 1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4326 { - (3 4 5 7) list:select (3 (4 5 7)). - (_:bng_17732 false true) log:ifThenElseIn (() 1). - (3 1 6 8 2) list:firstRest (3 (1 6 8 2)). - ((4 5 7) (3 1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4327 { - ((3 4 5 7) (1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4328 { - (1 3 4 5 7) list:select (1 (3 4 5 7)). - (_:bng_17733 false true) log:ifThenElseIn (() 1). - (1 6 8 2) list:firstRest (1 (6 8 2)). - ((3 4 5 7) (1 6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4329 { - ((1 3 4 5 7) (6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4330 { - (1 3 4 5 6 7) list:select (6 (1 3 4 5 7)). - (_:bng_17734 false true) log:ifThenElseIn (() 1). - (6 8 2) list:firstRest (6 (8 2)). - ((1 3 4 5 7) (6 8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4331 { - ((1 3 4 5 6 7) (8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4332 { - (1 3 4 5 6 7 8) list:select (8 (1 3 4 5 6 7)). - (_:bng_17735 false true) log:ifThenElseIn (() 1). - (8 2) list:firstRest (8 (2)). - ((1 3 4 5 6 7) (8 2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4333 { - ((1 3 4 5 6 7 8) (2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4334 { - (1 2 3 4 5 6 7 8) list:select (2 (1 3 4 5 6 7 8)). - (_:bng_17690 false true) log:ifThenElseIn (() 1). - (2) list:firstRest (2 ()). - ((1 3 4 5 6 7 8) (2)) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4335 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4336 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 7 5 3 1 6 8 2). -} - -_:bng_4337 { - [] rdf:value 8; :queens (4 7 5 3 1 6 8 2). -} - -_:bng_4338 { - (6 8 2) list:firstRest (6 (8 2)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 2). -} - -_:bng_4339 { - (7 3) :attack3 (6 8 2). -} - -_:bng_4340 { - (1 6 8 2) list:firstRest (1 (6 8 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 2). -} - -_:bng_4341 { - (7 2) :attack3 (1 6 8 2). -} - -_:bng_4342 { - (3 1 6 8 2) list:firstRest (3 (1 6 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 6 8 2). -} - -_:bng_4343 { - (7 1) :attack3 (3 1 6 8 2). -} - -_:bng_4344 { - [] rdf:value 7; :attack (3 1 6 8 2). -} - -_:bng_4345 { - (6 8 2) list:firstRest (6 (8 2)). - (6 2) math:difference 4. -} - -_:bng_4346 { - (4 2) :attack3 (6 8 2). -} - -_:bng_4347 { - (1 6 8 2) list:firstRest (1 (6 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 2). -} - -_:bng_4348 { - (4 1) :attack3 (1 6 8 2). -} - -_:bng_4349 { - [] rdf:value 4; :attack (1 6 8 2). -} - -_:bng_4350 { - (6 8 2) list:firstRest (6 (8 2)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 2). -} - -_:bng_4351 { - (5 2) :attack3 (6 8 2). -} - -_:bng_4352 { - (1 6 8 2) list:firstRest (1 (6 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2). -} - -_:bng_4353 { - (5 1) :attack3 (1 6 8 2). -} - -_:bng_4354 { - [] rdf:value 5; :attack (1 6 8 2). -} - -_:bng_4355 { - (1 6 8 2) list:firstRest (1 (6 8 2)). - (1 2) math:sum 3. -} - -_:bng_4356 { - (3 2) :attack3 (1 6 8 2). -} - -_:bng_4357 { - (7 1 6 8 2) list:firstRest (7 (1 6 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 8 2). -} - -_:bng_4358 { - (3 1) :attack3 (7 1 6 8 2). -} - -_:bng_4359 { - [] rdf:value 3; :attack (7 1 6 8 2). -} - -_:bng_4360 { - (6 8 2) list:firstRest (6 (8 2)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 2). -} - -_:bng_4361 { - (4 3) :attack3 (6 8 2). -} - -_:bng_4362 { - (1 6 8 2) list:firstRest (1 (6 8 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8 2). -} - -_:bng_4363 { - (4 2) :attack3 (1 6 8 2). -} - -_:bng_4364 { - (7 1 6 8 2) list:firstRest (7 (1 6 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 6 8 2). -} - -_:bng_4365 { - (4 1) :attack3 (7 1 6 8 2). -} - -_:bng_4366 { - [] rdf:value 4; :attack (7 1 6 8 2). -} - -_:bng_4367 { - (6 8 2) list:firstRest (6 (8 2)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 2). -} - -_:bng_4368 { - (3 4) :attack3 (6 8 2). -} - -_:bng_4369 { - (1 6 8 2) list:firstRest (1 (6 8 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8 2). -} - -_:bng_4370 { - (3 3) :attack3 (1 6 8 2). -} - -_:bng_4371 { - (7 1 6 8 2) list:firstRest (7 (1 6 8 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 6 8 2). -} - -_:bng_4372 { - (3 2) :attack3 (7 1 6 8 2). -} - -_:bng_4373 { - (5 7 1 6 8 2) list:firstRest (5 (7 1 6 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 1 6 8 2). -} - -_:bng_4374 { - (3 1) :attack3 (5 7 1 6 8 2). -} - -_:bng_4375 { - [] rdf:value 3; :attack (5 7 1 6 8 2). -} - -_:bng_4376 { - (5 7 1 6 8 2) list:firstRest (5 (7 1 6 8 2)). - (5 1) math:difference 4. -} - -_:bng_4377 { - (4 1) :attack3 (5 7 1 6 8 2). -} - -_:bng_4378 { - [] rdf:value 4; :attack (5 7 1 6 8 2). -} - -_:bng_4379 { - (3 6 8 2) list:firstRest (3 (6 8 2)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8 2). -} - -_:bng_4380 { - (4 2) :attack3 (3 6 8 2). -} - -_:bng_4381 { - (1 3 6 8 2) list:firstRest (1 (3 6 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8 2). -} - -_:bng_4382 { - (4 1) :attack3 (1 3 6 8 2). -} - -_:bng_4383 { - [] rdf:value 4; :attack (1 3 6 8 2). -} - -_:bng_4384 { - (3 6 8 2) list:firstRest (3 (6 8 2)). - (3 2) math:sum 5. -} - -_:bng_4385 { - (5 2) :attack3 (3 6 8 2). -} - -_:bng_4386 { - (1 3 6 8 2) list:firstRest (1 (3 6 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 8 2). -} - -_:bng_4387 { - (5 1) :attack3 (1 3 6 8 2). -} - -_:bng_4388 { - [] rdf:value 5; :attack (1 3 6 8 2). -} - -_:bng_4389 { - (3 6 8 2) list:firstRest (3 (6 8 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 2). -} - -_:bng_4390 { - (7 2) :attack3 (3 6 8 2). -} - -_:bng_4391 { - (1 3 6 8 2) list:firstRest (1 (3 6 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 6 8 2). -} - -_:bng_4392 { - (7 1) :attack3 (1 3 6 8 2). -} - -_:bng_4393 { - [] rdf:value 7; :attack (1 3 6 8 2). -} - -_:bng_4394 { - (3 6 8 2) list:firstRest (3 (6 8 2)). - (3 1) math:sum 4. -} - -_:bng_4395 { - (4 1) :attack3 (3 6 8 2). -} - -_:bng_4396 { - [] rdf:value 4; :attack (3 6 8 2). -} - -_:bng_4397 { - (3 6 8 2) list:firstRest (3 (6 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2). -} - -_:bng_4398 { - (5 1) :attack3 (3 6 8 2). -} - -_:bng_4399 { - [] rdf:value 5; :attack (3 6 8 2). -} - -_:bng_4400 { - (3 6 8 2) list:firstRest (3 (6 8 2)). - (3 2) math:difference 1. -} - -_:bng_4401 { - (1 2) :attack3 (3 6 8 2). -} - -_:bng_4402 { - (7 3 6 8 2) list:firstRest (7 (3 6 8 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 8 2). -} - -_:bng_4403 { - (1 1) :attack3 (7 3 6 8 2). -} - -_:bng_4404 { - [] rdf:value 1; :attack (7 3 6 8 2). -} - -_:bng_4405 { - (7 3 6 8 2) list:firstRest (7 (3 6 8 2)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8 2). -} - -_:bng_4406 { - (4 1) :attack3 (7 3 6 8 2). -} - -_:bng_4407 { - [] rdf:value 4; :attack (7 3 6 8 2). -} - -_:bng_4408 { - (7 3 6 8 2) list:firstRest (7 (3 6 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 8 2). -} - -_:bng_4409 { - (5 1) :attack3 (7 3 6 8 2). -} - -_:bng_4410 { - [] rdf:value 5; :attack (7 3 6 8 2). -} - -_:bng_4411 { - (6 8 2) list:firstRest (6 (8 2)). - (6 3) math:difference 3. -} - -_:bng_4412 { - (3 3) :attack3 (6 8 2). -} - -_:bng_4413 { - (4 6 8 2) list:firstRest (4 (6 8 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8 2). -} - -_:bng_4414 { - (3 2) :attack3 (4 6 8 2). -} - -_:bng_4415 { - (1 4 6 8 2) list:firstRest (1 (4 6 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8 2). -} - -_:bng_4416 { - (3 1) :attack3 (1 4 6 8 2). -} - -_:bng_4417 { - [] rdf:value 3; :attack (1 4 6 8 2). -} - -_:bng_4418 { - (1 4 6 8 2) list:firstRest (1 (4 6 8 2)). - (1 2) math:sum 3. -} - -_:bng_4419 { - (3 2) :attack3 (1 4 6 8 2). -} - -_:bng_4420 { - (5 1 4 6 8 2) list:firstRest (5 (1 4 6 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 6 8 2). -} - -_:bng_4421 { - (3 1) :attack3 (5 1 4 6 8 2). -} - -_:bng_4422 { - [] rdf:value 3; :attack (5 1 4 6 8 2). -} - -_:bng_4423 { - (4 6 8 2) list:firstRest (4 (6 8 2)). - (4 3) math:sum 7. -} - -_:bng_4424 { - (7 3) :attack3 (4 6 8 2). -} - -_:bng_4425 { - (1 4 6 8 2) list:firstRest (1 (4 6 8 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6 8 2). -} - -_:bng_4426 { - (7 2) :attack3 (1 4 6 8 2). -} - -_:bng_4427 { - (5 1 4 6 8 2) list:firstRest (5 (1 4 6 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 6 8 2). -} - -_:bng_4428 { - (7 1) :attack3 (5 1 4 6 8 2). -} - -_:bng_4429 { - [] rdf:value 7; :attack (5 1 4 6 8 2). -} - -_:bng_4430 { - (4 6 8 2) list:firstRest (4 (6 8 2)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 2). -} - -_:bng_4431 { - (7 2) :attack3 (4 6 8 2). -} - -_:bng_4432 { - (1 4 6 8 2) list:firstRest (1 (4 6 8 2)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 6 8 2). -} - -_:bng_4433 { - (7 1) :attack3 (1 4 6 8 2). -} - -_:bng_4434 { - [] rdf:value 7; :attack (1 4 6 8 2). -} - -_:bng_4435 { - (4 6 8 2) list:firstRest (4 (6 8 2)). - (4 1) math:difference 3. -} - -_:bng_4436 { - (3 1) :attack3 (4 6 8 2). -} - -_:bng_4437 { - [] rdf:value 3; :attack (4 6 8 2). -} - -_:bng_4438 { - (4 6 8 2) list:firstRest (4 (6 8 2)). - (4 1) math:sum 5. -} - -_:bng_4439 { - (5 1) :attack3 (4 6 8 2). -} - -_:bng_4440 { - [] rdf:value 5; :attack (4 6 8 2). -} - -_:bng_4441 { - (4 6 8 2) list:firstRest (4 (6 8 2)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8 2). -} - -_:bng_4442 { - (3 3) :attack3 (4 6 8 2). -} - -_:bng_4443 { - (7 4 6 8 2) list:firstRest (7 (4 6 8 2)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 6 8 2). -} - -_:bng_4444 { - (3 2) :attack3 (7 4 6 8 2). -} - -_:bng_4445 { - (1 7 4 6 8 2) list:firstRest (1 (7 4 6 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 6 8 2). -} - -_:bng_4446 { - (3 1) :attack3 (1 7 4 6 8 2). -} - -_:bng_4447 { - [] rdf:value 3; :attack (1 7 4 6 8 2). -} - -_:bng_4448 { - (7 4 6 8 2) list:firstRest (7 (4 6 8 2)). - (7 2) math:difference 5. -} - -_:bng_4449 { - (5 2) :attack3 (7 4 6 8 2). -} - -_:bng_4450 { - (1 7 4 6 8 2) list:firstRest (1 (7 4 6 8 2)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 6 8 2). -} - -_:bng_4451 { - (5 1) :attack3 (1 7 4 6 8 2). -} - -_:bng_4452 { - [] rdf:value 5; :attack (1 7 4 6 8 2). -} - -_:bng_4453 { - (7 4 6 8 2) list:firstRest (7 (4 6 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8 2). -} - -_:bng_4454 { - (3 1) :attack3 (7 4 6 8 2). -} - -_:bng_4455 { - [] rdf:value 3; :attack (7 4 6 8 2). -} - -_:bng_4456 { - (4 6 8 2) list:firstRest (4 (6 8 2)). - (4 3) math:difference 1. -} - -_:bng_4457 { - (1 3) :attack3 (4 6 8 2). -} - -_:bng_4458 { - (7 4 6 8 2) list:firstRest (7 (4 6 8 2)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 8 2). -} - -_:bng_4459 { - (1 2) :attack3 (7 4 6 8 2). -} - -_:bng_4460 { - (5 7 4 6 8 2) list:firstRest (5 (7 4 6 8 2)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 6 8 2). -} - -_:bng_4461 { - (1 1) :attack3 (5 7 4 6 8 2). -} - -_:bng_4462 { - [] rdf:value 1; :attack (5 7 4 6 8 2). -} - -_:bng_4463 { - (5 7 4 6 8 2) list:firstRest (5 (7 4 6 8 2)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 6 8 2). -} - -_:bng_4464 { - (3 1) :attack3 (5 7 4 6 8 2). -} - -_:bng_4465 { - [] rdf:value 3; :attack (5 7 4 6 8 2). -} - -_:bng_4466 { - (6 8 2) list:firstRest (6 (8 2)). - (6 1) math:difference 5. -} - -_:bng_4467 { - (5 1) :attack3 (6 8 2). -} - -_:bng_4468 { - [] rdf:value 5; :attack (6 8 2). -} - -_:bng_4469 { - (6 8 2) list:firstRest (6 (8 2)). - (6 1) math:sum 7. -} - -_:bng_4470 { - (7 1) :attack3 (6 8 2). -} - -_:bng_4471 { - [] rdf:value 7; :attack (6 8 2). -} - -_:bng_4472 { - (8 2) list:firstRest (8 (2)). - (8 1) math:difference 7. -} - -_:bng_4473 { - (7 1) :attack3 (8 2). -} - -_:bng_4474 { - [] rdf:value 7; :attack (8 2). -} - -_:bng_4475 { - (1 3) list:firstRest (1 (3)). - (1 1) math:sum 2. -} - -_:bng_4476 { - (2 1) :attack3 (1 3). -} - -_:bng_4477 { - [] rdf:value 2; :attack (1 3). -} - -_:bng_4478 { - (5 2 4 1 3) list:firstRest (5 (2 4 1 3)). - (5 1) math:sum 6. -} - -_:bng_4479 { - (6 1) :attack3 (5 2 4 1 3). -} - -_:bng_4480 { - [] rdf:value 6; :attack (5 2 4 1 3). -} - -_:bng_4481 { - (4 1 3) list:firstRest (4 (1 3)). - (4 3) math:sum 7. -} - -_:bng_4482 { - (7 3) :attack3 (4 1 3). -} - -_:bng_4483 { - (2 4 1 3) list:firstRest (2 (4 1 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 3). -} - -_:bng_4484 { - (7 2) :attack3 (2 4 1 3). -} - -_:bng_4485 { - (5 2 4 1 3) list:firstRest (5 (2 4 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4 1 3). -} - -_:bng_4486 { - (7 1) :attack3 (5 2 4 1 3). -} - -_:bng_4487 { - [] rdf:value 7; :attack (5 2 4 1 3). -} - -_:bng_4488 { - (3) list:firstRest (3 ()). - (3 5) math:sum 8. -} - -_:bng_4489 { - (8 5) :attack3 (3). -} - -_:bng_4490 { - (1 3) list:firstRest (1 (3)). - (4 1) math:sum 5 . - (8 5) :attack3 (3). -} - -_:bng_4491 { - (8 4) :attack3 (1 3). -} - -_:bng_4492 { - (4 1 3) list:firstRest (4 (1 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3). -} - -_:bng_4493 { - (8 3) :attack3 (4 1 3). -} - -_:bng_4494 { - (2 4 1 3) list:firstRest (2 (4 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 1 3). -} - -_:bng_4495 { - (8 2) :attack3 (2 4 1 3). -} - -_:bng_4496 { - (5 2 4 1 3) list:firstRest (5 (2 4 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 4 1 3). -} - -_:bng_4497 { - (8 1) :attack3 (5 2 4 1 3). -} - -_:bng_4498 { - [] rdf:value 8; :attack (5 2 4 1 3). -} - -_:bng_4499 { - (4 1 3) list:firstRest (4 (1 3)). - (4 2) math:sum 6. -} - -_:bng_4500 { - (6 2) :attack3 (4 1 3). -} - -_:bng_4501 { - (2 4 1 3) list:firstRest (2 (4 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 3). -} - -_:bng_4502 { - (6 1) :attack3 (2 4 1 3). -} - -_:bng_4503 { - [] rdf:value 6; :attack (2 4 1 3). -} - -_:bng_4504 { - (3) list:firstRest (3 ()). - (3 4) math:sum 7. -} - -_:bng_4505 { - (7 4) :attack3 (3). -} - -_:bng_4506 { - (1 3) list:firstRest (1 (3)). - (3 1) math:sum 4 . - (7 4) :attack3 (3). -} - -_:bng_4507 { - (7 3) :attack3 (1 3). -} - -_:bng_4508 { - (4 1 3) list:firstRest (4 (1 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3). -} - -_:bng_4509 { - (7 2) :attack3 (4 1 3). -} - -_:bng_4510 { - (2 4 1 3) list:firstRest (2 (4 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 1 3). -} - -_:bng_4511 { - (7 1) :attack3 (2 4 1 3). -} - -_:bng_4512 { - [] rdf:value 7; :attack (2 4 1 3). -} - -_:bng_4513 { - (1 3) list:firstRest (1 (3)). - (1 4) math:sum 5. -} - -_:bng_4514 { - (5 4) :attack3 (1 3). -} - -_:bng_4515 { - (4 1 3) list:firstRest (4 (1 3)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 3). -} - -_:bng_4516 { - (5 3) :attack3 (4 1 3). -} - -_:bng_4517 { - (2 4 1 3) list:firstRest (2 (4 1 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (4 1 3). -} - -_:bng_4518 { - (5 2) :attack3 (2 4 1 3). -} - -_:bng_4519 { - (8 2 4 1 3) list:firstRest (8 (2 4 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 4 1 3). -} - -_:bng_4520 { - (5 1) :attack3 (8 2 4 1 3). -} - -_:bng_4521 { - [] rdf:value 5; :attack (8 2 4 1 3). -} - -_:bng_4522 { - (6 8 2 4 1 3) list:firstRest (6 (8 2 4 1 3)). - (6 1) math:difference 5. -} - -_:bng_4523 { - (5 1) :attack3 (6 8 2 4 1 3). -} - -_:bng_4524 { - [] rdf:value 5; :attack (6 8 2 4 1 3). -} - -_:bng_4525 { - (6 8 2 4 1 3) list:firstRest (6 (8 2 4 1 3)). - (6 1) math:sum 7. -} - -_:bng_4526 { - (7 1) :attack3 (6 8 2 4 1 3). -} - -_:bng_4527 { - [] rdf:value 7; :attack (6 8 2 4 1 3). -} - -_:bng_4528 { - (8 2 4 1 3) list:firstRest (8 (2 4 1 3)). - (8 1) math:difference 7. -} - -_:bng_4529 { - (7 1) :attack3 (8 2 4 1 3). -} - -_:bng_4530 { - [] rdf:value 7; :attack (8 2 4 1 3). -} - -_:bng_4531 { - (4 1 3) list:firstRest (4 (1 3)). - (4 1) math:sum 5. -} - -_:bng_4532 { - (5 1) :attack3 (4 1 3). -} - -_:bng_4533 { - [] rdf:value 5; :attack (4 1 3). -} - -_:bng_4534 { - (3) list:firstRest (3 ()). - (3 3) math:sum 6. -} - -_:bng_4535 { - (6 3) :attack3 (3). -} - -_:bng_4536 { - (1 3) list:firstRest (1 (3)). - (2 1) math:sum 3 . - (6 3) :attack3 (3). -} - -_:bng_4537 { - (6 2) :attack3 (1 3). -} - -_:bng_4538 { - (4 1 3) list:firstRest (4 (1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3). -} - -_:bng_4539 { - (6 1) :attack3 (4 1 3). -} - -_:bng_4540 { - [] rdf:value 6; :attack (4 1 3). -} - -_:bng_4541 { - (4 1 3) list:firstRest (4 (1 3)). - (4 2) math:difference 2. -} - -_:bng_4542 { - (2 2) :attack3 (4 1 3). -} - -_:bng_4543 { - (7 4 1 3) list:firstRest (7 (4 1 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3). -} - -_:bng_4544 { - (2 1) :attack3 (7 4 1 3). -} - -_:bng_4545 { - [] rdf:value 2; :attack (7 4 1 3). -} - -_:bng_4546 { - (1 3) list:firstRest (1 (3)). - (1 5) math:sum 6. -} - -_:bng_4547 { - (6 5) :attack3 (1 3). -} - -_:bng_4548 { - (4 1 3) list:firstRest (4 (1 3)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 3). -} - -_:bng_4549 { - (6 4) :attack3 (4 1 3). -} - -_:bng_4550 { - (7 4 1 3) list:firstRest (7 (4 1 3)). - (3 1) math:sum 4 . - (6 4) :attack3 (4 1 3). -} - -_:bng_4551 { - (6 3) :attack3 (7 4 1 3). -} - -_:bng_4552 { - (5 7 4 1 3) list:firstRest (5 (7 4 1 3)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 4 1 3). -} - -_:bng_4553 { - (6 2) :attack3 (5 7 4 1 3). -} - -_:bng_4554 { - (2 5 7 4 1 3) list:firstRest (2 (5 7 4 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 7 4 1 3). -} - -_:bng_4555 { - (6 1) :attack3 (2 5 7 4 1 3). -} - -_:bng_4556 { - [] rdf:value 6; :attack (2 5 7 4 1 3). -} - -_:bng_4557 { - (4 1 3) list:firstRest (4 (1 3)). - (4 4) math:sum 8. -} - -_:bng_4558 { - (8 4) :attack3 (4 1 3). -} - -_:bng_4559 { - (7 4 1 3) list:firstRest (7 (4 1 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 1 3). -} - -_:bng_4560 { - (8 3) :attack3 (7 4 1 3). -} - -_:bng_4561 { - (5 7 4 1 3) list:firstRest (5 (7 4 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4 1 3). -} - -_:bng_4562 { - (8 2) :attack3 (5 7 4 1 3). -} - -_:bng_4563 { - (2 5 7 4 1 3) list:firstRest (2 (5 7 4 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 4 1 3). -} - -_:bng_4564 { - (8 1) :attack3 (2 5 7 4 1 3). -} - -_:bng_4565 { - [] rdf:value 8; :attack (2 5 7 4 1 3). -} - -_:bng_4566 { - (5 7 4 1 3) list:firstRest (5 (7 4 1 3)). - (5 1) math:sum 6. -} - -_:bng_4567 { - (6 1) :attack3 (5 7 4 1 3). -} - -_:bng_4568 { - [] rdf:value 6; :attack (5 7 4 1 3). -} - -_:bng_4569 { - (7 4 1 3) list:firstRest (7 (4 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 1 3). -} - -_:bng_4570 { - (8 2) :attack3 (7 4 1 3). -} - -_:bng_4571 { - (5 7 4 1 3) list:firstRest (5 (7 4 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 4 1 3). -} - -_:bng_4572 { - (8 1) :attack3 (5 7 4 1 3). -} - -_:bng_4573 { - [] rdf:value 8; :attack (5 7 4 1 3). -} - -_:bng_4574 { - (7 4 1 3) list:firstRest (7 (4 1 3)). - (7 1) math:difference 6. -} - -_:bng_4575 { - (6 1) :attack3 (7 4 1 3). -} - -_:bng_4576 { - [] rdf:value 6; :attack (7 4 1 3). -} - -_:bng_4577 { - (7 4 1 3) list:firstRest (7 (4 1 3)). - (7 1) math:sum 8. -} - -_:bng_4578 { - (8 1) :attack3 (7 4 1 3). -} - -_:bng_4579 { - [] rdf:value 8; :attack (7 4 1 3). -} - -_:bng_4580 { - (8 4 1 3) list:firstRest (8 (4 1 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3). -} - -_:bng_4581 { - (2 1) :attack3 (8 4 1 3). -} - -_:bng_4582 { - [] rdf:value 2; :attack (8 4 1 3). -} - -_:bng_4583 { - (8 4 1 3) list:firstRest (8 (4 1 3)). - (3 1) math:sum 4 . - (6 4) :attack3 (4 1 3). -} - -_:bng_4584 { - (6 3) :attack3 (8 4 1 3). -} - -_:bng_4585 { - (5 8 4 1 3) list:firstRest (5 (8 4 1 3)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 4 1 3). -} - -_:bng_4586 { - (6 2) :attack3 (5 8 4 1 3). -} - -_:bng_4587 { - (2 5 8 4 1 3) list:firstRest (2 (5 8 4 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 4 1 3). -} - -_:bng_4588 { - (6 1) :attack3 (2 5 8 4 1 3). -} - -_:bng_4589 { - [] rdf:value 6; :attack (2 5 8 4 1 3). -} - -_:bng_4590 { - (5 8 4 1 3) list:firstRest (5 (8 4 1 3)). - (5 2) math:sum 7. -} - -_:bng_4591 { - (7 2) :attack3 (5 8 4 1 3). -} - -_:bng_4592 { - (2 5 8 4 1 3) list:firstRest (2 (5 8 4 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 4 1 3). -} - -_:bng_4593 { - (7 1) :attack3 (2 5 8 4 1 3). -} - -_:bng_4594 { - [] rdf:value 7; :attack (2 5 8 4 1 3). -} - -_:bng_4595 { - (5 8 4 1 3) list:firstRest (5 (8 4 1 3)). - (5 1) math:sum 6. -} - -_:bng_4596 { - (6 1) :attack3 (5 8 4 1 3). -} - -_:bng_4597 { - [] rdf:value 6; :attack (5 8 4 1 3). -} - -_:bng_4598 { - (8 4 1 3) list:firstRest (8 (4 1 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 3). -} - -_:bng_4599 { - (7 2) :attack3 (8 4 1 3). -} - -_:bng_4600 { - (5 8 4 1 3) list:firstRest (5 (8 4 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 4 1 3). -} - -_:bng_4601 { - (7 1) :attack3 (5 8 4 1 3). -} - -_:bng_4602 { - [] rdf:value 7; :attack (5 8 4 1 3). -} - -_:bng_4603 { - (8 4 1 3) list:firstRest (8 (4 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 3). -} - -_:bng_4604 { - (6 1) :attack3 (8 4 1 3). -} - -_:bng_4605 { - [] rdf:value 6; :attack (8 4 1 3). -} - -_:bng_4606 { - (8 4 1 3) list:firstRest (8 (4 1 3)). - (8 1) math:difference 7. -} - -_:bng_4607 { - (7 1) :attack3 (8 4 1 3). -} - -_:bng_4608 { - [] rdf:value 7; :attack (8 4 1 3). -} - -_:bng_4609 { - (3) list:firstRest (3 ()). - (3 2) math:sum 5. -} - -_:bng_4610 { - (5 2) :attack3 (3). -} - -_:bng_4611 { - (1 3) list:firstRest (1 (3)). - (1 1) math:sum 2 . - (5 2) :attack3 (3). -} - -_:bng_4612 { - (5 1) :attack3 (1 3). -} - -_:bng_4613 { - [] rdf:value 5; :attack (1 3). -} - -_:bng_4614 { - (6 1 3) list:firstRest (6 (1 3)). - (6 2) math:difference 4. -} - -_:bng_4615 { - (4 2) :attack3 (6 1 3). -} - -_:bng_4616 { - (2 6 1 3) list:firstRest (2 (6 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3). -} - -_:bng_4617 { - (4 1) :attack3 (2 6 1 3). -} - -_:bng_4618 { - [] rdf:value 4; :attack (2 6 1 3). -} - -_:bng_4619 { - (5 2 6 1 3) list:firstRest (5 (2 6 1 3)). - (5 1) math:difference 4. -} - -_:bng_4620 { - (4 1) :attack3 (5 2 6 1 3). -} - -_:bng_4621 { - [] rdf:value 4; :attack (5 2 6 1 3). -} - -_:bng_4622 { - (5 2 6 1 3) list:firstRest (5 (2 6 1 3)). - (5 3) math:sum 8. -} - -_:bng_4623 { - (8 3) :attack3 (5 2 6 1 3). -} - -_:bng_4624 { - (7 5 2 6 1 3) list:firstRest (7 (5 2 6 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2 6 1 3). -} - -_:bng_4625 { - (8 2) :attack3 (7 5 2 6 1 3). -} - -_:bng_4626 { - (4 7 5 2 6 1 3) list:firstRest (4 (7 5 2 6 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 2 6 1 3). -} - -_:bng_4627 { - (8 1) :attack3 (4 7 5 2 6 1 3). -} - -_:bng_4628 { - [] rdf:value 8; :attack (4 7 5 2 6 1 3). -} - -_:bng_4629 { - (7 5 2 6 1 3) list:firstRest (7 (5 2 6 1 3)). - (7 1) math:sum 8. -} - -_:bng_4630 { - (8 1) :attack3 (7 5 2 6 1 3). -} - -_:bng_4631 { - [] rdf:value 8; :attack (7 5 2 6 1 3). -} - -_:bng_4632 { - (6 1 3) list:firstRest (6 (1 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3). -} - -_:bng_4633 { - (8 3) :attack3 (6 1 3). -} - -_:bng_4634 { - (2 6 1 3) list:firstRest (2 (6 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 1 3). -} - -_:bng_4635 { - (8 2) :attack3 (2 6 1 3). -} - -_:bng_4636 { - (5 2 6 1 3) list:firstRest (5 (2 6 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 6 1 3). -} - -_:bng_4637 { - (8 1) :attack3 (5 2 6 1 3). -} - -_:bng_4638 { - [] rdf:value 8; :attack (5 2 6 1 3). -} - -_:bng_4639 { - (6 1 3) list:firstRest (6 (1 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3). -} - -_:bng_4640 { - (7 2) :attack3 (6 1 3). -} - -_:bng_4641 { - (2 6 1 3) list:firstRest (2 (6 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3). -} - -_:bng_4642 { - (7 1) :attack3 (2 6 1 3). -} - -_:bng_4643 { - [] rdf:value 7; :attack (2 6 1 3). -} - -_:bng_4644 { - (6 1 3) list:firstRest (6 (1 3)). - (6 2) math:sum 8. -} - -_:bng_4645 { - (8 2) :attack3 (6 1 3). -} - -_:bng_4646 { - (2 6 1 3) list:firstRest (2 (6 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 3). -} - -_:bng_4647 { - (8 1) :attack3 (2 6 1 3). -} - -_:bng_4648 { - [] rdf:value 8; :attack (2 6 1 3). -} - -_:bng_4649 { - (6 1 3) list:firstRest (6 (1 3)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 3). -} - -_:bng_4650 { - (5 3) :attack3 (6 1 3). -} - -_:bng_4651 { - (4 6 1 3) list:firstRest (4 (6 1 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (6 1 3). -} - -_:bng_4652 { - (5 2) :attack3 (4 6 1 3). -} - -_:bng_4653 { - (2 4 6 1 3) list:firstRest (2 (4 6 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 6 1 3). -} - -_:bng_4654 { - (5 1) :attack3 (2 4 6 1 3). -} - -_:bng_4655 { - [] rdf:value 5; :attack (2 4 6 1 3). -} - -_:bng_4656 { - (4 6 1 3) list:firstRest (4 (6 1 3)). - (4 4) math:sum 8. -} - -_:bng_4657 { - (8 4) :attack3 (4 6 1 3). -} - -_:bng_4658 { - (2 4 6 1 3) list:firstRest (2 (4 6 1 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 6 1 3). -} - -_:bng_4659 { - (8 3) :attack3 (2 4 6 1 3). -} - -_:bng_4660 { - (7 2 4 6 1 3) list:firstRest (7 (2 4 6 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 4 6 1 3). -} - -_:bng_4661 { - (8 2) :attack3 (7 2 4 6 1 3). -} - -_:bng_4662 { - (5 7 2 4 6 1 3) list:firstRest (5 (7 2 4 6 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 4 6 1 3). -} - -_:bng_4663 { - (8 1) :attack3 (5 7 2 4 6 1 3). -} - -_:bng_4664 { - [] rdf:value 8; :attack (5 7 2 4 6 1 3). -} - -_:bng_4665 { - (7 2 4 6 1 3) list:firstRest (7 (2 4 6 1 3)). - (7 1) math:sum 8. -} - -_:bng_4666 { - (8 1) :attack3 (7 2 4 6 1 3). -} - -_:bng_4667 { - [] rdf:value 8; :attack (7 2 4 6 1 3). -} - -_:bng_4668 { - (4 6 1 3) list:firstRest (4 (6 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 1 3). -} - -_:bng_4669 { - (8 2) :attack3 (4 6 1 3). -} - -_:bng_4670 { - (2 4 6 1 3) list:firstRest (2 (4 6 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 6 1 3). -} - -_:bng_4671 { - (8 1) :attack3 (2 4 6 1 3). -} - -_:bng_4672 { - [] rdf:value 8; :attack (2 4 6 1 3). -} - -_:bng_4673 { - (4 6 1 3) list:firstRest (4 (6 1 3)). - (4 1) math:sum 5. -} - -_:bng_4674 { - (5 1) :attack3 (4 6 1 3). -} - -_:bng_4675 { - [] rdf:value 5; :attack (4 6 1 3). -} - -_:bng_4676 { - (4 6 1 3) list:firstRest (4 (6 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3). -} - -_:bng_4677 { - (7 1) :attack3 (4 6 1 3). -} - -_:bng_4678 { - [] rdf:value 7; :attack (4 6 1 3). -} - -_:bng_4679 { - (4 6 1 3) list:firstRest (4 (6 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 3). -} - -_:bng_4680 { - (8 1) :attack3 (4 6 1 3). -} - -_:bng_4681 { - [] rdf:value 8; :attack (4 6 1 3). -} - -_:bng_4682 { - (6 1 3) list:firstRest (6 (1 3)). - (6 1) math:difference 5. -} - -_:bng_4683 { - (5 1) :attack3 (6 1 3). -} - -_:bng_4684 { - [] rdf:value 5; :attack (6 1 3). -} - -_:bng_4685 { - (6 1 3) list:firstRest (6 (1 3)). - (6 1) math:sum 7. -} - -_:bng_4686 { - (7 1) :attack3 (6 1 3). -} - -_:bng_4687 { - [] rdf:value 7; :attack (6 1 3). -} - -_:bng_4688 { - (4 2 8 6 1 3) list:firstRest (4 (2 8 6 1 3)). - (4 1) math:sum 5. -} - -_:bng_4689 { - (5 1) :attack3 (4 2 8 6 1 3). -} - -_:bng_4690 { - [] rdf:value 5; :attack (4 2 8 6 1 3). -} - -_:bng_4691 { - (2 8 6 1 3) list:firstRest (2 (8 6 1 3)). - (2 3) math:sum 5. -} - -_:bng_4692 { - (5 3) :attack3 (2 8 6 1 3). -} - -_:bng_4693 { - (4 2 8 6 1 3) list:firstRest (4 (2 8 6 1 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 8 6 1 3). -} - -_:bng_4694 { - (5 2) :attack3 (4 2 8 6 1 3). -} - -_:bng_4695 { - (7 4 2 8 6 1 3) list:firstRest (7 (4 2 8 6 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8 6 1 3). -} - -_:bng_4696 { - (5 1) :attack3 (7 4 2 8 6 1 3). -} - -_:bng_4697 { - [] rdf:value 5; :attack (7 4 2 8 6 1 3). -} - -_:bng_4698 { - (8 6 1 3) list:firstRest (8 (6 1 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (6 1 3). -} - -_:bng_4699 { - (5 2) :attack3 (8 6 1 3). -} - -_:bng_4700 { - (2 8 6 1 3) list:firstRest (2 (8 6 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 6 1 3). -} - -_:bng_4701 { - (5 1) :attack3 (2 8 6 1 3). -} - -_:bng_4702 { - [] rdf:value 5; :attack (2 8 6 1 3). -} - -_:bng_4703 { - (2 8 6 1 3) list:firstRest (2 (8 6 1 3)). - (2 2) math:sum 4. -} - -_:bng_4704 { - (4 2) :attack3 (2 8 6 1 3). -} - -_:bng_4705 { - (7 2 8 6 1 3) list:firstRest (7 (2 8 6 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 8 6 1 3). -} - -_:bng_4706 { - (4 1) :attack3 (7 2 8 6 1 3). -} - -_:bng_4707 { - [] rdf:value 4; :attack (7 2 8 6 1 3). -} - -_:bng_4708 { - (8 6 1 3) list:firstRest (8 (6 1 3)). - (8 3) math:difference 5. -} - -_:bng_4709 { - (5 3) :attack3 (8 6 1 3). -} - -_:bng_4710 { - (2 8 6 1 3) list:firstRest (2 (8 6 1 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 6 1 3). -} - -_:bng_4711 { - (5 2) :attack3 (2 8 6 1 3). -} - -_:bng_4712 { - (7 2 8 6 1 3) list:firstRest (7 (2 8 6 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8 6 1 3). -} - -_:bng_4713 { - (5 1) :attack3 (7 2 8 6 1 3). -} - -_:bng_4714 { - [] rdf:value 5; :attack (7 2 8 6 1 3). -} - -_:bng_4715 { - (8 6 1 3) list:firstRest (8 (6 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3). -} - -_:bng_4716 { - (4 1) :attack3 (8 6 1 3). -} - -_:bng_4717 { - [] rdf:value 4; :attack (8 6 1 3). -} - -_:bng_4718 { - (1 3) list:firstRest (1 (3)). - (1 6) math:sum 7. -} - -_:bng_4719 { - (7 6) :attack3 (1 3). -} - -_:bng_4720 { - (6 1 3) list:firstRest (6 (1 3)). - (5 1) math:sum 6 . - (7 6) :attack3 (1 3). -} - -_:bng_4721 { - (7 5) :attack3 (6 1 3). -} - -_:bng_4722 { - (8 6 1 3) list:firstRest (8 (6 1 3)). - (4 1) math:sum 5 . - (7 5) :attack3 (6 1 3). -} - -_:bng_4723 { - (7 4) :attack3 (8 6 1 3). -} - -_:bng_4724 { - (5 8 6 1 3) list:firstRest (5 (8 6 1 3)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 6 1 3). -} - -_:bng_4725 { - (7 3) :attack3 (5 8 6 1 3). -} - -_:bng_4726 { - (2 5 8 6 1 3) list:firstRest (2 (5 8 6 1 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 8 6 1 3). -} - -_:bng_4727 { - (7 2) :attack3 (2 5 8 6 1 3). -} - -_:bng_4728 { - (4 2 5 8 6 1 3) list:firstRest (4 (2 5 8 6 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 5 8 6 1 3). -} - -_:bng_4729 { - (7 1) :attack3 (4 2 5 8 6 1 3). -} - -_:bng_4730 { - [] rdf:value 7; :attack (4 2 5 8 6 1 3). -} - -_:bng_4731 { - (5 8 6 1 3) list:firstRest (5 (8 6 1 3)). - (5 2) math:sum 7. -} - -_:bng_4732 { - (7 2) :attack3 (5 8 6 1 3). -} - -_:bng_4733 { - (2 5 8 6 1 3) list:firstRest (2 (5 8 6 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6 1 3). -} - -_:bng_4734 { - (7 1) :attack3 (2 5 8 6 1 3). -} - -_:bng_4735 { - [] rdf:value 7; :attack (2 5 8 6 1 3). -} - -_:bng_4736 { - (5 8 6 1 3) list:firstRest (5 (8 6 1 3)). - (5 1) math:difference 4. -} - -_:bng_4737 { - (4 1) :attack3 (5 8 6 1 3). -} - -_:bng_4738 { - [] rdf:value 4; :attack (5 8 6 1 3). -} - -_:bng_4739 { - (6 1 3) list:firstRest (6 (1 3)). - (6 4) math:difference 2. -} - -_:bng_4740 { - (2 4) :attack3 (6 1 3). -} - -_:bng_4741 { - (8 6 1 3) list:firstRest (8 (6 1 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 1 3). -} - -_:bng_4742 { - (2 3) :attack3 (8 6 1 3). -} - -_:bng_4743 { - (5 8 6 1 3) list:firstRest (5 (8 6 1 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 1 3). -} - -_:bng_4744 { - (2 2) :attack3 (5 8 6 1 3). -} - -_:bng_4745 { - (7 5 8 6 1 3) list:firstRest (7 (5 8 6 1 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 8 6 1 3). -} - -_:bng_4746 { - (2 1) :attack3 (7 5 8 6 1 3). -} - -_:bng_4747 { - [] rdf:value 2; :attack (7 5 8 6 1 3). -} - -_:bng_4748 { - (5 8 6 1 3) list:firstRest (5 (8 6 1 3)). - (5 3) math:difference 2. -} - -_:bng_4749 { - (2 3) :attack3 (5 8 6 1 3). -} - -_:bng_4750 { - (7 5 8 6 1 3) list:firstRest (7 (5 8 6 1 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 6 1 3). -} - -_:bng_4751 { - (2 2) :attack3 (7 5 8 6 1 3). -} - -_:bng_4752 { - (4 7 5 8 6 1 3) list:firstRest (4 (7 5 8 6 1 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 8 6 1 3). -} - -_:bng_4753 { - (2 1) :attack3 (4 7 5 8 6 1 3). -} - -_:bng_4754 { - [] rdf:value 2; :attack (4 7 5 8 6 1 3). -} - -_:bng_4755 { - (8 6 1 3) list:firstRest (8 (6 1 3)). - (8 1) math:difference 7. -} - -_:bng_4756 { - (7 1) :attack3 (8 6 1 3). -} - -_:bng_4757 { - [] rdf:value 7; :attack (8 6 1 3). -} - -_:bng_4758 { - (1 3) list:firstRest (1 (3)). - (1 3) math:sum 4. -} - -_:bng_4759 { - (4 3) :attack3 (1 3). -} - -_:bng_4760 { - (7 1 3) list:firstRest (7 (1 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 3). -} - -_:bng_4761 { - (4 2) :attack3 (7 1 3). -} - -_:bng_4762 { - (2 7 1 3) list:firstRest (2 (7 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 3). -} - -_:bng_4763 { - (4 1) :attack3 (2 7 1 3). -} - -_:bng_4764 { - [] rdf:value 4; :attack (2 7 1 3). -} - -_:bng_4765 { - (7 1 3) list:firstRest (7 (1 3)). - (7 2) math:difference 5. -} - -_:bng_4766 { - (5 2) :attack3 (7 1 3). -} - -_:bng_4767 { - (2 7 1 3) list:firstRest (2 (7 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 3). -} - -_:bng_4768 { - (5 1) :attack3 (2 7 1 3). -} - -_:bng_4769 { - [] rdf:value 5; :attack (2 7 1 3). -} - -_:bng_4770 { - (2 7 1 3) list:firstRest (2 (7 1 3)). - (2 2) math:sum 4. -} - -_:bng_4771 { - (4 2) :attack3 (2 7 1 3). -} - -_:bng_4772 { - (6 2 7 1 3) list:firstRest (6 (2 7 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 3). -} - -_:bng_4773 { - (4 1) :attack3 (6 2 7 1 3). -} - -_:bng_4774 { - [] rdf:value 4; :attack (6 2 7 1 3). -} - -_:bng_4775 { - (6 2 7 1 3) list:firstRest (6 (2 7 1 3)). - (6 1) math:difference 5. -} - -_:bng_4776 { - (5 1) :attack3 (6 2 7 1 3). -} - -_:bng_4777 { - [] rdf:value 5; :attack (6 2 7 1 3). -} - -_:bng_4778 { - (7 1 3) list:firstRest (7 (1 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3). -} - -_:bng_4779 { - (8 3) :attack3 (7 1 3). -} - -_:bng_4780 { - (2 7 1 3) list:firstRest (2 (7 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 3). -} - -_:bng_4781 { - (8 2) :attack3 (2 7 1 3). -} - -_:bng_4782 { - (6 2 7 1 3) list:firstRest (6 (2 7 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 7 1 3). -} - -_:bng_4783 { - (8 1) :attack3 (6 2 7 1 3). -} - -_:bng_4784 { - [] rdf:value 8; :attack (6 2 7 1 3). -} - -_:bng_4785 { - (8 2 7 1 3) list:firstRest (8 (2 7 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 3). -} - -_:bng_4786 { - (4 1) :attack3 (8 2 7 1 3). -} - -_:bng_4787 { - [] rdf:value 4; :attack (8 2 7 1 3). -} - -_:bng_4788 { - (7 1 3) list:firstRest (7 (1 3)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 3). -} - -_:bng_4789 { - (5 3) :attack3 (7 1 3). -} - -_:bng_4790 { - (2 7 1 3) list:firstRest (2 (7 1 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1 3). -} - -_:bng_4791 { - (5 2) :attack3 (2 7 1 3). -} - -_:bng_4792 { - (8 2 7 1 3) list:firstRest (8 (2 7 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 7 1 3). -} - -_:bng_4793 { - (5 1) :attack3 (8 2 7 1 3). -} - -_:bng_4794 { - [] rdf:value 5; :attack (8 2 7 1 3). -} - -_:bng_4795 { - (4 6 8 2 7 1 3) list:firstRest (4 (6 8 2 7 1 3)). - (4 1) math:sum 5. -} - -_:bng_4796 { - (5 1) :attack3 (4 6 8 2 7 1 3). -} - -_:bng_4797 { - [] rdf:value 5; :attack (4 6 8 2 7 1 3). -} - -_:bng_4798 { - (6 8 2 7 1 3) list:firstRest (6 (8 2 7 1 3)). - (6 1) math:difference 5. -} - -_:bng_4799 { - (5 1) :attack3 (6 8 2 7 1 3). -} - -_:bng_4800 { - [] rdf:value 5; :attack (6 8 2 7 1 3). -} - -_:bng_4801 { - (4 7 1 3) list:firstRest (4 (7 1 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1 3). -} - -_:bng_4802 { - (5 2) :attack3 (4 7 1 3). -} - -_:bng_4803 { - (2 4 7 1 3) list:firstRest (2 (4 7 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1 3). -} - -_:bng_4804 { - (5 1) :attack3 (2 4 7 1 3). -} - -_:bng_4805 { - [] rdf:value 5; :attack (2 4 7 1 3). -} - -_:bng_4806 { - (4 7 1 3) list:firstRest (4 (7 1 3)). - (4 2) math:sum 6. -} - -_:bng_4807 { - (6 2) :attack3 (4 7 1 3). -} - -_:bng_4808 { - (2 4 7 1 3) list:firstRest (2 (4 7 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 1 3). -} - -_:bng_4809 { - (6 1) :attack3 (2 4 7 1 3). -} - -_:bng_4810 { - [] rdf:value 6; :attack (2 4 7 1 3). -} - -_:bng_4811 { - (4 7 1 3) list:firstRest (4 (7 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 3). -} - -_:bng_4812 { - (8 2) :attack3 (4 7 1 3). -} - -_:bng_4813 { - (2 4 7 1 3) list:firstRest (2 (4 7 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 1 3). -} - -_:bng_4814 { - (8 1) :attack3 (2 4 7 1 3). -} - -_:bng_4815 { - [] rdf:value 8; :attack (2 4 7 1 3). -} - -_:bng_4816 { - (4 7 1 3) list:firstRest (4 (7 1 3)). - (4 1) math:sum 5. -} - -_:bng_4817 { - (5 1) :attack3 (4 7 1 3). -} - -_:bng_4818 { - [] rdf:value 5; :attack (4 7 1 3). -} - -_:bng_4819 { - (4 7 1 3) list:firstRest (4 (7 1 3)). - (4 2) math:difference 2. -} - -_:bng_4820 { - (2 2) :attack3 (4 7 1 3). -} - -_:bng_4821 { - (6 4 7 1 3) list:firstRest (6 (4 7 1 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 3). -} - -_:bng_4822 { - (2 1) :attack3 (6 4 7 1 3). -} - -_:bng_4823 { - [] rdf:value 2; :attack (6 4 7 1 3). -} - -_:bng_4824 { - (6 4 7 1 3) list:firstRest (6 (4 7 1 3)). - (6 1) math:difference 5. -} - -_:bng_4825 { - (5 1) :attack3 (6 4 7 1 3). -} - -_:bng_4826 { - [] rdf:value 5; :attack (6 4 7 1 3). -} - -_:bng_4827 { - (6 4 7 1 3) list:firstRest (6 (4 7 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 1 3). -} - -_:bng_4828 { - (8 1) :attack3 (6 4 7 1 3). -} - -_:bng_4829 { - [] rdf:value 8; :attack (6 4 7 1 3). -} - -_:bng_4830 { - (8 4 7 1 3) list:firstRest (8 (4 7 1 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 3). -} - -_:bng_4831 { - (2 1) :attack3 (8 4 7 1 3). -} - -_:bng_4832 { - [] rdf:value 2; :attack (8 4 7 1 3). -} - -_:bng_4833 { - (8 4 7 1 3) list:firstRest (8 (4 7 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1 3). -} - -_:bng_4834 { - (5 1) :attack3 (8 4 7 1 3). -} - -_:bng_4835 { - [] rdf:value 5; :attack (8 4 7 1 3). -} - -_:bng_4836 { - (8 4 7 1 3) list:firstRest (8 (4 7 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 1 3). -} - -_:bng_4837 { - (6 1) :attack3 (8 4 7 1 3). -} - -_:bng_4838 { - [] rdf:value 6; :attack (8 4 7 1 3). -} - -_:bng_4839 { - (7 1 3) list:firstRest (7 (1 3)). - (7 3) math:difference 4. -} - -_:bng_4840 { - (4 3) :attack3 (7 1 3). -} - -_:bng_4841 { - (5 7 1 3) list:firstRest (5 (7 1 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 1 3). -} - -_:bng_4842 { - (4 2) :attack3 (5 7 1 3). -} - -_:bng_4843 { - (2 5 7 1 3) list:firstRest (2 (5 7 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1 3). -} - -_:bng_4844 { - (4 1) :attack3 (2 5 7 1 3). -} - -_:bng_4845 { - [] rdf:value 4; :attack (2 5 7 1 3). -} - -_:bng_4846 { - (2 5 7 1 3) list:firstRest (2 (5 7 1 3)). - (2 2) math:sum 4. -} - -_:bng_4847 { - (4 2) :attack3 (2 5 7 1 3). -} - -_:bng_4848 { - (6 2 5 7 1 3) list:firstRest (6 (2 5 7 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 7 1 3). -} - -_:bng_4849 { - (4 1) :attack3 (6 2 5 7 1 3). -} - -_:bng_4850 { - [] rdf:value 4; :attack (6 2 5 7 1 3). -} - -_:bng_4851 { - (5 7 1 3) list:firstRest (5 (7 1 3)). - (5 3) math:sum 8. -} - -_:bng_4852 { - (8 3) :attack3 (5 7 1 3). -} - -_:bng_4853 { - (2 5 7 1 3) list:firstRest (2 (5 7 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 1 3). -} - -_:bng_4854 { - (8 2) :attack3 (2 5 7 1 3). -} - -_:bng_4855 { - (6 2 5 7 1 3) list:firstRest (6 (2 5 7 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 7 1 3). -} - -_:bng_4856 { - (8 1) :attack3 (6 2 5 7 1 3). -} - -_:bng_4857 { - [] rdf:value 8; :attack (6 2 5 7 1 3). -} - -_:bng_4858 { - (5 7 1 3) list:firstRest (5 (7 1 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 3). -} - -_:bng_4859 { - (8 2) :attack3 (5 7 1 3). -} - -_:bng_4860 { - (2 5 7 1 3) list:firstRest (2 (5 7 1 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 1 3). -} - -_:bng_4861 { - (8 1) :attack3 (2 5 7 1 3). -} - -_:bng_4862 { - [] rdf:value 8; :attack (2 5 7 1 3). -} - -_:bng_4863 { - (5 7 1 3) list:firstRest (5 (7 1 3)). - (5 1) math:difference 4. -} - -_:bng_4864 { - (4 1) :attack3 (5 7 1 3). -} - -_:bng_4865 { - [] rdf:value 4; :attack (5 7 1 3). -} - -_:bng_4866 { - (5 7 1 3) list:firstRest (5 (7 1 3)). - (5 1) math:sum 6. -} - -_:bng_4867 { - (6 1) :attack3 (5 7 1 3). -} - -_:bng_4868 { - [] rdf:value 6; :attack (5 7 1 3). -} - -_:bng_4869 { - (6) list:select (6 ()). - (_:bng_17736 false true) log:ifThenElseIn (() 1). - (6 4 2 8 5 7 1 3) list:firstRest (6 (4 2 8 5 7 1 3)). - (() (6 4 2 8 5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4870 { - ((6) (4 2 8 5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4871 { - (4 6) list:select (4 (6)). - (_:bng_17737 false true) log:ifThenElseIn (() 1). - (4 2 8 5 7 1 3) list:firstRest (4 (2 8 5 7 1 3)). - ((6) (4 2 8 5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4872 { - ((4 6) (2 8 5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4873 { - (2 4 6) list:select (2 (4 6)). - (_:bng_17738 false true) log:ifThenElseIn (() 1). - (2 8 5 7 1 3) list:firstRest (2 (8 5 7 1 3)). - ((4 6) (2 8 5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4874 { - ((2 4 6) (8 5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4875 { - (2 4 6 8) list:select (8 (2 4 6)). - (_:bng_17739 false true) log:ifThenElseIn (() 1). - (8 5 7 1 3) list:firstRest (8 (5 7 1 3)). - ((2 4 6) (8 5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4876 { - ((2 4 6 8) (5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4877 { - (2 4 5 6 8) list:select (5 (2 4 6 8)). - (_:bng_17740 false true) log:ifThenElseIn (() 1). - (5 7 1 3) list:firstRest (5 (7 1 3)). - ((2 4 6 8) (5 7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4878 { - ((2 4 5 6 8) (7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4879 { - (2 4 5 6 7 8) list:select (7 (2 4 5 6 8)). - (_:bng_17741 false true) log:ifThenElseIn (() 1). - (7 1 3) list:firstRest (7 (1 3)). - ((2 4 5 6 8) (7 1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4880 { - ((2 4 5 6 7 8) (1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4881 { - (1 2 4 5 6 7 8) list:select (1 (2 4 5 6 7 8)). - (_:bng_17742 false true) log:ifThenElseIn (() 1). - (1 3) list:firstRest (1 (3)). - ((2 4 5 6 7 8) (1 3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4882 { - ((1 2 4 5 6 7 8) (3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4883 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4884 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4885 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 4 2 8 5 7 1 3). -} - -_:bng_4886 { - [] rdf:value 8; :queens (6 4 2 8 5 7 1 3). -} - -_:bng_4887 { - (8 5 7 1 3) list:firstRest (8 (5 7 1 3)). - (8 2) math:difference 6. -} - -_:bng_4888 { - (6 2) :attack3 (8 5 7 1 3). -} - -_:bng_4889 { - (2 8 5 7 1 3) list:firstRest (2 (8 5 7 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 7 1 3). -} - -_:bng_4890 { - (6 1) :attack3 (2 8 5 7 1 3). -} - -_:bng_4891 { - [] rdf:value 6; :attack (2 8 5 7 1 3). -} - -_:bng_4892 { - (8 5 7 1 3) list:firstRest (8 (5 7 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1 3). -} - -_:bng_4893 { - (4 1) :attack3 (8 5 7 1 3). -} - -_:bng_4894 { - [] rdf:value 4; :attack (8 5 7 1 3). -} - -_:bng_4895 { - (5 7 1 3) list:firstRest (5 (7 1 3)). - (5 3) math:difference 2. -} - -_:bng_4896 { - (2 3) :attack3 (5 7 1 3). -} - -_:bng_4897 { - (8 5 7 1 3) list:firstRest (8 (5 7 1 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7 1 3). -} - -_:bng_4898 { - (2 2) :attack3 (8 5 7 1 3). -} - -_:bng_4899 { - (6 8 5 7 1 3) list:firstRest (6 (8 5 7 1 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 7 1 3). -} - -_:bng_4900 { - (2 1) :attack3 (6 8 5 7 1 3). -} - -_:bng_4901 { - [] rdf:value 2; :attack (6 8 5 7 1 3). -} - -_:bng_4902 { - (7 1 3) list:firstRest (7 (1 3)). - (7 5) math:difference 2. -} - -_:bng_4903 { - (2 5) :attack3 (7 1 3). -} - -_:bng_4904 { - (5 7 1 3) list:firstRest (5 (7 1 3)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 1 3). -} - -_:bng_4905 { - (2 4) :attack3 (5 7 1 3). -} - -_:bng_4906 { - (8 5 7 1 3) list:firstRest (8 (5 7 1 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 7 1 3). -} - -_:bng_4907 { - (2 3) :attack3 (8 5 7 1 3). -} - -_:bng_4908 { - (6 8 5 7 1 3) list:firstRest (6 (8 5 7 1 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 5 7 1 3). -} - -_:bng_4909 { - (2 2) :attack3 (6 8 5 7 1 3). -} - -_:bng_4910 { - (4 6 8 5 7 1 3) list:firstRest (4 (6 8 5 7 1 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 8 5 7 1 3). -} - -_:bng_4911 { - (2 1) :attack3 (4 6 8 5 7 1 3). -} - -_:bng_4912 { - [] rdf:value 2; :attack (4 6 8 5 7 1 3). -} - -_:bng_4913 { - (7 1 3) list:firstRest (7 (1 3)). - (7 1) math:difference 6. -} - -_:bng_4914 { - (6 1) :attack3 (7 1 3). -} - -_:bng_4915 { - [] rdf:value 6; :attack (7 1 3). -} - -_:bng_4916 { - (7 1 3) list:firstRest (7 (1 3)). - (7 1) math:sum 8. -} - -_:bng_4917 { - (8 1) :attack3 (7 1 3). -} - -_:bng_4918 { - [] rdf:value 8; :attack (7 1 3). -} - -_:bng_4919 { - (8 1 3) list:firstRest (8 (1 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 3). -} - -_:bng_4920 { - (4 2) :attack3 (8 1 3). -} - -_:bng_4921 { - (2 8 1 3) list:firstRest (2 (8 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1 3). -} - -_:bng_4922 { - (4 1) :attack3 (2 8 1 3). -} - -_:bng_4923 { - [] rdf:value 4; :attack (2 8 1 3). -} - -_:bng_4924 { - (5 2 8 1 3) list:firstRest (5 (2 8 1 3)). - (5 1) math:difference 4. -} - -_:bng_4925 { - (4 1) :attack3 (5 2 8 1 3). -} - -_:bng_4926 { - [] rdf:value 4; :attack (5 2 8 1 3). -} - -_:bng_4927 { - (5 2 8 1 3) list:firstRest (5 (2 8 1 3)). - (5 1) math:sum 6. -} - -_:bng_4928 { - (6 1) :attack3 (5 2 8 1 3). -} - -_:bng_4929 { - [] rdf:value 6; :attack (5 2 8 1 3). -} - -_:bng_4930 { - (8 1 3) list:firstRest (8 (1 3)). - (8 4) math:difference 4. -} - -_:bng_4931 { - (4 4) :attack3 (8 1 3). -} - -_:bng_4932 { - (2 8 1 3) list:firstRest (2 (8 1 3)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 1 3). -} - -_:bng_4933 { - (4 3) :attack3 (2 8 1 3). -} - -_:bng_4934 { - (5 2 8 1 3) list:firstRest (5 (2 8 1 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8 1 3). -} - -_:bng_4935 { - (4 2) :attack3 (5 2 8 1 3). -} - -_:bng_4936 { - (7 5 2 8 1 3) list:firstRest (7 (5 2 8 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8 1 3). -} - -_:bng_4937 { - (4 1) :attack3 (7 5 2 8 1 3). -} - -_:bng_4938 { - [] rdf:value 4; :attack (7 5 2 8 1 3). -} - -_:bng_4939 { - (7 5 2 8 1 3) list:firstRest (7 (5 2 8 1 3)). - (7 1) math:difference 6. -} - -_:bng_4940 { - (6 1) :attack3 (7 5 2 8 1 3). -} - -_:bng_4941 { - [] rdf:value 6; :attack (7 5 2 8 1 3). -} - -_:bng_4942 { - (8 1 3) list:firstRest (8 (1 3)). - (8 2) math:difference 6. -} - -_:bng_4943 { - (6 2) :attack3 (8 1 3). -} - -_:bng_4944 { - (2 8 1 3) list:firstRest (2 (8 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 3). -} - -_:bng_4945 { - (6 1) :attack3 (2 8 1 3). -} - -_:bng_4946 { - [] rdf:value 6; :attack (2 8 1 3). -} - -_:bng_4947 { - (8 1 3) list:firstRest (8 (1 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3). -} - -_:bng_4948 { - (7 2) :attack3 (8 1 3). -} - -_:bng_4949 { - (2 8 1 3) list:firstRest (2 (8 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 3). -} - -_:bng_4950 { - (7 1) :attack3 (2 8 1 3). -} - -_:bng_4951 { - [] rdf:value 7; :attack (2 8 1 3). -} - -_:bng_4952 { - (8 1 3) list:firstRest (8 (1 3)). - (8 3) math:difference 5. -} - -_:bng_4953 { - (5 3) :attack3 (8 1 3). -} - -_:bng_4954 { - (4 8 1 3) list:firstRest (4 (8 1 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1 3). -} - -_:bng_4955 { - (5 2) :attack3 (4 8 1 3). -} - -_:bng_4956 { - (2 4 8 1 3) list:firstRest (2 (4 8 1 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8 1 3). -} - -_:bng_4957 { - (5 1) :attack3 (2 4 8 1 3). -} - -_:bng_4958 { - [] rdf:value 5; :attack (2 4 8 1 3). -} - -_:bng_4959 { - (4 8 1 3) list:firstRest (4 (8 1 3)). - (4 2) math:sum 6. -} - -_:bng_4960 { - (6 2) :attack3 (4 8 1 3). -} - -_:bng_4961 { - (2 4 8 1 3) list:firstRest (2 (4 8 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 1 3). -} - -_:bng_4962 { - (6 1) :attack3 (2 4 8 1 3). -} - -_:bng_4963 { - [] rdf:value 6; :attack (2 4 8 1 3). -} - -_:bng_4964 { - (5 7 2 4 8 1 3) list:firstRest (5 (7 2 4 8 1 3)). - (5 1) math:sum 6. -} - -_:bng_4965 { - (6 1) :attack3 (5 7 2 4 8 1 3). -} - -_:bng_4966 { - [] rdf:value 6; :attack (5 7 2 4 8 1 3). -} - -_:bng_4967 { - (7 2 4 8 1 3) list:firstRest (7 (2 4 8 1 3)). - (7 1) math:difference 6. -} - -_:bng_4968 { - (6 1) :attack3 (7 2 4 8 1 3). -} - -_:bng_4969 { - [] rdf:value 6; :attack (7 2 4 8 1 3). -} - -_:bng_4970 { - (4 8 1 3) list:firstRest (4 (8 1 3)). - (4 1) math:sum 5. -} - -_:bng_4971 { - (5 1) :attack3 (4 8 1 3). -} - -_:bng_4972 { - [] rdf:value 5; :attack (4 8 1 3). -} - -_:bng_4973 { - (4 8 1 3) list:firstRest (4 (8 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 3). -} - -_:bng_4974 { - (6 1) :attack3 (4 8 1 3). -} - -_:bng_4975 { - [] rdf:value 6; :attack (4 8 1 3). -} - -_:bng_4976 { - (4 8 1 3) list:firstRest (4 (8 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 3). -} - -_:bng_4977 { - (7 1) :attack3 (4 8 1 3). -} - -_:bng_4978 { - [] rdf:value 7; :attack (4 8 1 3). -} - -_:bng_4979 { - (8 1 3) list:firstRest (8 (1 3)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 3). -} - -_:bng_4980 { - (6 4) :attack3 (8 1 3). -} - -_:bng_4981 { - (5 8 1 3) list:firstRest (5 (8 1 3)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1 3). -} - -_:bng_4982 { - (6 3) :attack3 (5 8 1 3). -} - -_:bng_4983 { - (2 5 8 1 3) list:firstRest (2 (5 8 1 3)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 8 1 3). -} - -_:bng_4984 { - (6 2) :attack3 (2 5 8 1 3). -} - -_:bng_4985 { - (4 2 5 8 1 3) list:firstRest (4 (2 5 8 1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 8 1 3). -} - -_:bng_4986 { - (6 1) :attack3 (4 2 5 8 1 3). -} - -_:bng_4987 { - [] rdf:value 6; :attack (4 2 5 8 1 3). -} - -_:bng_4988 { - (7 4 2 5 8 1 3) list:firstRest (7 (4 2 5 8 1 3)). - (7 1) math:difference 6. -} - -_:bng_4989 { - (6 1) :attack3 (7 4 2 5 8 1 3). -} - -_:bng_4990 { - [] rdf:value 6; :attack (7 4 2 5 8 1 3). -} - -_:bng_4991 { - (2 5 8 1 3) list:firstRest (2 (5 8 1 3)). - (2 2) math:sum 4. -} - -_:bng_4992 { - (4 2) :attack3 (2 5 8 1 3). -} - -_:bng_4993 { - (6 2 5 8 1 3) list:firstRest (6 (2 5 8 1 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 8 1 3). -} - -_:bng_4994 { - (4 1) :attack3 (6 2 5 8 1 3). -} - -_:bng_4995 { - [] rdf:value 4; :attack (6 2 5 8 1 3). -} - -_:bng_4996 { - (6 2 5 8 1 3) list:firstRest (6 (2 5 8 1 3)). - (6 1) math:sum 7. -} - -_:bng_4997 { - (7 1) :attack3 (6 2 5 8 1 3). -} - -_:bng_4998 { - [] rdf:value 7; :attack (6 2 5 8 1 3). -} - -_:bng_4999 { - (5 8 1 3) list:firstRest (5 (8 1 3)). - (5 2) math:sum 7. -} - -_:bng_5000 { - (7 2) :attack3 (5 8 1 3). -} - -_:bng_5001 { - (2 5 8 1 3) list:firstRest (2 (5 8 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1 3). -} - -_:bng_5002 { - (7 1) :attack3 (2 5 8 1 3). -} - -_:bng_5003 { - [] rdf:value 7; :attack (2 5 8 1 3). -} - -_:bng_5004 { - (5 8 1 3) list:firstRest (5 (8 1 3)). - (5 1) math:difference 4. -} - -_:bng_5005 { - (4 1) :attack3 (5 8 1 3). -} - -_:bng_5006 { - [] rdf:value 4; :attack (5 8 1 3). -} - -_:bng_5007 { - (5 8 1 3) list:firstRest (5 (8 1 3)). - (5 1) math:sum 6. -} - -_:bng_5008 { - (6 1) :attack3 (5 8 1 3). -} - -_:bng_5009 { - [] rdf:value 6; :attack (5 8 1 3). -} - -_:bng_5010 { - (5 8 1 3) list:firstRest (5 (8 1 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 3). -} - -_:bng_5011 { - (7 1) :attack3 (5 8 1 3). -} - -_:bng_5012 { - [] rdf:value 7; :attack (5 8 1 3). -} - -_:bng_5013 { - (8 1 3) list:firstRest (8 (1 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3). -} - -_:bng_5014 { - (6 1) :attack3 (8 1 3). -} - -_:bng_5015 { - [] rdf:value 6; :attack (8 1 3). -} - -_:bng_5016 { - (8 1 3) list:firstRest (8 (1 3)). - (8 1) math:difference 7. -} - -_:bng_5017 { - (7 1) :attack3 (8 1 3). -} - -_:bng_5018 { - [] rdf:value 7; :attack (8 1 3). -} - -_:bng_5019 { - (3) list:firstRest (3 ()). - (3 1) math:difference 2. -} - -_:bng_5020 { - (2 1) :attack3 (3). -} - -_:bng_5021 { - [] rdf:value 2; :attack (3). -} - -_:bng_5022 { - (3) list:firstRest (3 ()). - (3 1) math:sum 4. -} - -_:bng_5023 { - (4 1) :attack3 (3). -} - -_:bng_5024 { - [] rdf:value 4; :attack (3). -} - -_:bng_5025 { - (3) list:firstRest (3 ()). - (3 2) math:difference 1. -} - -_:bng_5026 { - (1 2) :attack3 (3). -} - -_:bng_5027 { - (5 3) list:firstRest (5 (3)). - (1 1) math:sum 2 . - (1 2) :attack3 (3). -} - -_:bng_5028 { - (1 1) :attack3 (5 3). -} - -_:bng_5029 { - [] rdf:value 1; :attack (5 3). -} - -_:bng_5030 { - (2 5 3) list:firstRest (2 (5 3)). - (2 1) math:difference 1. -} - -_:bng_5031 { - (1 1) :attack3 (2 5 3). -} - -_:bng_5032 { - [] rdf:value 1; :attack (2 5 3). -} - -_:bng_5033 { - (4 2 5 3) list:firstRest (4 (2 5 3)). - (4 2) math:sum 6. -} - -_:bng_5034 { - (6 2) :attack3 (4 2 5 3). -} - -_:bng_5035 { - (1 4 2 5 3) list:firstRest (1 (4 2 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 5 3). -} - -_:bng_5036 { - (6 1) :attack3 (1 4 2 5 3). -} - -_:bng_5037 { - [] rdf:value 6; :attack (1 4 2 5 3). -} - -_:bng_5038 { - (7 1 4 2 5 3) list:firstRest (7 (1 4 2 5 3)). - (7 1) math:difference 6. -} - -_:bng_5039 { - (6 1) :attack3 (7 1 4 2 5 3). -} - -_:bng_5040 { - [] rdf:value 6; :attack (7 1 4 2 5 3). -} - -_:bng_5041 { - (7 1 4 2 5 3) list:firstRest (7 (1 4 2 5 3)). - (7 1) math:sum 8. -} - -_:bng_5042 { - (8 1) :attack3 (7 1 4 2 5 3). -} - -_:bng_5043 { - [] rdf:value 8; :attack (7 1 4 2 5 3). -} - -_:bng_5044 { - (5 3) list:firstRest (5 (3)). - (4 1) math:sum 5 . - (8 5) :attack3 (3). -} - -_:bng_5045 { - (8 4) :attack3 (5 3). -} - -_:bng_5046 { - (2 5 3) list:firstRest (2 (5 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (5 3). -} - -_:bng_5047 { - (8 3) :attack3 (2 5 3). -} - -_:bng_5048 { - (4 2 5 3) list:firstRest (4 (2 5 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 5 3). -} - -_:bng_5049 { - (8 2) :attack3 (4 2 5 3). -} - -_:bng_5050 { - (1 4 2 5 3) list:firstRest (1 (4 2 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 2 5 3). -} - -_:bng_5051 { - (8 1) :attack3 (1 4 2 5 3). -} - -_:bng_5052 { - [] rdf:value 8; :attack (1 4 2 5 3). -} - -_:bng_5053 { - (5 3) list:firstRest (5 (3)). - (5 4) math:difference 1. -} - -_:bng_5054 { - (1 4) :attack3 (5 3). -} - -_:bng_5055 { - (2 5 3) list:firstRest (2 (5 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 3). -} - -_:bng_5056 { - (1 3) :attack3 (2 5 3). -} - -_:bng_5057 { - (4 2 5 3) list:firstRest (4 (2 5 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 3). -} - -_:bng_5058 { - (1 2) :attack3 (4 2 5 3). -} - -_:bng_5059 { - (6 4 2 5 3) list:firstRest (6 (4 2 5 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 5 3). -} - -_:bng_5060 { - (1 1) :attack3 (6 4 2 5 3). -} - -_:bng_5061 { - [] rdf:value 1; :attack (6 4 2 5 3). -} - -_:bng_5062 { - (6 4 2 5 3) list:firstRest (6 (4 2 5 3)). - (6 1) math:sum 7. -} - -_:bng_5063 { - (7 1) :attack3 (6 4 2 5 3). -} - -_:bng_5064 { - [] rdf:value 7; :attack (6 4 2 5 3). -} - -_:bng_5065 { - (6 4 2 5 3) list:firstRest (6 (4 2 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 2 5 3). -} - -_:bng_5066 { - (8 1) :attack3 (6 4 2 5 3). -} - -_:bng_5067 { - [] rdf:value 8; :attack (6 4 2 5 3). -} - -_:bng_5068 { - (5 3) list:firstRest (5 (3)). - (3 1) math:sum 4 . - (7 4) :attack3 (3). -} - -_:bng_5069 { - (7 3) :attack3 (5 3). -} - -_:bng_5070 { - (2 5 3) list:firstRest (2 (5 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 3). -} - -_:bng_5071 { - (7 2) :attack3 (2 5 3). -} - -_:bng_5072 { - (4 2 5 3) list:firstRest (4 (2 5 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 5 3). -} - -_:bng_5073 { - (7 1) :attack3 (4 2 5 3). -} - -_:bng_5074 { - [] rdf:value 7; :attack (4 2 5 3). -} - -_:bng_5075 { - (5 3) list:firstRest (5 (3)). - (5 3) math:sum 8. -} - -_:bng_5076 { - (8 3) :attack3 (5 3). -} - -_:bng_5077 { - (2 5 3) list:firstRest (2 (5 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3). -} - -_:bng_5078 { - (8 2) :attack3 (2 5 3). -} - -_:bng_5079 { - (4 2 5 3) list:firstRest (4 (2 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 3). -} - -_:bng_5080 { - (8 1) :attack3 (4 2 5 3). -} - -_:bng_5081 { - [] rdf:value 8; :attack (4 2 5 3). -} - -_:bng_5082 { - (5 3) list:firstRest (5 (3)). - (2 1) math:sum 3 . - (6 3) :attack3 (3). -} - -_:bng_5083 { - (6 2) :attack3 (5 3). -} - -_:bng_5084 { - (2 5 3) list:firstRest (2 (5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3). -} - -_:bng_5085 { - (6 1) :attack3 (2 5 3). -} - -_:bng_5086 { - [] rdf:value 6; :attack (2 5 3). -} - -_:bng_5087 { - (5 3) list:firstRest (5 (3)). - (5 2) math:sum 7. -} - -_:bng_5088 { - (7 2) :attack3 (5 3). -} - -_:bng_5089 { - (2 5 3) list:firstRest (2 (5 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 3). -} - -_:bng_5090 { - (7 1) :attack3 (2 5 3). -} - -_:bng_5091 { - [] rdf:value 7; :attack (2 5 3). -} - -_:bng_5092 { - (2 5 3) list:firstRest (2 (5 3)). - (2 4) math:sum 6. -} - -_:bng_5093 { - (6 4) :attack3 (2 5 3). -} - -_:bng_5094 { - (8 2 5 3) list:firstRest (8 (2 5 3)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 5 3). -} - -_:bng_5095 { - (6 3) :attack3 (8 2 5 3). -} - -_:bng_5096 { - (1 8 2 5 3) list:firstRest (1 (8 2 5 3)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 5 3). -} - -_:bng_5097 { - (6 2) :attack3 (1 8 2 5 3). -} - -_:bng_5098 { - (4 1 8 2 5 3) list:firstRest (4 (1 8 2 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2 5 3). -} - -_:bng_5099 { - (6 1) :attack3 (4 1 8 2 5 3). -} - -_:bng_5100 { - [] rdf:value 6; :attack (4 1 8 2 5 3). -} - -_:bng_5101 { - (7 4 1 8 2 5 3) list:firstRest (7 (4 1 8 2 5 3)). - (7 1) math:difference 6. -} - -_:bng_5102 { - (6 1) :attack3 (7 4 1 8 2 5 3). -} - -_:bng_5103 { - [] rdf:value 6; :attack (7 4 1 8 2 5 3). -} - -_:bng_5104 { - (8 2 5 3) list:firstRest (8 (2 5 3)). - (8 2) math:difference 6. -} - -_:bng_5105 { - (6 2) :attack3 (8 2 5 3). -} - -_:bng_5106 { - (1 8 2 5 3) list:firstRest (1 (8 2 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 5 3). -} - -_:bng_5107 { - (6 1) :attack3 (1 8 2 5 3). -} - -_:bng_5108 { - [] rdf:value 6; :attack (1 8 2 5 3). -} - -_:bng_5109 { - (6) list:select (6 ()). - (_:bng_17744 false true) log:ifThenElseIn (() 1). - (6 4 7 1 8 2 5 3) list:firstRest (6 (4 7 1 8 2 5 3)). - (() (6 4 7 1 8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5110 { - ((6) (4 7 1 8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5111 { - (4 6) list:select (4 (6)). - (_:bng_17745 false true) log:ifThenElseIn (() 1). - (4 7 1 8 2 5 3) list:firstRest (4 (7 1 8 2 5 3)). - ((6) (4 7 1 8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5112 { - ((4 6) (7 1 8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5113 { - (4 6 7) list:select (7 (4 6)). - (_:bng_17746 false true) log:ifThenElseIn (() 1). - (7 1 8 2 5 3) list:firstRest (7 (1 8 2 5 3)). - ((4 6) (7 1 8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5114 { - ((4 6 7) (1 8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5115 { - (1 4 6 7) list:select (1 (4 6 7)). - (_:bng_17747 false true) log:ifThenElseIn (() 1). - (1 8 2 5 3) list:firstRest (1 (8 2 5 3)). - ((4 6 7) (1 8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5116 { - ((1 4 6 7) (8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5117 { - (1 4 6 7 8) list:select (8 (1 4 6 7)). - (_:bng_17748 false true) log:ifThenElseIn (() 1). - (8 2 5 3) list:firstRest (8 (2 5 3)). - ((1 4 6 7) (8 2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5118 { - ((1 4 6 7 8) (2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5119 { - (1 2 4 6 7 8) list:select (2 (1 4 6 7 8)). - (_:bng_17749 false true) log:ifThenElseIn (() 1). - (2 5 3) list:firstRest (2 (5 3)). - ((1 4 6 7 8) (2 5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5120 { - ((1 2 4 6 7 8) (5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5121 { - (1 2 4 5 6 7 8) list:select (5 (1 2 4 6 7 8)). - (_:bng_17750 false true) log:ifThenElseIn (() 1). - (5 3) list:firstRest (5 (3)). - ((1 2 4 6 7 8) (5 3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5122 { - ((1 2 4 5 6 7 8) (3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5123 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5124 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5125 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 4 7 1 8 2 5 3). -} - -_:bng_5126 { - [] rdf:value 8; :queens (6 4 7 1 8 2 5 3). -} - -_:bng_5127 { - (7 1 8 2 5 3) list:firstRest (7 (1 8 2 5 3)). - (7 1) math:difference 6. -} - -_:bng_5128 { - (6 1) :attack3 (7 1 8 2 5 3). -} - -_:bng_5129 { - [] rdf:value 6; :attack (7 1 8 2 5 3). -} - -_:bng_5130 { - (2 5 3) list:firstRest (2 (5 3)). - (2 2) math:sum 4. -} - -_:bng_5131 { - (4 2) :attack3 (2 5 3). -} - -_:bng_5132 { - (8 2 5 3) list:firstRest (8 (2 5 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 3). -} - -_:bng_5133 { - (4 1) :attack3 (8 2 5 3). -} - -_:bng_5134 { - [] rdf:value 4; :attack (8 2 5 3). -} - -_:bng_5135 { - (8 2 5 3) list:firstRest (8 (2 5 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 3). -} - -_:bng_5136 { - (1 2) :attack3 (8 2 5 3). -} - -_:bng_5137 { - (6 8 2 5 3) list:firstRest (6 (8 2 5 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 2 5 3). -} - -_:bng_5138 { - (1 1) :attack3 (6 8 2 5 3). -} - -_:bng_5139 { - [] rdf:value 1; :attack (6 8 2 5 3). -} - -_:bng_5140 { - (2 5 3) list:firstRest (2 (5 3)). - (2 5) math:sum 7. -} - -_:bng_5141 { - (7 5) :attack3 (2 5 3). -} - -_:bng_5142 { - (8 2 5 3) list:firstRest (8 (2 5 3)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 5 3). -} - -_:bng_5143 { - (7 4) :attack3 (8 2 5 3). -} - -_:bng_5144 { - (6 8 2 5 3) list:firstRest (6 (8 2 5 3)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 2 5 3). -} - -_:bng_5145 { - (7 3) :attack3 (6 8 2 5 3). -} - -_:bng_5146 { - (4 6 8 2 5 3) list:firstRest (4 (6 8 2 5 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 2 5 3). -} - -_:bng_5147 { - (7 2) :attack3 (4 6 8 2 5 3). -} - -_:bng_5148 { - (1 4 6 8 2 5 3) list:firstRest (1 (4 6 8 2 5 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 6 8 2 5 3). -} - -_:bng_5149 { - (7 1) :attack3 (1 4 6 8 2 5 3). -} - -_:bng_5150 { - [] rdf:value 7; :attack (1 4 6 8 2 5 3). -} - -_:bng_5151 { - (1) list:select (1 ()). - (_:bng_17751 false true) log:ifThenElseIn (() 1). - (1 7 4 6 8 2 5 3) list:firstRest (1 (7 4 6 8 2 5 3)). - (() (1 7 4 6 8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5152 { - ((1) (7 4 6 8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5153 { - (1 7) list:select (7 (1)). - (_:bng_17752 false true) log:ifThenElseIn (() 1). - (7 4 6 8 2 5 3) list:firstRest (7 (4 6 8 2 5 3)). - ((1) (7 4 6 8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5154 { - ((1 7) (4 6 8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5155 { - (1 4 7) list:select (4 (1 7)). - (_:bng_17753 false true) log:ifThenElseIn (() 1). - (4 6 8 2 5 3) list:firstRest (4 (6 8 2 5 3)). - ((1 7) (4 6 8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5156 { - ((1 4 7) (6 8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5157 { - (1 4 6 7) list:select (6 (1 4 7)). - (_:bng_17754 false true) log:ifThenElseIn (() 1). - (6 8 2 5 3) list:firstRest (6 (8 2 5 3)). - ((1 4 7) (6 8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5158 { - ((1 4 6 7) (8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5159 { - (1 4 6 7 8) list:select (8 (1 4 6 7)). - (_:bng_17748 false true) log:ifThenElseIn (() 1). - (8 2 5 3) list:firstRest (8 (2 5 3)). - ((1 4 6 7) (8 2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5160 { - ((1 4 6 7 8) (2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5161 { - (1 2 4 6 7 8) list:select (2 (1 4 6 7 8)). - (_:bng_17749 false true) log:ifThenElseIn (() 1). - (2 5 3) list:firstRest (2 (5 3)). - ((1 4 6 7 8) (2 5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5162 { - ((1 2 4 6 7 8) (5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5163 { - (1 2 4 5 6 7 8) list:select (5 (1 2 4 6 7 8)). - (_:bng_17750 false true) log:ifThenElseIn (() 1). - (5 3) list:firstRest (5 (3)). - ((1 2 4 6 7 8) (5 3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5164 { - ((1 2 4 5 6 7 8) (3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5165 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5166 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5167 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (1 7 4 6 8 2 5 3). -} - -_:bng_5168 { - [] rdf:value 8; :queens (1 7 4 6 8 2 5 3). -} - -_:bng_5169 { - (6 8 2 5 3) list:firstRest (6 (8 2 5 3)). - (6 1) math:sum 7. -} - -_:bng_5170 { - (7 1) :attack3 (6 8 2 5 3). -} - -_:bng_5171 { - [] rdf:value 7; :attack (6 8 2 5 3). -} - -_:bng_5172 { - (8 2 5 3) list:firstRest (8 (2 5 3)). - (8 1) math:difference 7. -} - -_:bng_5173 { - (7 1) :attack3 (8 2 5 3). -} - -_:bng_5174 { - [] rdf:value 7; :attack (8 2 5 3). -} - -_:bng_5175 { - (5 3) list:firstRest (5 (3)). - (5 1) math:difference 4. -} - -_:bng_5176 { - (4 1) :attack3 (5 3). -} - -_:bng_5177 { - [] rdf:value 4; :attack (5 3). -} - -_:bng_5178 { - (5 3) list:firstRest (5 (3)). - (5 1) math:sum 6. -} - -_:bng_5179 { - (6 1) :attack3 (5 3). -} - -_:bng_5180 { - [] rdf:value 6; :attack (5 3). -} - -_:bng_5181 { - (1 7 5 3) list:firstRest (1 (7 5 3)). - (1 1) math:sum 2. -} - -_:bng_5182 { - (2 1) :attack3 (1 7 5 3). -} - -_:bng_5183 { - [] rdf:value 2; :attack (1 7 5 3). -} - -_:bng_5184 { - (4 1 7 5 3) list:firstRest (4 (1 7 5 3)). - (4 2) math:sum 6. -} - -_:bng_5185 { - (6 2) :attack3 (4 1 7 5 3). -} - -_:bng_5186 { - (2 4 1 7 5 3) list:firstRest (2 (4 1 7 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 7 5 3). -} - -_:bng_5187 { - (6 1) :attack3 (2 4 1 7 5 3). -} - -_:bng_5188 { - [] rdf:value 6; :attack (2 4 1 7 5 3). -} - -_:bng_5189 { - (6) list:select (6 ()). - (_:bng_17755 false true) log:ifThenElseIn (() 1). - (6 8 2 4 1 7 5 3) list:firstRest (6 (8 2 4 1 7 5 3)). - (() (6 8 2 4 1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5190 { - ((6) (8 2 4 1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5191 { - (6 8) list:select (8 (6)). - (_:bng_17756 false true) log:ifThenElseIn (() 1). - (8 2 4 1 7 5 3) list:firstRest (8 (2 4 1 7 5 3)). - ((6) (8 2 4 1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5192 { - ((6 8) (2 4 1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5193 { - (2 6 8) list:select (2 (6 8)). - (_:bng_17757 false true) log:ifThenElseIn (() 1). - (2 4 1 7 5 3) list:firstRest (2 (4 1 7 5 3)). - ((6 8) (2 4 1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5194 { - ((2 6 8) (4 1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5195 { - (2 4 6 8) list:select (4 (2 6 8)). - (_:bng_17758 false true) log:ifThenElseIn (() 1). - (4 1 7 5 3) list:firstRest (4 (1 7 5 3)). - ((2 6 8) (4 1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5196 { - ((2 4 6 8) (1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5197 { - (1 2 4 6 8) list:select (1 (2 4 6 8)). - (_:bng_17759 false true) log:ifThenElseIn (() 1). - (1 7 5 3) list:firstRest (1 (7 5 3)). - ((2 4 6 8) (1 7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5198 { - ((1 2 4 6 8) (7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5199 { - (1 2 4 6 7 8) list:select (7 (1 2 4 6 8)). - (_:bng_17760 false true) log:ifThenElseIn (() 1). - (7 5 3) list:firstRest (7 (5 3)). - ((1 2 4 6 8) (7 5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5200 { - ((1 2 4 6 7 8) (5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5201 { - (1 2 4 5 6 7 8) list:select (5 (1 2 4 6 7 8)). - (_:bng_17750 false true) log:ifThenElseIn (() 1). - (5 3) list:firstRest (5 (3)). - ((1 2 4 6 7 8) (5 3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5202 { - ((1 2 4 5 6 7 8) (3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5203 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5204 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5205 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 8 2 4 1 7 5 3). -} - -_:bng_5206 { - [] rdf:value 8; :queens (6 8 2 4 1 7 5 3). -} - -_:bng_5207 { - (4 1 7 5 3) list:firstRest (4 (1 7 5 3)). - (4 2) math:difference 2. -} - -_:bng_5208 { - (2 2) :attack3 (4 1 7 5 3). -} - -_:bng_5209 { - (6 4 1 7 5 3) list:firstRest (6 (4 1 7 5 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 7 5 3). -} - -_:bng_5210 { - (2 1) :attack3 (6 4 1 7 5 3). -} - -_:bng_5211 { - [] rdf:value 2; :attack (6 4 1 7 5 3). -} - -_:bng_5212 { - (7 5 3) list:firstRest (7 (5 3)). - (7 5) math:difference 2. -} - -_:bng_5213 { - (2 5) :attack3 (7 5 3). -} - -_:bng_5214 { - (1 7 5 3) list:firstRest (1 (7 5 3)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 5 3). -} - -_:bng_5215 { - (2 4) :attack3 (1 7 5 3). -} - -_:bng_5216 { - (4 1 7 5 3) list:firstRest (4 (1 7 5 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 7 5 3). -} - -_:bng_5217 { - (2 3) :attack3 (4 1 7 5 3). -} - -_:bng_5218 { - (6 4 1 7 5 3) list:firstRest (6 (4 1 7 5 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 1 7 5 3). -} - -_:bng_5219 { - (2 2) :attack3 (6 4 1 7 5 3). -} - -_:bng_5220 { - (8 6 4 1 7 5 3) list:firstRest (8 (6 4 1 7 5 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 4 1 7 5 3). -} - -_:bng_5221 { - (2 1) :attack3 (8 6 4 1 7 5 3). -} - -_:bng_5222 { - [] rdf:value 2; :attack (8 6 4 1 7 5 3). -} - -_:bng_5223 { - (7 5 3) list:firstRest (7 (5 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (5 3). -} - -_:bng_5224 { - (8 3) :attack3 (7 5 3). -} - -_:bng_5225 { - (1 7 5 3) list:firstRest (1 (7 5 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 5 3). -} - -_:bng_5226 { - (8 2) :attack3 (1 7 5 3). -} - -_:bng_5227 { - (4 1 7 5 3) list:firstRest (4 (1 7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 7 5 3). -} - -_:bng_5228 { - (8 1) :attack3 (4 1 7 5 3). -} - -_:bng_5229 { - [] rdf:value 8; :attack (4 1 7 5 3). -} - -_:bng_5230 { - (6 1 7 5 3) list:firstRest (6 (1 7 5 3)). - (6 2) math:difference 4. -} - -_:bng_5231 { - (4 2) :attack3 (6 1 7 5 3). -} - -_:bng_5232 { - (2 6 1 7 5 3) list:firstRest (2 (6 1 7 5 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 7 5 3). -} - -_:bng_5233 { - (4 1) :attack3 (2 6 1 7 5 3). -} - -_:bng_5234 { - [] rdf:value 4; :attack (2 6 1 7 5 3). -} - -_:bng_5235 { - (6 1 7 5 3) list:firstRest (6 (1 7 5 3)). - (6 2) math:sum 8. -} - -_:bng_5236 { - (8 2) :attack3 (6 1 7 5 3). -} - -_:bng_5237 { - (2 6 1 7 5 3) list:firstRest (2 (6 1 7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 7 5 3). -} - -_:bng_5238 { - (8 1) :attack3 (2 6 1 7 5 3). -} - -_:bng_5239 { - [] rdf:value 8; :attack (2 6 1 7 5 3). -} - -_:bng_5240 { - (7 5 3) list:firstRest (7 (5 3)). - (7 3) math:difference 4. -} - -_:bng_5241 { - (4 3) :attack3 (7 5 3). -} - -_:bng_5242 { - (1 7 5 3) list:firstRest (1 (7 5 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 5 3). -} - -_:bng_5243 { - (4 2) :attack3 (1 7 5 3). -} - -_:bng_5244 { - (6 1 7 5 3) list:firstRest (6 (1 7 5 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 5 3). -} - -_:bng_5245 { - (4 1) :attack3 (6 1 7 5 3). -} - -_:bng_5246 { - [] rdf:value 4; :attack (6 1 7 5 3). -} - -_:bng_5247 { - (6 1 7 5 3) list:firstRest (6 (1 7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 7 5 3). -} - -_:bng_5248 { - (8 1) :attack3 (6 1 7 5 3). -} - -_:bng_5249 { - [] rdf:value 8; :attack (6 1 7 5 3). -} - -_:bng_5250 { - (7 5 3) list:firstRest (7 (5 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3). -} - -_:bng_5251 { - (8 2) :attack3 (7 5 3). -} - -_:bng_5252 { - (1 7 5 3) list:firstRest (1 (7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3). -} - -_:bng_5253 { - (8 1) :attack3 (1 7 5 3). -} - -_:bng_5254 { - [] rdf:value 8; :attack (1 7 5 3). -} - -_:bng_5255 { - (2 7 5 3) list:firstRest (2 (7 5 3)). - (2 1) math:difference 1. -} - -_:bng_5256 { - (1 1) :attack3 (2 7 5 3). -} - -_:bng_5257 { - [] rdf:value 1; :attack (2 7 5 3). -} - -_:bng_5258 { - (7 5 3) list:firstRest (7 (5 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 3). -} - -_:bng_5259 { - (1 3) :attack3 (7 5 3). -} - -_:bng_5260 { - (2 7 5 3) list:firstRest (2 (7 5 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5 3). -} - -_:bng_5261 { - (1 2) :attack3 (2 7 5 3). -} - -_:bng_5262 { - (4 2 7 5 3) list:firstRest (4 (2 7 5 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5 3). -} - -_:bng_5263 { - (1 1) :attack3 (4 2 7 5 3). -} - -_:bng_5264 { - [] rdf:value 1; :attack (4 2 7 5 3). -} - -_:bng_5265 { - (6 4 2 7 5 3) list:firstRest (6 (4 2 7 5 3)). - (6 2) math:sum 8. -} - -_:bng_5266 { - (8 2) :attack3 (6 4 2 7 5 3). -} - -_:bng_5267 { - (1 6 4 2 7 5 3) list:firstRest (1 (6 4 2 7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 2 7 5 3). -} - -_:bng_5268 { - (8 1) :attack3 (1 6 4 2 7 5 3). -} - -_:bng_5269 { - [] rdf:value 8; :attack (1 6 4 2 7 5 3). -} - -_:bng_5270 { - (4 2 7 5 3) list:firstRest (4 (2 7 5 3)). - (4 3) math:difference 1. -} - -_:bng_5271 { - (1 3) :attack3 (4 2 7 5 3). -} - -_:bng_5272 { - (6 4 2 7 5 3) list:firstRest (6 (4 2 7 5 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 7 5 3). -} - -_:bng_5273 { - (1 2) :attack3 (6 4 2 7 5 3). -} - -_:bng_5274 { - (8 6 4 2 7 5 3) list:firstRest (8 (6 4 2 7 5 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2 7 5 3). -} - -_:bng_5275 { - (1 1) :attack3 (8 6 4 2 7 5 3). -} - -_:bng_5276 { - [] rdf:value 1; :attack (8 6 4 2 7 5 3). -} - -_:bng_5277 { - (2 7 5 3) list:firstRest (2 (7 5 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 5 3). -} - -_:bng_5278 { - (8 2) :attack3 (2 7 5 3). -} - -_:bng_5279 { - (4 2 7 5 3) list:firstRest (4 (2 7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 7 5 3). -} - -_:bng_5280 { - (8 1) :attack3 (4 2 7 5 3). -} - -_:bng_5281 { - [] rdf:value 8; :attack (4 2 7 5 3). -} - -_:bng_5282 { - (6 2 7 5 3) list:firstRest (6 (2 7 5 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5 3). -} - -_:bng_5283 { - (1 1) :attack3 (6 2 7 5 3). -} - -_:bng_5284 { - [] rdf:value 1; :attack (6 2 7 5 3). -} - -_:bng_5285 { - (2 7 5 3) list:firstRest (2 (7 5 3)). - (2 2) math:sum 4. -} - -_:bng_5286 { - (4 2) :attack3 (2 7 5 3). -} - -_:bng_5287 { - (6 2 7 5 3) list:firstRest (6 (2 7 5 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 5 3). -} - -_:bng_5288 { - (4 1) :attack3 (6 2 7 5 3). -} - -_:bng_5289 { - [] rdf:value 4; :attack (6 2 7 5 3). -} - -_:bng_5290 { - (6 2 7 5 3) list:firstRest (6 (2 7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 7 5 3). -} - -_:bng_5291 { - (8 1) :attack3 (6 2 7 5 3). -} - -_:bng_5292 { - [] rdf:value 8; :attack (6 2 7 5 3). -} - -_:bng_5293 { - (2 7 5 3) list:firstRest (2 (7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3). -} - -_:bng_5294 { - (8 1) :attack3 (2 7 5 3). -} - -_:bng_5295 { - [] rdf:value 8; :attack (2 7 5 3). -} - -_:bng_5296 { - (1 4 7 5 3) list:firstRest (1 (4 7 5 3)). - (1 1) math:sum 2. -} - -_:bng_5297 { - (2 1) :attack3 (1 4 7 5 3). -} - -_:bng_5298 { - [] rdf:value 2; :attack (1 4 7 5 3). -} - -_:bng_5299 { - (4 7 5 3) list:firstRest (4 (7 5 3)). - (4 2) math:sum 6. -} - -_:bng_5300 { - (6 2) :attack3 (4 7 5 3). -} - -_:bng_5301 { - (1 4 7 5 3) list:firstRest (1 (4 7 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 5 3). -} - -_:bng_5302 { - (6 1) :attack3 (1 4 7 5 3). -} - -_:bng_5303 { - [] rdf:value 6; :attack (1 4 7 5 3). -} - -_:bng_5304 { - (4 7 5 3) list:firstRest (4 (7 5 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 5 3). -} - -_:bng_5305 { - (8 2) :attack3 (4 7 5 3). -} - -_:bng_5306 { - (1 4 7 5 3) list:firstRest (1 (4 7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 5 3). -} - -_:bng_5307 { - (8 1) :attack3 (1 4 7 5 3). -} - -_:bng_5308 { - [] rdf:value 8; :attack (1 4 7 5 3). -} - -_:bng_5309 { - (5 3) list:firstRest (5 (3)). - (5 3) math:difference 2. -} - -_:bng_5310 { - (2 3) :attack3 (5 3). -} - -_:bng_5311 { - (7 5 3) list:firstRest (7 (5 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 3). -} - -_:bng_5312 { - (2 2) :attack3 (7 5 3). -} - -_:bng_5313 { - (4 7 5 3) list:firstRest (4 (7 5 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 3). -} - -_:bng_5314 { - (2 1) :attack3 (4 7 5 3). -} - -_:bng_5315 { - [] rdf:value 2; :attack (4 7 5 3). -} - -_:bng_5316 { - (4 7 5 3) list:firstRest (4 (7 5 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5 3). -} - -_:bng_5317 { - (1 2) :attack3 (4 7 5 3). -} - -_:bng_5318 { - (6 4 7 5 3) list:firstRest (6 (4 7 5 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 7 5 3). -} - -_:bng_5319 { - (1 1) :attack3 (6 4 7 5 3). -} - -_:bng_5320 { - [] rdf:value 1; :attack (6 4 7 5 3). -} - -_:bng_5321 { - (4 7 5 3) list:firstRest (4 (7 5 3)). - (4 2) math:difference 2. -} - -_:bng_5322 { - (2 2) :attack3 (4 7 5 3). -} - -_:bng_5323 { - (6 4 7 5 3) list:firstRest (6 (4 7 5 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 5 3). -} - -_:bng_5324 { - (2 1) :attack3 (6 4 7 5 3). -} - -_:bng_5325 { - [] rdf:value 2; :attack (6 4 7 5 3). -} - -_:bng_5326 { - (6 4 7 5 3) list:firstRest (6 (4 7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 5 3). -} - -_:bng_5327 { - (8 1) :attack3 (6 4 7 5 3). -} - -_:bng_5328 { - [] rdf:value 8; :attack (6 4 7 5 3). -} - -_:bng_5329 { - (4 7 5 3) list:firstRest (4 (7 5 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3). -} - -_:bng_5330 { - (8 1) :attack3 (4 7 5 3). -} - -_:bng_5331 { - [] rdf:value 8; :attack (4 7 5 3). -} - -_:bng_5332 { - (7 5 3) list:firstRest (7 (5 3)). - (7 1) math:difference 6. -} - -_:bng_5333 { - (6 1) :attack3 (7 5 3). -} - -_:bng_5334 { - [] rdf:value 6; :attack (7 5 3). -} - -_:bng_5335 { - (7 5 3) list:firstRest (7 (5 3)). - (7 1) math:sum 8. -} - -_:bng_5336 { - (8 1) :attack3 (7 5 3). -} - -_:bng_5337 { - [] rdf:value 8; :attack (7 5 3). -} - -_:bng_5338 { - (1 8 5 3) list:firstRest (1 (8 5 3)). - (1 1) math:sum 2. -} - -_:bng_5339 { - (2 1) :attack3 (1 8 5 3). -} - -_:bng_5340 { - [] rdf:value 2; :attack (1 8 5 3). -} - -_:bng_5341 { - (4 1 8 5 3) list:firstRest (4 (1 8 5 3)). - (4 2) math:sum 6. -} - -_:bng_5342 { - (6 2) :attack3 (4 1 8 5 3). -} - -_:bng_5343 { - (2 4 1 8 5 3) list:firstRest (2 (4 1 8 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 8 5 3). -} - -_:bng_5344 { - (6 1) :attack3 (2 4 1 8 5 3). -} - -_:bng_5345 { - [] rdf:value 6; :attack (2 4 1 8 5 3). -} - -_:bng_5346 { - (7 2 4 1 8 5 3) list:firstRest (7 (2 4 1 8 5 3)). - (7 1) math:difference 6. -} - -_:bng_5347 { - (6 1) :attack3 (7 2 4 1 8 5 3). -} - -_:bng_5348 { - [] rdf:value 6; :attack (7 2 4 1 8 5 3). -} - -_:bng_5349 { - (4 1 8 5 3) list:firstRest (4 (1 8 5 3)). - (4 2) math:difference 2. -} - -_:bng_5350 { - (2 2) :attack3 (4 1 8 5 3). -} - -_:bng_5351 { - (6 4 1 8 5 3) list:firstRest (6 (4 1 8 5 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8 5 3). -} - -_:bng_5352 { - (2 1) :attack3 (6 4 1 8 5 3). -} - -_:bng_5353 { - [] rdf:value 2; :attack (6 4 1 8 5 3). -} - -_:bng_5354 { - (6 4 1 8 5 3) list:firstRest (6 (4 1 8 5 3)). - (6 1) math:sum 7. -} - -_:bng_5355 { - (7 1) :attack3 (6 4 1 8 5 3). -} - -_:bng_5356 { - [] rdf:value 7; :attack (6 4 1 8 5 3). -} - -_:bng_5357 { - (7 4 1 8 5 3) list:firstRest (7 (4 1 8 5 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8 5 3). -} - -_:bng_5358 { - (2 1) :attack3 (7 4 1 8 5 3). -} - -_:bng_5359 { - [] rdf:value 2; :attack (7 4 1 8 5 3). -} - -_:bng_5360 { - (7 4 1 8 5 3) list:firstRest (7 (4 1 8 5 3)). - (7 1) math:difference 6. -} - -_:bng_5361 { - (6 1) :attack3 (7 4 1 8 5 3). -} - -_:bng_5362 { - [] rdf:value 6; :attack (7 4 1 8 5 3). -} - -_:bng_5363 { - (8 5 3) list:firstRest (8 (5 3)). - (8 2) math:difference 6. -} - -_:bng_5364 { - (6 2) :attack3 (8 5 3). -} - -_:bng_5365 { - (1 8 5 3) list:firstRest (1 (8 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 3). -} - -_:bng_5366 { - (6 1) :attack3 (1 8 5 3). -} - -_:bng_5367 { - [] rdf:value 6; :attack (1 8 5 3). -} - -_:bng_5368 { - (8 5 3) list:firstRest (8 (5 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 3). -} - -_:bng_5369 { - (7 2) :attack3 (8 5 3). -} - -_:bng_5370 { - (1 8 5 3) list:firstRest (1 (8 5 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3). -} - -_:bng_5371 { - (7 1) :attack3 (1 8 5 3). -} - -_:bng_5372 { - [] rdf:value 7; :attack (1 8 5 3). -} - -_:bng_5373 { - (2 8 5 3) list:firstRest (2 (8 5 3)). - (2 1) math:difference 1. -} - -_:bng_5374 { - (1 1) :attack3 (2 8 5 3). -} - -_:bng_5375 { - [] rdf:value 1; :attack (2 8 5 3). -} - -_:bng_5376 { - (8 5 3) list:firstRest (8 (5 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 3). -} - -_:bng_5377 { - (1 3) :attack3 (8 5 3). -} - -_:bng_5378 { - (2 8 5 3) list:firstRest (2 (8 5 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 3). -} - -_:bng_5379 { - (1 2) :attack3 (2 8 5 3). -} - -_:bng_5380 { - (4 2 8 5 3) list:firstRest (4 (2 8 5 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 8 5 3). -} - -_:bng_5381 { - (1 1) :attack3 (4 2 8 5 3). -} - -_:bng_5382 { - [] rdf:value 1; :attack (4 2 8 5 3). -} - -_:bng_5383 { - (4 2 8 5 3) list:firstRest (4 (2 8 5 3)). - (4 3) math:sum 7. -} - -_:bng_5384 { - (7 3) :attack3 (4 2 8 5 3). -} - -_:bng_5385 { - (6 4 2 8 5 3) list:firstRest (6 (4 2 8 5 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2 8 5 3). -} - -_:bng_5386 { - (7 2) :attack3 (6 4 2 8 5 3). -} - -_:bng_5387 { - (1 6 4 2 8 5 3) list:firstRest (1 (6 4 2 8 5 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2 8 5 3). -} - -_:bng_5388 { - (7 1) :attack3 (1 6 4 2 8 5 3). -} - -_:bng_5389 { - [] rdf:value 7; :attack (1 6 4 2 8 5 3). -} - -_:bng_5390 { - (6 4 2 8 5 3) list:firstRest (6 (4 2 8 5 3)). - (6 1) math:sum 7. -} - -_:bng_5391 { - (7 1) :attack3 (6 4 2 8 5 3). -} - -_:bng_5392 { - [] rdf:value 7; :attack (6 4 2 8 5 3). -} - -_:bng_5393 { - (2 8 5 3) list:firstRest (2 (8 5 3)). - (2 4) math:sum 6. -} - -_:bng_5394 { - (6 4) :attack3 (2 8 5 3). -} - -_:bng_5395 { - (4 2 8 5 3) list:firstRest (4 (2 8 5 3)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 8 5 3). -} - -_:bng_5396 { - (6 3) :attack3 (4 2 8 5 3). -} - -_:bng_5397 { - (7 4 2 8 5 3) list:firstRest (7 (4 2 8 5 3)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2 8 5 3). -} - -_:bng_5398 { - (6 2) :attack3 (7 4 2 8 5 3). -} - -_:bng_5399 { - (1 7 4 2 8 5 3) list:firstRest (1 (7 4 2 8 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 2 8 5 3). -} - -_:bng_5400 { - (6 1) :attack3 (1 7 4 2 8 5 3). -} - -_:bng_5401 { - [] rdf:value 6; :attack (1 7 4 2 8 5 3). -} - -_:bng_5402 { - (7 4 2 8 5 3) list:firstRest (7 (4 2 8 5 3)). - (7 1) math:difference 6. -} - -_:bng_5403 { - (6 1) :attack3 (7 4 2 8 5 3). -} - -_:bng_5404 { - [] rdf:value 6; :attack (7 4 2 8 5 3). -} - -_:bng_5405 { - (2 8 5 3) list:firstRest (2 (8 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 3). -} - -_:bng_5406 { - (6 1) :attack3 (2 8 5 3). -} - -_:bng_5407 { - [] rdf:value 6; :attack (2 8 5 3). -} - -_:bng_5408 { - (2 8 5 3) list:firstRest (2 (8 5 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3). -} - -_:bng_5409 { - (7 1) :attack3 (2 8 5 3). -} - -_:bng_5410 { - [] rdf:value 7; :attack (2 8 5 3). -} - -_:bng_5411 { - (1 4 8 5 3) list:firstRest (1 (4 8 5 3)). - (1 1) math:sum 2. -} - -_:bng_5412 { - (2 1) :attack3 (1 4 8 5 3). -} - -_:bng_5413 { - [] rdf:value 2; :attack (1 4 8 5 3). -} - -_:bng_5414 { - (4 8 5 3) list:firstRest (4 (8 5 3)). - (4 2) math:sum 6. -} - -_:bng_5415 { - (6 2) :attack3 (4 8 5 3). -} - -_:bng_5416 { - (1 4 8 5 3) list:firstRest (1 (4 8 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 5 3). -} - -_:bng_5417 { - (6 1) :attack3 (1 4 8 5 3). -} - -_:bng_5418 { - [] rdf:value 6; :attack (1 4 8 5 3). -} - -_:bng_5419 { - (6) list:select (6 ()). - (_:bng_17761 false true) log:ifThenElseIn (() 1). - (6 2 7 1 4 8 5 3) list:firstRest (6 (2 7 1 4 8 5 3)). - (() (6 2 7 1 4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5420 { - ((6) (2 7 1 4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5421 { - (2 6) list:select (2 (6)). - (_:bng_17762 false true) log:ifThenElseIn (() 1). - (2 7 1 4 8 5 3) list:firstRest (2 (7 1 4 8 5 3)). - ((6) (2 7 1 4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5422 { - ((2 6) (7 1 4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5423 { - (2 6 7) list:select (7 (2 6)). - (_:bng_17763 false true) log:ifThenElseIn (() 1). - (7 1 4 8 5 3) list:firstRest (7 (1 4 8 5 3)). - ((2 6) (7 1 4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5424 { - ((2 6 7) (1 4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5425 { - (1 2 6 7) list:select (1 (2 6 7)). - (_:bng_17764 false true) log:ifThenElseIn (() 1). - (1 4 8 5 3) list:firstRest (1 (4 8 5 3)). - ((2 6 7) (1 4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5426 { - ((1 2 6 7) (4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5427 { - (1 2 4 6 7) list:select (4 (1 2 6 7)). - (_:bng_17765 false true) log:ifThenElseIn (() 1). - (4 8 5 3) list:firstRest (4 (8 5 3)). - ((1 2 6 7) (4 8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5428 { - ((1 2 4 6 7) (8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5429 { - (1 2 4 6 7 8) list:select (8 (1 2 4 6 7)). - (_:bng_17766 false true) log:ifThenElseIn (() 1). - (8 5 3) list:firstRest (8 (5 3)). - ((1 2 4 6 7) (8 5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5430 { - ((1 2 4 6 7 8) (5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5431 { - (1 2 4 5 6 7 8) list:select (5 (1 2 4 6 7 8)). - (_:bng_17750 false true) log:ifThenElseIn (() 1). - (5 3) list:firstRest (5 (3)). - ((1 2 4 6 7 8) (5 3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5432 { - ((1 2 4 5 6 7 8) (3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5433 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5434 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5435 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 2 7 1 4 8 5 3). -} - -_:bng_5436 { - [] rdf:value 8; :queens (6 2 7 1 4 8 5 3). -} - -_:bng_5437 { - (7 1 4 8 5 3) list:firstRest (7 (1 4 8 5 3)). - (7 1) math:difference 6. -} - -_:bng_5438 { - (6 1) :attack3 (7 1 4 8 5 3). -} - -_:bng_5439 { - [] rdf:value 6; :attack (7 1 4 8 5 3). -} - -_:bng_5440 { - (8 5 3) list:firstRest (8 (5 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 3). -} - -_:bng_5441 { - (2 2) :attack3 (8 5 3). -} - -_:bng_5442 { - (4 8 5 3) list:firstRest (4 (8 5 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 3). -} - -_:bng_5443 { - (2 1) :attack3 (4 8 5 3). -} - -_:bng_5444 { - [] rdf:value 2; :attack (4 8 5 3). -} - -_:bng_5445 { - (4 8 5 3) list:firstRest (4 (8 5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 3). -} - -_:bng_5446 { - (6 1) :attack3 (4 8 5 3). -} - -_:bng_5447 { - [] rdf:value 6; :attack (4 8 5 3). -} - -_:bng_5448 { - (4 8 5 3) list:firstRest (4 (8 5 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3). -} - -_:bng_5449 { - (7 1) :attack3 (4 8 5 3). -} - -_:bng_5450 { - [] rdf:value 7; :attack (4 8 5 3). -} - -_:bng_5451 { - (8 5 3) list:firstRest (8 (5 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3). -} - -_:bng_5452 { - (6 1) :attack3 (8 5 3). -} - -_:bng_5453 { - [] rdf:value 6; :attack (8 5 3). -} - -_:bng_5454 { - (8 5 3) list:firstRest (8 (5 3)). - (8 1) math:difference 7. -} - -_:bng_5455 { - (7 1) :attack3 (8 5 3). -} - -_:bng_5456 { - [] rdf:value 7; :attack (8 5 3). -} - -_:bng_5457 { - (6 3) list:firstRest (6 (3)). - (1 1) math:sum 2 . - (1 2) :attack3 (3). -} - -_:bng_5458 { - (1 1) :attack3 (6 3). -} - -_:bng_5459 { - [] rdf:value 1; :attack (6 3). -} - -_:bng_5460 { - (2 6 3) list:firstRest (2 (6 3)). - (2 1) math:difference 1. -} - -_:bng_5461 { - (1 1) :attack3 (2 6 3). -} - -_:bng_5462 { - [] rdf:value 1; :attack (2 6 3). -} - -_:bng_5463 { - (6 3) list:firstRest (6 (3)). - (6 2) math:difference 4. -} - -_:bng_5464 { - (4 2) :attack3 (6 3). -} - -_:bng_5465 { - (2 6 3) list:firstRest (2 (6 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3). -} - -_:bng_5466 { - (4 1) :attack3 (2 6 3). -} - -_:bng_5467 { - [] rdf:value 4; :attack (2 6 3). -} - -_:bng_5468 { - (7 4 1 5 2 6 3) list:firstRest (7 (4 1 5 2 6 3)). - (7 1) math:sum 8. -} - -_:bng_5469 { - (8 1) :attack3 (7 4 1 5 2 6 3). -} - -_:bng_5470 { - [] rdf:value 8; :attack (7 4 1 5 2 6 3). -} - -_:bng_5471 { - (5 2 6 3) list:firstRest (5 (2 6 3)). - (5 3) math:sum 8. -} - -_:bng_5472 { - (8 3) :attack3 (5 2 6 3). -} - -_:bng_5473 { - (1 5 2 6 3) list:firstRest (1 (5 2 6 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2 6 3). -} - -_:bng_5474 { - (8 2) :attack3 (1 5 2 6 3). -} - -_:bng_5475 { - (4 1 5 2 6 3) list:firstRest (4 (1 5 2 6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 5 2 6 3). -} - -_:bng_5476 { - (8 1) :attack3 (4 1 5 2 6 3). -} - -_:bng_5477 { - [] rdf:value 8; :attack (4 1 5 2 6 3). -} - -_:bng_5478 { - (5 2 6 3) list:firstRest (5 (2 6 3)). - (5 2) math:sum 7. -} - -_:bng_5479 { - (7 2) :attack3 (5 2 6 3). -} - -_:bng_5480 { - (1 5 2 6 3) list:firstRest (1 (5 2 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 6 3). -} - -_:bng_5481 { - (7 1) :attack3 (1 5 2 6 3). -} - -_:bng_5482 { - [] rdf:value 7; :attack (1 5 2 6 3). -} - -_:bng_5483 { - (6 3) list:firstRest (6 (3)). - (4 1) math:sum 5 . - (8 5) :attack3 (3). -} - -_:bng_5484 { - (8 4) :attack3 (6 3). -} - -_:bng_5485 { - (2 6 3) list:firstRest (2 (6 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (6 3). -} - -_:bng_5486 { - (8 3) :attack3 (2 6 3). -} - -_:bng_5487 { - (5 2 6 3) list:firstRest (5 (2 6 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 6 3). -} - -_:bng_5488 { - (8 2) :attack3 (5 2 6 3). -} - -_:bng_5489 { - (1 5 2 6 3) list:firstRest (1 (5 2 6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 2 6 3). -} - -_:bng_5490 { - (8 1) :attack3 (1 5 2 6 3). -} - -_:bng_5491 { - [] rdf:value 8; :attack (1 5 2 6 3). -} - -_:bng_5492 { - (5 2 6 3) list:firstRest (5 (2 6 3)). - (5 1) math:difference 4. -} - -_:bng_5493 { - (4 1) :attack3 (5 2 6 3). -} - -_:bng_5494 { - [] rdf:value 4; :attack (5 2 6 3). -} - -_:bng_5495 { - (6 3) list:firstRest (6 (3)). - (3 1) math:sum 4 . - (7 4) :attack3 (3). -} - -_:bng_5496 { - (7 3) :attack3 (6 3). -} - -_:bng_5497 { - (2 6 3) list:firstRest (2 (6 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 3). -} - -_:bng_5498 { - (7 2) :attack3 (2 6 3). -} - -_:bng_5499 { - (5 2 6 3) list:firstRest (5 (2 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 6 3). -} - -_:bng_5500 { - (7 1) :attack3 (5 2 6 3). -} - -_:bng_5501 { - [] rdf:value 7; :attack (5 2 6 3). -} - -_:bng_5502 { - (2 6 3) list:firstRest (2 (6 3)). - (2 5) math:sum 7. -} - -_:bng_5503 { - (7 5) :attack3 (2 6 3). -} - -_:bng_5504 { - (5 2 6 3) list:firstRest (5 (2 6 3)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 6 3). -} - -_:bng_5505 { - (7 4) :attack3 (5 2 6 3). -} - -_:bng_5506 { - (8 5 2 6 3) list:firstRest (8 (5 2 6 3)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2 6 3). -} - -_:bng_5507 { - (7 3) :attack3 (8 5 2 6 3). -} - -_:bng_5508 { - (1 8 5 2 6 3) list:firstRest (1 (8 5 2 6 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 5 2 6 3). -} - -_:bng_5509 { - (7 2) :attack3 (1 8 5 2 6 3). -} - -_:bng_5510 { - (4 1 8 5 2 6 3) list:firstRest (4 (1 8 5 2 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 5 2 6 3). -} - -_:bng_5511 { - (7 1) :attack3 (4 1 8 5 2 6 3). -} - -_:bng_5512 { - [] rdf:value 7; :attack (4 1 8 5 2 6 3). -} - -_:bng_5513 { - (4) list:select (4 ()). - (_:bng_17767 false true) log:ifThenElseIn (() 1). - (4 7 1 8 5 2 6 3) list:firstRest (4 (7 1 8 5 2 6 3)). - (() (4 7 1 8 5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5514 { - ((4) (7 1 8 5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5515 { - (4 7) list:select (7 (4)). - (_:bng_17768 false true) log:ifThenElseIn (() 1). - (7 1 8 5 2 6 3) list:firstRest (7 (1 8 5 2 6 3)). - ((4) (7 1 8 5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5516 { - ((4 7) (1 8 5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5517 { - (1 4 7) list:select (1 (4 7)). - (_:bng_17769 false true) log:ifThenElseIn (() 1). - (1 8 5 2 6 3) list:firstRest (1 (8 5 2 6 3)). - ((4 7) (1 8 5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5518 { - ((1 4 7) (8 5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5519 { - (1 4 7 8) list:select (8 (1 4 7)). - (_:bng_17770 false true) log:ifThenElseIn (() 1). - (8 5 2 6 3) list:firstRest (8 (5 2 6 3)). - ((1 4 7) (8 5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5520 { - ((1 4 7 8) (5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5521 { - (1 4 5 7 8) list:select (5 (1 4 7 8)). - (_:bng_17771 false true) log:ifThenElseIn (() 1). - (5 2 6 3) list:firstRest (5 (2 6 3)). - ((1 4 7 8) (5 2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5522 { - ((1 4 5 7 8) (2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5523 { - (1 2 4 5 7 8) list:select (2 (1 4 5 7 8)). - (_:bng_17772 false true) log:ifThenElseIn (() 1). - (2 6 3) list:firstRest (2 (6 3)). - ((1 4 5 7 8) (2 6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5524 { - ((1 2 4 5 7 8) (6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5525 { - (1 2 4 5 6 7 8) list:select (6 (1 2 4 5 7 8)). - (_:bng_17773 false true) log:ifThenElseIn (() 1). - (6 3) list:firstRest (6 (3)). - ((1 2 4 5 7 8) (6 3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5526 { - ((1 2 4 5 6 7 8) (3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5527 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5528 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5529 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 7 1 8 5 2 6 3). -} - -_:bng_5530 { - [] rdf:value 8; :queens (4 7 1 8 5 2 6 3). -} - -_:bng_5531 { - (6 3) list:firstRest (6 (3)). - (6 5) math:difference 1. -} - -_:bng_5532 { - (1 5) :attack3 (6 3). -} - -_:bng_5533 { - (2 6 3) list:firstRest (2 (6 3)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 3). -} - -_:bng_5534 { - (1 4) :attack3 (2 6 3). -} - -_:bng_5535 { - (5 2 6 3) list:firstRest (5 (2 6 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (2 6 3). -} - -_:bng_5536 { - (1 3) :attack3 (5 2 6 3). -} - -_:bng_5537 { - (8 5 2 6 3) list:firstRest (8 (5 2 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 2 6 3). -} - -_:bng_5538 { - (1 2) :attack3 (8 5 2 6 3). -} - -_:bng_5539 { - (4 8 5 2 6 3) list:firstRest (4 (8 5 2 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 5 2 6 3). -} - -_:bng_5540 { - (1 1) :attack3 (4 8 5 2 6 3). -} - -_:bng_5541 { - [] rdf:value 1; :attack (4 8 5 2 6 3). -} - -_:bng_5542 { - (5 2 6 3) list:firstRest (5 (2 6 3)). - (5 4) math:difference 1. -} - -_:bng_5543 { - (1 4) :attack3 (5 2 6 3). -} - -_:bng_5544 { - (8 5 2 6 3) list:firstRest (8 (5 2 6 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 2 6 3). -} - -_:bng_5545 { - (1 3) :attack3 (8 5 2 6 3). -} - -_:bng_5546 { - (4 8 5 2 6 3) list:firstRest (4 (8 5 2 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 2 6 3). -} - -_:bng_5547 { - (1 2) :attack3 (4 8 5 2 6 3). -} - -_:bng_5548 { - (7 4 8 5 2 6 3) list:firstRest (7 (4 8 5 2 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 8 5 2 6 3). -} - -_:bng_5549 { - (1 1) :attack3 (7 4 8 5 2 6 3). -} - -_:bng_5550 { - [] rdf:value 1; :attack (7 4 8 5 2 6 3). -} - -_:bng_5551 { - (8 5 2 6 3) list:firstRest (8 (5 2 6 3)). - (8 1) math:difference 7. -} - -_:bng_5552 { - (7 1) :attack3 (8 5 2 6 3). -} - -_:bng_5553 { - [] rdf:value 7; :attack (8 5 2 6 3). -} - -_:bng_5554 { - (4 1 7 2 6 3) list:firstRest (4 (1 7 2 6 3)). - (4 1) math:sum 5. -} - -_:bng_5555 { - (5 1) :attack3 (4 1 7 2 6 3). -} - -_:bng_5556 { - [] rdf:value 5; :attack (4 1 7 2 6 3). -} - -_:bng_5557 { - (5) list:select (5 ()). - (_:bng_17774 false true) log:ifThenElseIn (() 1). - (5 8 4 1 7 2 6 3) list:firstRest (5 (8 4 1 7 2 6 3)). - (() (5 8 4 1 7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5558 { - ((5) (8 4 1 7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5559 { - (5 8) list:select (8 (5)). - (_:bng_17775 false true) log:ifThenElseIn (() 1). - (8 4 1 7 2 6 3) list:firstRest (8 (4 1 7 2 6 3)). - ((5) (8 4 1 7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5560 { - ((5 8) (4 1 7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5561 { - (4 5 8) list:select (4 (5 8)). - (_:bng_17776 false true) log:ifThenElseIn (() 1). - (4 1 7 2 6 3) list:firstRest (4 (1 7 2 6 3)). - ((5 8) (4 1 7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5562 { - ((4 5 8) (1 7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5563 { - (1 4 5 8) list:select (1 (4 5 8)). - (_:bng_17777 false true) log:ifThenElseIn (() 1). - (1 7 2 6 3) list:firstRest (1 (7 2 6 3)). - ((4 5 8) (1 7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5564 { - ((1 4 5 8) (7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5565 { - (1 4 5 7 8) list:select (7 (1 4 5 8)). - (_:bng_17778 false true) log:ifThenElseIn (() 1). - (7 2 6 3) list:firstRest (7 (2 6 3)). - ((1 4 5 8) (7 2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5566 { - ((1 4 5 7 8) (2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5567 { - (1 2 4 5 7 8) list:select (2 (1 4 5 7 8)). - (_:bng_17772 false true) log:ifThenElseIn (() 1). - (2 6 3) list:firstRest (2 (6 3)). - ((1 4 5 7 8) (2 6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5568 { - ((1 2 4 5 7 8) (6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5569 { - (1 2 4 5 6 7 8) list:select (6 (1 2 4 5 7 8)). - (_:bng_17773 false true) log:ifThenElseIn (() 1). - (6 3) list:firstRest (6 (3)). - ((1 2 4 5 7 8) (6 3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5570 { - ((1 2 4 5 6 7 8) (3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5571 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5572 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5573 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 8 4 1 7 2 6 3). -} - -_:bng_5574 { - [] rdf:value 8; :queens (5 8 4 1 7 2 6 3). -} - -_:bng_5575 { - (7 2 6 3) list:firstRest (7 (2 6 3)). - (7 2) math:difference 5. -} - -_:bng_5576 { - (5 2) :attack3 (7 2 6 3). -} - -_:bng_5577 { - (1 7 2 6 3) list:firstRest (1 (7 2 6 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 6 3). -} - -_:bng_5578 { - (5 1) :attack3 (1 7 2 6 3). -} - -_:bng_5579 { - [] rdf:value 5; :attack (1 7 2 6 3). -} - -_:bng_5580 { - (7 2 6 3) list:firstRest (7 (2 6 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 6 3). -} - -_:bng_5581 { - (8 2) :attack3 (7 2 6 3). -} - -_:bng_5582 { - (1 7 2 6 3) list:firstRest (1 (7 2 6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 6 3). -} - -_:bng_5583 { - (8 1) :attack3 (1 7 2 6 3). -} - -_:bng_5584 { - [] rdf:value 8; :attack (1 7 2 6 3). -} - -_:bng_5585 { - (2 6 3) list:firstRest (2 (6 3)). - (2 2) math:sum 4. -} - -_:bng_5586 { - (4 2) :attack3 (2 6 3). -} - -_:bng_5587 { - (7 2 6 3) list:firstRest (7 (2 6 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 6 3). -} - -_:bng_5588 { - (4 1) :attack3 (7 2 6 3). -} - -_:bng_5589 { - [] rdf:value 4; :attack (7 2 6 3). -} - -_:bng_5590 { - (7 2 6 3) list:firstRest (7 (2 6 3)). - (7 3) math:difference 4. -} - -_:bng_5591 { - (4 3) :attack3 (7 2 6 3). -} - -_:bng_5592 { - (5 7 2 6 3) list:firstRest (5 (7 2 6 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2 6 3). -} - -_:bng_5593 { - (4 2) :attack3 (5 7 2 6 3). -} - -_:bng_5594 { - (1 5 7 2 6 3) list:firstRest (1 (5 7 2 6 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 2 6 3). -} - -_:bng_5595 { - (4 1) :attack3 (1 5 7 2 6 3). -} - -_:bng_5596 { - [] rdf:value 4; :attack (1 5 7 2 6 3). -} - -_:bng_5597 { - (4) list:select (4 ()). - (_:bng_17779 false true) log:ifThenElseIn (() 1). - (4 8 1 5 7 2 6 3) list:firstRest (4 (8 1 5 7 2 6 3)). - (() (4 8 1 5 7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5598 { - ((4) (8 1 5 7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5599 { - (4 8) list:select (8 (4)). - (_:bng_17780 false true) log:ifThenElseIn (() 1). - (8 1 5 7 2 6 3) list:firstRest (8 (1 5 7 2 6 3)). - ((4) (8 1 5 7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5600 { - ((4 8) (1 5 7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5601 { - (1 4 8) list:select (1 (4 8)). - (_:bng_17781 false true) log:ifThenElseIn (() 1). - (1 5 7 2 6 3) list:firstRest (1 (5 7 2 6 3)). - ((4 8) (1 5 7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5602 { - ((1 4 8) (5 7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5603 { - (1 4 5 8) list:select (5 (1 4 8)). - (_:bng_17782 false true) log:ifThenElseIn (() 1). - (5 7 2 6 3) list:firstRest (5 (7 2 6 3)). - ((1 4 8) (5 7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5604 { - ((1 4 5 8) (7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5605 { - (1 4 5 7 8) list:select (7 (1 4 5 8)). - (_:bng_17778 false true) log:ifThenElseIn (() 1). - (7 2 6 3) list:firstRest (7 (2 6 3)). - ((1 4 5 8) (7 2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5606 { - ((1 4 5 7 8) (2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5607 { - (1 2 4 5 7 8) list:select (2 (1 4 5 7 8)). - (_:bng_17772 false true) log:ifThenElseIn (() 1). - (2 6 3) list:firstRest (2 (6 3)). - ((1 4 5 7 8) (2 6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5608 { - ((1 2 4 5 7 8) (6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5609 { - (1 2 4 5 6 7 8) list:select (6 (1 2 4 5 7 8)). - (_:bng_17773 false true) log:ifThenElseIn (() 1). - (6 3) list:firstRest (6 (3)). - ((1 2 4 5 7 8) (6 3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5610 { - ((1 2 4 5 6 7 8) (3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5611 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5612 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5613 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 8 1 5 7 2 6 3). -} - -_:bng_5614 { - [] rdf:value 8; :queens (4 8 1 5 7 2 6 3). -} - -_:bng_5615 { - (5 7 2 6 3) list:firstRest (5 (7 2 6 3)). - (5 1) math:difference 4. -} - -_:bng_5616 { - (4 1) :attack3 (5 7 2 6 3). -} - -_:bng_5617 { - [] rdf:value 4; :attack (5 7 2 6 3). -} - -_:bng_5618 { - (5 7 2 6 3) list:firstRest (5 (7 2 6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 6 3). -} - -_:bng_5619 { - (8 1) :attack3 (5 7 2 6 3). -} - -_:bng_5620 { - [] rdf:value 8; :attack (5 7 2 6 3). -} - -_:bng_5621 { - (7 2 6 3) list:firstRest (7 (2 6 3)). - (7 1) math:sum 8. -} - -_:bng_5622 { - (8 1) :attack3 (7 2 6 3). -} - -_:bng_5623 { - [] rdf:value 8; :attack (7 2 6 3). -} - -_:bng_5624 { - (6 3) list:firstRest (6 (3)). - (6 2) math:sum 8. -} - -_:bng_5625 { - (8 2) :attack3 (6 3). -} - -_:bng_5626 { - (2 6 3) list:firstRest (2 (6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3). -} - -_:bng_5627 { - (8 1) :attack3 (2 6 3). -} - -_:bng_5628 { - [] rdf:value 8; :attack (2 6 3). -} - -_:bng_5629 { - (1 4 6 3) list:firstRest (1 (4 6 3)). - (1 1) math:sum 2. -} - -_:bng_5630 { - (2 1) :attack3 (1 4 6 3). -} - -_:bng_5631 { - [] rdf:value 2; :attack (1 4 6 3). -} - -_:bng_5632 { - (6 3) list:firstRest (6 (3)). - (6 4) math:difference 2. -} - -_:bng_5633 { - (2 4) :attack3 (6 3). -} - -_:bng_5634 { - (4 6 3) list:firstRest (4 (6 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 3). -} - -_:bng_5635 { - (2 3) :attack3 (4 6 3). -} - -_:bng_5636 { - (1 4 6 3) list:firstRest (1 (4 6 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6 3). -} - -_:bng_5637 { - (2 2) :attack3 (1 4 6 3). -} - -_:bng_5638 { - (5 1 4 6 3) list:firstRest (5 (1 4 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6 3). -} - -_:bng_5639 { - (2 1) :attack3 (5 1 4 6 3). -} - -_:bng_5640 { - [] rdf:value 2; :attack (5 1 4 6 3). -} - -_:bng_5641 { - (4 6 3) list:firstRest (4 (6 3)). - (4 3) math:sum 7. -} - -_:bng_5642 { - (7 3) :attack3 (4 6 3). -} - -_:bng_5643 { - (1 4 6 3) list:firstRest (1 (4 6 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6 3). -} - -_:bng_5644 { - (7 2) :attack3 (1 4 6 3). -} - -_:bng_5645 { - (5 1 4 6 3) list:firstRest (5 (1 4 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 6 3). -} - -_:bng_5646 { - (7 1) :attack3 (5 1 4 6 3). -} - -_:bng_5647 { - [] rdf:value 7; :attack (5 1 4 6 3). -} - -_:bng_5648 { - (4 6 3) list:firstRest (4 (6 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (6 3). -} - -_:bng_5649 { - (8 3) :attack3 (4 6 3). -} - -_:bng_5650 { - (1 4 6 3) list:firstRest (1 (4 6 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 6 3). -} - -_:bng_5651 { - (8 2) :attack3 (1 4 6 3). -} - -_:bng_5652 { - (5 1 4 6 3) list:firstRest (5 (1 4 6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 4 6 3). -} - -_:bng_5653 { - (8 1) :attack3 (5 1 4 6 3). -} - -_:bng_5654 { - [] rdf:value 8; :attack (5 1 4 6 3). -} - -_:bng_5655 { - (4 6 3) list:firstRest (4 (6 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 3). -} - -_:bng_5656 { - (7 2) :attack3 (4 6 3). -} - -_:bng_5657 { - (1 4 6 3) list:firstRest (1 (4 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 6 3). -} - -_:bng_5658 { - (7 1) :attack3 (1 4 6 3). -} - -_:bng_5659 { - [] rdf:value 7; :attack (1 4 6 3). -} - -_:bng_5660 { - (8 1 4 6 3) list:firstRest (8 (1 4 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6 3). -} - -_:bng_5661 { - (2 1) :attack3 (8 1 4 6 3). -} - -_:bng_5662 { - [] rdf:value 2; :attack (8 1 4 6 3). -} - -_:bng_5663 { - (5 8 1 4 6 3) list:firstRest (5 (8 1 4 6 3)). - (5 2) math:sum 7. -} - -_:bng_5664 { - (7 2) :attack3 (5 8 1 4 6 3). -} - -_:bng_5665 { - (2 5 8 1 4 6 3) list:firstRest (2 (5 8 1 4 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1 4 6 3). -} - -_:bng_5666 { - (7 1) :attack3 (2 5 8 1 4 6 3). -} - -_:bng_5667 { - [] rdf:value 7; :attack (2 5 8 1 4 6 3). -} - -_:bng_5668 { - (2) list:select (2 ()). - (_:bng_17783 false true) log:ifThenElseIn (() 1). - (2 7 5 8 1 4 6 3) list:firstRest (2 (7 5 8 1 4 6 3)). - (() (2 7 5 8 1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5669 { - ((2) (7 5 8 1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5670 { - (2 7) list:select (7 (2)). - (_:bng_17784 false true) log:ifThenElseIn (() 1). - (7 5 8 1 4 6 3) list:firstRest (7 (5 8 1 4 6 3)). - ((2) (7 5 8 1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5671 { - ((2 7) (5 8 1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5672 { - (2 5 7) list:select (5 (2 7)). - (_:bng_17785 false true) log:ifThenElseIn (() 1). - (5 8 1 4 6 3) list:firstRest (5 (8 1 4 6 3)). - ((2 7) (5 8 1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5673 { - ((2 5 7) (8 1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5674 { - (2 5 7 8) list:select (8 (2 5 7)). - (_:bng_17786 false true) log:ifThenElseIn (() 1). - (8 1 4 6 3) list:firstRest (8 (1 4 6 3)). - ((2 5 7) (8 1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5675 { - ((2 5 7 8) (1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5676 { - (1 2 5 7 8) list:select (1 (2 5 7 8)). - (_:bng_17787 false true) log:ifThenElseIn (() 1). - (1 4 6 3) list:firstRest (1 (4 6 3)). - ((2 5 7 8) (1 4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5677 { - ((1 2 5 7 8) (4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5678 { - (1 2 4 5 7 8) list:select (4 (1 2 5 7 8)). - (_:bng_17788 false true) log:ifThenElseIn (() 1). - (4 6 3) list:firstRest (4 (6 3)). - ((1 2 5 7 8) (4 6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5679 { - ((1 2 4 5 7 8) (6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5680 { - (1 2 4 5 6 7 8) list:select (6 (1 2 4 5 7 8)). - (_:bng_17773 false true) log:ifThenElseIn (() 1). - (6 3) list:firstRest (6 (3)). - ((1 2 4 5 7 8) (6 3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5681 { - ((1 2 4 5 6 7 8) (3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5682 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5683 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5684 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 7 5 8 1 4 6 3). -} - -_:bng_5685 { - [] rdf:value 8; :queens (2 7 5 8 1 4 6 3). -} - -_:bng_5686 { - (8 1 4 6 3) list:firstRest (8 (1 4 6 3)). - (8 1) math:difference 7. -} - -_:bng_5687 { - (7 1) :attack3 (8 1 4 6 3). -} - -_:bng_5688 { - [] rdf:value 7; :attack (8 1 4 6 3). -} - -_:bng_5689 { - (2 4 6 3) list:firstRest (2 (4 6 3)). - (2 1) math:difference 1. -} - -_:bng_5690 { - (1 1) :attack3 (2 4 6 3). -} - -_:bng_5691 { - [] rdf:value 1; :attack (2 4 6 3). -} - -_:bng_5692 { - (4 6 3) list:firstRest (4 (6 3)). - (4 3) math:difference 1. -} - -_:bng_5693 { - (1 3) :attack3 (4 6 3). -} - -_:bng_5694 { - (2 4 6 3) list:firstRest (2 (4 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 3). -} - -_:bng_5695 { - (1 2) :attack3 (2 4 6 3). -} - -_:bng_5696 { - (5 2 4 6 3) list:firstRest (5 (2 4 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 3). -} - -_:bng_5697 { - (1 1) :attack3 (5 2 4 6 3). -} - -_:bng_5698 { - [] rdf:value 1; :attack (5 2 4 6 3). -} - -_:bng_5699 { - (2 4 6 3) list:firstRest (2 (4 6 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6 3). -} - -_:bng_5700 { - (7 2) :attack3 (2 4 6 3). -} - -_:bng_5701 { - (5 2 4 6 3) list:firstRest (5 (2 4 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4 6 3). -} - -_:bng_5702 { - (7 1) :attack3 (5 2 4 6 3). -} - -_:bng_5703 { - [] rdf:value 7; :attack (5 2 4 6 3). -} - -_:bng_5704 { - (2 4 6 3) list:firstRest (2 (4 6 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 6 3). -} - -_:bng_5705 { - (8 2) :attack3 (2 4 6 3). -} - -_:bng_5706 { - (5 2 4 6 3) list:firstRest (5 (2 4 6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 4 6 3). -} - -_:bng_5707 { - (8 1) :attack3 (5 2 4 6 3). -} - -_:bng_5708 { - [] rdf:value 8; :attack (5 2 4 6 3). -} - -_:bng_5709 { - (2 4 6 3) list:firstRest (2 (4 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 6 3). -} - -_:bng_5710 { - (7 1) :attack3 (2 4 6 3). -} - -_:bng_5711 { - [] rdf:value 7; :attack (2 4 6 3). -} - -_:bng_5712 { - (8 2 4 6 3) list:firstRest (8 (2 4 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 3). -} - -_:bng_5713 { - (1 1) :attack3 (8 2 4 6 3). -} - -_:bng_5714 { - [] rdf:value 1; :attack (8 2 4 6 3). -} - -_:bng_5715 { - (4 6 3) list:firstRest (4 (6 3)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 3). -} - -_:bng_5716 { - (1 4) :attack3 (4 6 3). -} - -_:bng_5717 { - (2 4 6 3) list:firstRest (2 (4 6 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (4 6 3). -} - -_:bng_5718 { - (1 3) :attack3 (2 4 6 3). -} - -_:bng_5719 { - (8 2 4 6 3) list:firstRest (8 (2 4 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 4 6 3). -} - -_:bng_5720 { - (1 2) :attack3 (8 2 4 6 3). -} - -_:bng_5721 { - (5 8 2 4 6 3) list:firstRest (5 (8 2 4 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 2 4 6 3). -} - -_:bng_5722 { - (1 1) :attack3 (5 8 2 4 6 3). -} - -_:bng_5723 { - [] rdf:value 1; :attack (5 8 2 4 6 3). -} - -_:bng_5724 { - (1) list:select (1 ()). - (_:bng_17789 false true) log:ifThenElseIn (() 1). - (1 7 5 8 2 4 6 3) list:firstRest (1 (7 5 8 2 4 6 3)). - (() (1 7 5 8 2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5725 { - ((1) (7 5 8 2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5726 { - (1 7) list:select (7 (1)). - (_:bng_17790 false true) log:ifThenElseIn (() 1). - (7 5 8 2 4 6 3) list:firstRest (7 (5 8 2 4 6 3)). - ((1) (7 5 8 2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5727 { - ((1 7) (5 8 2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5728 { - (1 5 7) list:select (5 (1 7)). - (_:bng_17791 false true) log:ifThenElseIn (() 1). - (5 8 2 4 6 3) list:firstRest (5 (8 2 4 6 3)). - ((1 7) (5 8 2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5729 { - ((1 5 7) (8 2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5730 { - (1 5 7 8) list:select (8 (1 5 7)). - (_:bng_17792 false true) log:ifThenElseIn (() 1). - (8 2 4 6 3) list:firstRest (8 (2 4 6 3)). - ((1 5 7) (8 2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5731 { - ((1 5 7 8) (2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5732 { - (1 2 5 7 8) list:select (2 (1 5 7 8)). - (_:bng_17793 false true) log:ifThenElseIn (() 1). - (2 4 6 3) list:firstRest (2 (4 6 3)). - ((1 5 7 8) (2 4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5733 { - ((1 2 5 7 8) (4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5734 { - (1 2 4 5 7 8) list:select (4 (1 2 5 7 8)). - (_:bng_17788 false true) log:ifThenElseIn (() 1). - (4 6 3) list:firstRest (4 (6 3)). - ((1 2 5 7 8) (4 6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5735 { - ((1 2 4 5 7 8) (6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5736 { - (1 2 4 5 6 7 8) list:select (6 (1 2 4 5 7 8)). - (_:bng_17773 false true) log:ifThenElseIn (() 1). - (6 3) list:firstRest (6 (3)). - ((1 2 4 5 7 8) (6 3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5737 { - ((1 2 4 5 6 7 8) (3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5738 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5739 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5740 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (1 7 5 8 2 4 6 3). -} - -_:bng_5741 { - [] rdf:value 8; :queens (1 7 5 8 2 4 6 3). -} - -_:bng_5742 { - (8 2 4 6 3) list:firstRest (8 (2 4 6 3)). - (8 1) math:difference 7. -} - -_:bng_5743 { - (7 1) :attack3 (8 2 4 6 3). -} - -_:bng_5744 { - [] rdf:value 7; :attack (8 2 4 6 3). -} - -_:bng_5745 { - (4 6 3) list:firstRest (4 (6 3)). - (4 1) math:sum 5. -} - -_:bng_5746 { - (5 1) :attack3 (4 6 3). -} - -_:bng_5747 { - [] rdf:value 5; :attack (4 6 3). -} - -_:bng_5748 { - (1 7 4 6 3) list:firstRest (1 (7 4 6 3)). - (1 1) math:sum 2. -} - -_:bng_5749 { - (2 1) :attack3 (1 7 4 6 3). -} - -_:bng_5750 { - [] rdf:value 2; :attack (1 7 4 6 3). -} - -_:bng_5751 { - (7 4 6 3) list:firstRest (7 (4 6 3)). - (7 2) math:difference 5. -} - -_:bng_5752 { - (5 2) :attack3 (7 4 6 3). -} - -_:bng_5753 { - (1 7 4 6 3) list:firstRest (1 (7 4 6 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 6 3). -} - -_:bng_5754 { - (5 1) :attack3 (1 7 4 6 3). -} - -_:bng_5755 { - [] rdf:value 5; :attack (1 7 4 6 3). -} - -_:bng_5756 { - (7 4 6 3) list:firstRest (7 (4 6 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 6 3). -} - -_:bng_5757 { - (8 2) :attack3 (7 4 6 3). -} - -_:bng_5758 { - (1 7 4 6 3) list:firstRest (1 (7 4 6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 4 6 3). -} - -_:bng_5759 { - (8 1) :attack3 (1 7 4 6 3). -} - -_:bng_5760 { - [] rdf:value 8; :attack (1 7 4 6 3). -} - -_:bng_5761 { - (4 6 3) list:firstRest (4 (6 3)). - (4 2) math:difference 2. -} - -_:bng_5762 { - (2 2) :attack3 (4 6 3). -} - -_:bng_5763 { - (7 4 6 3) list:firstRest (7 (4 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 6 3). -} - -_:bng_5764 { - (2 1) :attack3 (7 4 6 3). -} - -_:bng_5765 { - [] rdf:value 2; :attack (7 4 6 3). -} - -_:bng_5766 { - (7 4 6 3) list:firstRest (7 (4 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 3). -} - -_:bng_5767 { - (1 2) :attack3 (7 4 6 3). -} - -_:bng_5768 { - (5 7 4 6 3) list:firstRest (5 (7 4 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 6 3). -} - -_:bng_5769 { - (1 1) :attack3 (5 7 4 6 3). -} - -_:bng_5770 { - [] rdf:value 1; :attack (5 7 4 6 3). -} - -_:bng_5771 { - (7 4 6 3) list:firstRest (7 (4 6 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6 3). -} - -_:bng_5772 { - (2 2) :attack3 (7 4 6 3). -} - -_:bng_5773 { - (5 7 4 6 3) list:firstRest (5 (7 4 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 4 6 3). -} - -_:bng_5774 { - (2 1) :attack3 (5 7 4 6 3). -} - -_:bng_5775 { - [] rdf:value 2; :attack (5 7 4 6 3). -} - -_:bng_5776 { - (5 7 4 6 3) list:firstRest (5 (7 4 6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 4 6 3). -} - -_:bng_5777 { - (8 1) :attack3 (5 7 4 6 3). -} - -_:bng_5778 { - [] rdf:value 8; :attack (5 7 4 6 3). -} - -_:bng_5779 { - (7 4 6 3) list:firstRest (7 (4 6 3)). - (7 1) math:sum 8. -} - -_:bng_5780 { - (8 1) :attack3 (7 4 6 3). -} - -_:bng_5781 { - [] rdf:value 8; :attack (7 4 6 3). -} - -_:bng_5782 { - (4 6 3) list:firstRest (4 (6 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3). -} - -_:bng_5783 { - (8 1) :attack3 (4 6 3). -} - -_:bng_5784 { - [] rdf:value 8; :attack (4 6 3). -} - -_:bng_5785 { - (6 3) list:firstRest (6 (3)). - (6 1) math:difference 5. -} - -_:bng_5786 { - (5 1) :attack3 (6 3). -} - -_:bng_5787 { - [] rdf:value 5; :attack (6 3). -} - -_:bng_5788 { - (6 3) list:firstRest (6 (3)). - (6 1) math:sum 7. -} - -_:bng_5789 { - (7 1) :attack3 (6 3). -} - -_:bng_5790 { - [] rdf:value 7; :attack (6 3). -} - -_:bng_5791 { - (1 8 6 3) list:firstRest (1 (8 6 3)). - (1 1) math:sum 2. -} - -_:bng_5792 { - (2 1) :attack3 (1 8 6 3). -} - -_:bng_5793 { - [] rdf:value 2; :attack (1 8 6 3). -} - -_:bng_5794 { - (8 6 3) list:firstRest (8 (6 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 3). -} - -_:bng_5795 { - (2 3) :attack3 (8 6 3). -} - -_:bng_5796 { - (1 8 6 3) list:firstRest (1 (8 6 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 3). -} - -_:bng_5797 { - (2 2) :attack3 (1 8 6 3). -} - -_:bng_5798 { - (4 1 8 6 3) list:firstRest (4 (1 8 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 6 3). -} - -_:bng_5799 { - (2 1) :attack3 (4 1 8 6 3). -} - -_:bng_5800 { - [] rdf:value 2; :attack (4 1 8 6 3). -} - -_:bng_5801 { - (4 1 8 6 3) list:firstRest (4 (1 8 6 3)). - (4 1) math:sum 5. -} - -_:bng_5802 { - (5 1) :attack3 (4 1 8 6 3). -} - -_:bng_5803 { - [] rdf:value 5; :attack (4 1 8 6 3). -} - -_:bng_5804 { - (4 1 8 6 3) list:firstRest (4 (1 8 6 3)). - (4 2) math:difference 2. -} - -_:bng_5805 { - (2 2) :attack3 (4 1 8 6 3). -} - -_:bng_5806 { - (7 4 1 8 6 3) list:firstRest (7 (4 1 8 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8 6 3). -} - -_:bng_5807 { - (2 1) :attack3 (7 4 1 8 6 3). -} - -_:bng_5808 { - [] rdf:value 2; :attack (7 4 1 8 6 3). -} - -_:bng_5809 { - (2) list:select (2 ()). - (_:bng_17794 false true) log:ifThenElseIn (() 1). - (2 5 7 4 1 8 6 3) list:firstRest (2 (5 7 4 1 8 6 3)). - (() (2 5 7 4 1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5810 { - ((2) (5 7 4 1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5811 { - (2 5) list:select (5 (2)). - (_:bng_17795 false true) log:ifThenElseIn (() 1). - (5 7 4 1 8 6 3) list:firstRest (5 (7 4 1 8 6 3)). - ((2) (5 7 4 1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5812 { - ((2 5) (7 4 1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5813 { - (2 5 7) list:select (7 (2 5)). - (_:bng_17796 false true) log:ifThenElseIn (() 1). - (7 4 1 8 6 3) list:firstRest (7 (4 1 8 6 3)). - ((2 5) (7 4 1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5814 { - ((2 5 7) (4 1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5815 { - (2 4 5 7) list:select (4 (2 5 7)). - (_:bng_17797 false true) log:ifThenElseIn (() 1). - (4 1 8 6 3) list:firstRest (4 (1 8 6 3)). - ((2 5 7) (4 1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5816 { - ((2 4 5 7) (1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5817 { - (1 2 4 5 7) list:select (1 (2 4 5 7)). - (_:bng_17798 false true) log:ifThenElseIn (() 1). - (1 8 6 3) list:firstRest (1 (8 6 3)). - ((2 4 5 7) (1 8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5818 { - ((1 2 4 5 7) (8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5819 { - (1 2 4 5 7 8) list:select (8 (1 2 4 5 7)). - (_:bng_17799 false true) log:ifThenElseIn (() 1). - (8 6 3) list:firstRest (8 (6 3)). - ((1 2 4 5 7) (8 6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5820 { - ((1 2 4 5 7 8) (6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5821 { - (1 2 4 5 6 7 8) list:select (6 (1 2 4 5 7 8)). - (_:bng_17773 false true) log:ifThenElseIn (() 1). - (6 3) list:firstRest (6 (3)). - ((1 2 4 5 7 8) (6 3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5822 { - ((1 2 4 5 6 7 8) (3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5823 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5824 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5825 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 5 7 4 1 8 6 3). -} - -_:bng_5826 { - [] rdf:value 8; :queens (2 5 7 4 1 8 6 3). -} - -_:bng_5827 { - (5 1 8 6 3) list:firstRest (5 (1 8 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 6 3). -} - -_:bng_5828 { - (2 1) :attack3 (5 1 8 6 3). -} - -_:bng_5829 { - [] rdf:value 2; :attack (5 1 8 6 3). -} - -_:bng_5830 { - (5 1 8 6 3) list:firstRest (5 (1 8 6 3)). - (5 1) math:difference 4. -} - -_:bng_5831 { - (4 1) :attack3 (5 1 8 6 3). -} - -_:bng_5832 { - [] rdf:value 4; :attack (5 1 8 6 3). -} - -_:bng_5833 { - (4) list:select (4 ()). - (_:bng_17800 false true) log:ifThenElseIn (() 1). - (4 2 7 5 1 8 6 3) list:firstRest (4 (2 7 5 1 8 6 3)). - (() (4 2 7 5 1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5834 { - ((4) (2 7 5 1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5835 { - (2 4) list:select (2 (4)). - (_:bng_17801 false true) log:ifThenElseIn (() 1). - (2 7 5 1 8 6 3) list:firstRest (2 (7 5 1 8 6 3)). - ((4) (2 7 5 1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5836 { - ((2 4) (7 5 1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5837 { - (2 4 7) list:select (7 (2 4)). - (_:bng_17802 false true) log:ifThenElseIn (() 1). - (7 5 1 8 6 3) list:firstRest (7 (5 1 8 6 3)). - ((2 4) (7 5 1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5838 { - ((2 4 7) (5 1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5839 { - (2 4 5 7) list:select (5 (2 4 7)). - (_:bng_17803 false true) log:ifThenElseIn (() 1). - (5 1 8 6 3) list:firstRest (5 (1 8 6 3)). - ((2 4 7) (5 1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5840 { - ((2 4 5 7) (1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5841 { - (1 2 4 5 7) list:select (1 (2 4 5 7)). - (_:bng_17798 false true) log:ifThenElseIn (() 1). - (1 8 6 3) list:firstRest (1 (8 6 3)). - ((2 4 5 7) (1 8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5842 { - ((1 2 4 5 7) (8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5843 { - (1 2 4 5 7 8) list:select (8 (1 2 4 5 7)). - (_:bng_17799 false true) log:ifThenElseIn (() 1). - (8 6 3) list:firstRest (8 (6 3)). - ((1 2 4 5 7) (8 6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5844 { - ((1 2 4 5 7 8) (6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5845 { - (1 2 4 5 6 7 8) list:select (6 (1 2 4 5 7 8)). - (_:bng_17773 false true) log:ifThenElseIn (() 1). - (6 3) list:firstRest (6 (3)). - ((1 2 4 5 7 8) (6 3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5846 { - ((1 2 4 5 6 7 8) (3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5847 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5848 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5849 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 7 5 1 8 6 3). -} - -_:bng_5850 { - [] rdf:value 8; :queens (4 2 7 5 1 8 6 3). -} - -_:bng_5851 { - (1 8 6 3) list:firstRest (1 (8 6 3)). - (1 3) math:sum 4. -} - -_:bng_5852 { - (4 3) :attack3 (1 8 6 3). -} - -_:bng_5853 { - (5 1 8 6 3) list:firstRest (5 (1 8 6 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8 6 3). -} - -_:bng_5854 { - (4 2) :attack3 (5 1 8 6 3). -} - -_:bng_5855 { - (7 5 1 8 6 3) list:firstRest (7 (5 1 8 6 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 1 8 6 3). -} - -_:bng_5856 { - (4 1) :attack3 (7 5 1 8 6 3). -} - -_:bng_5857 { - [] rdf:value 4; :attack (7 5 1 8 6 3). -} - -_:bng_5858 { - (8 6 3) list:firstRest (8 (6 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 3). -} - -_:bng_5859 { - (7 2) :attack3 (8 6 3). -} - -_:bng_5860 { - (1 8 6 3) list:firstRest (1 (8 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 6 3). -} - -_:bng_5861 { - (7 1) :attack3 (1 8 6 3). -} - -_:bng_5862 { - [] rdf:value 7; :attack (1 8 6 3). -} - -_:bng_5863 { - (2 8 6 3) list:firstRest (2 (8 6 3)). - (2 1) math:difference 1. -} - -_:bng_5864 { - (1 1) :attack3 (2 8 6 3). -} - -_:bng_5865 { - [] rdf:value 1; :attack (2 8 6 3). -} - -_:bng_5866 { - (2 8 6 3) list:firstRest (2 (8 6 3)). - (2 3) math:sum 5. -} - -_:bng_5867 { - (5 3) :attack3 (2 8 6 3). -} - -_:bng_5868 { - (4 2 8 6 3) list:firstRest (4 (2 8 6 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 8 6 3). -} - -_:bng_5869 { - (5 2) :attack3 (4 2 8 6 3). -} - -_:bng_5870 { - (1 4 2 8 6 3) list:firstRest (1 (4 2 8 6 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8 6 3). -} - -_:bng_5871 { - (5 1) :attack3 (1 4 2 8 6 3). -} - -_:bng_5872 { - [] rdf:value 5; :attack (1 4 2 8 6 3). -} - -_:bng_5873 { - (5) list:select (5 ()). - (_:bng_17804 false true) log:ifThenElseIn (() 1). - (5 7 1 4 2 8 6 3) list:firstRest (5 (7 1 4 2 8 6 3)). - (() (5 7 1 4 2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5874 { - ((5) (7 1 4 2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5875 { - (5 7) list:select (7 (5)). - (_:bng_17805 false true) log:ifThenElseIn (() 1). - (7 1 4 2 8 6 3) list:firstRest (7 (1 4 2 8 6 3)). - ((5) (7 1 4 2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5876 { - ((5 7) (1 4 2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5877 { - (1 5 7) list:select (1 (5 7)). - (_:bng_17806 false true) log:ifThenElseIn (() 1). - (1 4 2 8 6 3) list:firstRest (1 (4 2 8 6 3)). - ((5 7) (1 4 2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5878 { - ((1 5 7) (4 2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5879 { - (1 4 5 7) list:select (4 (1 5 7)). - (_:bng_17807 false true) log:ifThenElseIn (() 1). - (4 2 8 6 3) list:firstRest (4 (2 8 6 3)). - ((1 5 7) (4 2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5880 { - ((1 4 5 7) (2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5881 { - (1 2 4 5 7) list:select (2 (1 4 5 7)). - (_:bng_17808 false true) log:ifThenElseIn (() 1). - (2 8 6 3) list:firstRest (2 (8 6 3)). - ((1 4 5 7) (2 8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5882 { - ((1 2 4 5 7) (8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5883 { - (1 2 4 5 7 8) list:select (8 (1 2 4 5 7)). - (_:bng_17799 false true) log:ifThenElseIn (() 1). - (8 6 3) list:firstRest (8 (6 3)). - ((1 2 4 5 7) (8 6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5884 { - ((1 2 4 5 7 8) (6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5885 { - (1 2 4 5 6 7 8) list:select (6 (1 2 4 5 7 8)). - (_:bng_17773 false true) log:ifThenElseIn (() 1). - (6 3) list:firstRest (6 (3)). - ((1 2 4 5 7 8) (6 3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5886 { - ((1 2 4 5 6 7 8) (3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5887 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5888 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5889 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 1 4 2 8 6 3). -} - -_:bng_5890 { - [] rdf:value 8; :queens (5 7 1 4 2 8 6 3). -} - -_:bng_5891 { - (4 2 8 6 3) list:firstRest (4 (2 8 6 3)). - (4 1) math:sum 5. -} - -_:bng_5892 { - (5 1) :attack3 (4 2 8 6 3). -} - -_:bng_5893 { - [] rdf:value 5; :attack (4 2 8 6 3). -} - -_:bng_5894 { - (8 6 3) list:firstRest (8 (6 3)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 3). -} - -_:bng_5895 { - (1 4) :attack3 (8 6 3). -} - -_:bng_5896 { - (2 8 6 3) list:firstRest (2 (8 6 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6 3). -} - -_:bng_5897 { - (1 3) :attack3 (2 8 6 3). -} - -_:bng_5898 { - (4 2 8 6 3) list:firstRest (4 (2 8 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 6 3). -} - -_:bng_5899 { - (1 2) :attack3 (4 2 8 6 3). -} - -_:bng_5900 { - (7 4 2 8 6 3) list:firstRest (7 (4 2 8 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 8 6 3). -} - -_:bng_5901 { - (1 1) :attack3 (7 4 2 8 6 3). -} - -_:bng_5902 { - [] rdf:value 1; :attack (7 4 2 8 6 3). -} - -_:bng_5903 { - (7 4 2 8 6 3) list:firstRest (7 (4 2 8 6 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8 6 3). -} - -_:bng_5904 { - (5 1) :attack3 (7 4 2 8 6 3). -} - -_:bng_5905 { - [] rdf:value 5; :attack (7 4 2 8 6 3). -} - -_:bng_5906 { - (8 6 3) list:firstRest (8 (6 3)). - (8 4) math:difference 4. -} - -_:bng_5907 { - (4 4) :attack3 (8 6 3). -} - -_:bng_5908 { - (2 8 6 3) list:firstRest (2 (8 6 3)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 6 3). -} - -_:bng_5909 { - (4 3) :attack3 (2 8 6 3). -} - -_:bng_5910 { - (5 2 8 6 3) list:firstRest (5 (2 8 6 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8 6 3). -} - -_:bng_5911 { - (4 2) :attack3 (5 2 8 6 3). -} - -_:bng_5912 { - (1 5 2 8 6 3) list:firstRest (1 (5 2 8 6 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8 6 3). -} - -_:bng_5913 { - (4 1) :attack3 (1 5 2 8 6 3). -} - -_:bng_5914 { - [] rdf:value 4; :attack (1 5 2 8 6 3). -} - -_:bng_5915 { - (5 2 8 6 3) list:firstRest (5 (2 8 6 3)). - (5 2) math:sum 7. -} - -_:bng_5916 { - (7 2) :attack3 (5 2 8 6 3). -} - -_:bng_5917 { - (1 5 2 8 6 3) list:firstRest (1 (5 2 8 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8 6 3). -} - -_:bng_5918 { - (7 1) :attack3 (1 5 2 8 6 3). -} - -_:bng_5919 { - [] rdf:value 7; :attack (1 5 2 8 6 3). -} - -_:bng_5920 { - (5 2 8 6 3) list:firstRest (5 (2 8 6 3)). - (5 1) math:difference 4. -} - -_:bng_5921 { - (4 1) :attack3 (5 2 8 6 3). -} - -_:bng_5922 { - [] rdf:value 4; :attack (5 2 8 6 3). -} - -_:bng_5923 { - (5 2 8 6 3) list:firstRest (5 (2 8 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 6 3). -} - -_:bng_5924 { - (1 2) :attack3 (5 2 8 6 3). -} - -_:bng_5925 { - (7 5 2 8 6 3) list:firstRest (7 (5 2 8 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 8 6 3). -} - -_:bng_5926 { - (1 1) :attack3 (7 5 2 8 6 3). -} - -_:bng_5927 { - [] rdf:value 1; :attack (7 5 2 8 6 3). -} - -_:bng_5928 { - (7 5 2 8 6 3) list:firstRest (7 (5 2 8 6 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8 6 3). -} - -_:bng_5929 { - (4 1) :attack3 (7 5 2 8 6 3). -} - -_:bng_5930 { - [] rdf:value 4; :attack (7 5 2 8 6 3). -} - -_:bng_5931 { - (2 8 6 3) list:firstRest (2 (8 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 6 3). -} - -_:bng_5932 { - (7 1) :attack3 (2 8 6 3). -} - -_:bng_5933 { - [] rdf:value 7; :attack (2 8 6 3). -} - -_:bng_5934 { - (8 6 3) list:firstRest (8 (6 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3). -} - -_:bng_5935 { - (4 1) :attack3 (8 6 3). -} - -_:bng_5936 { - [] rdf:value 4; :attack (8 6 3). -} - -_:bng_5937 { - (1 5 8 6 3) list:firstRest (1 (5 8 6 3)). - (1 1) math:sum 2. -} - -_:bng_5938 { - (2 1) :attack3 (1 5 8 6 3). -} - -_:bng_5939 { - [] rdf:value 2; :attack (1 5 8 6 3). -} - -_:bng_5940 { - (5 8 6 3) list:firstRest (5 (8 6 3)). - (5 3) math:difference 2. -} - -_:bng_5941 { - (2 3) :attack3 (5 8 6 3). -} - -_:bng_5942 { - (1 5 8 6 3) list:firstRest (1 (5 8 6 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 6 3). -} - -_:bng_5943 { - (2 2) :attack3 (1 5 8 6 3). -} - -_:bng_5944 { - (4 1 5 8 6 3) list:firstRest (4 (1 5 8 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5 8 6 3). -} - -_:bng_5945 { - (2 1) :attack3 (4 1 5 8 6 3). -} - -_:bng_5946 { - [] rdf:value 2; :attack (4 1 5 8 6 3). -} - -_:bng_5947 { - (4 1 5 8 6 3) list:firstRest (4 (1 5 8 6 3)). - (4 2) math:difference 2. -} - -_:bng_5948 { - (2 2) :attack3 (4 1 5 8 6 3). -} - -_:bng_5949 { - (7 4 1 5 8 6 3) list:firstRest (7 (4 1 5 8 6 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 5 8 6 3). -} - -_:bng_5950 { - (2 1) :attack3 (7 4 1 5 8 6 3). -} - -_:bng_5951 { - [] rdf:value 2; :attack (7 4 1 5 8 6 3). -} - -_:bng_5952 { - (5 8 6 3) list:firstRest (5 (8 6 3)). - (5 2) math:sum 7. -} - -_:bng_5953 { - (7 2) :attack3 (5 8 6 3). -} - -_:bng_5954 { - (1 5 8 6 3) list:firstRest (1 (5 8 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6 3). -} - -_:bng_5955 { - (7 1) :attack3 (1 5 8 6 3). -} - -_:bng_5956 { - [] rdf:value 7; :attack (1 5 8 6 3). -} - -_:bng_5957 { - (2 5 8 6 3) list:firstRest (2 (5 8 6 3)). - (2 1) math:difference 1. -} - -_:bng_5958 { - (1 1) :attack3 (2 5 8 6 3). -} - -_:bng_5959 { - [] rdf:value 1; :attack (2 5 8 6 3). -} - -_:bng_5960 { - (5 8 6 3) list:firstRest (5 (8 6 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6 3). -} - -_:bng_5961 { - (1 3) :attack3 (5 8 6 3). -} - -_:bng_5962 { - (2 5 8 6 3) list:firstRest (2 (5 8 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 8 6 3). -} - -_:bng_5963 { - (1 2) :attack3 (2 5 8 6 3). -} - -_:bng_5964 { - (4 2 5 8 6 3) list:firstRest (4 (2 5 8 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 5 8 6 3). -} - -_:bng_5965 { - (1 1) :attack3 (4 2 5 8 6 3). -} - -_:bng_5966 { - [] rdf:value 1; :attack (4 2 5 8 6 3). -} - -_:bng_5967 { - (5 8 6 3) list:firstRest (5 (8 6 3)). - (5 4) math:difference 1. -} - -_:bng_5968 { - (1 4) :attack3 (5 8 6 3). -} - -_:bng_5969 { - (2 5 8 6 3) list:firstRest (2 (5 8 6 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 8 6 3). -} - -_:bng_5970 { - (1 3) :attack3 (2 5 8 6 3). -} - -_:bng_5971 { - (4 2 5 8 6 3) list:firstRest (4 (2 5 8 6 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 8 6 3). -} - -_:bng_5972 { - (1 2) :attack3 (4 2 5 8 6 3). -} - -_:bng_5973 { - (7 4 2 5 8 6 3) list:firstRest (7 (4 2 5 8 6 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 5 8 6 3). -} - -_:bng_5974 { - (1 1) :attack3 (7 4 2 5 8 6 3). -} - -_:bng_5975 { - [] rdf:value 1; :attack (7 4 2 5 8 6 3). -} - -_:bng_5976 { - (2 5 8 6 3) list:firstRest (2 (5 8 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6 3). -} - -_:bng_5977 { - (7 1) :attack3 (2 5 8 6 3). -} - -_:bng_5978 { - [] rdf:value 7; :attack (2 5 8 6 3). -} - -_:bng_5979 { - (5 8 6 3) list:firstRest (5 (8 6 3)). - (5 1) math:difference 4. -} - -_:bng_5980 { - (4 1) :attack3 (5 8 6 3). -} - -_:bng_5981 { - [] rdf:value 4; :attack (5 8 6 3). -} - -_:bng_5982 { - (5 8 6 3) list:firstRest (5 (8 6 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 6 3). -} - -_:bng_5983 { - (7 1) :attack3 (5 8 6 3). -} - -_:bng_5984 { - [] rdf:value 7; :attack (5 8 6 3). -} - -_:bng_5985 { - (8 6 3) list:firstRest (8 (6 3)). - (8 1) math:difference 7. -} - -_:bng_5986 { - (7 1) :attack3 (8 6 3). -} - -_:bng_5987 { - [] rdf:value 7; :attack (8 6 3). -} - -_:bng_5988 { - (7 3) list:firstRest (7 (3)). - (1 1) math:sum 2 . - (1 2) :attack3 (3). -} - -_:bng_5989 { - (1 1) :attack3 (7 3). -} - -_:bng_5990 { - [] rdf:value 1; :attack (7 3). -} - -_:bng_5991 { - (2 7 3) list:firstRest (2 (7 3)). - (2 1) math:difference 1. -} - -_:bng_5992 { - (1 1) :attack3 (2 7 3). -} - -_:bng_5993 { - [] rdf:value 1; :attack (2 7 3). -} - -_:bng_5994 { - (2 7 3) list:firstRest (2 (7 3)). - (2 3) math:sum 5. -} - -_:bng_5995 { - (5 3) :attack3 (2 7 3). -} - -_:bng_5996 { - (4 2 7 3) list:firstRest (4 (2 7 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7 3). -} - -_:bng_5997 { - (5 2) :attack3 (4 2 7 3). -} - -_:bng_5998 { - (1 4 2 7 3) list:firstRest (1 (4 2 7 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 7 3). -} - -_:bng_5999 { - (5 1) :attack3 (1 4 2 7 3). -} - -_:bng_6000 { - [] rdf:value 5; :attack (1 4 2 7 3). -} - -_:bng_6001 { - (4 2 7 3) list:firstRest (4 (2 7 3)). - (4 2) math:sum 6. -} - -_:bng_6002 { - (6 2) :attack3 (4 2 7 3). -} - -_:bng_6003 { - (1 4 2 7 3) list:firstRest (1 (4 2 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 7 3). -} - -_:bng_6004 { - (6 1) :attack3 (1 4 2 7 3). -} - -_:bng_6005 { - [] rdf:value 6; :attack (1 4 2 7 3). -} - -_:bng_6006 { - (7 3) list:firstRest (7 (3)). - (4 1) math:sum 5 . - (8 5) :attack3 (3). -} - -_:bng_6007 { - (8 4) :attack3 (7 3). -} - -_:bng_6008 { - (2 7 3) list:firstRest (2 (7 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (7 3). -} - -_:bng_6009 { - (8 3) :attack3 (2 7 3). -} - -_:bng_6010 { - (4 2 7 3) list:firstRest (4 (2 7 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 7 3). -} - -_:bng_6011 { - (8 2) :attack3 (4 2 7 3). -} - -_:bng_6012 { - (1 4 2 7 3) list:firstRest (1 (4 2 7 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 2 7 3). -} - -_:bng_6013 { - (8 1) :attack3 (1 4 2 7 3). -} - -_:bng_6014 { - [] rdf:value 8; :attack (1 4 2 7 3). -} - -_:bng_6015 { - (4 2 7 3) list:firstRest (4 (2 7 3)). - (4 1) math:sum 5. -} - -_:bng_6016 { - (5 1) :attack3 (4 2 7 3). -} - -_:bng_6017 { - [] rdf:value 5; :attack (4 2 7 3). -} - -_:bng_6018 { - (4 2 7 3) list:firstRest (4 (2 7 3)). - (4 4) math:sum 8. -} - -_:bng_6019 { - (8 4) :attack3 (4 2 7 3). -} - -_:bng_6020 { - (6 4 2 7 3) list:firstRest (6 (4 2 7 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 2 7 3). -} - -_:bng_6021 { - (8 3) :attack3 (6 4 2 7 3). -} - -_:bng_6022 { - (1 6 4 2 7 3) list:firstRest (1 (6 4 2 7 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4 2 7 3). -} - -_:bng_6023 { - (8 2) :attack3 (1 6 4 2 7 3). -} - -_:bng_6024 { - (5 1 6 4 2 7 3) list:firstRest (5 (1 6 4 2 7 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4 2 7 3). -} - -_:bng_6025 { - (8 1) :attack3 (5 1 6 4 2 7 3). -} - -_:bng_6026 { - [] rdf:value 8; :attack (5 1 6 4 2 7 3). -} - -_:bng_6027 { - (6 4 2 7 3) list:firstRest (6 (4 2 7 3)). - (6 2) math:sum 8. -} - -_:bng_6028 { - (8 2) :attack3 (6 4 2 7 3). -} - -_:bng_6029 { - (1 6 4 2 7 3) list:firstRest (1 (6 4 2 7 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 2 7 3). -} - -_:bng_6030 { - (8 1) :attack3 (1 6 4 2 7 3). -} - -_:bng_6031 { - [] rdf:value 8; :attack (1 6 4 2 7 3). -} - -_:bng_6032 { - (6 4 2 7 3) list:firstRest (6 (4 2 7 3)). - (6 1) math:difference 5. -} - -_:bng_6033 { - (5 1) :attack3 (6 4 2 7 3). -} - -_:bng_6034 { - [] rdf:value 5; :attack (6 4 2 7 3). -} - -_:bng_6035 { - (6 4 2 7 3) list:firstRest (6 (4 2 7 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 2 7 3). -} - -_:bng_6036 { - (8 1) :attack3 (6 4 2 7 3). -} - -_:bng_6037 { - [] rdf:value 8; :attack (6 4 2 7 3). -} - -_:bng_6038 { - (5 1 8 4 2 7 3) list:firstRest (5 (1 8 4 2 7 3)). - (5 1) math:sum 6. -} - -_:bng_6039 { - (6 1) :attack3 (5 1 8 4 2 7 3). -} - -_:bng_6040 { - [] rdf:value 6; :attack (5 1 8 4 2 7 3). -} - -_:bng_6041 { - (8 4 2 7 3) list:firstRest (8 (4 2 7 3)). - (8 2) math:difference 6. -} - -_:bng_6042 { - (6 2) :attack3 (8 4 2 7 3). -} - -_:bng_6043 { - (1 8 4 2 7 3) list:firstRest (1 (8 4 2 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 2 7 3). -} - -_:bng_6044 { - (6 1) :attack3 (1 8 4 2 7 3). -} - -_:bng_6045 { - [] rdf:value 6; :attack (1 8 4 2 7 3). -} - -_:bng_6046 { - (8 4 2 7 3) list:firstRest (8 (4 2 7 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 7 3). -} - -_:bng_6047 { - (5 1) :attack3 (8 4 2 7 3). -} - -_:bng_6048 { - [] rdf:value 5; :attack (8 4 2 7 3). -} - -_:bng_6049 { - (8 4 2 7 3) list:firstRest (8 (4 2 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 7 3). -} - -_:bng_6050 { - (6 1) :attack3 (8 4 2 7 3). -} - -_:bng_6051 { - [] rdf:value 6; :attack (8 4 2 7 3). -} - -_:bng_6052 { - (7 3) list:firstRest (7 (3)). - (7 2) math:difference 5. -} - -_:bng_6053 { - (5 2) :attack3 (7 3). -} - -_:bng_6054 { - (2 7 3) list:firstRest (2 (7 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 3). -} - -_:bng_6055 { - (5 1) :attack3 (2 7 3). -} - -_:bng_6056 { - [] rdf:value 5; :attack (2 7 3). -} - -_:bng_6057 { - (7 3) list:firstRest (7 (3)). - (2 1) math:sum 3 . - (6 3) :attack3 (3). -} - -_:bng_6058 { - (6 2) :attack3 (7 3). -} - -_:bng_6059 { - (2 7 3) list:firstRest (2 (7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3). -} - -_:bng_6060 { - (6 1) :attack3 (2 7 3). -} - -_:bng_6061 { - [] rdf:value 6; :attack (2 7 3). -} - -_:bng_6062 { - (4 1 8 2 7 3) list:firstRest (4 (1 8 2 7 3)). - (4 1) math:sum 5. -} - -_:bng_6063 { - (5 1) :attack3 (4 1 8 2 7 3). -} - -_:bng_6064 { - [] rdf:value 5; :attack (4 1 8 2 7 3). -} - -_:bng_6065 { - (2 7 3) list:firstRest (2 (7 3)). - (2 4) math:sum 6. -} - -_:bng_6066 { - (6 4) :attack3 (2 7 3). -} - -_:bng_6067 { - (8 2 7 3) list:firstRest (8 (2 7 3)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 7 3). -} - -_:bng_6068 { - (6 3) :attack3 (8 2 7 3). -} - -_:bng_6069 { - (1 8 2 7 3) list:firstRest (1 (8 2 7 3)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 7 3). -} - -_:bng_6070 { - (6 2) :attack3 (1 8 2 7 3). -} - -_:bng_6071 { - (4 1 8 2 7 3) list:firstRest (4 (1 8 2 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2 7 3). -} - -_:bng_6072 { - (6 1) :attack3 (4 1 8 2 7 3). -} - -_:bng_6073 { - [] rdf:value 6; :attack (4 1 8 2 7 3). -} - -_:bng_6074 { - (8 2 7 3) list:firstRest (8 (2 7 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7 3). -} - -_:bng_6075 { - (5 2) :attack3 (8 2 7 3). -} - -_:bng_6076 { - (1 8 2 7 3) list:firstRest (1 (8 2 7 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 7 3). -} - -_:bng_6077 { - (5 1) :attack3 (1 8 2 7 3). -} - -_:bng_6078 { - [] rdf:value 5; :attack (1 8 2 7 3). -} - -_:bng_6079 { - (8 2 7 3) list:firstRest (8 (2 7 3)). - (8 2) math:difference 6. -} - -_:bng_6080 { - (6 2) :attack3 (8 2 7 3). -} - -_:bng_6081 { - (1 8 2 7 3) list:firstRest (1 (8 2 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 7 3). -} - -_:bng_6082 { - (6 1) :attack3 (1 8 2 7 3). -} - -_:bng_6083 { - [] rdf:value 6; :attack (1 8 2 7 3). -} - -_:bng_6084 { - (2 7 3) list:firstRest (2 (7 3)). - (2 2) math:sum 4. -} - -_:bng_6085 { - (4 2) :attack3 (2 7 3). -} - -_:bng_6086 { - (8 2 7 3) list:firstRest (8 (2 7 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 3). -} - -_:bng_6087 { - (4 1) :attack3 (8 2 7 3). -} - -_:bng_6088 { - [] rdf:value 4; :attack (8 2 7 3). -} - -_:bng_6089 { - (6) list:select (6 ()). - (_:bng_17809 false true) log:ifThenElseIn (() 1). - (6 4 1 5 8 2 7 3) list:firstRest (6 (4 1 5 8 2 7 3)). - (() (6 4 1 5 8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6090 { - ((6) (4 1 5 8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6091 { - (4 6) list:select (4 (6)). - (_:bng_17810 false true) log:ifThenElseIn (() 1). - (4 1 5 8 2 7 3) list:firstRest (4 (1 5 8 2 7 3)). - ((6) (4 1 5 8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6092 { - ((4 6) (1 5 8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6093 { - (1 4 6) list:select (1 (4 6)). - (_:bng_17811 false true) log:ifThenElseIn (() 1). - (1 5 8 2 7 3) list:firstRest (1 (5 8 2 7 3)). - ((4 6) (1 5 8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6094 { - ((1 4 6) (5 8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6095 { - (1 4 5 6) list:select (5 (1 4 6)). - (_:bng_17812 false true) log:ifThenElseIn (() 1). - (5 8 2 7 3) list:firstRest (5 (8 2 7 3)). - ((1 4 6) (5 8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6096 { - ((1 4 5 6) (8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6097 { - (1 4 5 6 8) list:select (8 (1 4 5 6)). - (_:bng_17813 false true) log:ifThenElseIn (() 1). - (8 2 7 3) list:firstRest (8 (2 7 3)). - ((1 4 5 6) (8 2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6098 { - ((1 4 5 6 8) (2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6099 { - (1 2 4 5 6 8) list:select (2 (1 4 5 6 8)). - (_:bng_17814 false true) log:ifThenElseIn (() 1). - (2 7 3) list:firstRest (2 (7 3)). - ((1 4 5 6 8) (2 7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6100 { - ((1 2 4 5 6 8) (7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6101 { - (1 2 4 5 6 7 8) list:select (7 (1 2 4 5 6 8)). - (_:bng_17815 false true) log:ifThenElseIn (() 1). - (7 3) list:firstRest (7 (3)). - ((1 2 4 5 6 8) (7 3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6102 { - ((1 2 4 5 6 7 8) (3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6103 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6104 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6105 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 4 1 5 8 2 7 3). -} - -_:bng_6106 { - [] rdf:value 8; :queens (6 4 1 5 8 2 7 3). -} - -_:bng_6107 { - (5 8 2 7 3) list:firstRest (5 (8 2 7 3)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 7 3). -} - -_:bng_6108 { - (6 2) :attack3 (5 8 2 7 3). -} - -_:bng_6109 { - (1 5 8 2 7 3) list:firstRest (1 (5 8 2 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2 7 3). -} - -_:bng_6110 { - (6 1) :attack3 (1 5 8 2 7 3). -} - -_:bng_6111 { - [] rdf:value 6; :attack (1 5 8 2 7 3). -} - -_:bng_6112 { - (5 8 2 7 3) list:firstRest (5 (8 2 7 3)). - (5 1) math:difference 4. -} - -_:bng_6113 { - (4 1) :attack3 (5 8 2 7 3). -} - -_:bng_6114 { - [] rdf:value 4; :attack (5 8 2 7 3). -} - -_:bng_6115 { - (5 8 2 7 3) list:firstRest (5 (8 2 7 3)). - (5 1) math:sum 6. -} - -_:bng_6116 { - (6 1) :attack3 (5 8 2 7 3). -} - -_:bng_6117 { - [] rdf:value 6; :attack (5 8 2 7 3). -} - -_:bng_6118 { - (6 8 2 7 3) list:firstRest (6 (8 2 7 3)). - (6 2) math:difference 4. -} - -_:bng_6119 { - (4 2) :attack3 (6 8 2 7 3). -} - -_:bng_6120 { - (1 6 8 2 7 3) list:firstRest (1 (6 8 2 7 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 2 7 3). -} - -_:bng_6121 { - (4 1) :attack3 (1 6 8 2 7 3). -} - -_:bng_6122 { - [] rdf:value 4; :attack (1 6 8 2 7 3). -} - -_:bng_6123 { - (8 2 7 3) list:firstRest (8 (2 7 3)). - (8 3) math:difference 5. -} - -_:bng_6124 { - (5 3) :attack3 (8 2 7 3). -} - -_:bng_6125 { - (6 8 2 7 3) list:firstRest (6 (8 2 7 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 2 7 3). -} - -_:bng_6126 { - (5 2) :attack3 (6 8 2 7 3). -} - -_:bng_6127 { - (1 6 8 2 7 3) list:firstRest (1 (6 8 2 7 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2 7 3). -} - -_:bng_6128 { - (5 1) :attack3 (1 6 8 2 7 3). -} - -_:bng_6129 { - [] rdf:value 5; :attack (1 6 8 2 7 3). -} - -_:bng_6130 { - (5) list:select (5 ()). - (_:bng_17816 false true) log:ifThenElseIn (() 1). - (5 1 4 6 8 2 7 3) list:firstRest (5 (1 4 6 8 2 7 3)). - (() (5 1 4 6 8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6131 { - ((5) (1 4 6 8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6132 { - (1 5) list:select (1 (5)). - (_:bng_17817 false true) log:ifThenElseIn (() 1). - (1 4 6 8 2 7 3) list:firstRest (1 (4 6 8 2 7 3)). - ((5) (1 4 6 8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6133 { - ((1 5) (4 6 8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6134 { - (1 4 5) list:select (4 (1 5)). - (_:bng_17818 false true) log:ifThenElseIn (() 1). - (4 6 8 2 7 3) list:firstRest (4 (6 8 2 7 3)). - ((1 5) (4 6 8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6135 { - ((1 4 5) (6 8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6136 { - (1 4 5 6) list:select (6 (1 4 5)). - (_:bng_17819 false true) log:ifThenElseIn (() 1). - (6 8 2 7 3) list:firstRest (6 (8 2 7 3)). - ((1 4 5) (6 8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6137 { - ((1 4 5 6) (8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6138 { - (1 4 5 6 8) list:select (8 (1 4 5 6)). - (_:bng_17813 false true) log:ifThenElseIn (() 1). - (8 2 7 3) list:firstRest (8 (2 7 3)). - ((1 4 5 6) (8 2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6139 { - ((1 4 5 6 8) (2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6140 { - (1 2 4 5 6 8) list:select (2 (1 4 5 6 8)). - (_:bng_17814 false true) log:ifThenElseIn (() 1). - (2 7 3) list:firstRest (2 (7 3)). - ((1 4 5 6 8) (2 7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6141 { - ((1 2 4 5 6 8) (7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6142 { - (1 2 4 5 6 7 8) list:select (7 (1 2 4 5 6 8)). - (_:bng_17815 false true) log:ifThenElseIn (() 1). - (7 3) list:firstRest (7 (3)). - ((1 2 4 5 6 8) (7 3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6143 { - ((1 2 4 5 6 7 8) (3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6144 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6145 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6146 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 1 4 6 8 2 7 3). -} - -_:bng_6147 { - [] rdf:value 8; :queens (5 1 4 6 8 2 7 3). -} - -_:bng_6148 { - (4 6 8 2 7 3) list:firstRest (4 (6 8 2 7 3)). - (4 1) math:sum 5. -} - -_:bng_6149 { - (5 1) :attack3 (4 6 8 2 7 3). -} - -_:bng_6150 { - [] rdf:value 5; :attack (4 6 8 2 7 3). -} - -_:bng_6151 { - (6 8 2 7 3) list:firstRest (6 (8 2 7 3)). - (6 1) math:difference 5. -} - -_:bng_6152 { - (5 1) :attack3 (6 8 2 7 3). -} - -_:bng_6153 { - [] rdf:value 5; :attack (6 8 2 7 3). -} - -_:bng_6154 { - (1 4 7 3) list:firstRest (1 (4 7 3)). - (1 1) math:sum 2. -} - -_:bng_6155 { - (2 1) :attack3 (1 4 7 3). -} - -_:bng_6156 { - [] rdf:value 2; :attack (1 4 7 3). -} - -_:bng_6157 { - (5 1 4 7 3) list:firstRest (5 (1 4 7 3)). - (5 3) math:sum 8. -} - -_:bng_6158 { - (8 3) :attack3 (5 1 4 7 3). -} - -_:bng_6159 { - (2 5 1 4 7 3) list:firstRest (2 (5 1 4 7 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 1 4 7 3). -} - -_:bng_6160 { - (8 2) :attack3 (2 5 1 4 7 3). -} - -_:bng_6161 { - (6 2 5 1 4 7 3) list:firstRest (6 (2 5 1 4 7 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 1 4 7 3). -} - -_:bng_6162 { - (8 1) :attack3 (6 2 5 1 4 7 3). -} - -_:bng_6163 { - [] rdf:value 8; :attack (6 2 5 1 4 7 3). -} - -_:bng_6164 { - (4 7 3) list:firstRest (4 (7 3)). - (4 4) math:sum 8. -} - -_:bng_6165 { - (8 4) :attack3 (4 7 3). -} - -_:bng_6166 { - (1 4 7 3) list:firstRest (1 (4 7 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 7 3). -} - -_:bng_6167 { - (8 3) :attack3 (1 4 7 3). -} - -_:bng_6168 { - (5 1 4 7 3) list:firstRest (5 (1 4 7 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 7 3). -} - -_:bng_6169 { - (8 2) :attack3 (5 1 4 7 3). -} - -_:bng_6170 { - (2 5 1 4 7 3) list:firstRest (2 (5 1 4 7 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 1 4 7 3). -} - -_:bng_6171 { - (8 1) :attack3 (2 5 1 4 7 3). -} - -_:bng_6172 { - [] rdf:value 8; :attack (2 5 1 4 7 3). -} - -_:bng_6173 { - (5 1 4 7 3) list:firstRest (5 (1 4 7 3)). - (5 1) math:sum 6. -} - -_:bng_6174 { - (6 1) :attack3 (5 1 4 7 3). -} - -_:bng_6175 { - [] rdf:value 6; :attack (5 1 4 7 3). -} - -_:bng_6176 { - (4 7 3) list:firstRest (4 (7 3)). - (3 1) math:sum 4 . - (8 4) :attack3 (7 3). -} - -_:bng_6177 { - (8 3) :attack3 (4 7 3). -} - -_:bng_6178 { - (1 4 7 3) list:firstRest (1 (4 7 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 7 3). -} - -_:bng_6179 { - (8 2) :attack3 (1 4 7 3). -} - -_:bng_6180 { - (5 1 4 7 3) list:firstRest (5 (1 4 7 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 4 7 3). -} - -_:bng_6181 { - (8 1) :attack3 (5 1 4 7 3). -} - -_:bng_6182 { - [] rdf:value 8; :attack (5 1 4 7 3). -} - -_:bng_6183 { - (4 7 3) list:firstRest (4 (7 3)). - (4 2) math:sum 6. -} - -_:bng_6184 { - (6 2) :attack3 (4 7 3). -} - -_:bng_6185 { - (1 4 7 3) list:firstRest (1 (4 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 3). -} - -_:bng_6186 { - (6 1) :attack3 (1 4 7 3). -} - -_:bng_6187 { - [] rdf:value 6; :attack (1 4 7 3). -} - -_:bng_6188 { - (5 2 8 1 4 7 3) list:firstRest (5 (2 8 1 4 7 3)). - (5 1) math:sum 6. -} - -_:bng_6189 { - (6 1) :attack3 (5 2 8 1 4 7 3). -} - -_:bng_6190 { - [] rdf:value 6; :attack (5 2 8 1 4 7 3). -} - -_:bng_6191 { - (8 1 4 7 3) list:firstRest (8 (1 4 7 3)). - (8 2) math:difference 6. -} - -_:bng_6192 { - (6 2) :attack3 (8 1 4 7 3). -} - -_:bng_6193 { - (2 8 1 4 7 3) list:firstRest (2 (8 1 4 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 4 7 3). -} - -_:bng_6194 { - (6 1) :attack3 (2 8 1 4 7 3). -} - -_:bng_6195 { - [] rdf:value 6; :attack (2 8 1 4 7 3). -} - -_:bng_6196 { - (7 3) list:firstRest (7 (3)). - (7 5) math:difference 2. -} - -_:bng_6197 { - (2 5) :attack3 (7 3). -} - -_:bng_6198 { - (4 7 3) list:firstRest (4 (7 3)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 3). -} - -_:bng_6199 { - (2 4) :attack3 (4 7 3). -} - -_:bng_6200 { - (1 4 7 3) list:firstRest (1 (4 7 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7 3). -} - -_:bng_6201 { - (2 3) :attack3 (1 4 7 3). -} - -_:bng_6202 { - (8 1 4 7 3) list:firstRest (8 (1 4 7 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 7 3). -} - -_:bng_6203 { - (2 2) :attack3 (8 1 4 7 3). -} - -_:bng_6204 { - (5 8 1 4 7 3) list:firstRest (5 (8 1 4 7 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 4 7 3). -} - -_:bng_6205 { - (2 1) :attack3 (5 8 1 4 7 3). -} - -_:bng_6206 { - [] rdf:value 2; :attack (5 8 1 4 7 3). -} - -_:bng_6207 { - (5 8 1 4 7 3) list:firstRest (5 (8 1 4 7 3)). - (5 1) math:sum 6. -} - -_:bng_6208 { - (6 1) :attack3 (5 8 1 4 7 3). -} - -_:bng_6209 { - [] rdf:value 6; :attack (5 8 1 4 7 3). -} - -_:bng_6210 { - (6 8 1 4 7 3) list:firstRest (6 (8 1 4 7 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 4 7 3). -} - -_:bng_6211 { - (2 1) :attack3 (6 8 1 4 7 3). -} - -_:bng_6212 { - [] rdf:value 2; :attack (6 8 1 4 7 3). -} - -_:bng_6213 { - (6 8 1 4 7 3) list:firstRest (6 (8 1 4 7 3)). - (6 1) math:difference 5. -} - -_:bng_6214 { - (5 1) :attack3 (6 8 1 4 7 3). -} - -_:bng_6215 { - [] rdf:value 5; :attack (6 8 1 4 7 3). -} - -_:bng_6216 { - (2 4 7 3) list:firstRest (2 (4 7 3)). - (2 1) math:difference 1. -} - -_:bng_6217 { - (1 1) :attack3 (2 4 7 3). -} - -_:bng_6218 { - [] rdf:value 1; :attack (2 4 7 3). -} - -_:bng_6219 { - (4 7 3) list:firstRest (4 (7 3)). - (4 3) math:difference 1. -} - -_:bng_6220 { - (1 3) :attack3 (4 7 3). -} - -_:bng_6221 { - (2 4 7 3) list:firstRest (2 (4 7 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7 3). -} - -_:bng_6222 { - (1 2) :attack3 (2 4 7 3). -} - -_:bng_6223 { - (5 2 4 7 3) list:firstRest (5 (2 4 7 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 7 3). -} - -_:bng_6224 { - (1 1) :attack3 (5 2 4 7 3). -} - -_:bng_6225 { - [] rdf:value 1; :attack (5 2 4 7 3). -} - -_:bng_6226 { - (5 2 4 7 3) list:firstRest (5 (2 4 7 3)). - (5 1) math:sum 6. -} - -_:bng_6227 { - (6 1) :attack3 (5 2 4 7 3). -} - -_:bng_6228 { - [] rdf:value 6; :attack (5 2 4 7 3). -} - -_:bng_6229 { - (2 4 7 3) list:firstRest (2 (4 7 3)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 7 3). -} - -_:bng_6230 { - (8 2) :attack3 (2 4 7 3). -} - -_:bng_6231 { - (5 2 4 7 3) list:firstRest (5 (2 4 7 3)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 4 7 3). -} - -_:bng_6232 { - (8 1) :attack3 (5 2 4 7 3). -} - -_:bng_6233 { - [] rdf:value 8; :attack (5 2 4 7 3). -} - -_:bng_6234 { - (2 4 7 3) list:firstRest (2 (4 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 3). -} - -_:bng_6235 { - (6 1) :attack3 (2 4 7 3). -} - -_:bng_6236 { - [] rdf:value 6; :attack (2 4 7 3). -} - -_:bng_6237 { - (8 2 4 7 3) list:firstRest (8 (2 4 7 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 7 3). -} - -_:bng_6238 { - (1 1) :attack3 (8 2 4 7 3). -} - -_:bng_6239 { - [] rdf:value 1; :attack (8 2 4 7 3). -} - -_:bng_6240 { - (2 4 7 3) list:firstRest (2 (4 7 3)). - (2 4) math:sum 6. -} - -_:bng_6241 { - (6 4) :attack3 (2 4 7 3). -} - -_:bng_6242 { - (8 2 4 7 3) list:firstRest (8 (2 4 7 3)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 4 7 3). -} - -_:bng_6243 { - (6 3) :attack3 (8 2 4 7 3). -} - -_:bng_6244 { - (5 8 2 4 7 3) list:firstRest (5 (8 2 4 7 3)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 4 7 3). -} - -_:bng_6245 { - (6 2) :attack3 (5 8 2 4 7 3). -} - -_:bng_6246 { - (1 5 8 2 4 7 3) list:firstRest (1 (5 8 2 4 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2 4 7 3). -} - -_:bng_6247 { - (6 1) :attack3 (1 5 8 2 4 7 3). -} - -_:bng_6248 { - [] rdf:value 6; :attack (1 5 8 2 4 7 3). -} - -_:bng_6249 { - (5 8 2 4 7 3) list:firstRest (5 (8 2 4 7 3)). - (5 1) math:sum 6. -} - -_:bng_6250 { - (6 1) :attack3 (5 8 2 4 7 3). -} - -_:bng_6251 { - [] rdf:value 6; :attack (5 8 2 4 7 3). -} - -_:bng_6252 { - (8 2 4 7 3) list:firstRest (8 (2 4 7 3)). - (8 3) math:difference 5. -} - -_:bng_6253 { - (5 3) :attack3 (8 2 4 7 3). -} - -_:bng_6254 { - (6 8 2 4 7 3) list:firstRest (6 (8 2 4 7 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 2 4 7 3). -} - -_:bng_6255 { - (5 2) :attack3 (6 8 2 4 7 3). -} - -_:bng_6256 { - (1 6 8 2 4 7 3) list:firstRest (1 (6 8 2 4 7 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2 4 7 3). -} - -_:bng_6257 { - (5 1) :attack3 (1 6 8 2 4 7 3). -} - -_:bng_6258 { - [] rdf:value 5; :attack (1 6 8 2 4 7 3). -} - -_:bng_6259 { - (6 8 2 4 7 3) list:firstRest (6 (8 2 4 7 3)). - (6 1) math:difference 5. -} - -_:bng_6260 { - (5 1) :attack3 (6 8 2 4 7 3). -} - -_:bng_6261 { - [] rdf:value 5; :attack (6 8 2 4 7 3). -} - -_:bng_6262 { - (4 7 3) list:firstRest (4 (7 3)). - (4 1) math:sum 5. -} - -_:bng_6263 { - (5 1) :attack3 (4 7 3). -} - -_:bng_6264 { - [] rdf:value 5; :attack (4 7 3). -} - -_:bng_6265 { - (4 7 3) list:firstRest (4 (7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3). -} - -_:bng_6266 { - (6 1) :attack3 (4 7 3). -} - -_:bng_6267 { - [] rdf:value 6; :attack (4 7 3). -} - -_:bng_6268 { - (1 8 4 7 3) list:firstRest (1 (8 4 7 3)). - (1 1) math:sum 2. -} - -_:bng_6269 { - (2 1) :attack3 (1 8 4 7 3). -} - -_:bng_6270 { - [] rdf:value 2; :attack (1 8 4 7 3). -} - -_:bng_6271 { - (8 4 7 3) list:firstRest (8 (4 7 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7 3). -} - -_:bng_6272 { - (2 3) :attack3 (8 4 7 3). -} - -_:bng_6273 { - (1 8 4 7 3) list:firstRest (1 (8 4 7 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 4 7 3). -} - -_:bng_6274 { - (2 2) :attack3 (1 8 4 7 3). -} - -_:bng_6275 { - (5 1 8 4 7 3) list:firstRest (5 (1 8 4 7 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 4 7 3). -} - -_:bng_6276 { - (2 1) :attack3 (5 1 8 4 7 3). -} - -_:bng_6277 { - [] rdf:value 2; :attack (5 1 8 4 7 3). -} - -_:bng_6278 { - (5 1 8 4 7 3) list:firstRest (5 (1 8 4 7 3)). - (5 1) math:sum 6. -} - -_:bng_6279 { - (6 1) :attack3 (5 1 8 4 7 3). -} - -_:bng_6280 { - [] rdf:value 6; :attack (5 1 8 4 7 3). -} - -_:bng_6281 { - (8 4 7 3) list:firstRest (8 (4 7 3)). - (8 2) math:difference 6. -} - -_:bng_6282 { - (6 2) :attack3 (8 4 7 3). -} - -_:bng_6283 { - (1 8 4 7 3) list:firstRest (1 (8 4 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 7 3). -} - -_:bng_6284 { - (6 1) :attack3 (1 8 4 7 3). -} - -_:bng_6285 { - [] rdf:value 6; :attack (1 8 4 7 3). -} - -_:bng_6286 { - (4 7 3) list:firstRest (4 (7 3)). - (4 2) math:difference 2. -} - -_:bng_6287 { - (2 2) :attack3 (4 7 3). -} - -_:bng_6288 { - (8 4 7 3) list:firstRest (8 (4 7 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 3). -} - -_:bng_6289 { - (2 1) :attack3 (8 4 7 3). -} - -_:bng_6290 { - [] rdf:value 2; :attack (8 4 7 3). -} - -_:bng_6291 { - (8 4 7 3) list:firstRest (8 (4 7 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7 3). -} - -_:bng_6292 { - (1 2) :attack3 (8 4 7 3). -} - -_:bng_6293 { - (5 8 4 7 3) list:firstRest (5 (8 4 7 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 4 7 3). -} - -_:bng_6294 { - (1 1) :attack3 (5 8 4 7 3). -} - -_:bng_6295 { - [] rdf:value 1; :attack (5 8 4 7 3). -} - -_:bng_6296 { - (2 5 8 4 7 3) list:firstRest (2 (5 8 4 7 3)). - (2 1) math:difference 1. -} - -_:bng_6297 { - (1 1) :attack3 (2 5 8 4 7 3). -} - -_:bng_6298 { - [] rdf:value 1; :attack (2 5 8 4 7 3). -} - -_:bng_6299 { - (7 3) list:firstRest (7 (3)). - (7 6) math:difference 1. -} - -_:bng_6300 { - (1 6) :attack3 (7 3). -} - -_:bng_6301 { - (4 7 3) list:firstRest (4 (7 3)). - (5 1) math:sum 6 . - (1 6) :attack3 (7 3). -} - -_:bng_6302 { - (1 5) :attack3 (4 7 3). -} - -_:bng_6303 { - (8 4 7 3) list:firstRest (8 (4 7 3)). - (4 1) math:sum 5 . - (1 5) :attack3 (4 7 3). -} - -_:bng_6304 { - (1 4) :attack3 (8 4 7 3). -} - -_:bng_6305 { - (5 8 4 7 3) list:firstRest (5 (8 4 7 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 4 7 3). -} - -_:bng_6306 { - (1 3) :attack3 (5 8 4 7 3). -} - -_:bng_6307 { - (2 5 8 4 7 3) list:firstRest (2 (5 8 4 7 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 8 4 7 3). -} - -_:bng_6308 { - (1 2) :attack3 (2 5 8 4 7 3). -} - -_:bng_6309 { - (6 2 5 8 4 7 3) list:firstRest (6 (2 5 8 4 7 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 5 8 4 7 3). -} - -_:bng_6310 { - (1 1) :attack3 (6 2 5 8 4 7 3). -} - -_:bng_6311 { - [] rdf:value 1; :attack (6 2 5 8 4 7 3). -} - -_:bng_6312 { - (5 8 4 7 3) list:firstRest (5 (8 4 7 3)). - (5 1) math:sum 6. -} - -_:bng_6313 { - (6 1) :attack3 (5 8 4 7 3). -} - -_:bng_6314 { - [] rdf:value 6; :attack (5 8 4 7 3). -} - -_:bng_6315 { - (8 4 7 3) list:firstRest (8 (4 7 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 3). -} - -_:bng_6316 { - (6 1) :attack3 (8 4 7 3). -} - -_:bng_6317 { - [] rdf:value 6; :attack (8 4 7 3). -} - -_:bng_6318 { - (7 3) list:firstRest (7 (3)). - (1 1) math:sum 2 . - (5 2) :attack3 (3). -} - -_:bng_6319 { - (5 1) :attack3 (7 3). -} - -_:bng_6320 { - [] rdf:value 5; :attack (7 3). -} - -_:bng_6321 { - (7 3) list:firstRest (7 (3)). - (7 1) math:difference 6. -} - -_:bng_6322 { - (6 1) :attack3 (7 3). -} - -_:bng_6323 { - [] rdf:value 6; :attack (7 3). -} - -_:bng_6324 { - (7 3) list:firstRest (7 (3)). - (7 1) math:sum 8. -} - -_:bng_6325 { - (8 1) :attack3 (7 3). -} - -_:bng_6326 { - [] rdf:value 8; :attack (7 3). -} - -_:bng_6327 { - (8 3) list:firstRest (8 (3)). - (1 1) math:sum 2 . - (1 2) :attack3 (3). -} - -_:bng_6328 { - (1 1) :attack3 (8 3). -} - -_:bng_6329 { - [] rdf:value 1; :attack (8 3). -} - -_:bng_6330 { - (2 8 3) list:firstRest (2 (8 3)). - (2 1) math:difference 1. -} - -_:bng_6331 { - (1 1) :attack3 (2 8 3). -} - -_:bng_6332 { - [] rdf:value 1; :attack (2 8 3). -} - -_:bng_6333 { - (2 8 3) list:firstRest (2 (8 3)). - (2 3) math:sum 5. -} - -_:bng_6334 { - (5 3) :attack3 (2 8 3). -} - -_:bng_6335 { - (4 2 8 3) list:firstRest (4 (2 8 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 8 3). -} - -_:bng_6336 { - (5 2) :attack3 (4 2 8 3). -} - -_:bng_6337 { - (1 4 2 8 3) list:firstRest (1 (4 2 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8 3). -} - -_:bng_6338 { - (5 1) :attack3 (1 4 2 8 3). -} - -_:bng_6339 { - [] rdf:value 5; :attack (1 4 2 8 3). -} - -_:bng_6340 { - (4 2 8 3) list:firstRest (4 (2 8 3)). - (4 2) math:sum 6. -} - -_:bng_6341 { - (6 2) :attack3 (4 2 8 3). -} - -_:bng_6342 { - (1 4 2 8 3) list:firstRest (1 (4 2 8 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 8 3). -} - -_:bng_6343 { - (6 1) :attack3 (1 4 2 8 3). -} - -_:bng_6344 { - [] rdf:value 6; :attack (1 4 2 8 3). -} - -_:bng_6345 { - (5 7 1 4 2 8 3) list:firstRest (5 (7 1 4 2 8 3)). - (5 1) math:sum 6. -} - -_:bng_6346 { - (6 1) :attack3 (5 7 1 4 2 8 3). -} - -_:bng_6347 { - [] rdf:value 6; :attack (5 7 1 4 2 8 3). -} - -_:bng_6348 { - (7 1 4 2 8 3) list:firstRest (7 (1 4 2 8 3)). - (7 1) math:difference 6. -} - -_:bng_6349 { - (6 1) :attack3 (7 1 4 2 8 3). -} - -_:bng_6350 { - [] rdf:value 6; :attack (7 1 4 2 8 3). -} - -_:bng_6351 { - (4 2 8 3) list:firstRest (4 (2 8 3)). - (4 1) math:sum 5. -} - -_:bng_6352 { - (5 1) :attack3 (4 2 8 3). -} - -_:bng_6353 { - [] rdf:value 5; :attack (4 2 8 3). -} - -_:bng_6354 { - (2 8 3) list:firstRest (2 (8 3)). - (2 5) math:sum 7. -} - -_:bng_6355 { - (7 5) :attack3 (2 8 3). -} - -_:bng_6356 { - (4 2 8 3) list:firstRest (4 (2 8 3)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 8 3). -} - -_:bng_6357 { - (7 4) :attack3 (4 2 8 3). -} - -_:bng_6358 { - (6 4 2 8 3) list:firstRest (6 (4 2 8 3)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 2 8 3). -} - -_:bng_6359 { - (7 3) :attack3 (6 4 2 8 3). -} - -_:bng_6360 { - (1 6 4 2 8 3) list:firstRest (1 (6 4 2 8 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 4 2 8 3). -} - -_:bng_6361 { - (7 2) :attack3 (1 6 4 2 8 3). -} - -_:bng_6362 { - (5 1 6 4 2 8 3) list:firstRest (5 (1 6 4 2 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 6 4 2 8 3). -} - -_:bng_6363 { - (7 1) :attack3 (5 1 6 4 2 8 3). -} - -_:bng_6364 { - [] rdf:value 7; :attack (5 1 6 4 2 8 3). -} - -_:bng_6365 { - (4 2 8 3) list:firstRest (4 (2 8 3)). - (4 3) math:sum 7. -} - -_:bng_6366 { - (7 3) :attack3 (4 2 8 3). -} - -_:bng_6367 { - (6 4 2 8 3) list:firstRest (6 (4 2 8 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2 8 3). -} - -_:bng_6368 { - (7 2) :attack3 (6 4 2 8 3). -} - -_:bng_6369 { - (1 6 4 2 8 3) list:firstRest (1 (6 4 2 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2 8 3). -} - -_:bng_6370 { - (7 1) :attack3 (1 6 4 2 8 3). -} - -_:bng_6371 { - [] rdf:value 7; :attack (1 6 4 2 8 3). -} - -_:bng_6372 { - (6 4 2 8 3) list:firstRest (6 (4 2 8 3)). - (6 1) math:difference 5. -} - -_:bng_6373 { - (5 1) :attack3 (6 4 2 8 3). -} - -_:bng_6374 { - [] rdf:value 5; :attack (6 4 2 8 3). -} - -_:bng_6375 { - (6 4 2 8 3) list:firstRest (6 (4 2 8 3)). - (6 1) math:sum 7. -} - -_:bng_6376 { - (7 1) :attack3 (6 4 2 8 3). -} - -_:bng_6377 { - [] rdf:value 7; :attack (6 4 2 8 3). -} - -_:bng_6378 { - (8 3) list:firstRest (8 (3)). - (3 1) math:sum 4 . - (7 4) :attack3 (3). -} - -_:bng_6379 { - (7 3) :attack3 (8 3). -} - -_:bng_6380 { - (2 8 3) list:firstRest (2 (8 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 3). -} - -_:bng_6381 { - (7 2) :attack3 (2 8 3). -} - -_:bng_6382 { - (4 2 8 3) list:firstRest (4 (2 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 8 3). -} - -_:bng_6383 { - (7 1) :attack3 (4 2 8 3). -} - -_:bng_6384 { - [] rdf:value 7; :attack (4 2 8 3). -} - -_:bng_6385 { - (8 3) list:firstRest (8 (3)). - (8 4) math:difference 4. -} - -_:bng_6386 { - (4 4) :attack3 (8 3). -} - -_:bng_6387 { - (2 8 3) list:firstRest (2 (8 3)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 3). -} - -_:bng_6388 { - (4 3) :attack3 (2 8 3). -} - -_:bng_6389 { - (5 2 8 3) list:firstRest (5 (2 8 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8 3). -} - -_:bng_6390 { - (4 2) :attack3 (5 2 8 3). -} - -_:bng_6391 { - (1 5 2 8 3) list:firstRest (1 (5 2 8 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8 3). -} - -_:bng_6392 { - (4 1) :attack3 (1 5 2 8 3). -} - -_:bng_6393 { - [] rdf:value 4; :attack (1 5 2 8 3). -} - -_:bng_6394 { - (5 2 8 3) list:firstRest (5 (2 8 3)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 8 3). -} - -_:bng_6395 { - (7 4) :attack3 (5 2 8 3). -} - -_:bng_6396 { - (1 5 2 8 3) list:firstRest (1 (5 2 8 3)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2 8 3). -} - -_:bng_6397 { - (7 3) :attack3 (1 5 2 8 3). -} - -_:bng_6398 { - (6 1 5 2 8 3) list:firstRest (6 (1 5 2 8 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 5 2 8 3). -} - -_:bng_6399 { - (7 2) :attack3 (6 1 5 2 8 3). -} - -_:bng_6400 { - (4 6 1 5 2 8 3) list:firstRest (4 (6 1 5 2 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 5 2 8 3). -} - -_:bng_6401 { - (7 1) :attack3 (4 6 1 5 2 8 3). -} - -_:bng_6402 { - [] rdf:value 7; :attack (4 6 1 5 2 8 3). -} - -_:bng_6403 { - (6 1 5 2 8 3) list:firstRest (6 (1 5 2 8 3)). - (6 1) math:sum 7. -} - -_:bng_6404 { - (7 1) :attack3 (6 1 5 2 8 3). -} - -_:bng_6405 { - [] rdf:value 7; :attack (6 1 5 2 8 3). -} - -_:bng_6406 { - (5 2 8 3) list:firstRest (5 (2 8 3)). - (5 2) math:sum 7. -} - -_:bng_6407 { - (7 2) :attack3 (5 2 8 3). -} - -_:bng_6408 { - (1 5 2 8 3) list:firstRest (1 (5 2 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8 3). -} - -_:bng_6409 { - (7 1) :attack3 (1 5 2 8 3). -} - -_:bng_6410 { - [] rdf:value 7; :attack (1 5 2 8 3). -} - -_:bng_6411 { - (5 2 8 3) list:firstRest (5 (2 8 3)). - (5 1) math:difference 4. -} - -_:bng_6412 { - (4 1) :attack3 (5 2 8 3). -} - -_:bng_6413 { - [] rdf:value 4; :attack (5 2 8 3). -} - -_:bng_6414 { - (5 2 8 3) list:firstRest (5 (2 8 3)). - (5 1) math:sum 6. -} - -_:bng_6415 { - (6 1) :attack3 (5 2 8 3). -} - -_:bng_6416 { - [] rdf:value 6; :attack (5 2 8 3). -} - -_:bng_6417 { - (5 2 8 3) list:firstRest (5 (2 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 8 3). -} - -_:bng_6418 { - (7 1) :attack3 (5 2 8 3). -} - -_:bng_6419 { - [] rdf:value 7; :attack (5 2 8 3). -} - -_:bng_6420 { - (8 3) list:firstRest (8 (3)). - (8 2) math:difference 6. -} - -_:bng_6421 { - (6 2) :attack3 (8 3). -} - -_:bng_6422 { - (2 8 3) list:firstRest (2 (8 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3). -} - -_:bng_6423 { - (6 1) :attack3 (2 8 3). -} - -_:bng_6424 { - [] rdf:value 6; :attack (2 8 3). -} - -_:bng_6425 { - (7 2 8 3) list:firstRest (7 (2 8 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8 3). -} - -_:bng_6426 { - (4 2) :attack3 (7 2 8 3). -} - -_:bng_6427 { - (1 7 2 8 3) list:firstRest (1 (7 2 8 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 2 8 3). -} - -_:bng_6428 { - (4 1) :attack3 (1 7 2 8 3). -} - -_:bng_6429 { - [] rdf:value 4; :attack (1 7 2 8 3). -} - -_:bng_6430 { - (7 2 8 3) list:firstRest (7 (2 8 3)). - (7 2) math:difference 5. -} - -_:bng_6431 { - (5 2) :attack3 (7 2 8 3). -} - -_:bng_6432 { - (1 7 2 8 3) list:firstRest (1 (7 2 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8 3). -} - -_:bng_6433 { - (5 1) :attack3 (1 7 2 8 3). -} - -_:bng_6434 { - [] rdf:value 5; :attack (1 7 2 8 3). -} - -_:bng_6435 { - (7 2 8 3) list:firstRest (7 (2 8 3)). - (7 3) math:difference 4. -} - -_:bng_6436 { - (4 3) :attack3 (7 2 8 3). -} - -_:bng_6437 { - (1 7 2 8 3) list:firstRest (1 (7 2 8 3)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2 8 3). -} - -_:bng_6438 { - (4 2) :attack3 (1 7 2 8 3). -} - -_:bng_6439 { - (6 1 7 2 8 3) list:firstRest (6 (1 7 2 8 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 2 8 3). -} - -_:bng_6440 { - (4 1) :attack3 (6 1 7 2 8 3). -} - -_:bng_6441 { - [] rdf:value 4; :attack (6 1 7 2 8 3). -} - -_:bng_6442 { - (6 1 7 2 8 3) list:firstRest (6 (1 7 2 8 3)). - (6 1) math:difference 5. -} - -_:bng_6443 { - (5 1) :attack3 (6 1 7 2 8 3). -} - -_:bng_6444 { - [] rdf:value 5; :attack (6 1 7 2 8 3). -} - -_:bng_6445 { - (2 8 3) list:firstRest (2 (8 3)). - (2 2) math:sum 4. -} - -_:bng_6446 { - (4 2) :attack3 (2 8 3). -} - -_:bng_6447 { - (7 2 8 3) list:firstRest (7 (2 8 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 8 3). -} - -_:bng_6448 { - (4 1) :attack3 (7 2 8 3). -} - -_:bng_6449 { - [] rdf:value 4; :attack (7 2 8 3). -} - -_:bng_6450 { - (8 3) list:firstRest (8 (3)). - (8 3) math:difference 5. -} - -_:bng_6451 { - (5 3) :attack3 (8 3). -} - -_:bng_6452 { - (2 8 3) list:firstRest (2 (8 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3). -} - -_:bng_6453 { - (5 2) :attack3 (2 8 3). -} - -_:bng_6454 { - (7 2 8 3) list:firstRest (7 (2 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8 3). -} - -_:bng_6455 { - (5 1) :attack3 (7 2 8 3). -} - -_:bng_6456 { - [] rdf:value 5; :attack (7 2 8 3). -} - -_:bng_6457 { - (7 2 8 3) list:firstRest (7 (2 8 3)). - (7 1) math:difference 6. -} - -_:bng_6458 { - (6 1) :attack3 (7 2 8 3). -} - -_:bng_6459 { - [] rdf:value 6; :attack (7 2 8 3). -} - -_:bng_6460 { - (1 4 8 3) list:firstRest (1 (4 8 3)). - (1 1) math:sum 2. -} - -_:bng_6461 { - (2 1) :attack3 (1 4 8 3). -} - -_:bng_6462 { - [] rdf:value 2; :attack (1 4 8 3). -} - -_:bng_6463 { - (4 8 3) list:firstRest (4 (8 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3). -} - -_:bng_6464 { - (5 2) :attack3 (4 8 3). -} - -_:bng_6465 { - (1 4 8 3) list:firstRest (1 (4 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8 3). -} - -_:bng_6466 { - (5 1) :attack3 (1 4 8 3). -} - -_:bng_6467 { - [] rdf:value 5; :attack (1 4 8 3). -} - -_:bng_6468 { - (4 8 3) list:firstRest (4 (8 3)). - (4 2) math:sum 6. -} - -_:bng_6469 { - (6 2) :attack3 (4 8 3). -} - -_:bng_6470 { - (1 4 8 3) list:firstRest (1 (4 8 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 3). -} - -_:bng_6471 { - (6 1) :attack3 (1 4 8 3). -} - -_:bng_6472 { - [] rdf:value 6; :attack (1 4 8 3). -} - -_:bng_6473 { - (4 8 3) list:firstRest (4 (8 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 3). -} - -_:bng_6474 { - (7 2) :attack3 (4 8 3). -} - -_:bng_6475 { - (1 4 8 3) list:firstRest (1 (4 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 8 3). -} - -_:bng_6476 { - (7 1) :attack3 (1 4 8 3). -} - -_:bng_6477 { - [] rdf:value 7; :attack (1 4 8 3). -} - -_:bng_6478 { - (2 4 8 3) list:firstRest (2 (4 8 3)). - (2 1) math:difference 1. -} - -_:bng_6479 { - (1 1) :attack3 (2 4 8 3). -} - -_:bng_6480 { - [] rdf:value 1; :attack (2 4 8 3). -} - -_:bng_6481 { - (2 4 8 3) list:firstRest (2 (4 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8 3). -} - -_:bng_6482 { - (5 1) :attack3 (2 4 8 3). -} - -_:bng_6483 { - [] rdf:value 5; :attack (2 4 8 3). -} - -_:bng_6484 { - (2 4 8 3) list:firstRest (2 (4 8 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 3). -} - -_:bng_6485 { - (6 1) :attack3 (2 4 8 3). -} - -_:bng_6486 { - [] rdf:value 6; :attack (2 4 8 3). -} - -_:bng_6487 { - (2 4 8 3) list:firstRest (2 (4 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 8 3). -} - -_:bng_6488 { - (7 1) :attack3 (2 4 8 3). -} - -_:bng_6489 { - [] rdf:value 7; :attack (2 4 8 3). -} - -_:bng_6490 { - (4 8 3) list:firstRest (4 (8 3)). - (4 1) math:sum 5. -} - -_:bng_6491 { - (5 1) :attack3 (4 8 3). -} - -_:bng_6492 { - [] rdf:value 5; :attack (4 8 3). -} - -_:bng_6493 { - (4 8 3) list:firstRest (4 (8 3)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3). -} - -_:bng_6494 { - (6 1) :attack3 (4 8 3). -} - -_:bng_6495 { - [] rdf:value 6; :attack (4 8 3). -} - -_:bng_6496 { - (1 7 4 8 3) list:firstRest (1 (7 4 8 3)). - (1 1) math:sum 2. -} - -_:bng_6497 { - (2 1) :attack3 (1 7 4 8 3). -} - -_:bng_6498 { - [] rdf:value 2; :attack (1 7 4 8 3). -} - -_:bng_6499 { - (7 4 8 3) list:firstRest (7 (4 8 3)). - (7 2) math:difference 5. -} - -_:bng_6500 { - (5 2) :attack3 (7 4 8 3). -} - -_:bng_6501 { - (1 7 4 8 3) list:firstRest (1 (7 4 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 8 3). -} - -_:bng_6502 { - (5 1) :attack3 (1 7 4 8 3). -} - -_:bng_6503 { - [] rdf:value 5; :attack (1 7 4 8 3). -} - -_:bng_6504 { - (5) list:select (5 ()). - (_:bng_17820 false true) log:ifThenElseIn (() 1). - (5 2 6 1 7 4 8 3) list:firstRest (5 (2 6 1 7 4 8 3)). - (() (5 2 6 1 7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6505 { - ((5) (2 6 1 7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6506 { - (2 5) list:select (2 (5)). - (_:bng_17821 false true) log:ifThenElseIn (() 1). - (2 6 1 7 4 8 3) list:firstRest (2 (6 1 7 4 8 3)). - ((5) (2 6 1 7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6507 { - ((2 5) (6 1 7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6508 { - (2 5 6) list:select (6 (2 5)). - (_:bng_17822 false true) log:ifThenElseIn (() 1). - (6 1 7 4 8 3) list:firstRest (6 (1 7 4 8 3)). - ((2 5) (6 1 7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6509 { - ((2 5 6) (1 7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6510 { - (1 2 5 6) list:select (1 (2 5 6)). - (_:bng_17823 false true) log:ifThenElseIn (() 1). - (1 7 4 8 3) list:firstRest (1 (7 4 8 3)). - ((2 5 6) (1 7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6511 { - ((1 2 5 6) (7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6512 { - (1 2 5 6 7) list:select (7 (1 2 5 6)). - (_:bng_17824 false true) log:ifThenElseIn (() 1). - (7 4 8 3) list:firstRest (7 (4 8 3)). - ((1 2 5 6) (7 4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6513 { - ((1 2 5 6 7) (4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6514 { - (1 2 4 5 6 7) list:select (4 (1 2 5 6 7)). - (_:bng_17825 false true) log:ifThenElseIn (() 1). - (4 8 3) list:firstRest (4 (8 3)). - ((1 2 5 6 7) (4 8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6515 { - ((1 2 4 5 6 7) (8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6516 { - (1 2 4 5 6 7 8) list:select (8 (1 2 4 5 6 7)). - (_:bng_17826 false true) log:ifThenElseIn (() 1). - (8 3) list:firstRest (8 (3)). - ((1 2 4 5 6 7) (8 3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6517 { - ((1 2 4 5 6 7 8) (3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6518 { - (1 2 3 4 5 6 7 8) list:select (3 (1 2 4 5 6 7 8)). - (_:bng_17743 false true) log:ifThenElseIn (() 1). - (3) list:firstRest (3 ()). - ((1 2 4 5 6 7 8) (3)) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6519 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6520 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 2 6 1 7 4 8 3). -} - -_:bng_6521 { - [] rdf:value 8; :queens (5 2 6 1 7 4 8 3). -} - -_:bng_6522 { - (6 1 7 4 8 3) list:firstRest (6 (1 7 4 8 3)). - (6 1) math:difference 5. -} - -_:bng_6523 { - (5 1) :attack3 (6 1 7 4 8 3). -} - -_:bng_6524 { - [] rdf:value 5; :attack (6 1 7 4 8 3). -} - -_:bng_6525 { - (4 8 3) list:firstRest (4 (8 3)). - (4 2) math:difference 2. -} - -_:bng_6526 { - (2 2) :attack3 (4 8 3). -} - -_:bng_6527 { - (7 4 8 3) list:firstRest (7 (4 8 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 8 3). -} - -_:bng_6528 { - (2 1) :attack3 (7 4 8 3). -} - -_:bng_6529 { - [] rdf:value 2; :attack (7 4 8 3). -} - -_:bng_6530 { - (7 4 8 3) list:firstRest (7 (4 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8 3). -} - -_:bng_6531 { - (5 1) :attack3 (7 4 8 3). -} - -_:bng_6532 { - [] rdf:value 5; :attack (7 4 8 3). -} - -_:bng_6533 { - (7 4 8 3) list:firstRest (7 (4 8 3)). - (7 1) math:difference 6. -} - -_:bng_6534 { - (6 1) :attack3 (7 4 8 3). -} - -_:bng_6535 { - [] rdf:value 6; :attack (7 4 8 3). -} - -_:bng_6536 { - (8 3) list:firstRest (8 (3)). - (1 1) math:sum 2 . - (5 2) :attack3 (3). -} - -_:bng_6537 { - (5 1) :attack3 (8 3). -} - -_:bng_6538 { - [] rdf:value 5; :attack (8 3). -} - -_:bng_6539 { - (1 6 8 3) list:firstRest (1 (6 8 3)). - (1 1) math:sum 2. -} - -_:bng_6540 { - (2 1) :attack3 (1 6 8 3). -} - -_:bng_6541 { - [] rdf:value 2; :attack (1 6 8 3). -} - -_:bng_6542 { - (6 8 3) list:firstRest (6 (8 3)). - (6 2) math:difference 4. -} - -_:bng_6543 { - (4 2) :attack3 (6 8 3). -} - -_:bng_6544 { - (1 6 8 3) list:firstRest (1 (6 8 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 3). -} - -_:bng_6545 { - (4 1) :attack3 (1 6 8 3). -} - -_:bng_6546 { - [] rdf:value 4; :attack (1 6 8 3). -} - -_:bng_6547 { - (6 8 3) list:firstRest (6 (8 3)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3). -} - -_:bng_6548 { - (5 2) :attack3 (6 8 3). -} - -_:bng_6549 { - (1 6 8 3) list:firstRest (1 (6 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3). -} - -_:bng_6550 { - (5 1) :attack3 (1 6 8 3). -} - -_:bng_6551 { - [] rdf:value 5; :attack (1 6 8 3). -} - -_:bng_6552 { - (6 8 3) list:firstRest (6 (8 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 3). -} - -_:bng_6553 { - (7 2) :attack3 (6 8 3). -} - -_:bng_6554 { - (1 6 8 3) list:firstRest (1 (6 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 3). -} - -_:bng_6555 { - (7 1) :attack3 (1 6 8 3). -} - -_:bng_6556 { - [] rdf:value 7; :attack (1 6 8 3). -} - -_:bng_6557 { - (2 6 8 3) list:firstRest (2 (6 8 3)). - (2 1) math:difference 1. -} - -_:bng_6558 { - (1 1) :attack3 (2 6 8 3). -} - -_:bng_6559 { - [] rdf:value 1; :attack (2 6 8 3). -} - -_:bng_6560 { - (2 6 8 3) list:firstRest (2 (6 8 3)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 3). -} - -_:bng_6561 { - (4 1) :attack3 (2 6 8 3). -} - -_:bng_6562 { - [] rdf:value 4; :attack (2 6 8 3). -} - -_:bng_6563 { - (2 6 8 3) list:firstRest (2 (6 8 3)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3). -} - -_:bng_6564 { - (5 1) :attack3 (2 6 8 3). -} - -_:bng_6565 { - [] rdf:value 5; :attack (2 6 8 3). -} - -_:bng_6566 { - (2 6 8 3) list:firstRest (2 (6 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 3). -} - -_:bng_6567 { - (7 1) :attack3 (2 6 8 3). -} - -_:bng_6568 { - [] rdf:value 7; :attack (2 6 8 3). -} - -_:bng_6569 { - (1 4 6 8 3) list:firstRest (1 (4 6 8 3)). - (1 1) math:sum 2. -} - -_:bng_6570 { - (2 1) :attack3 (1 4 6 8 3). -} - -_:bng_6571 { - [] rdf:value 2; :attack (1 4 6 8 3). -} - -_:bng_6572 { - (6 8 3) list:firstRest (6 (8 3)). - (6 4) math:difference 2. -} - -_:bng_6573 { - (2 4) :attack3 (6 8 3). -} - -_:bng_6574 { - (4 6 8 3) list:firstRest (4 (6 8 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 8 3). -} - -_:bng_6575 { - (2 3) :attack3 (4 6 8 3). -} - -_:bng_6576 { - (1 4 6 8 3) list:firstRest (1 (4 6 8 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6 8 3). -} - -_:bng_6577 { - (2 2) :attack3 (1 4 6 8 3). -} - -_:bng_6578 { - (5 1 4 6 8 3) list:firstRest (5 (1 4 6 8 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6 8 3). -} - -_:bng_6579 { - (2 1) :attack3 (5 1 4 6 8 3). -} - -_:bng_6580 { - [] rdf:value 2; :attack (5 1 4 6 8 3). -} - -_:bng_6581 { - (4 6 8 3) list:firstRest (4 (6 8 3)). - (4 3) math:sum 7. -} - -_:bng_6582 { - (7 3) :attack3 (4 6 8 3). -} - -_:bng_6583 { - (1 4 6 8 3) list:firstRest (1 (4 6 8 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6 8 3). -} - -_:bng_6584 { - (7 2) :attack3 (1 4 6 8 3). -} - -_:bng_6585 { - (5 1 4 6 8 3) list:firstRest (5 (1 4 6 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 6 8 3). -} - -_:bng_6586 { - (7 1) :attack3 (5 1 4 6 8 3). -} - -_:bng_6587 { - [] rdf:value 7; :attack (5 1 4 6 8 3). -} - -_:bng_6588 { - (7 1 4 6 8 3) list:firstRest (7 (1 4 6 8 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6 8 3). -} - -_:bng_6589 { - (2 1) :attack3 (7 1 4 6 8 3). -} - -_:bng_6590 { - [] rdf:value 2; :attack (7 1 4 6 8 3). -} - -_:bng_6591 { - (8 3) list:firstRest (8 (3)). - (8 6) math:difference 2. -} - -_:bng_6592 { - (2 6) :attack3 (8 3). -} - -_:bng_6593 { - (6 8 3) list:firstRest (6 (8 3)). - (5 1) math:sum 6 . - (2 6) :attack3 (8 3). -} - -_:bng_6594 { - (2 5) :attack3 (6 8 3). -} - -_:bng_6595 { - (4 6 8 3) list:firstRest (4 (6 8 3)). - (4 1) math:sum 5 . - (2 5) :attack3 (6 8 3). -} - -_:bng_6596 { - (2 4) :attack3 (4 6 8 3). -} - -_:bng_6597 { - (1 4 6 8 3) list:firstRest (1 (4 6 8 3)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 6 8 3). -} - -_:bng_6598 { - (2 3) :attack3 (1 4 6 8 3). -} - -_:bng_6599 { - (7 1 4 6 8 3) list:firstRest (7 (1 4 6 8 3)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 6 8 3). -} - -_:bng_6600 { - (2 2) :attack3 (7 1 4 6 8 3). -} - -_:bng_6601 { - (5 7 1 4 6 8 3) list:firstRest (5 (7 1 4 6 8 3)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 1 4 6 8 3). -} - -_:bng_6602 { - (2 1) :attack3 (5 7 1 4 6 8 3). -} - -_:bng_6603 { - [] rdf:value 2; :attack (5 7 1 4 6 8 3). -} - -_:bng_6604 { - (2 4 6 8 3) list:firstRest (2 (4 6 8 3)). - (2 1) math:difference 1. -} - -_:bng_6605 { - (1 1) :attack3 (2 4 6 8 3). -} - -_:bng_6606 { - [] rdf:value 1; :attack (2 4 6 8 3). -} - -_:bng_6607 { - (4 6 8 3) list:firstRest (4 (6 8 3)). - (4 3) math:difference 1. -} - -_:bng_6608 { - (1 3) :attack3 (4 6 8 3). -} - -_:bng_6609 { - (2 4 6 8 3) list:firstRest (2 (4 6 8 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 8 3). -} - -_:bng_6610 { - (1 2) :attack3 (2 4 6 8 3). -} - -_:bng_6611 { - (5 2 4 6 8 3) list:firstRest (5 (2 4 6 8 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 8 3). -} - -_:bng_6612 { - (1 1) :attack3 (5 2 4 6 8 3). -} - -_:bng_6613 { - [] rdf:value 1; :attack (5 2 4 6 8 3). -} - -_:bng_6614 { - (2 4 6 8 3) list:firstRest (2 (4 6 8 3)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6 8 3). -} - -_:bng_6615 { - (7 2) :attack3 (2 4 6 8 3). -} - -_:bng_6616 { - (5 2 4 6 8 3) list:firstRest (5 (2 4 6 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4 6 8 3). -} - -_:bng_6617 { - (7 1) :attack3 (5 2 4 6 8 3). -} - -_:bng_6618 { - [] rdf:value 7; :attack (5 2 4 6 8 3). -} - -_:bng_6619 { - (7 2 4 6 8 3) list:firstRest (7 (2 4 6 8 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 8 3). -} - -_:bng_6620 { - (1 1) :attack3 (7 2 4 6 8 3). -} - -_:bng_6621 { - [] rdf:value 1; :attack (7 2 4 6 8 3). -} - -_:bng_6622 { - (6 8 3) list:firstRest (6 (8 3)). - (6 5) math:difference 1. -} - -_:bng_6623 { - (1 5) :attack3 (6 8 3). -} - -_:bng_6624 { - (4 6 8 3) list:firstRest (4 (6 8 3)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 8 3). -} - -_:bng_6625 { - (1 4) :attack3 (4 6 8 3). -} - -_:bng_6626 { - (2 4 6 8 3) list:firstRest (2 (4 6 8 3)). - (3 1) math:sum 4 . - (1 4) :attack3 (4 6 8 3). -} - -_:bng_6627 { - (1 3) :attack3 (2 4 6 8 3). -} - -_:bng_6628 { - (7 2 4 6 8 3) list:firstRest (7 (2 4 6 8 3)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 4 6 8 3). -} - -_:bng_6629 { - (1 2) :attack3 (7 2 4 6 8 3). -} - -_:bng_6630 { - (5 7 2 4 6 8 3) list:firstRest (5 (7 2 4 6 8 3)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 2 4 6 8 3). -} - -_:bng_6631 { - (1 1) :attack3 (5 7 2 4 6 8 3). -} - -_:bng_6632 { - [] rdf:value 1; :attack (5 7 2 4 6 8 3). -} - -_:bng_6633 { - (4 6 8 3) list:firstRest (4 (6 8 3)). - (4 1) math:sum 5. -} - -_:bng_6634 { - (5 1) :attack3 (4 6 8 3). -} - -_:bng_6635 { - [] rdf:value 5; :attack (4 6 8 3). -} - -_:bng_6636 { - (4 6 8 3) list:firstRest (4 (6 8 3)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 3). -} - -_:bng_6637 { - (7 1) :attack3 (4 6 8 3). -} - -_:bng_6638 { - [] rdf:value 7; :attack (4 6 8 3). -} - -_:bng_6639 { - (6 8 3) list:firstRest (6 (8 3)). - (6 1) math:difference 5. -} - -_:bng_6640 { - (5 1) :attack3 (6 8 3). -} - -_:bng_6641 { - [] rdf:value 5; :attack (6 8 3). -} - -_:bng_6642 { - (6 8 3) list:firstRest (6 (8 3)). - (6 1) math:sum 7. -} - -_:bng_6643 { - (7 1) :attack3 (6 8 3). -} - -_:bng_6644 { - [] rdf:value 7; :attack (6 8 3). -} - -_:bng_6645 { - (8 3) list:firstRest (8 (3)). - (8 1) math:difference 7. -} - -_:bng_6646 { - (7 1) :attack3 (8 3). -} - -_:bng_6647 { - [] rdf:value 7; :attack (8 3). -} - -_:bng_6648 { - (1 4) list:firstRest (1 (4)). - (1 1) math:sum 2. -} - -_:bng_6649 { - (2 1) :attack3 (1 4). -} - -_:bng_6650 { - [] rdf:value 2; :attack (1 4). -} - -_:bng_6651 { - (3 1 4) list:firstRest (3 (1 4)). - (3 1) math:difference 2. -} - -_:bng_6652 { - (2 1) :attack3 (3 1 4). -} - -_:bng_6653 { - [] rdf:value 2; :attack (3 1 4). -} - -_:bng_6654 { - (3 1 4) list:firstRest (3 (1 4)). - (3 3) math:sum 6. -} - -_:bng_6655 { - (6 3) :attack3 (3 1 4). -} - -_:bng_6656 { - (5 3 1 4) list:firstRest (5 (3 1 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 1 4). -} - -_:bng_6657 { - (6 2) :attack3 (5 3 1 4). -} - -_:bng_6658 { - (2 5 3 1 4) list:firstRest (2 (5 3 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 1 4). -} - -_:bng_6659 { - (6 1) :attack3 (2 5 3 1 4). -} - -_:bng_6660 { - [] rdf:value 6; :attack (2 5 3 1 4). -} - -_:bng_6661 { - (5 3 1 4) list:firstRest (5 (3 1 4)). - (5 2) math:sum 7. -} - -_:bng_6662 { - (7 2) :attack3 (5 3 1 4). -} - -_:bng_6663 { - (2 5 3 1 4) list:firstRest (2 (5 3 1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 3 1 4). -} - -_:bng_6664 { - (7 1) :attack3 (2 5 3 1 4). -} - -_:bng_6665 { - [] rdf:value 7; :attack (2 5 3 1 4). -} - -_:bng_6666 { - (1 4) list:firstRest (1 (4)). - (1 5) math:sum 6. -} - -_:bng_6667 { - (6 5) :attack3 (1 4). -} - -_:bng_6668 { - (3 1 4) list:firstRest (3 (1 4)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 4). -} - -_:bng_6669 { - (6 4) :attack3 (3 1 4). -} - -_:bng_6670 { - (5 3 1 4) list:firstRest (5 (3 1 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (3 1 4). -} - -_:bng_6671 { - (6 3) :attack3 (5 3 1 4). -} - -_:bng_6672 { - (2 5 3 1 4) list:firstRest (2 (5 3 1 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 3 1 4). -} - -_:bng_6673 { - (6 2) :attack3 (2 5 3 1 4). -} - -_:bng_6674 { - (8 2 5 3 1 4) list:firstRest (8 (2 5 3 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 3 1 4). -} - -_:bng_6675 { - (6 1) :attack3 (8 2 5 3 1 4). -} - -_:bng_6676 { - [] rdf:value 6; :attack (8 2 5 3 1 4). -} - -_:bng_6677 { - (8 2 5 3 1 4) list:firstRest (8 (2 5 3 1 4)). - (8 1) math:difference 7. -} - -_:bng_6678 { - (7 1) :attack3 (8 2 5 3 1 4). -} - -_:bng_6679 { - [] rdf:value 7; :attack (8 2 5 3 1 4). -} - -_:bng_6680 { - (5 3 1 4) list:firstRest (5 (3 1 4)). - (5 1) math:sum 6. -} - -_:bng_6681 { - (6 1) :attack3 (5 3 1 4). -} - -_:bng_6682 { - [] rdf:value 6; :attack (5 3 1 4). -} - -_:bng_6683 { - (7 5 3 1 4) list:firstRest (7 (5 3 1 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 3 1 4). -} - -_:bng_6684 { - (6 2) :attack3 (7 5 3 1 4). -} - -_:bng_6685 { - (2 7 5 3 1 4) list:firstRest (2 (7 5 3 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 5 3 1 4). -} - -_:bng_6686 { - (6 1) :attack3 (2 7 5 3 1 4). -} - -_:bng_6687 { - [] rdf:value 6; :attack (2 7 5 3 1 4). -} - -_:bng_6688 { - (5 3 1 4) list:firstRest (5 (3 1 4)). - (5 3) math:sum 8. -} - -_:bng_6689 { - (8 3) :attack3 (5 3 1 4). -} - -_:bng_6690 { - (7 5 3 1 4) list:firstRest (7 (5 3 1 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3 1 4). -} - -_:bng_6691 { - (8 2) :attack3 (7 5 3 1 4). -} - -_:bng_6692 { - (2 7 5 3 1 4) list:firstRest (2 (7 5 3 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3 1 4). -} - -_:bng_6693 { - (8 1) :attack3 (2 7 5 3 1 4). -} - -_:bng_6694 { - [] rdf:value 8; :attack (2 7 5 3 1 4). -} - -_:bng_6695 { - (7 5 3 1 4) list:firstRest (7 (5 3 1 4)). - (7 1) math:difference 6. -} - -_:bng_6696 { - (6 1) :attack3 (7 5 3 1 4). -} - -_:bng_6697 { - [] rdf:value 6; :attack (7 5 3 1 4). -} - -_:bng_6698 { - (7 5 3 1 4) list:firstRest (7 (5 3 1 4)). - (7 1) math:sum 8. -} - -_:bng_6699 { - (8 1) :attack3 (7 5 3 1 4). -} - -_:bng_6700 { - [] rdf:value 8; :attack (7 5 3 1 4). -} - -_:bng_6701 { - (4) list:firstRest (4 ()). - (4 4) math:sum 8. -} - -_:bng_6702 { - (8 4) :attack3 (4). -} - -_:bng_6703 { - (1 4) list:firstRest (1 (4)). - (3 1) math:sum 4 . - (8 4) :attack3 (4). -} - -_:bng_6704 { - (8 3) :attack3 (1 4). -} - -_:bng_6705 { - (3 1 4) list:firstRest (3 (1 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4). -} - -_:bng_6706 { - (8 2) :attack3 (3 1 4). -} - -_:bng_6707 { - (5 3 1 4) list:firstRest (5 (3 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 4). -} - -_:bng_6708 { - (8 1) :attack3 (5 3 1 4). -} - -_:bng_6709 { - [] rdf:value 8; :attack (5 3 1 4). -} - -_:bng_6710 { - (1 4) list:firstRest (1 (4)). - (1 4) math:sum 5. -} - -_:bng_6711 { - (5 4) :attack3 (1 4). -} - -_:bng_6712 { - (3 1 4) list:firstRest (3 (1 4)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 4). -} - -_:bng_6713 { - (5 3) :attack3 (3 1 4). -} - -_:bng_6714 { - (6 3 1 4) list:firstRest (6 (3 1 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (3 1 4). -} - -_:bng_6715 { - (5 2) :attack3 (6 3 1 4). -} - -_:bng_6716 { - (2 6 3 1 4) list:firstRest (2 (6 3 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 3 1 4). -} - -_:bng_6717 { - (5 1) :attack3 (2 6 3 1 4). -} - -_:bng_6718 { - [] rdf:value 5; :attack (2 6 3 1 4). -} - -_:bng_6719 { - (3 1 4) list:firstRest (3 (1 4)). - (3 5) math:sum 8. -} - -_:bng_6720 { - (8 5) :attack3 (3 1 4). -} - -_:bng_6721 { - (6 3 1 4) list:firstRest (6 (3 1 4)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 1 4). -} - -_:bng_6722 { - (8 4) :attack3 (6 3 1 4). -} - -_:bng_6723 { - (2 6 3 1 4) list:firstRest (2 (6 3 1 4)). - (3 1) math:sum 4 . - (8 4) :attack3 (6 3 1 4). -} - -_:bng_6724 { - (8 3) :attack3 (2 6 3 1 4). -} - -_:bng_6725 { - (7 2 6 3 1 4) list:firstRest (7 (2 6 3 1 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 6 3 1 4). -} - -_:bng_6726 { - (8 2) :attack3 (7 2 6 3 1 4). -} - -_:bng_6727 { - (5 7 2 6 3 1 4) list:firstRest (5 (7 2 6 3 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 6 3 1 4). -} - -_:bng_6728 { - (8 1) :attack3 (5 7 2 6 3 1 4). -} - -_:bng_6729 { - [] rdf:value 8; :attack (5 7 2 6 3 1 4). -} - -_:bng_6730 { - (7 2 6 3 1 4) list:firstRest (7 (2 6 3 1 4)). - (7 1) math:sum 8. -} - -_:bng_6731 { - (8 1) :attack3 (7 2 6 3 1 4). -} - -_:bng_6732 { - [] rdf:value 8; :attack (7 2 6 3 1 4). -} - -_:bng_6733 { - (6 3 1 4) list:firstRest (6 (3 1 4)). - (6 2) math:sum 8. -} - -_:bng_6734 { - (8 2) :attack3 (6 3 1 4). -} - -_:bng_6735 { - (2 6 3 1 4) list:firstRest (2 (6 3 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 1 4). -} - -_:bng_6736 { - (8 1) :attack3 (2 6 3 1 4). -} - -_:bng_6737 { - [] rdf:value 8; :attack (2 6 3 1 4). -} - -_:bng_6738 { - (6 3 1 4) list:firstRest (6 (3 1 4)). - (6 1) math:difference 5. -} - -_:bng_6739 { - (5 1) :attack3 (6 3 1 4). -} - -_:bng_6740 { - [] rdf:value 5; :attack (6 3 1 4). -} - -_:bng_6741 { - (6 3 1 4) list:firstRest (6 (3 1 4)). - (6 1) math:sum 7. -} - -_:bng_6742 { - (7 1) :attack3 (6 3 1 4). -} - -_:bng_6743 { - [] rdf:value 7; :attack (6 3 1 4). -} - -_:bng_6744 { - (6 3 1 4) list:firstRest (6 (3 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 4). -} - -_:bng_6745 { - (8 1) :attack3 (6 3 1 4). -} - -_:bng_6746 { - [] rdf:value 8; :attack (6 3 1 4). -} - -_:bng_6747 { - (4) list:firstRest (4 ()). - (4 3) math:sum 7. -} - -_:bng_6748 { - (7 3) :attack3 (4). -} - -_:bng_6749 { - (1 4) list:firstRest (1 (4)). - (2 1) math:sum 3 . - (7 3) :attack3 (4). -} - -_:bng_6750 { - (7 2) :attack3 (1 4). -} - -_:bng_6751 { - (3 1 4) list:firstRest (3 (1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4). -} - -_:bng_6752 { - (7 1) :attack3 (3 1 4). -} - -_:bng_6753 { - [] rdf:value 7; :attack (3 1 4). -} - -_:bng_6754 { - (8 3 1 4) list:firstRest (8 (3 1 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (3 1 4). -} - -_:bng_6755 { - (5 2) :attack3 (8 3 1 4). -} - -_:bng_6756 { - (2 8 3 1 4) list:firstRest (2 (8 3 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 3 1 4). -} - -_:bng_6757 { - (5 1) :attack3 (2 8 3 1 4). -} - -_:bng_6758 { - [] rdf:value 5; :attack (2 8 3 1 4). -} - -_:bng_6759 { - (8 3 1 4) list:firstRest (8 (3 1 4)). - (8 2) math:difference 6. -} - -_:bng_6760 { - (6 2) :attack3 (8 3 1 4). -} - -_:bng_6761 { - (2 8 3 1 4) list:firstRest (2 (8 3 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 1 4). -} - -_:bng_6762 { - (6 1) :attack3 (2 8 3 1 4). -} - -_:bng_6763 { - [] rdf:value 6; :attack (2 8 3 1 4). -} - -_:bng_6764 { - (8 3 1 4) list:firstRest (8 (3 1 4)). - (8 3) math:difference 5. -} - -_:bng_6765 { - (5 3) :attack3 (8 3 1 4). -} - -_:bng_6766 { - (2 8 3 1 4) list:firstRest (2 (8 3 1 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3 1 4). -} - -_:bng_6767 { - (5 2) :attack3 (2 8 3 1 4). -} - -_:bng_6768 { - (7 2 8 3 1 4) list:firstRest (7 (2 8 3 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8 3 1 4). -} - -_:bng_6769 { - (5 1) :attack3 (7 2 8 3 1 4). -} - -_:bng_6770 { - [] rdf:value 5; :attack (7 2 8 3 1 4). -} - -_:bng_6771 { - (7 2 8 3 1 4) list:firstRest (7 (2 8 3 1 4)). - (7 1) math:difference 6. -} - -_:bng_6772 { - (6 1) :attack3 (7 2 8 3 1 4). -} - -_:bng_6773 { - [] rdf:value 6; :attack (7 2 8 3 1 4). -} - -_:bng_6774 { - (3 1 4) list:firstRest (3 (1 4)). - (3 2) math:sum 5. -} - -_:bng_6775 { - (5 2) :attack3 (3 1 4). -} - -_:bng_6776 { - (8 3 1 4) list:firstRest (8 (3 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 4). -} - -_:bng_6777 { - (5 1) :attack3 (8 3 1 4). -} - -_:bng_6778 { - [] rdf:value 5; :attack (8 3 1 4). -} - -_:bng_6779 { - (6 8 3 1 4) list:firstRest (6 (8 3 1 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3 1 4). -} - -_:bng_6780 { - (5 2) :attack3 (6 8 3 1 4). -} - -_:bng_6781 { - (2 6 8 3 1 4) list:firstRest (2 (6 8 3 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3 1 4). -} - -_:bng_6782 { - (5 1) :attack3 (2 6 8 3 1 4). -} - -_:bng_6783 { - [] rdf:value 5; :attack (2 6 8 3 1 4). -} - -_:bng_6784 { - (3 1 4) list:firstRest (3 (1 4)). - (3 4) math:sum 7. -} - -_:bng_6785 { - (7 4) :attack3 (3 1 4). -} - -_:bng_6786 { - (8 3 1 4) list:firstRest (8 (3 1 4)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 1 4). -} - -_:bng_6787 { - (7 3) :attack3 (8 3 1 4). -} - -_:bng_6788 { - (6 8 3 1 4) list:firstRest (6 (8 3 1 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 3 1 4). -} - -_:bng_6789 { - (7 2) :attack3 (6 8 3 1 4). -} - -_:bng_6790 { - (2 6 8 3 1 4) list:firstRest (2 (6 8 3 1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 3 1 4). -} - -_:bng_6791 { - (7 1) :attack3 (2 6 8 3 1 4). -} - -_:bng_6792 { - [] rdf:value 7; :attack (2 6 8 3 1 4). -} - -_:bng_6793 { - (6 8 3 1 4) list:firstRest (6 (8 3 1 4)). - (6 1) math:difference 5. -} - -_:bng_6794 { - (5 1) :attack3 (6 8 3 1 4). -} - -_:bng_6795 { - [] rdf:value 5; :attack (6 8 3 1 4). -} - -_:bng_6796 { - (6 8 3 1 4) list:firstRest (6 (8 3 1 4)). - (6 1) math:sum 7. -} - -_:bng_6797 { - (7 1) :attack3 (6 8 3 1 4). -} - -_:bng_6798 { - [] rdf:value 7; :attack (6 8 3 1 4). -} - -_:bng_6799 { - (8 3 1 4) list:firstRest (8 (3 1 4)). - (8 1) math:difference 7. -} - -_:bng_6800 { - (7 1) :attack3 (8 3 1 4). -} - -_:bng_6801 { - [] rdf:value 7; :attack (8 3 1 4). -} - -_:bng_6802 { - (2 5 1 4) list:firstRest (2 (5 1 4)). - (2 1) math:sum 3. -} - -_:bng_6803 { - (3 1) :attack3 (2 5 1 4). -} - -_:bng_6804 { - [] rdf:value 3; :attack (2 5 1 4). -} - -_:bng_6805 { - (7 3 6 2 5 1 4) list:firstRest (7 (3 6 2 5 1 4)). - (7 1) math:sum 8. -} - -_:bng_6806 { - (8 1) :attack3 (7 3 6 2 5 1 4). -} - -_:bng_6807 { - [] rdf:value 8; :attack (7 3 6 2 5 1 4). -} - -_:bng_6808 { - (6 2 5 1 4) list:firstRest (6 (2 5 1 4)). - (6 2) math:sum 8. -} - -_:bng_6809 { - (8 2) :attack3 (6 2 5 1 4). -} - -_:bng_6810 { - (3 6 2 5 1 4) list:firstRest (3 (6 2 5 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 5 1 4). -} - -_:bng_6811 { - (8 1) :attack3 (3 6 2 5 1 4). -} - -_:bng_6812 { - [] rdf:value 8; :attack (3 6 2 5 1 4). -} - -_:bng_6813 { - (6 2 5 1 4) list:firstRest (6 (2 5 1 4)). - (6 1) math:sum 7. -} - -_:bng_6814 { - (7 1) :attack3 (6 2 5 1 4). -} - -_:bng_6815 { - [] rdf:value 7; :attack (6 2 5 1 4). -} - -_:bng_6816 { - (5 1 4) list:firstRest (5 (1 4)). - (5 3) math:sum 8. -} - -_:bng_6817 { - (8 3) :attack3 (5 1 4). -} - -_:bng_6818 { - (2 5 1 4) list:firstRest (2 (5 1 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 1 4). -} - -_:bng_6819 { - (8 2) :attack3 (2 5 1 4). -} - -_:bng_6820 { - (6 2 5 1 4) list:firstRest (6 (2 5 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 1 4). -} - -_:bng_6821 { - (8 1) :attack3 (6 2 5 1 4). -} - -_:bng_6822 { - [] rdf:value 8; :attack (6 2 5 1 4). -} - -_:bng_6823 { - (5 1 4) list:firstRest (5 (1 4)). - (5 2) math:sum 7. -} - -_:bng_6824 { - (7 2) :attack3 (5 1 4). -} - -_:bng_6825 { - (2 5 1 4) list:firstRest (2 (5 1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 1 4). -} - -_:bng_6826 { - (7 1) :attack3 (2 5 1 4). -} - -_:bng_6827 { - [] rdf:value 7; :attack (2 5 1 4). -} - -_:bng_6828 { - (5 1 4) list:firstRest (5 (1 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4). -} - -_:bng_6829 { - (8 2) :attack3 (5 1 4). -} - -_:bng_6830 { - (2 5 1 4) list:firstRest (2 (5 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 1 4). -} - -_:bng_6831 { - (8 1) :attack3 (2 5 1 4). -} - -_:bng_6832 { - [] rdf:value 8; :attack (2 5 1 4). -} - -_:bng_6833 { - (1 4) list:firstRest (1 (4)). - (1 2) math:sum 3. -} - -_:bng_6834 { - (3 2) :attack3 (1 4). -} - -_:bng_6835 { - (5 1 4) list:firstRest (5 (1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4). -} - -_:bng_6836 { - (3 1) :attack3 (5 1 4). -} - -_:bng_6837 { - [] rdf:value 3; :attack (5 1 4). -} - -_:bng_6838 { - (5 1 4) list:firstRest (5 (1 4)). - (5 1) math:sum 6. -} - -_:bng_6839 { - (6 1) :attack3 (5 1 4). -} - -_:bng_6840 { - [] rdf:value 6; :attack (5 1 4). -} - -_:bng_6841 { - (5 1 4) list:firstRest (5 (1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4). -} - -_:bng_6842 { - (7 1) :attack3 (5 1 4). -} - -_:bng_6843 { - [] rdf:value 7; :attack (5 1 4). -} - -_:bng_6844 { - (2 8 5 1 4) list:firstRest (2 (8 5 1 4)). - (2 1) math:sum 3. -} - -_:bng_6845 { - (3 1) :attack3 (2 8 5 1 4). -} - -_:bng_6846 { - [] rdf:value 3; :attack (2 8 5 1 4). -} - -_:bng_6847 { - (8 5 1 4) list:firstRest (8 (5 1 4)). - (8 2) math:difference 6. -} - -_:bng_6848 { - (6 2) :attack3 (8 5 1 4). -} - -_:bng_6849 { - (2 8 5 1 4) list:firstRest (2 (8 5 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 1 4). -} - -_:bng_6850 { - (6 1) :attack3 (2 8 5 1 4). -} - -_:bng_6851 { - [] rdf:value 6; :attack (2 8 5 1 4). -} - -_:bng_6852 { - (6) list:select (6 ()). - (_:bng_17827 false true) log:ifThenElseIn (() 1). - (6 3 7 2 8 5 1 4) list:firstRest (6 (3 7 2 8 5 1 4)). - (() (6 3 7 2 8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6853 { - ((6) (3 7 2 8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6854 { - (3 6) list:select (3 (6)). - (_:bng_17828 false true) log:ifThenElseIn (() 1). - (3 7 2 8 5 1 4) list:firstRest (3 (7 2 8 5 1 4)). - ((6) (3 7 2 8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6855 { - ((3 6) (7 2 8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6856 { - (3 6 7) list:select (7 (3 6)). - (_:bng_17829 false true) log:ifThenElseIn (() 1). - (7 2 8 5 1 4) list:firstRest (7 (2 8 5 1 4)). - ((3 6) (7 2 8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6857 { - ((3 6 7) (2 8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6858 { - (2 3 6 7) list:select (2 (3 6 7)). - (_:bng_17830 false true) log:ifThenElseIn (() 1). - (2 8 5 1 4) list:firstRest (2 (8 5 1 4)). - ((3 6 7) (2 8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6859 { - ((2 3 6 7) (8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6860 { - (2 3 6 7 8) list:select (8 (2 3 6 7)). - (_:bng_17831 false true) log:ifThenElseIn (() 1). - (8 5 1 4) list:firstRest (8 (5 1 4)). - ((2 3 6 7) (8 5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6861 { - ((2 3 6 7 8) (5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6862 { - (2 3 5 6 7 8) list:select (5 (2 3 6 7 8)). - (_:bng_17832 false true) log:ifThenElseIn (() 1). - (5 1 4) list:firstRest (5 (1 4)). - ((2 3 6 7 8) (5 1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6863 { - ((2 3 5 6 7 8) (1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6864 { - (1 2 3 5 6 7 8) list:select (1 (2 3 5 6 7 8)). - (_:bng_17833 false true) log:ifThenElseIn (() 1). - (1 4) list:firstRest (1 (4)). - ((2 3 5 6 7 8) (1 4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6865 { - ((1 2 3 5 6 7 8) (4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6866 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6867 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6868 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 7 2 8 5 1 4). -} - -_:bng_6869 { - [] rdf:value 8; :queens (6 3 7 2 8 5 1 4). -} - -_:bng_6870 { - (7 2 8 5 1 4) list:firstRest (7 (2 8 5 1 4)). - (7 1) math:difference 6. -} - -_:bng_6871 { - (6 1) :attack3 (7 2 8 5 1 4). -} - -_:bng_6872 { - [] rdf:value 6; :attack (7 2 8 5 1 4). -} - -_:bng_6873 { - (5 1 4) list:firstRest (5 (1 4)). - (5 2) math:difference 3. -} - -_:bng_6874 { - (3 2) :attack3 (5 1 4). -} - -_:bng_6875 { - (8 5 1 4) list:firstRest (8 (5 1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 4). -} - -_:bng_6876 { - (3 1) :attack3 (8 5 1 4). -} - -_:bng_6877 { - [] rdf:value 3; :attack (8 5 1 4). -} - -_:bng_6878 { - (5 1 4) list:firstRest (5 (1 4)). - (5 3) math:difference 2. -} - -_:bng_6879 { - (2 3) :attack3 (5 1 4). -} - -_:bng_6880 { - (8 5 1 4) list:firstRest (8 (5 1 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 1 4). -} - -_:bng_6881 { - (2 2) :attack3 (8 5 1 4). -} - -_:bng_6882 { - (6 8 5 1 4) list:firstRest (6 (8 5 1 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 1 4). -} - -_:bng_6883 { - (2 1) :attack3 (6 8 5 1 4). -} - -_:bng_6884 { - [] rdf:value 2; :attack (6 8 5 1 4). -} - -_:bng_6885 { - (3 6 8 5 1 4) list:firstRest (3 (6 8 5 1 4)). - (3 1) math:difference 2. -} - -_:bng_6886 { - (2 1) :attack3 (3 6 8 5 1 4). -} - -_:bng_6887 { - [] rdf:value 2; :attack (3 6 8 5 1 4). -} - -_:bng_6888 { - (2) list:select (2 ()). - (_:bng_17835 false true) log:ifThenElseIn (() 1). - (2 7 3 6 8 5 1 4) list:firstRest (2 (7 3 6 8 5 1 4)). - (() (2 7 3 6 8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6889 { - ((2) (7 3 6 8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6890 { - (2 7) list:select (7 (2)). - (_:bng_17836 false true) log:ifThenElseIn (() 1). - (7 3 6 8 5 1 4) list:firstRest (7 (3 6 8 5 1 4)). - ((2) (7 3 6 8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6891 { - ((2 7) (3 6 8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6892 { - (2 3 7) list:select (3 (2 7)). - (_:bng_17837 false true) log:ifThenElseIn (() 1). - (3 6 8 5 1 4) list:firstRest (3 (6 8 5 1 4)). - ((2 7) (3 6 8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6893 { - ((2 3 7) (6 8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6894 { - (2 3 6 7) list:select (6 (2 3 7)). - (_:bng_17838 false true) log:ifThenElseIn (() 1). - (6 8 5 1 4) list:firstRest (6 (8 5 1 4)). - ((2 3 7) (6 8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6895 { - ((2 3 6 7) (8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6896 { - (2 3 6 7 8) list:select (8 (2 3 6 7)). - (_:bng_17831 false true) log:ifThenElseIn (() 1). - (8 5 1 4) list:firstRest (8 (5 1 4)). - ((2 3 6 7) (8 5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6897 { - ((2 3 6 7 8) (5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6898 { - (2 3 5 6 7 8) list:select (5 (2 3 6 7 8)). - (_:bng_17832 false true) log:ifThenElseIn (() 1). - (5 1 4) list:firstRest (5 (1 4)). - ((2 3 6 7 8) (5 1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6899 { - ((2 3 5 6 7 8) (1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6900 { - (1 2 3 5 6 7 8) list:select (1 (2 3 5 6 7 8)). - (_:bng_17833 false true) log:ifThenElseIn (() 1). - (1 4) list:firstRest (1 (4)). - ((2 3 5 6 7 8) (1 4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6901 { - ((1 2 3 5 6 7 8) (4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6902 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6903 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6904 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 7 3 6 8 5 1 4). -} - -_:bng_6905 { - [] rdf:value 8; :queens (2 7 3 6 8 5 1 4). -} - -_:bng_6906 { - (6 8 5 1 4) list:firstRest (6 (8 5 1 4)). - (6 1) math:sum 7. -} - -_:bng_6907 { - (7 1) :attack3 (6 8 5 1 4). -} - -_:bng_6908 { - [] rdf:value 7; :attack (6 8 5 1 4). -} - -_:bng_6909 { - (8 5 1 4) list:firstRest (8 (5 1 4)). - (8 1) math:difference 7. -} - -_:bng_6910 { - (7 1) :attack3 (8 5 1 4). -} - -_:bng_6911 { - [] rdf:value 7; :attack (8 5 1 4). -} - -_:bng_6912 { - (4) list:firstRest (4 ()). - (4 2) math:sum 6. -} - -_:bng_6913 { - (6 2) :attack3 (4). -} - -_:bng_6914 { - (1 4) list:firstRest (1 (4)). - (1 1) math:sum 2 . - (6 2) :attack3 (4). -} - -_:bng_6915 { - (6 1) :attack3 (1 4). -} - -_:bng_6916 { - [] rdf:value 6; :attack (1 4). -} - -_:bng_6917 { - (2 7 1 4) list:firstRest (2 (7 1 4)). - (2 1) math:sum 3. -} - -_:bng_6918 { - (3 1) :attack3 (2 7 1 4). -} - -_:bng_6919 { - [] rdf:value 3; :attack (2 7 1 4). -} - -_:bng_6920 { - (7 1 4) list:firstRest (7 (1 4)). - (7 2) math:difference 5. -} - -_:bng_6921 { - (5 2) :attack3 (7 1 4). -} - -_:bng_6922 { - (2 7 1 4) list:firstRest (2 (7 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 4). -} - -_:bng_6923 { - (5 1) :attack3 (2 7 1 4). -} - -_:bng_6924 { - [] rdf:value 5; :attack (2 7 1 4). -} - -_:bng_6925 { - (2 7 1 4) list:firstRest (2 (7 1 4)). - (2 3) math:sum 5. -} - -_:bng_6926 { - (5 3) :attack3 (2 7 1 4). -} - -_:bng_6927 { - (6 2 7 1 4) list:firstRest (6 (2 7 1 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7 1 4). -} - -_:bng_6928 { - (5 2) :attack3 (6 2 7 1 4). -} - -_:bng_6929 { - (3 6 2 7 1 4) list:firstRest (3 (6 2 7 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2 7 1 4). -} - -_:bng_6930 { - (5 1) :attack3 (3 6 2 7 1 4). -} - -_:bng_6931 { - [] rdf:value 5; :attack (3 6 2 7 1 4). -} - -_:bng_6932 { - (6 2 7 1 4) list:firstRest (6 (2 7 1 4)). - (6 2) math:sum 8. -} - -_:bng_6933 { - (8 2) :attack3 (6 2 7 1 4). -} - -_:bng_6934 { - (3 6 2 7 1 4) list:firstRest (3 (6 2 7 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 7 1 4). -} - -_:bng_6935 { - (8 1) :attack3 (3 6 2 7 1 4). -} - -_:bng_6936 { - [] rdf:value 8; :attack (3 6 2 7 1 4). -} - -_:bng_6937 { - (6 2 7 1 4) list:firstRest (6 (2 7 1 4)). - (6 1) math:difference 5. -} - -_:bng_6938 { - (5 1) :attack3 (6 2 7 1 4). -} - -_:bng_6939 { - [] rdf:value 5; :attack (6 2 7 1 4). -} - -_:bng_6940 { - (7 1 4) list:firstRest (7 (1 4)). - (7 4) math:difference 3. -} - -_:bng_6941 { - (3 4) :attack3 (7 1 4). -} - -_:bng_6942 { - (2 7 1 4) list:firstRest (2 (7 1 4)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 1 4). -} - -_:bng_6943 { - (3 3) :attack3 (2 7 1 4). -} - -_:bng_6944 { - (6 2 7 1 4) list:firstRest (6 (2 7 1 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 7 1 4). -} - -_:bng_6945 { - (3 2) :attack3 (6 2 7 1 4). -} - -_:bng_6946 { - (8 6 2 7 1 4) list:firstRest (8 (6 2 7 1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 2 7 1 4). -} - -_:bng_6947 { - (3 1) :attack3 (8 6 2 7 1 4). -} - -_:bng_6948 { - [] rdf:value 3; :attack (8 6 2 7 1 4). -} - -_:bng_6949 { - (8 6 2 7 1 4) list:firstRest (8 (6 2 7 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2 7 1 4). -} - -_:bng_6950 { - (5 1) :attack3 (8 6 2 7 1 4). -} - -_:bng_6951 { - [] rdf:value 5; :attack (8 6 2 7 1 4). -} - -_:bng_6952 { - (7 1 4) list:firstRest (7 (1 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4). -} - -_:bng_6953 { - (8 2) :attack3 (7 1 4). -} - -_:bng_6954 { - (2 7 1 4) list:firstRest (2 (7 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 1 4). -} - -_:bng_6955 { - (8 1) :attack3 (2 7 1 4). -} - -_:bng_6956 { - [] rdf:value 8; :attack (2 7 1 4). -} - -_:bng_6957 { - (7 1 4) list:firstRest (7 (1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4). -} - -_:bng_6958 { - (3 1) :attack3 (7 1 4). -} - -_:bng_6959 { - [] rdf:value 3; :attack (7 1 4). -} - -_:bng_6960 { - (2 5 7 1 4) list:firstRest (2 (5 7 1 4)). - (2 1) math:sum 3. -} - -_:bng_6961 { - (3 1) :attack3 (2 5 7 1 4). -} - -_:bng_6962 { - [] rdf:value 3; :attack (2 5 7 1 4). -} - -_:bng_6963 { - (5 7 1 4) list:firstRest (5 (7 1 4)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 1 4). -} - -_:bng_6964 { - (3 3) :attack3 (5 7 1 4). -} - -_:bng_6965 { - (2 5 7 1 4) list:firstRest (2 (5 7 1 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7 1 4). -} - -_:bng_6966 { - (3 2) :attack3 (2 5 7 1 4). -} - -_:bng_6967 { - (6 2 5 7 1 4) list:firstRest (6 (2 5 7 1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7 1 4). -} - -_:bng_6968 { - (3 1) :attack3 (6 2 5 7 1 4). -} - -_:bng_6969 { - [] rdf:value 3; :attack (6 2 5 7 1 4). -} - -_:bng_6970 { - (5 7 1 4) list:firstRest (5 (7 1 4)). - (5 3) math:sum 8. -} - -_:bng_6971 { - (8 3) :attack3 (5 7 1 4). -} - -_:bng_6972 { - (2 5 7 1 4) list:firstRest (2 (5 7 1 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 1 4). -} - -_:bng_6973 { - (8 2) :attack3 (2 5 7 1 4). -} - -_:bng_6974 { - (6 2 5 7 1 4) list:firstRest (6 (2 5 7 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 7 1 4). -} - -_:bng_6975 { - (8 1) :attack3 (6 2 5 7 1 4). -} - -_:bng_6976 { - [] rdf:value 8; :attack (6 2 5 7 1 4). -} - -_:bng_6977 { - (8 2 5 7 1 4) list:firstRest (8 (2 5 7 1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7 1 4). -} - -_:bng_6978 { - (3 1) :attack3 (8 2 5 7 1 4). -} - -_:bng_6979 { - [] rdf:value 3; :attack (8 2 5 7 1 4). -} - -_:bng_6980 { - (7 1 4) list:firstRest (7 (1 4)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 4). -} - -_:bng_6981 { - (6 4) :attack3 (7 1 4). -} - -_:bng_6982 { - (5 7 1 4) list:firstRest (5 (7 1 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (7 1 4). -} - -_:bng_6983 { - (6 3) :attack3 (5 7 1 4). -} - -_:bng_6984 { - (2 5 7 1 4) list:firstRest (2 (5 7 1 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 7 1 4). -} - -_:bng_6985 { - (6 2) :attack3 (2 5 7 1 4). -} - -_:bng_6986 { - (8 2 5 7 1 4) list:firstRest (8 (2 5 7 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 7 1 4). -} - -_:bng_6987 { - (6 1) :attack3 (8 2 5 7 1 4). -} - -_:bng_6988 { - [] rdf:value 6; :attack (8 2 5 7 1 4). -} - -_:bng_6989 { - (3 5 7 1 4) list:firstRest (3 (5 7 1 4)). - (3 1) math:difference 2. -} - -_:bng_6990 { - (2 1) :attack3 (3 5 7 1 4). -} - -_:bng_6991 { - [] rdf:value 2; :attack (3 5 7 1 4). -} - -_:bng_6992 { - (5 7 1 4) list:firstRest (5 (7 1 4)). - (5 3) math:difference 2. -} - -_:bng_6993 { - (2 3) :attack3 (5 7 1 4). -} - -_:bng_6994 { - (3 5 7 1 4) list:firstRest (3 (5 7 1 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7 1 4). -} - -_:bng_6995 { - (2 2) :attack3 (3 5 7 1 4). -} - -_:bng_6996 { - (6 3 5 7 1 4) list:firstRest (6 (3 5 7 1 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7 1 4). -} - -_:bng_6997 { - (2 1) :attack3 (6 3 5 7 1 4). -} - -_:bng_6998 { - [] rdf:value 2; :attack (6 3 5 7 1 4). -} - -_:bng_6999 { - (3 5 7 1 4) list:firstRest (3 (5 7 1 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 1 4). -} - -_:bng_7000 { - (8 2) :attack3 (3 5 7 1 4). -} - -_:bng_7001 { - (6 3 5 7 1 4) list:firstRest (6 (3 5 7 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7 1 4). -} - -_:bng_7002 { - (8 1) :attack3 (6 3 5 7 1 4). -} - -_:bng_7003 { - [] rdf:value 8; :attack (6 3 5 7 1 4). -} - -_:bng_7004 { - (8 3 5 7 1 4) list:firstRest (8 (3 5 7 1 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7 1 4). -} - -_:bng_7005 { - (2 1) :attack3 (8 3 5 7 1 4). -} - -_:bng_7006 { - [] rdf:value 2; :attack (8 3 5 7 1 4). -} - -_:bng_7007 { - (3 5 7 1 4) list:firstRest (3 (5 7 1 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 7 1 4). -} - -_:bng_7008 { - (6 2) :attack3 (3 5 7 1 4). -} - -_:bng_7009 { - (8 3 5 7 1 4) list:firstRest (8 (3 5 7 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 5 7 1 4). -} - -_:bng_7010 { - (6 1) :attack3 (8 3 5 7 1 4). -} - -_:bng_7011 { - [] rdf:value 6; :attack (8 3 5 7 1 4). -} - -_:bng_7012 { - (5 7 1 4) list:firstRest (5 (7 1 4)). - (5 1) math:sum 6. -} - -_:bng_7013 { - (6 1) :attack3 (5 7 1 4). -} - -_:bng_7014 { - [] rdf:value 6; :attack (5 7 1 4). -} - -_:bng_7015 { - (5 7 1 4) list:firstRest (5 (7 1 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 1 4). -} - -_:bng_7016 { - (8 1) :attack3 (5 7 1 4). -} - -_:bng_7017 { - [] rdf:value 8; :attack (5 7 1 4). -} - -_:bng_7018 { - (7 1 4) list:firstRest (7 (1 4)). - (7 1) math:difference 6. -} - -_:bng_7019 { - (6 1) :attack3 (7 1 4). -} - -_:bng_7020 { - [] rdf:value 6; :attack (7 1 4). -} - -_:bng_7021 { - (7 1 4) list:firstRest (7 (1 4)). - (7 1) math:sum 8. -} - -_:bng_7022 { - (8 1) :attack3 (7 1 4). -} - -_:bng_7023 { - [] rdf:value 8; :attack (7 1 4). -} - -_:bng_7024 { - (2 8 1 4) list:firstRest (2 (8 1 4)). - (2 1) math:sum 3. -} - -_:bng_7025 { - (3 1) :attack3 (2 8 1 4). -} - -_:bng_7026 { - [] rdf:value 3; :attack (2 8 1 4). -} - -_:bng_7027 { - (8 1 4) list:firstRest (8 (1 4)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 4). -} - -_:bng_7028 { - (6 4) :attack3 (8 1 4). -} - -_:bng_7029 { - (2 8 1 4) list:firstRest (2 (8 1 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1 4). -} - -_:bng_7030 { - (6 3) :attack3 (2 8 1 4). -} - -_:bng_7031 { - (5 2 8 1 4) list:firstRest (5 (2 8 1 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (2 8 1 4). -} - -_:bng_7032 { - (6 2) :attack3 (5 2 8 1 4). -} - -_:bng_7033 { - (3 5 2 8 1 4) list:firstRest (3 (5 2 8 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 2 8 1 4). -} - -_:bng_7034 { - (6 1) :attack3 (3 5 2 8 1 4). -} - -_:bng_7035 { - [] rdf:value 6; :attack (3 5 2 8 1 4). -} - -_:bng_7036 { - (5 2 8 1 4) list:firstRest (5 (2 8 1 4)). - (5 2) math:sum 7. -} - -_:bng_7037 { - (7 2) :attack3 (5 2 8 1 4). -} - -_:bng_7038 { - (3 5 2 8 1 4) list:firstRest (3 (5 2 8 1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8 1 4). -} - -_:bng_7039 { - (7 1) :attack3 (3 5 2 8 1 4). -} - -_:bng_7040 { - [] rdf:value 7; :attack (3 5 2 8 1 4). -} - -_:bng_7041 { - (5 2 8 1 4) list:firstRest (5 (2 8 1 4)). - (5 1) math:sum 6. -} - -_:bng_7042 { - (6 1) :attack3 (5 2 8 1 4). -} - -_:bng_7043 { - [] rdf:value 6; :attack (5 2 8 1 4). -} - -_:bng_7044 { - (5 2 8 1 4) list:firstRest (5 (2 8 1 4)). - (5 2) math:difference 3. -} - -_:bng_7045 { - (3 2) :attack3 (5 2 8 1 4). -} - -_:bng_7046 { - (7 5 2 8 1 4) list:firstRest (7 (5 2 8 1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 8 1 4). -} - -_:bng_7047 { - (3 1) :attack3 (7 5 2 8 1 4). -} - -_:bng_7048 { - [] rdf:value 3; :attack (7 5 2 8 1 4). -} - -_:bng_7049 { - (7 5 2 8 1 4) list:firstRest (7 (5 2 8 1 4)). - (7 1) math:difference 6. -} - -_:bng_7050 { - (6 1) :attack3 (7 5 2 8 1 4). -} - -_:bng_7051 { - [] rdf:value 6; :attack (7 5 2 8 1 4). -} - -_:bng_7052 { - (8 1 4) list:firstRest (8 (1 4)). - (8 2) math:difference 6. -} - -_:bng_7053 { - (6 2) :attack3 (8 1 4). -} - -_:bng_7054 { - (2 8 1 4) list:firstRest (2 (8 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 4). -} - -_:bng_7055 { - (6 1) :attack3 (2 8 1 4). -} - -_:bng_7056 { - [] rdf:value 6; :attack (2 8 1 4). -} - -_:bng_7057 { - (7 2 8 1 4) list:firstRest (7 (2 8 1 4)). - (7 2) math:difference 5. -} - -_:bng_7058 { - (5 2) :attack3 (7 2 8 1 4). -} - -_:bng_7059 { - (3 7 2 8 1 4) list:firstRest (3 (7 2 8 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8 1 4). -} - -_:bng_7060 { - (5 1) :attack3 (3 7 2 8 1 4). -} - -_:bng_7061 { - [] rdf:value 5; :attack (3 7 2 8 1 4). -} - -_:bng_7062 { - (7 2 8 1 4) list:firstRest (7 (2 8 1 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (2 8 1 4). -} - -_:bng_7063 { - (6 2) :attack3 (7 2 8 1 4). -} - -_:bng_7064 { - (3 7 2 8 1 4) list:firstRest (3 (7 2 8 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 2 8 1 4). -} - -_:bng_7065 { - (6 1) :attack3 (3 7 2 8 1 4). -} - -_:bng_7066 { - [] rdf:value 6; :attack (3 7 2 8 1 4). -} - -_:bng_7067 { - (8 1 4) list:firstRest (8 (1 4)). - (8 3) math:difference 5. -} - -_:bng_7068 { - (5 3) :attack3 (8 1 4). -} - -_:bng_7069 { - (2 8 1 4) list:firstRest (2 (8 1 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1 4). -} - -_:bng_7070 { - (5 2) :attack3 (2 8 1 4). -} - -_:bng_7071 { - (7 2 8 1 4) list:firstRest (7 (2 8 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8 1 4). -} - -_:bng_7072 { - (5 1) :attack3 (7 2 8 1 4). -} - -_:bng_7073 { - [] rdf:value 5; :attack (7 2 8 1 4). -} - -_:bng_7074 { - (7 2 8 1 4) list:firstRest (7 (2 8 1 4)). - (7 1) math:difference 6. -} - -_:bng_7075 { - (6 1) :attack3 (7 2 8 1 4). -} - -_:bng_7076 { - [] rdf:value 6; :attack (7 2 8 1 4). -} - -_:bng_7077 { - (8 1 4) list:firstRest (8 (1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4). -} - -_:bng_7078 { - (3 1) :attack3 (8 1 4). -} - -_:bng_7079 { - [] rdf:value 3; :attack (8 1 4). -} - -_:bng_7080 { - (2 5 8 1 4) list:firstRest (2 (5 8 1 4)). - (2 1) math:sum 3. -} - -_:bng_7081 { - (3 1) :attack3 (2 5 8 1 4). -} - -_:bng_7082 { - [] rdf:value 3; :attack (2 5 8 1 4). -} - -_:bng_7083 { - (1 4) list:firstRest (1 (4)). - (1 6) math:sum 7. -} - -_:bng_7084 { - (7 6) :attack3 (1 4). -} - -_:bng_7085 { - (8 1 4) list:firstRest (8 (1 4)). - (5 1) math:sum 6 . - (7 6) :attack3 (1 4). -} - -_:bng_7086 { - (7 5) :attack3 (8 1 4). -} - -_:bng_7087 { - (5 8 1 4) list:firstRest (5 (8 1 4)). - (4 1) math:sum 5 . - (7 5) :attack3 (8 1 4). -} - -_:bng_7088 { - (7 4) :attack3 (5 8 1 4). -} - -_:bng_7089 { - (2 5 8 1 4) list:firstRest (2 (5 8 1 4)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 8 1 4). -} - -_:bng_7090 { - (7 3) :attack3 (2 5 8 1 4). -} - -_:bng_7091 { - (6 2 5 8 1 4) list:firstRest (6 (2 5 8 1 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (2 5 8 1 4). -} - -_:bng_7092 { - (7 2) :attack3 (6 2 5 8 1 4). -} - -_:bng_7093 { - (3 6 2 5 8 1 4) list:firstRest (3 (6 2 5 8 1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 2 5 8 1 4). -} - -_:bng_7094 { - (7 1) :attack3 (3 6 2 5 8 1 4). -} - -_:bng_7095 { - [] rdf:value 7; :attack (3 6 2 5 8 1 4). -} - -_:bng_7096 { - (6 2 5 8 1 4) list:firstRest (6 (2 5 8 1 4)). - (6 1) math:sum 7. -} - -_:bng_7097 { - (7 1) :attack3 (6 2 5 8 1 4). -} - -_:bng_7098 { - [] rdf:value 7; :attack (6 2 5 8 1 4). -} - -_:bng_7099 { - (5 8 1 4) list:firstRest (5 (8 1 4)). - (5 2) math:sum 7. -} - -_:bng_7100 { - (7 2) :attack3 (5 8 1 4). -} - -_:bng_7101 { - (2 5 8 1 4) list:firstRest (2 (5 8 1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1 4). -} - -_:bng_7102 { - (7 1) :attack3 (2 5 8 1 4). -} - -_:bng_7103 { - [] rdf:value 7; :attack (2 5 8 1 4). -} - -_:bng_7104 { - (3 5 8 1 4) list:firstRest (3 (5 8 1 4)). - (3 1) math:difference 2. -} - -_:bng_7105 { - (2 1) :attack3 (3 5 8 1 4). -} - -_:bng_7106 { - [] rdf:value 2; :attack (3 5 8 1 4). -} - -_:bng_7107 { - (5 8 1 4) list:firstRest (5 (8 1 4)). - (5 3) math:difference 2. -} - -_:bng_7108 { - (2 3) :attack3 (5 8 1 4). -} - -_:bng_7109 { - (3 5 8 1 4) list:firstRest (3 (5 8 1 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 1 4). -} - -_:bng_7110 { - (2 2) :attack3 (3 5 8 1 4). -} - -_:bng_7111 { - (6 3 5 8 1 4) list:firstRest (6 (3 5 8 1 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 8 1 4). -} - -_:bng_7112 { - (2 1) :attack3 (6 3 5 8 1 4). -} - -_:bng_7113 { - [] rdf:value 2; :attack (6 3 5 8 1 4). -} - -_:bng_7114 { - (6 3 5 8 1 4) list:firstRest (6 (3 5 8 1 4)). - (6 1) math:sum 7. -} - -_:bng_7115 { - (7 1) :attack3 (6 3 5 8 1 4). -} - -_:bng_7116 { - [] rdf:value 7; :attack (6 3 5 8 1 4). -} - -_:bng_7117 { - (3 5 8 1 4) list:firstRest (3 (5 8 1 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1 4). -} - -_:bng_7118 { - (7 1) :attack3 (3 5 8 1 4). -} - -_:bng_7119 { - [] rdf:value 7; :attack (3 5 8 1 4). -} - -_:bng_7120 { - (5 8 1 4) list:firstRest (5 (8 1 4)). - (5 1) math:sum 6. -} - -_:bng_7121 { - (6 1) :attack3 (5 8 1 4). -} - -_:bng_7122 { - [] rdf:value 6; :attack (5 8 1 4). -} - -_:bng_7123 { - (2 7 5 8 1 4) list:firstRest (2 (7 5 8 1 4)). - (2 1) math:sum 3. -} - -_:bng_7124 { - (3 1) :attack3 (2 7 5 8 1 4). -} - -_:bng_7125 { - [] rdf:value 3; :attack (2 7 5 8 1 4). -} - -_:bng_7126 { - (5 8 1 4) list:firstRest (5 (8 1 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1 4). -} - -_:bng_7127 { - (6 3) :attack3 (5 8 1 4). -} - -_:bng_7128 { - (7 5 8 1 4) list:firstRest (7 (5 8 1 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 8 1 4). -} - -_:bng_7129 { - (6 2) :attack3 (7 5 8 1 4). -} - -_:bng_7130 { - (2 7 5 8 1 4) list:firstRest (2 (7 5 8 1 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 5 8 1 4). -} - -_:bng_7131 { - (6 1) :attack3 (2 7 5 8 1 4). -} - -_:bng_7132 { - [] rdf:value 6; :attack (2 7 5 8 1 4). -} - -_:bng_7133 { - (5 8 1 4) list:firstRest (5 (8 1 4)). - (5 2) math:difference 3. -} - -_:bng_7134 { - (3 2) :attack3 (5 8 1 4). -} - -_:bng_7135 { - (7 5 8 1 4) list:firstRest (7 (5 8 1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 1 4). -} - -_:bng_7136 { - (3 1) :attack3 (7 5 8 1 4). -} - -_:bng_7137 { - [] rdf:value 3; :attack (7 5 8 1 4). -} - -_:bng_7138 { - (7 5 8 1 4) list:firstRest (7 (5 8 1 4)). - (7 1) math:difference 6. -} - -_:bng_7139 { - (6 1) :attack3 (7 5 8 1 4). -} - -_:bng_7140 { - [] rdf:value 6; :attack (7 5 8 1 4). -} - -_:bng_7141 { - (2 6 8 1 4) list:firstRest (2 (6 8 1 4)). - (2 1) math:sum 3. -} - -_:bng_7142 { - (3 1) :attack3 (2 6 8 1 4). -} - -_:bng_7143 { - [] rdf:value 3; :attack (2 6 8 1 4). -} - -_:bng_7144 { - (6 8 1 4) list:firstRest (6 (8 1 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1 4). -} - -_:bng_7145 { - (5 2) :attack3 (6 8 1 4). -} - -_:bng_7146 { - (2 6 8 1 4) list:firstRest (2 (6 8 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 1 4). -} - -_:bng_7147 { - (5 1) :attack3 (2 6 8 1 4). -} - -_:bng_7148 { - [] rdf:value 5; :attack (2 6 8 1 4). -} - -_:bng_7149 { - (6 8 1 4) list:firstRest (6 (8 1 4)). - (6 3) math:difference 3. -} - -_:bng_7150 { - (3 3) :attack3 (6 8 1 4). -} - -_:bng_7151 { - (2 6 8 1 4) list:firstRest (2 (6 8 1 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8 1 4). -} - -_:bng_7152 { - (3 2) :attack3 (2 6 8 1 4). -} - -_:bng_7153 { - (7 2 6 8 1 4) list:firstRest (7 (2 6 8 1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 8 1 4). -} - -_:bng_7154 { - (3 1) :attack3 (7 2 6 8 1 4). -} - -_:bng_7155 { - [] rdf:value 3; :attack (7 2 6 8 1 4). -} - -_:bng_7156 { - (8 1 4) list:firstRest (8 (1 4)). - (8 5) math:difference 3. -} - -_:bng_7157 { - (3 5) :attack3 (8 1 4). -} - -_:bng_7158 { - (6 8 1 4) list:firstRest (6 (8 1 4)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 1 4). -} - -_:bng_7159 { - (3 4) :attack3 (6 8 1 4). -} - -_:bng_7160 { - (2 6 8 1 4) list:firstRest (2 (6 8 1 4)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8 1 4). -} - -_:bng_7161 { - (3 3) :attack3 (2 6 8 1 4). -} - -_:bng_7162 { - (7 2 6 8 1 4) list:firstRest (7 (2 6 8 1 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 6 8 1 4). -} - -_:bng_7163 { - (3 2) :attack3 (7 2 6 8 1 4). -} - -_:bng_7164 { - (5 7 2 6 8 1 4) list:firstRest (5 (7 2 6 8 1 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 2 6 8 1 4). -} - -_:bng_7165 { - (3 1) :attack3 (5 7 2 6 8 1 4). -} - -_:bng_7166 { - [] rdf:value 3; :attack (5 7 2 6 8 1 4). -} - -_:bng_7167 { - (3 6 8 1 4) list:firstRest (3 (6 8 1 4)). - (3 1) math:difference 2. -} - -_:bng_7168 { - (2 1) :attack3 (3 6 8 1 4). -} - -_:bng_7169 { - [] rdf:value 2; :attack (3 6 8 1 4). -} - -_:bng_7170 { - (3 6 8 1 4) list:firstRest (3 (6 8 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 1 4). -} - -_:bng_7171 { - (5 1) :attack3 (3 6 8 1 4). -} - -_:bng_7172 { - [] rdf:value 5; :attack (3 6 8 1 4). -} - -_:bng_7173 { - (7 3 6 8 1 4) list:firstRest (7 (3 6 8 1 4)). - (7 2) math:difference 5. -} - -_:bng_7174 { - (5 2) :attack3 (7 3 6 8 1 4). -} - -_:bng_7175 { - (2 7 3 6 8 1 4) list:firstRest (2 (7 3 6 8 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 3 6 8 1 4). -} - -_:bng_7176 { - (5 1) :attack3 (2 7 3 6 8 1 4). -} - -_:bng_7177 { - [] rdf:value 5; :attack (2 7 3 6 8 1 4). -} - -_:bng_7178 { - (3 6 8 1 4) list:firstRest (3 (6 8 1 4)). - (3 2) math:sum 5. -} - -_:bng_7179 { - (5 2) :attack3 (3 6 8 1 4). -} - -_:bng_7180 { - (7 3 6 8 1 4) list:firstRest (7 (3 6 8 1 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 8 1 4). -} - -_:bng_7181 { - (5 1) :attack3 (7 3 6 8 1 4). -} - -_:bng_7182 { - [] rdf:value 5; :attack (7 3 6 8 1 4). -} - -_:bng_7183 { - (6 8 1 4) list:firstRest (6 (8 1 4)). - (6 1) math:difference 5. -} - -_:bng_7184 { - (5 1) :attack3 (6 8 1 4). -} - -_:bng_7185 { - [] rdf:value 5; :attack (6 8 1 4). -} - -_:bng_7186 { - (6 8 1 4) list:firstRest (6 (8 1 4)). - (6 1) math:sum 7. -} - -_:bng_7187 { - (7 1) :attack3 (6 8 1 4). -} - -_:bng_7188 { - [] rdf:value 7; :attack (6 8 1 4). -} - -_:bng_7189 { - (8 1 4) list:firstRest (8 (1 4)). - (8 1) math:difference 7. -} - -_:bng_7190 { - (7 1) :attack3 (8 1 4). -} - -_:bng_7191 { - [] rdf:value 7; :attack (8 1 4). -} - -_:bng_7192 { - (2 4) list:firstRest (2 (4)). - (2 1) math:difference 1. -} - -_:bng_7193 { - (1 1) :attack3 (2 4). -} - -_:bng_7194 { - [] rdf:value 1; :attack (2 4). -} - -_:bng_7195 { - (2 4) list:firstRest (2 (4)). - (2 1) math:sum 3. -} - -_:bng_7196 { - (3 1) :attack3 (2 4). -} - -_:bng_7197 { - [] rdf:value 3; :attack (2 4). -} - -_:bng_7198 { - (4) list:firstRest (4 ()). - (4 3) math:difference 1. -} - -_:bng_7199 { - (1 3) :attack3 (4). -} - -_:bng_7200 { - (2 4) list:firstRest (2 (4)). - (2 1) math:sum 3 . - (1 3) :attack3 (4). -} - -_:bng_7201 { - (1 2) :attack3 (2 4). -} - -_:bng_7202 { - (5 2 4) list:firstRest (5 (2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4). -} - -_:bng_7203 { - (1 1) :attack3 (5 2 4). -} - -_:bng_7204 { - [] rdf:value 1; :attack (5 2 4). -} - -_:bng_7205 { - (2 4) list:firstRest (2 (4)). - (2 4) math:sum 6. -} - -_:bng_7206 { - (6 4) :attack3 (2 4). -} - -_:bng_7207 { - (5 2 4) list:firstRest (5 (2 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 4). -} - -_:bng_7208 { - (6 3) :attack3 (5 2 4). -} - -_:bng_7209 { - (3 5 2 4) list:firstRest (3 (5 2 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 2 4). -} - -_:bng_7210 { - (6 2) :attack3 (3 5 2 4). -} - -_:bng_7211 { - (1 3 5 2 4) list:firstRest (1 (3 5 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 5 2 4). -} - -_:bng_7212 { - (6 1) :attack3 (1 3 5 2 4). -} - -_:bng_7213 { - [] rdf:value 6; :attack (1 3 5 2 4). -} - -_:bng_7214 { - (7 1 3 5 2 4) list:firstRest (7 (1 3 5 2 4)). - (7 1) math:difference 6. -} - -_:bng_7215 { - (6 1) :attack3 (7 1 3 5 2 4). -} - -_:bng_7216 { - [] rdf:value 6; :attack (7 1 3 5 2 4). -} - -_:bng_7217 { - (7 1 3 5 2 4) list:firstRest (7 (1 3 5 2 4)). - (7 1) math:sum 8. -} - -_:bng_7218 { - (8 1) :attack3 (7 1 3 5 2 4). -} - -_:bng_7219 { - [] rdf:value 8; :attack (7 1 3 5 2 4). -} - -_:bng_7220 { - (5 2 4) list:firstRest (5 (2 4)). - (5 3) math:sum 8. -} - -_:bng_7221 { - (8 3) :attack3 (5 2 4). -} - -_:bng_7222 { - (3 5 2 4) list:firstRest (3 (5 2 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2 4). -} - -_:bng_7223 { - (8 2) :attack3 (3 5 2 4). -} - -_:bng_7224 { - (1 3 5 2 4) list:firstRest (1 (3 5 2 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 2 4). -} - -_:bng_7225 { - (8 1) :attack3 (1 3 5 2 4). -} - -_:bng_7226 { - [] rdf:value 8; :attack (1 3 5 2 4). -} - -_:bng_7227 { - (3 5 2 4) list:firstRest (3 (5 2 4)). - (3 2) math:difference 1. -} - -_:bng_7228 { - (1 2) :attack3 (3 5 2 4). -} - -_:bng_7229 { - (6 3 5 2 4) list:firstRest (6 (3 5 2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 2 4). -} - -_:bng_7230 { - (1 1) :attack3 (6 3 5 2 4). -} - -_:bng_7231 { - [] rdf:value 1; :attack (6 3 5 2 4). -} - -_:bng_7232 { - (6 3 5 2 4) list:firstRest (6 (3 5 2 4)). - (6 1) math:sum 7. -} - -_:bng_7233 { - (7 1) :attack3 (6 3 5 2 4). -} - -_:bng_7234 { - [] rdf:value 7; :attack (6 3 5 2 4). -} - -_:bng_7235 { - (6 3 5 2 4) list:firstRest (6 (3 5 2 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 2 4). -} - -_:bng_7236 { - (8 1) :attack3 (6 3 5 2 4). -} - -_:bng_7237 { - [] rdf:value 8; :attack (6 3 5 2 4). -} - -_:bng_7238 { - (5 2 4) list:firstRest (5 (2 4)). - (5 2) math:sum 7. -} - -_:bng_7239 { - (7 2) :attack3 (5 2 4). -} - -_:bng_7240 { - (3 5 2 4) list:firstRest (3 (5 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 4). -} - -_:bng_7241 { - (7 1) :attack3 (3 5 2 4). -} - -_:bng_7242 { - [] rdf:value 7; :attack (3 5 2 4). -} - -_:bng_7243 { - (2 4) list:firstRest (2 (4)). - (3 1) math:sum 4 . - (8 4) :attack3 (4). -} - -_:bng_7244 { - (8 3) :attack3 (2 4). -} - -_:bng_7245 { - (5 2 4) list:firstRest (5 (2 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 4). -} - -_:bng_7246 { - (8 2) :attack3 (5 2 4). -} - -_:bng_7247 { - (3 5 2 4) list:firstRest (3 (5 2 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 2 4). -} - -_:bng_7248 { - (8 1) :attack3 (3 5 2 4). -} - -_:bng_7249 { - [] rdf:value 8; :attack (3 5 2 4). -} - -_:bng_7250 { - (5 2 4) list:firstRest (5 (2 4)). - (5 1) math:sum 6. -} - -_:bng_7251 { - (6 1) :attack3 (5 2 4). -} - -_:bng_7252 { - [] rdf:value 6; :attack (5 2 4). -} - -_:bng_7253 { - (2 4) list:firstRest (2 (4)). - (2 1) math:sum 3 . - (7 3) :attack3 (4). -} - -_:bng_7254 { - (7 2) :attack3 (2 4). -} - -_:bng_7255 { - (5 2 4) list:firstRest (5 (2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4). -} - -_:bng_7256 { - (7 1) :attack3 (5 2 4). -} - -_:bng_7257 { - [] rdf:value 7; :attack (5 2 4). -} - -_:bng_7258 { - (6 3 1 8 5 2 4) list:firstRest (6 (3 1 8 5 2 4)). - (6 1) math:sum 7. -} - -_:bng_7259 { - (7 1) :attack3 (6 3 1 8 5 2 4). -} - -_:bng_7260 { - [] rdf:value 7; :attack (6 3 1 8 5 2 4). -} - -_:bng_7261 { - (2 4) list:firstRest (2 (4)). - (2 5) math:sum 7. -} - -_:bng_7262 { - (7 5) :attack3 (2 4). -} - -_:bng_7263 { - (5 2 4) list:firstRest (5 (2 4)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 4). -} - -_:bng_7264 { - (7 4) :attack3 (5 2 4). -} - -_:bng_7265 { - (8 5 2 4) list:firstRest (8 (5 2 4)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2 4). -} - -_:bng_7266 { - (7 3) :attack3 (8 5 2 4). -} - -_:bng_7267 { - (1 8 5 2 4) list:firstRest (1 (8 5 2 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 5 2 4). -} - -_:bng_7268 { - (7 2) :attack3 (1 8 5 2 4). -} - -_:bng_7269 { - (3 1 8 5 2 4) list:firstRest (3 (1 8 5 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 5 2 4). -} - -_:bng_7270 { - (7 1) :attack3 (3 1 8 5 2 4). -} - -_:bng_7271 { - [] rdf:value 7; :attack (3 1 8 5 2 4). -} - -_:bng_7272 { - (8 5 2 4) list:firstRest (8 (5 2 4)). - (8 2) math:difference 6. -} - -_:bng_7273 { - (6 2) :attack3 (8 5 2 4). -} - -_:bng_7274 { - (1 8 5 2 4) list:firstRest (1 (8 5 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 2 4). -} - -_:bng_7275 { - (6 1) :attack3 (1 8 5 2 4). -} - -_:bng_7276 { - [] rdf:value 6; :attack (1 8 5 2 4). -} - -_:bng_7277 { - (1 8 5 2 4) list:firstRest (1 (8 5 2 4)). - (1 2) math:sum 3. -} - -_:bng_7278 { - (3 2) :attack3 (1 8 5 2 4). -} - -_:bng_7279 { - (7 1 8 5 2 4) list:firstRest (7 (1 8 5 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 5 2 4). -} - -_:bng_7280 { - (3 1) :attack3 (7 1 8 5 2 4). -} - -_:bng_7281 { - [] rdf:value 3; :attack (7 1 8 5 2 4). -} - -_:bng_7282 { - (7 1 8 5 2 4) list:firstRest (7 (1 8 5 2 4)). - (7 1) math:difference 6. -} - -_:bng_7283 { - (6 1) :attack3 (7 1 8 5 2 4). -} - -_:bng_7284 { - [] rdf:value 6; :attack (7 1 8 5 2 4). -} - -_:bng_7285 { - (5 2 4) list:firstRest (5 (2 4)). - (5 2) math:difference 3. -} - -_:bng_7286 { - (3 2) :attack3 (5 2 4). -} - -_:bng_7287 { - (8 5 2 4) list:firstRest (8 (5 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 4). -} - -_:bng_7288 { - (3 1) :attack3 (8 5 2 4). -} - -_:bng_7289 { - [] rdf:value 3; :attack (8 5 2 4). -} - -_:bng_7290 { - (7) list:select (7 ()). - (_:bng_17839 false true) log:ifThenElseIn (() 1). - (7 3 1 6 8 5 2 4) list:firstRest (7 (3 1 6 8 5 2 4)). - (() (7 3 1 6 8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7291 { - ((7) (3 1 6 8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7292 { - (3 7) list:select (3 (7)). - (_:bng_17840 false true) log:ifThenElseIn (() 1). - (3 1 6 8 5 2 4) list:firstRest (3 (1 6 8 5 2 4)). - ((7) (3 1 6 8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7293 { - ((3 7) (1 6 8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7294 { - (1 3 7) list:select (1 (3 7)). - (_:bng_17841 false true) log:ifThenElseIn (() 1). - (1 6 8 5 2 4) list:firstRest (1 (6 8 5 2 4)). - ((3 7) (1 6 8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7295 { - ((1 3 7) (6 8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7296 { - (1 3 6 7) list:select (6 (1 3 7)). - (_:bng_17842 false true) log:ifThenElseIn (() 1). - (6 8 5 2 4) list:firstRest (6 (8 5 2 4)). - ((1 3 7) (6 8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7297 { - ((1 3 6 7) (8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7298 { - (1 3 6 7 8) list:select (8 (1 3 6 7)). - (_:bng_17843 false true) log:ifThenElseIn (() 1). - (8 5 2 4) list:firstRest (8 (5 2 4)). - ((1 3 6 7) (8 5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7299 { - ((1 3 6 7 8) (5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7300 { - (1 3 5 6 7 8) list:select (5 (1 3 6 7 8)). - (_:bng_17844 false true) log:ifThenElseIn (() 1). - (5 2 4) list:firstRest (5 (2 4)). - ((1 3 6 7 8) (5 2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7301 { - ((1 3 5 6 7 8) (2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7302 { - (1 2 3 5 6 7 8) list:select (2 (1 3 5 6 7 8)). - (_:bng_17845 false true) log:ifThenElseIn (() 1). - (2 4) list:firstRest (2 (4)). - ((1 3 5 6 7 8) (2 4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7303 { - ((1 2 3 5 6 7 8) (4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7304 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7305 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7306 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 3 1 6 8 5 2 4). -} - -_:bng_7307 { - [] rdf:value 8; :queens (7 3 1 6 8 5 2 4). -} - -_:bng_7308 { - (6 8 5 2 4) list:firstRest (6 (8 5 2 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 5 2 4). -} - -_:bng_7309 { - (7 2) :attack3 (6 8 5 2 4). -} - -_:bng_7310 { - (1 6 8 5 2 4) list:firstRest (1 (6 8 5 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 5 2 4). -} - -_:bng_7311 { - (7 1) :attack3 (1 6 8 5 2 4). -} - -_:bng_7312 { - [] rdf:value 7; :attack (1 6 8 5 2 4). -} - -_:bng_7313 { - (5 2 4) list:firstRest (5 (2 4)). - (5 4) math:difference 1. -} - -_:bng_7314 { - (1 4) :attack3 (5 2 4). -} - -_:bng_7315 { - (8 5 2 4) list:firstRest (8 (5 2 4)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 2 4). -} - -_:bng_7316 { - (1 3) :attack3 (8 5 2 4). -} - -_:bng_7317 { - (6 8 5 2 4) list:firstRest (6 (8 5 2 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 2 4). -} - -_:bng_7318 { - (1 2) :attack3 (6 8 5 2 4). -} - -_:bng_7319 { - (3 6 8 5 2 4) list:firstRest (3 (6 8 5 2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 5 2 4). -} - -_:bng_7320 { - (1 1) :attack3 (3 6 8 5 2 4). -} - -_:bng_7321 { - [] rdf:value 1; :attack (3 6 8 5 2 4). -} - -_:bng_7322 { - (3 6 8 5 2 4) list:firstRest (3 (6 8 5 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 5 2 4). -} - -_:bng_7323 { - (7 1) :attack3 (3 6 8 5 2 4). -} - -_:bng_7324 { - [] rdf:value 7; :attack (3 6 8 5 2 4). -} - -_:bng_7325 { - (6 8 5 2 4) list:firstRest (6 (8 5 2 4)). - (6 1) math:sum 7. -} - -_:bng_7326 { - (7 1) :attack3 (6 8 5 2 4). -} - -_:bng_7327 { - [] rdf:value 7; :attack (6 8 5 2 4). -} - -_:bng_7328 { - (8 5 2 4) list:firstRest (8 (5 2 4)). - (8 1) math:difference 7. -} - -_:bng_7329 { - (7 1) :attack3 (8 5 2 4). -} - -_:bng_7330 { - [] rdf:value 7; :attack (8 5 2 4). -} - -_:bng_7331 { - (2 4) list:firstRest (2 (4)). - (1 1) math:sum 2 . - (6 2) :attack3 (4). -} - -_:bng_7332 { - (6 1) :attack3 (2 4). -} - -_:bng_7333 { - [] rdf:value 6; :attack (2 4). -} - -_:bng_7334 { - (7 2 4) list:firstRest (7 (2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4). -} - -_:bng_7335 { - (1 1) :attack3 (7 2 4). -} - -_:bng_7336 { - [] rdf:value 1; :attack (7 2 4). -} - -_:bng_7337 { - (3 7 2 4) list:firstRest (3 (7 2 4)). - (3 2) math:sum 5. -} - -_:bng_7338 { - (5 2) :attack3 (3 7 2 4). -} - -_:bng_7339 { - (1 3 7 2 4) list:firstRest (1 (3 7 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7 2 4). -} - -_:bng_7340 { - (5 1) :attack3 (1 3 7 2 4). -} - -_:bng_7341 { - [] rdf:value 5; :attack (1 3 7 2 4). -} - -_:bng_7342 { - (7 2 4) list:firstRest (7 (2 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 4). -} - -_:bng_7343 { - (6 3) :attack3 (7 2 4). -} - -_:bng_7344 { - (3 7 2 4) list:firstRest (3 (7 2 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2 4). -} - -_:bng_7345 { - (6 2) :attack3 (3 7 2 4). -} - -_:bng_7346 { - (1 3 7 2 4) list:firstRest (1 (3 7 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 7 2 4). -} - -_:bng_7347 { - (6 1) :attack3 (1 3 7 2 4). -} - -_:bng_7348 { - [] rdf:value 6; :attack (1 3 7 2 4). -} - -_:bng_7349 { - (5 8 1 3 7 2 4) list:firstRest (5 (8 1 3 7 2 4)). - (5 1) math:sum 6. -} - -_:bng_7350 { - (6 1) :attack3 (5 8 1 3 7 2 4). -} - -_:bng_7351 { - [] rdf:value 6; :attack (5 8 1 3 7 2 4). -} - -_:bng_7352 { - (3 7 2 4) list:firstRest (3 (7 2 4)). - (3 3) math:sum 6. -} - -_:bng_7353 { - (6 3) :attack3 (3 7 2 4). -} - -_:bng_7354 { - (1 3 7 2 4) list:firstRest (1 (3 7 2 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 7 2 4). -} - -_:bng_7355 { - (6 2) :attack3 (1 3 7 2 4). -} - -_:bng_7356 { - (8 1 3 7 2 4) list:firstRest (8 (1 3 7 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 7 2 4). -} - -_:bng_7357 { - (6 1) :attack3 (8 1 3 7 2 4). -} - -_:bng_7358 { - [] rdf:value 6; :attack (8 1 3 7 2 4). -} - -_:bng_7359 { - (7 2 4) list:firstRest (7 (2 4)). - (7 2) math:difference 5. -} - -_:bng_7360 { - (5 2) :attack3 (7 2 4). -} - -_:bng_7361 { - (3 7 2 4) list:firstRest (3 (7 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 4). -} - -_:bng_7362 { - (5 1) :attack3 (3 7 2 4). -} - -_:bng_7363 { - [] rdf:value 5; :attack (3 7 2 4). -} - -_:bng_7364 { - (3 7 2 4) list:firstRest (3 (7 2 4)). - (3 2) math:difference 1. -} - -_:bng_7365 { - (1 2) :attack3 (3 7 2 4). -} - -_:bng_7366 { - (6 3 7 2 4) list:firstRest (6 (3 7 2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 2 4). -} - -_:bng_7367 { - (1 1) :attack3 (6 3 7 2 4). -} - -_:bng_7368 { - [] rdf:value 1; :attack (6 3 7 2 4). -} - -_:bng_7369 { - (6 3 7 2 4) list:firstRest (6 (3 7 2 4)). - (6 1) math:difference 5. -} - -_:bng_7370 { - (5 1) :attack3 (6 3 7 2 4). -} - -_:bng_7371 { - [] rdf:value 5; :attack (6 3 7 2 4). -} - -_:bng_7372 { - (5) list:select (5 ()). - (_:bng_17846 false true) log:ifThenElseIn (() 1). - (5 1 8 6 3 7 2 4) list:firstRest (5 (1 8 6 3 7 2 4)). - (() (5 1 8 6 3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7373 { - ((5) (1 8 6 3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7374 { - (1 5) list:select (1 (5)). - (_:bng_17847 false true) log:ifThenElseIn (() 1). - (1 8 6 3 7 2 4) list:firstRest (1 (8 6 3 7 2 4)). - ((5) (1 8 6 3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7375 { - ((1 5) (8 6 3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7376 { - (1 5 8) list:select (8 (1 5)). - (_:bng_17848 false true) log:ifThenElseIn (() 1). - (8 6 3 7 2 4) list:firstRest (8 (6 3 7 2 4)). - ((1 5) (8 6 3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7377 { - ((1 5 8) (6 3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7378 { - (1 5 6 8) list:select (6 (1 5 8)). - (_:bng_17849 false true) log:ifThenElseIn (() 1). - (6 3 7 2 4) list:firstRest (6 (3 7 2 4)). - ((1 5 8) (6 3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7379 { - ((1 5 6 8) (3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7380 { - (1 3 5 6 8) list:select (3 (1 5 6 8)). - (_:bng_17850 false true) log:ifThenElseIn (() 1). - (3 7 2 4) list:firstRest (3 (7 2 4)). - ((1 5 6 8) (3 7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7381 { - ((1 3 5 6 8) (7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7382 { - (1 3 5 6 7 8) list:select (7 (1 3 5 6 8)). - (_:bng_17851 false true) log:ifThenElseIn (() 1). - (7 2 4) list:firstRest (7 (2 4)). - ((1 3 5 6 8) (7 2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7383 { - ((1 3 5 6 7 8) (2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7384 { - (1 2 3 5 6 7 8) list:select (2 (1 3 5 6 7 8)). - (_:bng_17845 false true) log:ifThenElseIn (() 1). - (2 4) list:firstRest (2 (4)). - ((1 3 5 6 7 8) (2 4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7385 { - ((1 2 3 5 6 7 8) (4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7386 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7387 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7388 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 1 8 6 3 7 2 4). -} - -_:bng_7389 { - [] rdf:value 8; :queens (5 1 8 6 3 7 2 4). -} - -_:bng_7390 { - (1) list:select (1 ()). - (_:bng_17852 false true) log:ifThenElseIn (() 1). - (1 5 8 6 3 7 2 4) list:firstRest (1 (5 8 6 3 7 2 4)). - (() (1 5 8 6 3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7391 { - ((1) (5 8 6 3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7392 { - (1 5) list:select (5 (1)). - (_:bng_17853 false true) log:ifThenElseIn (() 1). - (5 8 6 3 7 2 4) list:firstRest (5 (8 6 3 7 2 4)). - ((1) (5 8 6 3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7393 { - ((1 5) (8 6 3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7394 { - (1 5 8) list:select (8 (1 5)). - (_:bng_17848 false true) log:ifThenElseIn (() 1). - (8 6 3 7 2 4) list:firstRest (8 (6 3 7 2 4)). - ((1 5) (8 6 3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7395 { - ((1 5 8) (6 3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7396 { - (1 5 6 8) list:select (6 (1 5 8)). - (_:bng_17849 false true) log:ifThenElseIn (() 1). - (6 3 7 2 4) list:firstRest (6 (3 7 2 4)). - ((1 5 8) (6 3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7397 { - ((1 5 6 8) (3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7398 { - (1 3 5 6 8) list:select (3 (1 5 6 8)). - (_:bng_17850 false true) log:ifThenElseIn (() 1). - (3 7 2 4) list:firstRest (3 (7 2 4)). - ((1 5 6 8) (3 7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7399 { - ((1 3 5 6 8) (7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7400 { - (1 3 5 6 7 8) list:select (7 (1 3 5 6 8)). - (_:bng_17851 false true) log:ifThenElseIn (() 1). - (7 2 4) list:firstRest (7 (2 4)). - ((1 3 5 6 8) (7 2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7401 { - ((1 3 5 6 7 8) (2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7402 { - (1 2 3 5 6 7 8) list:select (2 (1 3 5 6 7 8)). - (_:bng_17845 false true) log:ifThenElseIn (() 1). - (2 4) list:firstRest (2 (4)). - ((1 3 5 6 7 8) (2 4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7403 { - ((1 2 3 5 6 7 8) (4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7404 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7405 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7406 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (1 5 8 6 3 7 2 4). -} - -_:bng_7407 { - [] rdf:value 8; :queens (1 5 8 6 3 7 2 4). -} - -_:bng_7408 { - (7 2 4) list:firstRest (7 (2 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 4). -} - -_:bng_7409 { - (8 2) :attack3 (7 2 4). -} - -_:bng_7410 { - (3 7 2 4) list:firstRest (3 (7 2 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 4). -} - -_:bng_7411 { - (8 1) :attack3 (3 7 2 4). -} - -_:bng_7412 { - [] rdf:value 8; :attack (3 7 2 4). -} - -_:bng_7413 { - (5 7 2 4) list:firstRest (5 (7 2 4)). - (5 2) math:difference 3. -} - -_:bng_7414 { - (3 2) :attack3 (5 7 2 4). -} - -_:bng_7415 { - (1 5 7 2 4) list:firstRest (1 (5 7 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 2 4). -} - -_:bng_7416 { - (3 1) :attack3 (1 5 7 2 4). -} - -_:bng_7417 { - [] rdf:value 3; :attack (1 5 7 2 4). -} - -_:bng_7418 { - (5 7 2 4) list:firstRest (5 (7 2 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2 4). -} - -_:bng_7419 { - (6 2) :attack3 (5 7 2 4). -} - -_:bng_7420 { - (1 5 7 2 4) list:firstRest (1 (5 7 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 7 2 4). -} - -_:bng_7421 { - (6 1) :attack3 (1 5 7 2 4). -} - -_:bng_7422 { - [] rdf:value 6; :attack (1 5 7 2 4). -} - -_:bng_7423 { - (1 5 7 2 4) list:firstRest (1 (5 7 2 4)). - (1 2) math:sum 3. -} - -_:bng_7424 { - (3 2) :attack3 (1 5 7 2 4). -} - -_:bng_7425 { - (8 1 5 7 2 4) list:firstRest (8 (1 5 7 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 7 2 4). -} - -_:bng_7426 { - (3 1) :attack3 (8 1 5 7 2 4). -} - -_:bng_7427 { - [] rdf:value 3; :attack (8 1 5 7 2 4). -} - -_:bng_7428 { - (3) list:select (3 ()). - (_:bng_17854 false true) log:ifThenElseIn (() 1). - (3 6 8 1 5 7 2 4) list:firstRest (3 (6 8 1 5 7 2 4)). - (() (3 6 8 1 5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7429 { - ((3) (6 8 1 5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7430 { - (3 6) list:select (6 (3)). - (_:bng_17855 false true) log:ifThenElseIn (() 1). - (6 8 1 5 7 2 4) list:firstRest (6 (8 1 5 7 2 4)). - ((3) (6 8 1 5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7431 { - ((3 6) (8 1 5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7432 { - (3 6 8) list:select (8 (3 6)). - (_:bng_17856 false true) log:ifThenElseIn (() 1). - (8 1 5 7 2 4) list:firstRest (8 (1 5 7 2 4)). - ((3 6) (8 1 5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7433 { - ((3 6 8) (1 5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7434 { - (1 3 6 8) list:select (1 (3 6 8)). - (_:bng_17857 false true) log:ifThenElseIn (() 1). - (1 5 7 2 4) list:firstRest (1 (5 7 2 4)). - ((3 6 8) (1 5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7435 { - ((1 3 6 8) (5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7436 { - (1 3 5 6 8) list:select (5 (1 3 6 8)). - (_:bng_17858 false true) log:ifThenElseIn (() 1). - (5 7 2 4) list:firstRest (5 (7 2 4)). - ((1 3 6 8) (5 7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7437 { - ((1 3 5 6 8) (7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7438 { - (1 3 5 6 7 8) list:select (7 (1 3 5 6 8)). - (_:bng_17851 false true) log:ifThenElseIn (() 1). - (7 2 4) list:firstRest (7 (2 4)). - ((1 3 5 6 8) (7 2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7439 { - ((1 3 5 6 7 8) (2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7440 { - (1 2 3 5 6 7 8) list:select (2 (1 3 5 6 7 8)). - (_:bng_17845 false true) log:ifThenElseIn (() 1). - (2 4) list:firstRest (2 (4)). - ((1 3 5 6 7 8) (2 4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7441 { - ((1 2 3 5 6 7 8) (4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7442 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7443 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7444 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 8 1 5 7 2 4). -} - -_:bng_7445 { - [] rdf:value 8; :queens (3 6 8 1 5 7 2 4). -} - -_:bng_7446 { - (2 4) list:firstRest (2 (4)). - (2 6) math:sum 8. -} - -_:bng_7447 { - (8 6) :attack3 (2 4). -} - -_:bng_7448 { - (7 2 4) list:firstRest (7 (2 4)). - (5 1) math:sum 6 . - (8 6) :attack3 (2 4). -} - -_:bng_7449 { - (8 5) :attack3 (7 2 4). -} - -_:bng_7450 { - (5 7 2 4) list:firstRest (5 (7 2 4)). - (4 1) math:sum 5 . - (8 5) :attack3 (7 2 4). -} - -_:bng_7451 { - (8 4) :attack3 (5 7 2 4). -} - -_:bng_7452 { - (3 5 7 2 4) list:firstRest (3 (5 7 2 4)). - (3 1) math:sum 4 . - (8 4) :attack3 (5 7 2 4). -} - -_:bng_7453 { - (8 3) :attack3 (3 5 7 2 4). -} - -_:bng_7454 { - (1 3 5 7 2 4) list:firstRest (1 (3 5 7 2 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (3 5 7 2 4). -} - -_:bng_7455 { - (8 2) :attack3 (1 3 5 7 2 4). -} - -_:bng_7456 { - (6 1 3 5 7 2 4) list:firstRest (6 (1 3 5 7 2 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 3 5 7 2 4). -} - -_:bng_7457 { - (8 1) :attack3 (6 1 3 5 7 2 4). -} - -_:bng_7458 { - [] rdf:value 8; :attack (6 1 3 5 7 2 4). -} - -_:bng_7459 { - (5 7 2 4) list:firstRest (5 (7 2 4)). - (5 3) math:sum 8. -} - -_:bng_7460 { - (8 3) :attack3 (5 7 2 4). -} - -_:bng_7461 { - (3 5 7 2 4) list:firstRest (3 (5 7 2 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 2 4). -} - -_:bng_7462 { - (8 2) :attack3 (3 5 7 2 4). -} - -_:bng_7463 { - (1 3 5 7 2 4) list:firstRest (1 (3 5 7 2 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7 2 4). -} - -_:bng_7464 { - (8 1) :attack3 (1 3 5 7 2 4). -} - -_:bng_7465 { - [] rdf:value 8; :attack (1 3 5 7 2 4). -} - -_:bng_7466 { - (3 5 7 2 4) list:firstRest (3 (5 7 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 7 2 4). -} - -_:bng_7467 { - (6 1) :attack3 (3 5 7 2 4). -} - -_:bng_7468 { - [] rdf:value 6; :attack (3 5 7 2 4). -} - -_:bng_7469 { - (3 5 7 2 4) list:firstRest (3 (5 7 2 4)). - (3 2) math:difference 1. -} - -_:bng_7470 { - (1 2) :attack3 (3 5 7 2 4). -} - -_:bng_7471 { - (8 3 5 7 2 4) list:firstRest (8 (3 5 7 2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 7 2 4). -} - -_:bng_7472 { - (1 1) :attack3 (8 3 5 7 2 4). -} - -_:bng_7473 { - [] rdf:value 1; :attack (8 3 5 7 2 4). -} - -_:bng_7474 { - (5 7 2 4) list:firstRest (5 (7 2 4)). - (5 4) math:difference 1. -} - -_:bng_7475 { - (1 4) :attack3 (5 7 2 4). -} - -_:bng_7476 { - (3 5 7 2 4) list:firstRest (3 (5 7 2 4)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 7 2 4). -} - -_:bng_7477 { - (1 3) :attack3 (3 5 7 2 4). -} - -_:bng_7478 { - (8 3 5 7 2 4) list:firstRest (8 (3 5 7 2 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5 7 2 4). -} - -_:bng_7479 { - (1 2) :attack3 (8 3 5 7 2 4). -} - -_:bng_7480 { - (6 8 3 5 7 2 4) list:firstRest (6 (8 3 5 7 2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5 7 2 4). -} - -_:bng_7481 { - (1 1) :attack3 (6 8 3 5 7 2 4). -} - -_:bng_7482 { - [] rdf:value 1; :attack (6 8 3 5 7 2 4). -} - -_:bng_7483 { - (5 7 2 4) list:firstRest (5 (7 2 4)). - (5 1) math:sum 6. -} - -_:bng_7484 { - (6 1) :attack3 (5 7 2 4). -} - -_:bng_7485 { - [] rdf:value 6; :attack (5 7 2 4). -} - -_:bng_7486 { - (5 7 2 4) list:firstRest (5 (7 2 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 4). -} - -_:bng_7487 { - (8 1) :attack3 (5 7 2 4). -} - -_:bng_7488 { - [] rdf:value 8; :attack (5 7 2 4). -} - -_:bng_7489 { - (7 2 4) list:firstRest (7 (2 4)). - (7 1) math:difference 6. -} - -_:bng_7490 { - (6 1) :attack3 (7 2 4). -} - -_:bng_7491 { - [] rdf:value 6; :attack (7 2 4). -} - -_:bng_7492 { - (7 2 4) list:firstRest (7 (2 4)). - (7 1) math:sum 8. -} - -_:bng_7493 { - (8 1) :attack3 (7 2 4). -} - -_:bng_7494 { - [] rdf:value 8; :attack (7 2 4). -} - -_:bng_7495 { - (8 2 4) list:firstRest (8 (2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4). -} - -_:bng_7496 { - (1 1) :attack3 (8 2 4). -} - -_:bng_7497 { - [] rdf:value 1; :attack (8 2 4). -} - -_:bng_7498 { - (3 8 2 4) list:firstRest (3 (8 2 4)). - (3 2) math:sum 5. -} - -_:bng_7499 { - (5 2) :attack3 (3 8 2 4). -} - -_:bng_7500 { - (1 3 8 2 4) list:firstRest (1 (3 8 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 2 4). -} - -_:bng_7501 { - (5 1) :attack3 (1 3 8 2 4). -} - -_:bng_7502 { - [] rdf:value 5; :attack (1 3 8 2 4). -} - -_:bng_7503 { - (8 2 4) list:firstRest (8 (2 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 4). -} - -_:bng_7504 { - (6 3) :attack3 (8 2 4). -} - -_:bng_7505 { - (3 8 2 4) list:firstRest (3 (8 2 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 4). -} - -_:bng_7506 { - (6 2) :attack3 (3 8 2 4). -} - -_:bng_7507 { - (1 3 8 2 4) list:firstRest (1 (3 8 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 8 2 4). -} - -_:bng_7508 { - (6 1) :attack3 (1 3 8 2 4). -} - -_:bng_7509 { - [] rdf:value 6; :attack (1 3 8 2 4). -} - -_:bng_7510 { - (5 7 1 3 8 2 4) list:firstRest (5 (7 1 3 8 2 4)). - (5 1) math:sum 6. -} - -_:bng_7511 { - (6 1) :attack3 (5 7 1 3 8 2 4). -} - -_:bng_7512 { - [] rdf:value 6; :attack (5 7 1 3 8 2 4). -} - -_:bng_7513 { - (7 1 3 8 2 4) list:firstRest (7 (1 3 8 2 4)). - (7 1) math:difference 6. -} - -_:bng_7514 { - (6 1) :attack3 (7 1 3 8 2 4). -} - -_:bng_7515 { - [] rdf:value 6; :attack (7 1 3 8 2 4). -} - -_:bng_7516 { - (2 4) list:firstRest (2 (4)). - (2 3) math:sum 5. -} - -_:bng_7517 { - (5 3) :attack3 (2 4). -} - -_:bng_7518 { - (8 2 4) list:firstRest (8 (2 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 4). -} - -_:bng_7519 { - (5 2) :attack3 (8 2 4). -} - -_:bng_7520 { - (3 8 2 4) list:firstRest (3 (8 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 4). -} - -_:bng_7521 { - (5 1) :attack3 (3 8 2 4). -} - -_:bng_7522 { - [] rdf:value 5; :attack (3 8 2 4). -} - -_:bng_7523 { - (8 2 4) list:firstRest (8 (2 4)). - (8 2) math:difference 6. -} - -_:bng_7524 { - (6 2) :attack3 (8 2 4). -} - -_:bng_7525 { - (3 8 2 4) list:firstRest (3 (8 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 4). -} - -_:bng_7526 { - (6 1) :attack3 (3 8 2 4). -} - -_:bng_7527 { - [] rdf:value 6; :attack (3 8 2 4). -} - -_:bng_7528 { - (3 8 2 4) list:firstRest (3 (8 2 4)). - (3 2) math:difference 1. -} - -_:bng_7529 { - (1 2) :attack3 (3 8 2 4). -} - -_:bng_7530 { - (7 3 8 2 4) list:firstRest (7 (3 8 2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 2 4). -} - -_:bng_7531 { - (1 1) :attack3 (7 3 8 2 4). -} - -_:bng_7532 { - [] rdf:value 1; :attack (7 3 8 2 4). -} - -_:bng_7533 { - (7 3 8 2 4) list:firstRest (7 (3 8 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 2 4). -} - -_:bng_7534 { - (5 1) :attack3 (7 3 8 2 4). -} - -_:bng_7535 { - [] rdf:value 5; :attack (7 3 8 2 4). -} - -_:bng_7536 { - (7 3 8 2 4) list:firstRest (7 (3 8 2 4)). - (7 1) math:difference 6. -} - -_:bng_7537 { - (6 1) :attack3 (7 3 8 2 4). -} - -_:bng_7538 { - [] rdf:value 6; :attack (7 3 8 2 4). -} - -_:bng_7539 { - (5 8 2 4) list:firstRest (5 (8 2 4)). - (5 2) math:difference 3. -} - -_:bng_7540 { - (3 2) :attack3 (5 8 2 4). -} - -_:bng_7541 { - (1 5 8 2 4) list:firstRest (1 (5 8 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 2 4). -} - -_:bng_7542 { - (3 1) :attack3 (1 5 8 2 4). -} - -_:bng_7543 { - [] rdf:value 3; :attack (1 5 8 2 4). -} - -_:bng_7544 { - (5 8 2 4) list:firstRest (5 (8 2 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 4). -} - -_:bng_7545 { - (6 2) :attack3 (5 8 2 4). -} - -_:bng_7546 { - (1 5 8 2 4) list:firstRest (1 (5 8 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2 4). -} - -_:bng_7547 { - (6 1) :attack3 (1 5 8 2 4). -} - -_:bng_7548 { - [] rdf:value 6; :attack (1 5 8 2 4). -} - -_:bng_7549 { - (5 8 2 4) list:firstRest (5 (8 2 4)). - (5 2) math:sum 7. -} - -_:bng_7550 { - (7 2) :attack3 (5 8 2 4). -} - -_:bng_7551 { - (1 5 8 2 4) list:firstRest (1 (5 8 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 2 4). -} - -_:bng_7552 { - (7 1) :attack3 (1 5 8 2 4). -} - -_:bng_7553 { - [] rdf:value 7; :attack (1 5 8 2 4). -} - -_:bng_7554 { - (6 1 3 5 8 2 4) list:firstRest (6 (1 3 5 8 2 4)). - (6 1) math:sum 7. -} - -_:bng_7555 { - (7 1) :attack3 (6 1 3 5 8 2 4). -} - -_:bng_7556 { - [] rdf:value 7; :attack (6 1 3 5 8 2 4). -} - -_:bng_7557 { - (8 2 4) list:firstRest (8 (2 4)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 4). -} - -_:bng_7558 { - (7 4) :attack3 (8 2 4). -} - -_:bng_7559 { - (5 8 2 4) list:firstRest (5 (8 2 4)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 2 4). -} - -_:bng_7560 { - (7 3) :attack3 (5 8 2 4). -} - -_:bng_7561 { - (3 5 8 2 4) list:firstRest (3 (5 8 2 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 8 2 4). -} - -_:bng_7562 { - (7 2) :attack3 (3 5 8 2 4). -} - -_:bng_7563 { - (1 3 5 8 2 4) list:firstRest (1 (3 5 8 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 5 8 2 4). -} - -_:bng_7564 { - (7 1) :attack3 (1 3 5 8 2 4). -} - -_:bng_7565 { - [] rdf:value 7; :attack (1 3 5 8 2 4). -} - -_:bng_7566 { - (3 5 8 2 4) list:firstRest (3 (5 8 2 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2 4). -} - -_:bng_7567 { - (6 1) :attack3 (3 5 8 2 4). -} - -_:bng_7568 { - [] rdf:value 6; :attack (3 5 8 2 4). -} - -_:bng_7569 { - (3 5 8 2 4) list:firstRest (3 (5 8 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 2 4). -} - -_:bng_7570 { - (7 1) :attack3 (3 5 8 2 4). -} - -_:bng_7571 { - [] rdf:value 7; :attack (3 5 8 2 4). -} - -_:bng_7572 { - (5 8 2 4) list:firstRest (5 (8 2 4)). - (5 1) math:sum 6. -} - -_:bng_7573 { - (6 1) :attack3 (5 8 2 4). -} - -_:bng_7574 { - [] rdf:value 6; :attack (5 8 2 4). -} - -_:bng_7575 { - (6) list:select (6 ()). - (_:bng_17859 false true) log:ifThenElseIn (() 1). - (6 3 1 7 5 8 2 4) list:firstRest (6 (3 1 7 5 8 2 4)). - (() (6 3 1 7 5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7576 { - ((6) (3 1 7 5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7577 { - (3 6) list:select (3 (6)). - (_:bng_17860 false true) log:ifThenElseIn (() 1). - (3 1 7 5 8 2 4) list:firstRest (3 (1 7 5 8 2 4)). - ((6) (3 1 7 5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7578 { - ((3 6) (1 7 5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7579 { - (1 3 6) list:select (1 (3 6)). - (_:bng_17861 false true) log:ifThenElseIn (() 1). - (1 7 5 8 2 4) list:firstRest (1 (7 5 8 2 4)). - ((3 6) (1 7 5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7580 { - ((1 3 6) (7 5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7581 { - (1 3 6 7) list:select (7 (1 3 6)). - (_:bng_17862 false true) log:ifThenElseIn (() 1). - (7 5 8 2 4) list:firstRest (7 (5 8 2 4)). - ((1 3 6) (7 5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7582 { - ((1 3 6 7) (5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7583 { - (1 3 5 6 7) list:select (5 (1 3 6 7)). - (_:bng_17863 false true) log:ifThenElseIn (() 1). - (5 8 2 4) list:firstRest (5 (8 2 4)). - ((1 3 6 7) (5 8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7584 { - ((1 3 5 6 7) (8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7585 { - (1 3 5 6 7 8) list:select (8 (1 3 5 6 7)). - (_:bng_17864 false true) log:ifThenElseIn (() 1). - (8 2 4) list:firstRest (8 (2 4)). - ((1 3 5 6 7) (8 2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7586 { - ((1 3 5 6 7 8) (2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7587 { - (1 2 3 5 6 7 8) list:select (2 (1 3 5 6 7 8)). - (_:bng_17845 false true) log:ifThenElseIn (() 1). - (2 4) list:firstRest (2 (4)). - ((1 3 5 6 7 8) (2 4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7588 { - ((1 2 3 5 6 7 8) (4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7589 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7590 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7591 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 1 7 5 8 2 4). -} - -_:bng_7592 { - [] rdf:value 8; :queens (6 3 1 7 5 8 2 4). -} - -_:bng_7593 { - (1 7 5 8 2 4) list:firstRest (1 (7 5 8 2 4)). - (1 2) math:sum 3. -} - -_:bng_7594 { - (3 2) :attack3 (1 7 5 8 2 4). -} - -_:bng_7595 { - (6 1 7 5 8 2 4) list:firstRest (6 (1 7 5 8 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 5 8 2 4). -} - -_:bng_7596 { - (3 1) :attack3 (6 1 7 5 8 2 4). -} - -_:bng_7597 { - [] rdf:value 3; :attack (6 1 7 5 8 2 4). -} - -_:bng_7598 { - (7 5 8 2 4) list:firstRest (7 (5 8 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 2 4). -} - -_:bng_7599 { - (3 1) :attack3 (7 5 8 2 4). -} - -_:bng_7600 { - [] rdf:value 3; :attack (7 5 8 2 4). -} - -_:bng_7601 { - (7 5 8 2 4) list:firstRest (7 (5 8 2 4)). - (7 1) math:difference 6. -} - -_:bng_7602 { - (6 1) :attack3 (7 5 8 2 4). -} - -_:bng_7603 { - [] rdf:value 6; :attack (7 5 8 2 4). -} - -_:bng_7604 { - (7) list:select (7 ()). - (_:bng_17865 false true) log:ifThenElseIn (() 1). - (7 5 3 1 6 8 2 4) list:firstRest (7 (5 3 1 6 8 2 4)). - (() (7 5 3 1 6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7605 { - ((7) (5 3 1 6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7606 { - (5 7) list:select (5 (7)). - (_:bng_17866 false true) log:ifThenElseIn (() 1). - (5 3 1 6 8 2 4) list:firstRest (5 (3 1 6 8 2 4)). - ((7) (5 3 1 6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7607 { - ((5 7) (3 1 6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7608 { - (3 5 7) list:select (3 (5 7)). - (_:bng_17867 false true) log:ifThenElseIn (() 1). - (3 1 6 8 2 4) list:firstRest (3 (1 6 8 2 4)). - ((5 7) (3 1 6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7609 { - ((3 5 7) (1 6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7610 { - (1 3 5 7) list:select (1 (3 5 7)). - (_:bng_17868 false true) log:ifThenElseIn (() 1). - (1 6 8 2 4) list:firstRest (1 (6 8 2 4)). - ((3 5 7) (1 6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7611 { - ((1 3 5 7) (6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7612 { - (1 3 5 6 7) list:select (6 (1 3 5 7)). - (_:bng_17869 false true) log:ifThenElseIn (() 1). - (6 8 2 4) list:firstRest (6 (8 2 4)). - ((1 3 5 7) (6 8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7613 { - ((1 3 5 6 7) (8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7614 { - (1 3 5 6 7 8) list:select (8 (1 3 5 6 7)). - (_:bng_17864 false true) log:ifThenElseIn (() 1). - (8 2 4) list:firstRest (8 (2 4)). - ((1 3 5 6 7) (8 2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7615 { - ((1 3 5 6 7 8) (2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7616 { - (1 2 3 5 6 7 8) list:select (2 (1 3 5 6 7 8)). - (_:bng_17845 false true) log:ifThenElseIn (() 1). - (2 4) list:firstRest (2 (4)). - ((1 3 5 6 7 8) (2 4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7617 { - ((1 2 3 5 6 7 8) (4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7618 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7619 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7620 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 5 3 1 6 8 2 4). -} - -_:bng_7621 { - [] rdf:value 8; :queens (7 5 3 1 6 8 2 4). -} - -_:bng_7622 { - (6 8 2 4) list:firstRest (6 (8 2 4)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 2 4). -} - -_:bng_7623 { - (7 3) :attack3 (6 8 2 4). -} - -_:bng_7624 { - (1 6 8 2 4) list:firstRest (1 (6 8 2 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 2 4). -} - -_:bng_7625 { - (7 2) :attack3 (1 6 8 2 4). -} - -_:bng_7626 { - (3 1 6 8 2 4) list:firstRest (3 (1 6 8 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 6 8 2 4). -} - -_:bng_7627 { - (7 1) :attack3 (3 1 6 8 2 4). -} - -_:bng_7628 { - [] rdf:value 7; :attack (3 1 6 8 2 4). -} - -_:bng_7629 { - (8 2 4) list:firstRest (8 (2 4)). - (8 3) math:difference 5. -} - -_:bng_7630 { - (5 3) :attack3 (8 2 4). -} - -_:bng_7631 { - (6 8 2 4) list:firstRest (6 (8 2 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 2 4). -} - -_:bng_7632 { - (5 2) :attack3 (6 8 2 4). -} - -_:bng_7633 { - (1 6 8 2 4) list:firstRest (1 (6 8 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2 4). -} - -_:bng_7634 { - (5 1) :attack3 (1 6 8 2 4). -} - -_:bng_7635 { - [] rdf:value 5; :attack (1 6 8 2 4). -} - -_:bng_7636 { - (1 6 8 2 4) list:firstRest (1 (6 8 2 4)). - (1 2) math:sum 3. -} - -_:bng_7637 { - (3 2) :attack3 (1 6 8 2 4). -} - -_:bng_7638 { - (7 1 6 8 2 4) list:firstRest (7 (1 6 8 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 8 2 4). -} - -_:bng_7639 { - (3 1) :attack3 (7 1 6 8 2 4). -} - -_:bng_7640 { - [] rdf:value 3; :attack (7 1 6 8 2 4). -} - -_:bng_7641 { - (8 2 4) list:firstRest (8 (2 4)). - (8 5) math:difference 3. -} - -_:bng_7642 { - (3 5) :attack3 (8 2 4). -} - -_:bng_7643 { - (6 8 2 4) list:firstRest (6 (8 2 4)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 2 4). -} - -_:bng_7644 { - (3 4) :attack3 (6 8 2 4). -} - -_:bng_7645 { - (1 6 8 2 4) list:firstRest (1 (6 8 2 4)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8 2 4). -} - -_:bng_7646 { - (3 3) :attack3 (1 6 8 2 4). -} - -_:bng_7647 { - (7 1 6 8 2 4) list:firstRest (7 (1 6 8 2 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 6 8 2 4). -} - -_:bng_7648 { - (3 2) :attack3 (7 1 6 8 2 4). -} - -_:bng_7649 { - (5 7 1 6 8 2 4) list:firstRest (5 (7 1 6 8 2 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 1 6 8 2 4). -} - -_:bng_7650 { - (3 1) :attack3 (5 7 1 6 8 2 4). -} - -_:bng_7651 { - [] rdf:value 3; :attack (5 7 1 6 8 2 4). -} - -_:bng_7652 { - (3 6 8 2 4) list:firstRest (3 (6 8 2 4)). - (3 2) math:sum 5. -} - -_:bng_7653 { - (5 2) :attack3 (3 6 8 2 4). -} - -_:bng_7654 { - (1 3 6 8 2 4) list:firstRest (1 (3 6 8 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 8 2 4). -} - -_:bng_7655 { - (5 1) :attack3 (1 3 6 8 2 4). -} - -_:bng_7656 { - [] rdf:value 5; :attack (1 3 6 8 2 4). -} - -_:bng_7657 { - (3 6 8 2 4) list:firstRest (3 (6 8 2 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 2 4). -} - -_:bng_7658 { - (7 2) :attack3 (3 6 8 2 4). -} - -_:bng_7659 { - (1 3 6 8 2 4) list:firstRest (1 (3 6 8 2 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 6 8 2 4). -} - -_:bng_7660 { - (7 1) :attack3 (1 3 6 8 2 4). -} - -_:bng_7661 { - [] rdf:value 7; :attack (1 3 6 8 2 4). -} - -_:bng_7662 { - (3 6 8 2 4) list:firstRest (3 (6 8 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2 4). -} - -_:bng_7663 { - (5 1) :attack3 (3 6 8 2 4). -} - -_:bng_7664 { - [] rdf:value 5; :attack (3 6 8 2 4). -} - -_:bng_7665 { - (3 6 8 2 4) list:firstRest (3 (6 8 2 4)). - (3 2) math:difference 1. -} - -_:bng_7666 { - (1 2) :attack3 (3 6 8 2 4). -} - -_:bng_7667 { - (7 3 6 8 2 4) list:firstRest (7 (3 6 8 2 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 8 2 4). -} - -_:bng_7668 { - (1 1) :attack3 (7 3 6 8 2 4). -} - -_:bng_7669 { - [] rdf:value 1; :attack (7 3 6 8 2 4). -} - -_:bng_7670 { - (7 3 6 8 2 4) list:firstRest (7 (3 6 8 2 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 8 2 4). -} - -_:bng_7671 { - (5 1) :attack3 (7 3 6 8 2 4). -} - -_:bng_7672 { - [] rdf:value 5; :attack (7 3 6 8 2 4). -} - -_:bng_7673 { - (6 8 2 4) list:firstRest (6 (8 2 4)). - (6 1) math:difference 5. -} - -_:bng_7674 { - (5 1) :attack3 (6 8 2 4). -} - -_:bng_7675 { - [] rdf:value 5; :attack (6 8 2 4). -} - -_:bng_7676 { - (6 8 2 4) list:firstRest (6 (8 2 4)). - (6 1) math:sum 7. -} - -_:bng_7677 { - (7 1) :attack3 (6 8 2 4). -} - -_:bng_7678 { - [] rdf:value 7; :attack (6 8 2 4). -} - -_:bng_7679 { - (8 2 4) list:firstRest (8 (2 4)). - (8 1) math:difference 7. -} - -_:bng_7680 { - (7 1) :attack3 (8 2 4). -} - -_:bng_7681 { - [] rdf:value 7; :attack (8 2 4). -} - -_:bng_7682 { - (4) list:firstRest (4 ()). - (4 1) math:difference 3. -} - -_:bng_7683 { - (3 1) :attack3 (4). -} - -_:bng_7684 { - [] rdf:value 3; :attack (4). -} - -_:bng_7685 { - (4) list:firstRest (4 ()). - (4 1) math:sum 5. -} - -_:bng_7686 { - (5 1) :attack3 (4). -} - -_:bng_7687 { - [] rdf:value 5; :attack (4). -} - -_:bng_7688 { - (1 6 4) list:firstRest (1 (6 4)). - (1 1) math:sum 2. -} - -_:bng_7689 { - (2 1) :attack3 (1 6 4). -} - -_:bng_7690 { - [] rdf:value 2; :attack (1 6 4). -} - -_:bng_7691 { - (3 1 6 4) list:firstRest (3 (1 6 4)). - (3 1) math:difference 2. -} - -_:bng_7692 { - (2 1) :attack3 (3 1 6 4). -} - -_:bng_7693 { - [] rdf:value 2; :attack (3 1 6 4). -} - -_:bng_7694 { - (6 4) list:firstRest (6 (4)). - (6 4) math:difference 2. -} - -_:bng_7695 { - (2 4) :attack3 (6 4). -} - -_:bng_7696 { - (1 6 4) list:firstRest (1 (6 4)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 4). -} - -_:bng_7697 { - (2 3) :attack3 (1 6 4). -} - -_:bng_7698 { - (3 1 6 4) list:firstRest (3 (1 6 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 6 4). -} - -_:bng_7699 { - (2 2) :attack3 (3 1 6 4). -} - -_:bng_7700 { - (5 3 1 6 4) list:firstRest (5 (3 1 6 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 6 4). -} - -_:bng_7701 { - (2 1) :attack3 (5 3 1 6 4). -} - -_:bng_7702 { - [] rdf:value 2; :attack (5 3 1 6 4). -} - -_:bng_7703 { - (5 3 1 6 4) list:firstRest (5 (3 1 6 4)). - (5 3) math:sum 8. -} - -_:bng_7704 { - (8 3) :attack3 (5 3 1 6 4). -} - -_:bng_7705 { - (7 5 3 1 6 4) list:firstRest (7 (5 3 1 6 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3 1 6 4). -} - -_:bng_7706 { - (8 2) :attack3 (7 5 3 1 6 4). -} - -_:bng_7707 { - (2 7 5 3 1 6 4) list:firstRest (2 (7 5 3 1 6 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3 1 6 4). -} - -_:bng_7708 { - (8 1) :attack3 (2 7 5 3 1 6 4). -} - -_:bng_7709 { - [] rdf:value 8; :attack (2 7 5 3 1 6 4). -} - -_:bng_7710 { - (7 5 3 1 6 4) list:firstRest (7 (5 3 1 6 4)). - (7 1) math:sum 8. -} - -_:bng_7711 { - (8 1) :attack3 (7 5 3 1 6 4). -} - -_:bng_7712 { - [] rdf:value 8; :attack (7 5 3 1 6 4). -} - -_:bng_7713 { - (3 1 6 4) list:firstRest (3 (1 6 4)). - (3 4) math:sum 7. -} - -_:bng_7714 { - (7 4) :attack3 (3 1 6 4). -} - -_:bng_7715 { - (5 3 1 6 4) list:firstRest (5 (3 1 6 4)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 1 6 4). -} - -_:bng_7716 { - (7 3) :attack3 (5 3 1 6 4). -} - -_:bng_7717 { - (8 5 3 1 6 4) list:firstRest (8 (5 3 1 6 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 3 1 6 4). -} - -_:bng_7718 { - (7 2) :attack3 (8 5 3 1 6 4). -} - -_:bng_7719 { - (2 8 5 3 1 6 4) list:firstRest (2 (8 5 3 1 6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3 1 6 4). -} - -_:bng_7720 { - (7 1) :attack3 (2 8 5 3 1 6 4). -} - -_:bng_7721 { - [] rdf:value 7; :attack (2 8 5 3 1 6 4). -} - -_:bng_7722 { - (8 5 3 1 6 4) list:firstRest (8 (5 3 1 6 4)). - (8 1) math:difference 7. -} - -_:bng_7723 { - (7 1) :attack3 (8 5 3 1 6 4). -} - -_:bng_7724 { - [] rdf:value 7; :attack (8 5 3 1 6 4). -} - -_:bng_7725 { - (7 3 1 6 4) list:firstRest (7 (3 1 6 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 6 4). -} - -_:bng_7726 { - (2 1) :attack3 (7 3 1 6 4). -} - -_:bng_7727 { - [] rdf:value 2; :attack (7 3 1 6 4). -} - -_:bng_7728 { - (3 1 6 4) list:firstRest (3 (1 6 4)). - (3 2) math:sum 5. -} - -_:bng_7729 { - (5 2) :attack3 (3 1 6 4). -} - -_:bng_7730 { - (7 3 1 6 4) list:firstRest (7 (3 1 6 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 6 4). -} - -_:bng_7731 { - (5 1) :attack3 (7 3 1 6 4). -} - -_:bng_7732 { - [] rdf:value 5; :attack (7 3 1 6 4). -} - -_:bng_7733 { - (7 3 1 6 4) list:firstRest (7 (3 1 6 4)). - (7 1) math:sum 8. -} - -_:bng_7734 { - (8 1) :attack3 (7 3 1 6 4). -} - -_:bng_7735 { - [] rdf:value 8; :attack (7 3 1 6 4). -} - -_:bng_7736 { - (6 4) list:firstRest (6 (4)). - (3 1) math:sum 4 . - (8 4) :attack3 (4). -} - -_:bng_7737 { - (8 3) :attack3 (6 4). -} - -_:bng_7738 { - (1 6 4) list:firstRest (1 (6 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4). -} - -_:bng_7739 { - (8 2) :attack3 (1 6 4). -} - -_:bng_7740 { - (3 1 6 4) list:firstRest (3 (1 6 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4). -} - -_:bng_7741 { - (8 1) :attack3 (3 1 6 4). -} - -_:bng_7742 { - [] rdf:value 8; :attack (3 1 6 4). -} - -_:bng_7743 { - (2 5 1 6 4) list:firstRest (2 (5 1 6 4)). - (2 1) math:sum 3. -} - -_:bng_7744 { - (3 1) :attack3 (2 5 1 6 4). -} - -_:bng_7745 { - [] rdf:value 3; :attack (2 5 1 6 4). -} - -_:bng_7746 { - (5 1 6 4) list:firstRest (5 (1 6 4)). - (5 2) math:sum 7. -} - -_:bng_7747 { - (7 2) :attack3 (5 1 6 4). -} - -_:bng_7748 { - (2 5 1 6 4) list:firstRest (2 (5 1 6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 1 6 4). -} - -_:bng_7749 { - (7 1) :attack3 (2 5 1 6 4). -} - -_:bng_7750 { - [] rdf:value 7; :attack (2 5 1 6 4). -} - -_:bng_7751 { - (7) list:select (7 ()). - (_:bng_17870 false true) log:ifThenElseIn (() 1). - (7 3 8 2 5 1 6 4) list:firstRest (7 (3 8 2 5 1 6 4)). - (() (7 3 8 2 5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7752 { - ((7) (3 8 2 5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7753 { - (3 7) list:select (3 (7)). - (_:bng_17871 false true) log:ifThenElseIn (() 1). - (3 8 2 5 1 6 4) list:firstRest (3 (8 2 5 1 6 4)). - ((7) (3 8 2 5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7754 { - ((3 7) (8 2 5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7755 { - (3 7 8) list:select (8 (3 7)). - (_:bng_17872 false true) log:ifThenElseIn (() 1). - (8 2 5 1 6 4) list:firstRest (8 (2 5 1 6 4)). - ((3 7) (8 2 5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7756 { - ((3 7 8) (2 5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7757 { - (2 3 7 8) list:select (2 (3 7 8)). - (_:bng_17873 false true) log:ifThenElseIn (() 1). - (2 5 1 6 4) list:firstRest (2 (5 1 6 4)). - ((3 7 8) (2 5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7758 { - ((2 3 7 8) (5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7759 { - (2 3 5 7 8) list:select (5 (2 3 7 8)). - (_:bng_17874 false true) log:ifThenElseIn (() 1). - (5 1 6 4) list:firstRest (5 (1 6 4)). - ((2 3 7 8) (5 1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7760 { - ((2 3 5 7 8) (1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7761 { - (1 2 3 5 7 8) list:select (1 (2 3 5 7 8)). - (_:bng_17875 false true) log:ifThenElseIn (() 1). - (1 6 4) list:firstRest (1 (6 4)). - ((2 3 5 7 8) (1 6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7762 { - ((1 2 3 5 7 8) (6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7763 { - (1 2 3 5 6 7 8) list:select (6 (1 2 3 5 7 8)). - (_:bng_17876 false true) log:ifThenElseIn (() 1). - (6 4) list:firstRest (6 (4)). - ((1 2 3 5 7 8) (6 4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7764 { - ((1 2 3 5 6 7 8) (4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7765 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7766 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7767 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 3 8 2 5 1 6 4). -} - -_:bng_7768 { - [] rdf:value 8; :queens (7 3 8 2 5 1 6 4). -} - -_:bng_7769 { - (8 2 5 1 6 4) list:firstRest (8 (2 5 1 6 4)). - (8 1) math:difference 7. -} - -_:bng_7770 { - (7 1) :attack3 (8 2 5 1 6 4). -} - -_:bng_7771 { - [] rdf:value 7; :attack (8 2 5 1 6 4). -} - -_:bng_7772 { - (1 6 4) list:firstRest (1 (6 4)). - (1 2) math:sum 3. -} - -_:bng_7773 { - (3 2) :attack3 (1 6 4). -} - -_:bng_7774 { - (5 1 6 4) list:firstRest (5 (1 6 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 4). -} - -_:bng_7775 { - (3 1) :attack3 (5 1 6 4). -} - -_:bng_7776 { - [] rdf:value 3; :attack (5 1 6 4). -} - -_:bng_7777 { - (5 1 6 4) list:firstRest (5 (1 6 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 6 4). -} - -_:bng_7778 { - (2 2) :attack3 (5 1 6 4). -} - -_:bng_7779 { - (7 5 1 6 4) list:firstRest (7 (5 1 6 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 1 6 4). -} - -_:bng_7780 { - (2 1) :attack3 (7 5 1 6 4). -} - -_:bng_7781 { - [] rdf:value 2; :attack (7 5 1 6 4). -} - -_:bng_7782 { - (5 1 6 4) list:firstRest (5 (1 6 4)). - (5 2) math:difference 3. -} - -_:bng_7783 { - (3 2) :attack3 (5 1 6 4). -} - -_:bng_7784 { - (7 5 1 6 4) list:firstRest (7 (5 1 6 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 6 4). -} - -_:bng_7785 { - (3 1) :attack3 (7 5 1 6 4). -} - -_:bng_7786 { - [] rdf:value 3; :attack (7 5 1 6 4). -} - -_:bng_7787 { - (7 5 1 6 4) list:firstRest (7 (5 1 6 4)). - (7 1) math:sum 8. -} - -_:bng_7788 { - (8 1) :attack3 (7 5 1 6 4). -} - -_:bng_7789 { - [] rdf:value 8; :attack (7 5 1 6 4). -} - -_:bng_7790 { - (5 1 6 4) list:firstRest (5 (1 6 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4). -} - -_:bng_7791 { - (8 1) :attack3 (5 1 6 4). -} - -_:bng_7792 { - [] rdf:value 8; :attack (5 1 6 4). -} - -_:bng_7793 { - (6 4) list:firstRest (6 (4)). - (2 1) math:sum 3 . - (7 3) :attack3 (4). -} - -_:bng_7794 { - (7 2) :attack3 (6 4). -} - -_:bng_7795 { - (1 6 4) list:firstRest (1 (6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4). -} - -_:bng_7796 { - (7 1) :attack3 (1 6 4). -} - -_:bng_7797 { - [] rdf:value 7; :attack (1 6 4). -} - -_:bng_7798 { - (6 4) list:firstRest (6 (4)). - (6 2) math:sum 8. -} - -_:bng_7799 { - (8 2) :attack3 (6 4). -} - -_:bng_7800 { - (1 6 4) list:firstRest (1 (6 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4). -} - -_:bng_7801 { - (8 1) :attack3 (1 6 4). -} - -_:bng_7802 { - [] rdf:value 8; :attack (1 6 4). -} - -_:bng_7803 { - (4) list:firstRest (4 ()). - (4 2) math:difference 2. -} - -_:bng_7804 { - (2 2) :attack3 (4). -} - -_:bng_7805 { - (6 4) list:firstRest (6 (4)). - (1 1) math:sum 2 . - (2 2) :attack3 (4). -} - -_:bng_7806 { - (2 1) :attack3 (6 4). -} - -_:bng_7807 { - [] rdf:value 2; :attack (6 4). -} - -_:bng_7808 { - (6 4) list:firstRest (6 (4)). - (2 1) math:sum 3 . - (1 3) :attack3 (4). -} - -_:bng_7809 { - (1 2) :attack3 (6 4). -} - -_:bng_7810 { - (3 6 4) list:firstRest (3 (6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4). -} - -_:bng_7811 { - (1 1) :attack3 (3 6 4). -} - -_:bng_7812 { - [] rdf:value 1; :attack (3 6 4). -} - -_:bng_7813 { - (3 6 4) list:firstRest (3 (6 4)). - (3 1) math:difference 2. -} - -_:bng_7814 { - (2 1) :attack3 (3 6 4). -} - -_:bng_7815 { - [] rdf:value 2; :attack (3 6 4). -} - -_:bng_7816 { - (3 6 4) list:firstRest (3 (6 4)). - (3 2) math:difference 1. -} - -_:bng_7817 { - (1 2) :attack3 (3 6 4). -} - -_:bng_7818 { - (5 3 6 4) list:firstRest (5 (3 6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 4). -} - -_:bng_7819 { - (1 1) :attack3 (5 3 6 4). -} - -_:bng_7820 { - [] rdf:value 1; :attack (5 3 6 4). -} - -_:bng_7821 { - (2 5 3 6 4) list:firstRest (2 (5 3 6 4)). - (2 1) math:difference 1. -} - -_:bng_7822 { - (1 1) :attack3 (2 5 3 6 4). -} - -_:bng_7823 { - [] rdf:value 1; :attack (2 5 3 6 4). -} - -_:bng_7824 { - (5 3 6 4) list:firstRest (5 (3 6 4)). - (5 2) math:sum 7. -} - -_:bng_7825 { - (7 2) :attack3 (5 3 6 4). -} - -_:bng_7826 { - (2 5 3 6 4) list:firstRest (2 (5 3 6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 3 6 4). -} - -_:bng_7827 { - (7 1) :attack3 (2 5 3 6 4). -} - -_:bng_7828 { - [] rdf:value 7; :attack (2 5 3 6 4). -} - -_:bng_7829 { - (6 4) list:firstRest (6 (4)). - (6 5) math:difference 1. -} - -_:bng_7830 { - (1 5) :attack3 (6 4). -} - -_:bng_7831 { - (3 6 4) list:firstRest (3 (6 4)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 4). -} - -_:bng_7832 { - (1 4) :attack3 (3 6 4). -} - -_:bng_7833 { - (5 3 6 4) list:firstRest (5 (3 6 4)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 6 4). -} - -_:bng_7834 { - (1 3) :attack3 (5 3 6 4). -} - -_:bng_7835 { - (2 5 3 6 4) list:firstRest (2 (5 3 6 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 3 6 4). -} - -_:bng_7836 { - (1 2) :attack3 (2 5 3 6 4). -} - -_:bng_7837 { - (8 2 5 3 6 4) list:firstRest (8 (2 5 3 6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 5 3 6 4). -} - -_:bng_7838 { - (1 1) :attack3 (8 2 5 3 6 4). -} - -_:bng_7839 { - [] rdf:value 1; :attack (8 2 5 3 6 4). -} - -_:bng_7840 { - (8 2 5 3 6 4) list:firstRest (8 (2 5 3 6 4)). - (8 1) math:difference 7. -} - -_:bng_7841 { - (7 1) :attack3 (8 2 5 3 6 4). -} - -_:bng_7842 { - [] rdf:value 7; :attack (8 2 5 3 6 4). -} - -_:bng_7843 { - (1 7 5 3 6 4) list:firstRest (1 (7 5 3 6 4)). - (1 1) math:sum 2. -} - -_:bng_7844 { - (2 1) :attack3 (1 7 5 3 6 4). -} - -_:bng_7845 { - [] rdf:value 2; :attack (1 7 5 3 6 4). -} - -_:bng_7846 { - (5 3 6 4) list:firstRest (5 (3 6 4)). - (5 3) math:sum 8. -} - -_:bng_7847 { - (8 3) :attack3 (5 3 6 4). -} - -_:bng_7848 { - (7 5 3 6 4) list:firstRest (7 (5 3 6 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3 6 4). -} - -_:bng_7849 { - (8 2) :attack3 (7 5 3 6 4). -} - -_:bng_7850 { - (1 7 5 3 6 4) list:firstRest (1 (7 5 3 6 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3 6 4). -} - -_:bng_7851 { - (8 1) :attack3 (1 7 5 3 6 4). -} - -_:bng_7852 { - [] rdf:value 8; :attack (1 7 5 3 6 4). -} - -_:bng_7853 { - (3 6 4) list:firstRest (3 (6 4)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 4). -} - -_:bng_7854 { - (2 3) :attack3 (3 6 4). -} - -_:bng_7855 { - (5 3 6 4) list:firstRest (5 (3 6 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 6 4). -} - -_:bng_7856 { - (2 2) :attack3 (5 3 6 4). -} - -_:bng_7857 { - (7 5 3 6 4) list:firstRest (7 (5 3 6 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 3 6 4). -} - -_:bng_7858 { - (2 1) :attack3 (7 5 3 6 4). -} - -_:bng_7859 { - [] rdf:value 2; :attack (7 5 3 6 4). -} - -_:bng_7860 { - (7 5 3 6 4) list:firstRest (7 (5 3 6 4)). - (7 1) math:sum 8. -} - -_:bng_7861 { - (8 1) :attack3 (7 5 3 6 4). -} - -_:bng_7862 { - [] rdf:value 8; :attack (7 5 3 6 4). -} - -_:bng_7863 { - (3 6 4) list:firstRest (3 (6 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4). -} - -_:bng_7864 { - (8 2) :attack3 (3 6 4). -} - -_:bng_7865 { - (5 3 6 4) list:firstRest (5 (3 6 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 6 4). -} - -_:bng_7866 { - (8 1) :attack3 (5 3 6 4). -} - -_:bng_7867 { - [] rdf:value 8; :attack (5 3 6 4). -} - -_:bng_7868 { - (3 6 4) list:firstRest (3 (6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4). -} - -_:bng_7869 { - (7 1) :attack3 (3 6 4). -} - -_:bng_7870 { - [] rdf:value 7; :attack (3 6 4). -} - -_:bng_7871 { - (3 6 4) list:firstRest (3 (6 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4). -} - -_:bng_7872 { - (8 1) :attack3 (3 6 4). -} - -_:bng_7873 { - [] rdf:value 8; :attack (3 6 4). -} - -_:bng_7874 { - (6 4) list:firstRest (6 (4)). - (6 1) math:difference 5. -} - -_:bng_7875 { - (5 1) :attack3 (6 4). -} - -_:bng_7876 { - [] rdf:value 5; :attack (6 4). -} - -_:bng_7877 { - (6 4) list:firstRest (6 (4)). - (6 1) math:sum 7. -} - -_:bng_7878 { - (7 1) :attack3 (6 4). -} - -_:bng_7879 { - [] rdf:value 7; :attack (6 4). -} - -_:bng_7880 { - (8 6 4) list:firstRest (8 (6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4). -} - -_:bng_7881 { - (1 1) :attack3 (8 6 4). -} - -_:bng_7882 { - [] rdf:value 1; :attack (8 6 4). -} - -_:bng_7883 { - (2 8 6 4) list:firstRest (2 (8 6 4)). - (2 1) math:difference 1. -} - -_:bng_7884 { - (1 1) :attack3 (2 8 6 4). -} - -_:bng_7885 { - [] rdf:value 1; :attack (2 8 6 4). -} - -_:bng_7886 { - (2 8 6 4) list:firstRest (2 (8 6 4)). - (2 1) math:sum 3. -} - -_:bng_7887 { - (3 1) :attack3 (2 8 6 4). -} - -_:bng_7888 { - [] rdf:value 3; :attack (2 8 6 4). -} - -_:bng_7889 { - (5 2 8 6 4) list:firstRest (5 (2 8 6 4)). - (5 2) math:difference 3. -} - -_:bng_7890 { - (3 2) :attack3 (5 2 8 6 4). -} - -_:bng_7891 { - (1 5 2 8 6 4) list:firstRest (1 (5 2 8 6 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 8 6 4). -} - -_:bng_7892 { - (3 1) :attack3 (1 5 2 8 6 4). -} - -_:bng_7893 { - [] rdf:value 3; :attack (1 5 2 8 6 4). -} - -_:bng_7894 { - (5 2 8 6 4) list:firstRest (5 (2 8 6 4)). - (5 2) math:sum 7. -} - -_:bng_7895 { - (7 2) :attack3 (5 2 8 6 4). -} - -_:bng_7896 { - (1 5 2 8 6 4) list:firstRest (1 (5 2 8 6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8 6 4). -} - -_:bng_7897 { - (7 1) :attack3 (1 5 2 8 6 4). -} - -_:bng_7898 { - [] rdf:value 7; :attack (1 5 2 8 6 4). -} - -_:bng_7899 { - (8 6 4) list:firstRest (8 (6 4)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 4). -} - -_:bng_7900 { - (1 4) :attack3 (8 6 4). -} - -_:bng_7901 { - (2 8 6 4) list:firstRest (2 (8 6 4)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6 4). -} - -_:bng_7902 { - (1 3) :attack3 (2 8 6 4). -} - -_:bng_7903 { - (5 2 8 6 4) list:firstRest (5 (2 8 6 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 6 4). -} - -_:bng_7904 { - (1 2) :attack3 (5 2 8 6 4). -} - -_:bng_7905 { - (3 5 2 8 6 4) list:firstRest (3 (5 2 8 6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 8 6 4). -} - -_:bng_7906 { - (1 1) :attack3 (3 5 2 8 6 4). -} - -_:bng_7907 { - [] rdf:value 1; :attack (3 5 2 8 6 4). -} - -_:bng_7908 { - (3 5 2 8 6 4) list:firstRest (3 (5 2 8 6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8 6 4). -} - -_:bng_7909 { - (7 1) :attack3 (3 5 2 8 6 4). -} - -_:bng_7910 { - [] rdf:value 7; :attack (3 5 2 8 6 4). -} - -_:bng_7911 { - (7 5 2 8 6 4) list:firstRest (7 (5 2 8 6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 8 6 4). -} - -_:bng_7912 { - (1 1) :attack3 (7 5 2 8 6 4). -} - -_:bng_7913 { - [] rdf:value 1; :attack (7 5 2 8 6 4). -} - -_:bng_7914 { - (7 5 2 8 6 4) list:firstRest (7 (5 2 8 6 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 8 6 4). -} - -_:bng_7915 { - (3 1) :attack3 (7 5 2 8 6 4). -} - -_:bng_7916 { - [] rdf:value 3; :attack (7 5 2 8 6 4). -} - -_:bng_7917 { - (5) list:select (5 ()). - (_:bng_17877 false true) log:ifThenElseIn (() 1). - (5 3 1 7 2 8 6 4) list:firstRest (5 (3 1 7 2 8 6 4)). - (() (5 3 1 7 2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7918 { - ((5) (3 1 7 2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7919 { - (3 5) list:select (3 (5)). - (_:bng_17878 false true) log:ifThenElseIn (() 1). - (3 1 7 2 8 6 4) list:firstRest (3 (1 7 2 8 6 4)). - ((5) (3 1 7 2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7920 { - ((3 5) (1 7 2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7921 { - (1 3 5) list:select (1 (3 5)). - (_:bng_17879 false true) log:ifThenElseIn (() 1). - (1 7 2 8 6 4) list:firstRest (1 (7 2 8 6 4)). - ((3 5) (1 7 2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7922 { - ((1 3 5) (7 2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7923 { - (1 3 5 7) list:select (7 (1 3 5)). - (_:bng_17880 false true) log:ifThenElseIn (() 1). - (7 2 8 6 4) list:firstRest (7 (2 8 6 4)). - ((1 3 5) (7 2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7924 { - ((1 3 5 7) (2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7925 { - (1 2 3 5 7) list:select (2 (1 3 5 7)). - (_:bng_17881 false true) log:ifThenElseIn (() 1). - (2 8 6 4) list:firstRest (2 (8 6 4)). - ((1 3 5 7) (2 8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7926 { - ((1 2 3 5 7) (8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7927 { - (1 2 3 5 7 8) list:select (8 (1 2 3 5 7)). - (_:bng_17882 false true) log:ifThenElseIn (() 1). - (8 6 4) list:firstRest (8 (6 4)). - ((1 2 3 5 7) (8 6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7928 { - ((1 2 3 5 7 8) (6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7929 { - (1 2 3 5 6 7 8) list:select (6 (1 2 3 5 7 8)). - (_:bng_17876 false true) log:ifThenElseIn (() 1). - (6 4) list:firstRest (6 (4)). - ((1 2 3 5 7 8) (6 4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7930 { - ((1 2 3 5 6 7 8) (4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7931 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7932 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7933 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 3 1 7 2 8 6 4). -} - -_:bng_7934 { - [] rdf:value 8; :queens (5 3 1 7 2 8 6 4). -} - -_:bng_7935 { - (7 2 8 6 4) list:firstRest (7 (2 8 6 4)). - (7 2) math:difference 5. -} - -_:bng_7936 { - (5 2) :attack3 (7 2 8 6 4). -} - -_:bng_7937 { - (1 7 2 8 6 4) list:firstRest (1 (7 2 8 6 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8 6 4). -} - -_:bng_7938 { - (5 1) :attack3 (1 7 2 8 6 4). -} - -_:bng_7939 { - [] rdf:value 5; :attack (1 7 2 8 6 4). -} - -_:bng_7940 { - (7 2 8 6 4) list:firstRest (7 (2 8 6 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 6 4). -} - -_:bng_7941 { - (1 2) :attack3 (7 2 8 6 4). -} - -_:bng_7942 { - (3 7 2 8 6 4) list:firstRest (3 (7 2 8 6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 2 8 6 4). -} - -_:bng_7943 { - (1 1) :attack3 (3 7 2 8 6 4). -} - -_:bng_7944 { - [] rdf:value 1; :attack (3 7 2 8 6 4). -} - -_:bng_7945 { - (3 7 2 8 6 4) list:firstRest (3 (7 2 8 6 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8 6 4). -} - -_:bng_7946 { - (5 1) :attack3 (3 7 2 8 6 4). -} - -_:bng_7947 { - [] rdf:value 5; :attack (3 7 2 8 6 4). -} - -_:bng_7948 { - (8 6 4) list:firstRest (8 (6 4)). - (8 3) math:difference 5. -} - -_:bng_7949 { - (5 3) :attack3 (8 6 4). -} - -_:bng_7950 { - (2 8 6 4) list:firstRest (2 (8 6 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 6 4). -} - -_:bng_7951 { - (5 2) :attack3 (2 8 6 4). -} - -_:bng_7952 { - (7 2 8 6 4) list:firstRest (7 (2 8 6 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8 6 4). -} - -_:bng_7953 { - (5 1) :attack3 (7 2 8 6 4). -} - -_:bng_7954 { - [] rdf:value 5; :attack (7 2 8 6 4). -} - -_:bng_7955 { - (1 3 8 6 4) list:firstRest (1 (3 8 6 4)). - (1 1) math:sum 2. -} - -_:bng_7956 { - (2 1) :attack3 (1 3 8 6 4). -} - -_:bng_7957 { - [] rdf:value 2; :attack (1 3 8 6 4). -} - -_:bng_7958 { - (3 8 6 4) list:firstRest (3 (8 6 4)). - (3 2) math:sum 5. -} - -_:bng_7959 { - (5 2) :attack3 (3 8 6 4). -} - -_:bng_7960 { - (1 3 8 6 4) list:firstRest (1 (3 8 6 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 6 4). -} - -_:bng_7961 { - (5 1) :attack3 (1 3 8 6 4). -} - -_:bng_7962 { - [] rdf:value 5; :attack (1 3 8 6 4). -} - -_:bng_7963 { - (7 1 3 8 6 4) list:firstRest (7 (1 3 8 6 4)). - (7 2) math:difference 5. -} - -_:bng_7964 { - (5 2) :attack3 (7 1 3 8 6 4). -} - -_:bng_7965 { - (2 7 1 3 8 6 4) list:firstRest (2 (7 1 3 8 6 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 3 8 6 4). -} - -_:bng_7966 { - (5 1) :attack3 (2 7 1 3 8 6 4). -} - -_:bng_7967 { - [] rdf:value 5; :attack (2 7 1 3 8 6 4). -} - -_:bng_7968 { - (2) list:select (2 ()). - (_:bng_17883 false true) log:ifThenElseIn (() 1). - (2 5 7 1 3 8 6 4) list:firstRest (2 (5 7 1 3 8 6 4)). - (() (2 5 7 1 3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7969 { - ((2) (5 7 1 3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7970 { - (2 5) list:select (5 (2)). - (_:bng_17884 false true) log:ifThenElseIn (() 1). - (5 7 1 3 8 6 4) list:firstRest (5 (7 1 3 8 6 4)). - ((2) (5 7 1 3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7971 { - ((2 5) (7 1 3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7972 { - (2 5 7) list:select (7 (2 5)). - (_:bng_17885 false true) log:ifThenElseIn (() 1). - (7 1 3 8 6 4) list:firstRest (7 (1 3 8 6 4)). - ((2 5) (7 1 3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7973 { - ((2 5 7) (1 3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7974 { - (1 2 5 7) list:select (1 (2 5 7)). - (_:bng_17886 false true) log:ifThenElseIn (() 1). - (1 3 8 6 4) list:firstRest (1 (3 8 6 4)). - ((2 5 7) (1 3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7975 { - ((1 2 5 7) (3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7976 { - (1 2 3 5 7) list:select (3 (1 2 5 7)). - (_:bng_17887 false true) log:ifThenElseIn (() 1). - (3 8 6 4) list:firstRest (3 (8 6 4)). - ((1 2 5 7) (3 8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7977 { - ((1 2 3 5 7) (8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7978 { - (1 2 3 5 7 8) list:select (8 (1 2 3 5 7)). - (_:bng_17882 false true) log:ifThenElseIn (() 1). - (8 6 4) list:firstRest (8 (6 4)). - ((1 2 3 5 7) (8 6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7979 { - ((1 2 3 5 7 8) (6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7980 { - (1 2 3 5 6 7 8) list:select (6 (1 2 3 5 7 8)). - (_:bng_17876 false true) log:ifThenElseIn (() 1). - (6 4) list:firstRest (6 (4)). - ((1 2 3 5 7 8) (6 4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7981 { - ((1 2 3 5 6 7 8) (4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7982 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7983 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7984 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 5 7 1 3 8 6 4). -} - -_:bng_7985 { - [] rdf:value 8; :queens (2 5 7 1 3 8 6 4). -} - -_:bng_7986 { - (3 8 6 4) list:firstRest (3 (8 6 4)). - (3 1) math:difference 2. -} - -_:bng_7987 { - (2 1) :attack3 (3 8 6 4). -} - -_:bng_7988 { - [] rdf:value 2; :attack (3 8 6 4). -} - -_:bng_7989 { - (3 8 6 4) list:firstRest (3 (8 6 4)). - (3 2) math:difference 1. -} - -_:bng_7990 { - (1 2) :attack3 (3 8 6 4). -} - -_:bng_7991 { - (5 3 8 6 4) list:firstRest (5 (3 8 6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 6 4). -} - -_:bng_7992 { - (1 1) :attack3 (5 3 8 6 4). -} - -_:bng_7993 { - [] rdf:value 1; :attack (5 3 8 6 4). -} - -_:bng_7994 { - (8 6 4) list:firstRest (8 (6 4)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 4). -} - -_:bng_7995 { - (2 3) :attack3 (8 6 4). -} - -_:bng_7996 { - (3 8 6 4) list:firstRest (3 (8 6 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 4). -} - -_:bng_7997 { - (2 2) :attack3 (3 8 6 4). -} - -_:bng_7998 { - (5 3 8 6 4) list:firstRest (5 (3 8 6 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 6 4). -} - -_:bng_7999 { - (2 1) :attack3 (5 3 8 6 4). -} - -_:bng_8000 { - [] rdf:value 2; :attack (5 3 8 6 4). -} - -_:bng_8001 { - (3 8 6 4) list:firstRest (3 (8 6 4)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6 4). -} - -_:bng_8002 { - (1 3) :attack3 (3 8 6 4). -} - -_:bng_8003 { - (5 3 8 6 4) list:firstRest (5 (3 8 6 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 8 6 4). -} - -_:bng_8004 { - (1 2) :attack3 (5 3 8 6 4). -} - -_:bng_8005 { - (7 5 3 8 6 4) list:firstRest (7 (5 3 8 6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 3 8 6 4). -} - -_:bng_8006 { - (1 1) :attack3 (7 5 3 8 6 4). -} - -_:bng_8007 { - [] rdf:value 1; :attack (7 5 3 8 6 4). -} - -_:bng_8008 { - (2 7 5 3 8 6 4) list:firstRest (2 (7 5 3 8 6 4)). - (2 1) math:difference 1. -} - -_:bng_8009 { - (1 1) :attack3 (2 7 5 3 8 6 4). -} - -_:bng_8010 { - [] rdf:value 1; :attack (2 7 5 3 8 6 4). -} - -_:bng_8011 { - (7 3 8 6 4) list:firstRest (7 (3 8 6 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 6 4). -} - -_:bng_8012 { - (1 1) :attack3 (7 3 8 6 4). -} - -_:bng_8013 { - [] rdf:value 1; :attack (7 3 8 6 4). -} - -_:bng_8014 { - (7 3 8 6 4) list:firstRest (7 (3 8 6 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 6 4). -} - -_:bng_8015 { - (2 1) :attack3 (7 3 8 6 4). -} - -_:bng_8016 { - [] rdf:value 2; :attack (7 3 8 6 4). -} - -_:bng_8017 { - (7 3 8 6 4) list:firstRest (7 (3 8 6 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 6 4). -} - -_:bng_8018 { - (5 1) :attack3 (7 3 8 6 4). -} - -_:bng_8019 { - [] rdf:value 5; :attack (7 3 8 6 4). -} - -_:bng_8020 { - (1 5 8 6 4) list:firstRest (1 (5 8 6 4)). - (1 1) math:sum 2. -} - -_:bng_8021 { - (2 1) :attack3 (1 5 8 6 4). -} - -_:bng_8022 { - [] rdf:value 2; :attack (1 5 8 6 4). -} - -_:bng_8023 { - (5 8 6 4) list:firstRest (5 (8 6 4)). - (5 2) math:difference 3. -} - -_:bng_8024 { - (3 2) :attack3 (5 8 6 4). -} - -_:bng_8025 { - (1 5 8 6 4) list:firstRest (1 (5 8 6 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 6 4). -} - -_:bng_8026 { - (3 1) :attack3 (1 5 8 6 4). -} - -_:bng_8027 { - [] rdf:value 3; :attack (1 5 8 6 4). -} - -_:bng_8028 { - (5 8 6 4) list:firstRest (5 (8 6 4)). - (5 2) math:sum 7. -} - -_:bng_8029 { - (7 2) :attack3 (5 8 6 4). -} - -_:bng_8030 { - (1 5 8 6 4) list:firstRest (1 (5 8 6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6 4). -} - -_:bng_8031 { - (7 1) :attack3 (1 5 8 6 4). -} - -_:bng_8032 { - [] rdf:value 7; :attack (1 5 8 6 4). -} - -_:bng_8033 { - (2 5 8 6 4) list:firstRest (2 (5 8 6 4)). - (2 1) math:difference 1. -} - -_:bng_8034 { - (1 1) :attack3 (2 5 8 6 4). -} - -_:bng_8035 { - [] rdf:value 1; :attack (2 5 8 6 4). -} - -_:bng_8036 { - (2 5 8 6 4) list:firstRest (2 (5 8 6 4)). - (2 1) math:sum 3. -} - -_:bng_8037 { - (3 1) :attack3 (2 5 8 6 4). -} - -_:bng_8038 { - [] rdf:value 3; :attack (2 5 8 6 4). -} - -_:bng_8039 { - (2 5 8 6 4) list:firstRest (2 (5 8 6 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6 4). -} - -_:bng_8040 { - (7 1) :attack3 (2 5 8 6 4). -} - -_:bng_8041 { - [] rdf:value 7; :attack (2 5 8 6 4). -} - -_:bng_8042 { - (6 4) list:firstRest (6 (4)). - (6 3) math:difference 3. -} - -_:bng_8043 { - (3 3) :attack3 (6 4). -} - -_:bng_8044 { - (8 6 4) list:firstRest (8 (6 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 4). -} - -_:bng_8045 { - (3 2) :attack3 (8 6 4). -} - -_:bng_8046 { - (5 8 6 4) list:firstRest (5 (8 6 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 4). -} - -_:bng_8047 { - (3 1) :attack3 (5 8 6 4). -} - -_:bng_8048 { - [] rdf:value 3; :attack (5 8 6 4). -} - -_:bng_8049 { - (1 7 5 8 6 4) list:firstRest (1 (7 5 8 6 4)). - (1 1) math:sum 2. -} - -_:bng_8050 { - (2 1) :attack3 (1 7 5 8 6 4). -} - -_:bng_8051 { - [] rdf:value 2; :attack (1 7 5 8 6 4). -} - -_:bng_8052 { - (3 1 7 5 8 6 4) list:firstRest (3 (1 7 5 8 6 4)). - (3 1) math:difference 2. -} - -_:bng_8053 { - (2 1) :attack3 (3 1 7 5 8 6 4). -} - -_:bng_8054 { - [] rdf:value 2; :attack (3 1 7 5 8 6 4). -} - -_:bng_8055 { - (5 8 6 4) list:firstRest (5 (8 6 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 4). -} - -_:bng_8056 { - (2 2) :attack3 (5 8 6 4). -} - -_:bng_8057 { - (7 5 8 6 4) list:firstRest (7 (5 8 6 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 8 6 4). -} - -_:bng_8058 { - (2 1) :attack3 (7 5 8 6 4). -} - -_:bng_8059 { - [] rdf:value 2; :attack (7 5 8 6 4). -} - -_:bng_8060 { - (7 5 8 6 4) list:firstRest (7 (5 8 6 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 6 4). -} - -_:bng_8061 { - (3 1) :attack3 (7 5 8 6 4). -} - -_:bng_8062 { - [] rdf:value 3; :attack (7 5 8 6 4). -} - -_:bng_8063 { - (8 6 4) list:firstRest (8 (6 4)). - (8 1) math:difference 7. -} - -_:bng_8064 { - (7 1) :attack3 (8 6 4). -} - -_:bng_8065 { - [] rdf:value 7; :attack (8 6 4). -} - -_:bng_8066 { - (1 7 4) list:firstRest (1 (7 4)). - (1 1) math:sum 2. -} - -_:bng_8067 { - (2 1) :attack3 (1 7 4). -} - -_:bng_8068 { - [] rdf:value 2; :attack (1 7 4). -} - -_:bng_8069 { - (3 1 7 4) list:firstRest (3 (1 7 4)). - (3 1) math:difference 2. -} - -_:bng_8070 { - (2 1) :attack3 (3 1 7 4). -} - -_:bng_8071 { - [] rdf:value 2; :attack (3 1 7 4). -} - -_:bng_8072 { - (3 1 7 4) list:firstRest (3 (1 7 4)). - (3 3) math:sum 6. -} - -_:bng_8073 { - (6 3) :attack3 (3 1 7 4). -} - -_:bng_8074 { - (5 3 1 7 4) list:firstRest (5 (3 1 7 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 1 7 4). -} - -_:bng_8075 { - (6 2) :attack3 (5 3 1 7 4). -} - -_:bng_8076 { - (2 5 3 1 7 4) list:firstRest (2 (5 3 1 7 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 1 7 4). -} - -_:bng_8077 { - (6 1) :attack3 (2 5 3 1 7 4). -} - -_:bng_8078 { - [] rdf:value 6; :attack (2 5 3 1 7 4). -} - -_:bng_8079 { - (1 7 4) list:firstRest (1 (7 4)). - (1 5) math:sum 6. -} - -_:bng_8080 { - (6 5) :attack3 (1 7 4). -} - -_:bng_8081 { - (3 1 7 4) list:firstRest (3 (1 7 4)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 7 4). -} - -_:bng_8082 { - (6 4) :attack3 (3 1 7 4). -} - -_:bng_8083 { - (5 3 1 7 4) list:firstRest (5 (3 1 7 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (3 1 7 4). -} - -_:bng_8084 { - (6 3) :attack3 (5 3 1 7 4). -} - -_:bng_8085 { - (2 5 3 1 7 4) list:firstRest (2 (5 3 1 7 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 3 1 7 4). -} - -_:bng_8086 { - (6 2) :attack3 (2 5 3 1 7 4). -} - -_:bng_8087 { - (8 2 5 3 1 7 4) list:firstRest (8 (2 5 3 1 7 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 3 1 7 4). -} - -_:bng_8088 { - (6 1) :attack3 (8 2 5 3 1 7 4). -} - -_:bng_8089 { - [] rdf:value 6; :attack (8 2 5 3 1 7 4). -} - -_:bng_8090 { - (5 3 1 7 4) list:firstRest (5 (3 1 7 4)). - (5 1) math:sum 6. -} - -_:bng_8091 { - (6 1) :attack3 (5 3 1 7 4). -} - -_:bng_8092 { - [] rdf:value 6; :attack (5 3 1 7 4). -} - -_:bng_8093 { - (7 4) list:firstRest (7 (4)). - (7 5) math:difference 2. -} - -_:bng_8094 { - (2 5) :attack3 (7 4). -} - -_:bng_8095 { - (1 7 4) list:firstRest (1 (7 4)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 4). -} - -_:bng_8096 { - (2 4) :attack3 (1 7 4). -} - -_:bng_8097 { - (3 1 7 4) list:firstRest (3 (1 7 4)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 7 4). -} - -_:bng_8098 { - (2 3) :attack3 (3 1 7 4). -} - -_:bng_8099 { - (5 3 1 7 4) list:firstRest (5 (3 1 7 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 7 4). -} - -_:bng_8100 { - (2 2) :attack3 (5 3 1 7 4). -} - -_:bng_8101 { - (8 5 3 1 7 4) list:firstRest (8 (5 3 1 7 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 3 1 7 4). -} - -_:bng_8102 { - (2 1) :attack3 (8 5 3 1 7 4). -} - -_:bng_8103 { - [] rdf:value 2; :attack (8 5 3 1 7 4). -} - -_:bng_8104 { - (8 5 3 1 7 4) list:firstRest (8 (5 3 1 7 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 1 7 4). -} - -_:bng_8105 { - (6 1) :attack3 (8 5 3 1 7 4). -} - -_:bng_8106 { - [] rdf:value 6; :attack (8 5 3 1 7 4). -} - -_:bng_8107 { - (1 7 4) list:firstRest (1 (7 4)). - (1 4) math:sum 5. -} - -_:bng_8108 { - (5 4) :attack3 (1 7 4). -} - -_:bng_8109 { - (3 1 7 4) list:firstRest (3 (1 7 4)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 7 4). -} - -_:bng_8110 { - (5 3) :attack3 (3 1 7 4). -} - -_:bng_8111 { - (6 3 1 7 4) list:firstRest (6 (3 1 7 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (3 1 7 4). -} - -_:bng_8112 { - (5 2) :attack3 (6 3 1 7 4). -} - -_:bng_8113 { - (2 6 3 1 7 4) list:firstRest (2 (6 3 1 7 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 3 1 7 4). -} - -_:bng_8114 { - (5 1) :attack3 (2 6 3 1 7 4). -} - -_:bng_8115 { - [] rdf:value 5; :attack (2 6 3 1 7 4). -} - -_:bng_8116 { - (6 3 1 7 4) list:firstRest (6 (3 1 7 4)). - (6 2) math:sum 8. -} - -_:bng_8117 { - (8 2) :attack3 (6 3 1 7 4). -} - -_:bng_8118 { - (2 6 3 1 7 4) list:firstRest (2 (6 3 1 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 1 7 4). -} - -_:bng_8119 { - (8 1) :attack3 (2 6 3 1 7 4). -} - -_:bng_8120 { - [] rdf:value 8; :attack (2 6 3 1 7 4). -} - -_:bng_8121 { - (6 3 1 7 4) list:firstRest (6 (3 1 7 4)). - (6 1) math:difference 5. -} - -_:bng_8122 { - (5 1) :attack3 (6 3 1 7 4). -} - -_:bng_8123 { - [] rdf:value 5; :attack (6 3 1 7 4). -} - -_:bng_8124 { - (6 3 1 7 4) list:firstRest (6 (3 1 7 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 7 4). -} - -_:bng_8125 { - (2 2) :attack3 (6 3 1 7 4). -} - -_:bng_8126 { - (8 6 3 1 7 4) list:firstRest (8 (6 3 1 7 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 3 1 7 4). -} - -_:bng_8127 { - (2 1) :attack3 (8 6 3 1 7 4). -} - -_:bng_8128 { - [] rdf:value 2; :attack (8 6 3 1 7 4). -} - -_:bng_8129 { - (8 6 3 1 7 4) list:firstRest (8 (6 3 1 7 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 3 1 7 4). -} - -_:bng_8130 { - (5 1) :attack3 (8 6 3 1 7 4). -} - -_:bng_8131 { - [] rdf:value 5; :attack (8 6 3 1 7 4). -} - -_:bng_8132 { - (7 4) list:firstRest (7 (4)). - (3 1) math:sum 4 . - (8 4) :attack3 (4). -} - -_:bng_8133 { - (8 3) :attack3 (7 4). -} - -_:bng_8134 { - (1 7 4) list:firstRest (1 (7 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4). -} - -_:bng_8135 { - (8 2) :attack3 (1 7 4). -} - -_:bng_8136 { - (3 1 7 4) list:firstRest (3 (1 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 7 4). -} - -_:bng_8137 { - (8 1) :attack3 (3 1 7 4). -} - -_:bng_8138 { - [] rdf:value 8; :attack (3 1 7 4). -} - -_:bng_8139 { - (7 4) list:firstRest (7 (4)). - (7 2) math:difference 5. -} - -_:bng_8140 { - (5 2) :attack3 (7 4). -} - -_:bng_8141 { - (1 7 4) list:firstRest (1 (7 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4). -} - -_:bng_8142 { - (5 1) :attack3 (1 7 4). -} - -_:bng_8143 { - [] rdf:value 5; :attack (1 7 4). -} - -_:bng_8144 { - (2 6 1 7 4) list:firstRest (2 (6 1 7 4)). - (2 1) math:sum 3. -} - -_:bng_8145 { - (3 1) :attack3 (2 6 1 7 4). -} - -_:bng_8146 { - [] rdf:value 3; :attack (2 6 1 7 4). -} - -_:bng_8147 { - (6 1 7 4) list:firstRest (6 (1 7 4)). - (6 3) math:difference 3. -} - -_:bng_8148 { - (3 3) :attack3 (6 1 7 4). -} - -_:bng_8149 { - (2 6 1 7 4) list:firstRest (2 (6 1 7 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1 7 4). -} - -_:bng_8150 { - (3 2) :attack3 (2 6 1 7 4). -} - -_:bng_8151 { - (5 2 6 1 7 4) list:firstRest (5 (2 6 1 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 1 7 4). -} - -_:bng_8152 { - (3 1) :attack3 (5 2 6 1 7 4). -} - -_:bng_8153 { - [] rdf:value 3; :attack (5 2 6 1 7 4). -} - -_:bng_8154 { - (5 2 6 1 7 4) list:firstRest (5 (2 6 1 7 4)). - (5 2) math:difference 3. -} - -_:bng_8155 { - (3 2) :attack3 (5 2 6 1 7 4). -} - -_:bng_8156 { - (8 5 2 6 1 7 4) list:firstRest (8 (5 2 6 1 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 6 1 7 4). -} - -_:bng_8157 { - (3 1) :attack3 (8 5 2 6 1 7 4). -} - -_:bng_8158 { - [] rdf:value 3; :attack (8 5 2 6 1 7 4). -} - -_:bng_8159 { - (6 1 7 4) list:firstRest (6 (1 7 4)). - (6 2) math:sum 8. -} - -_:bng_8160 { - (8 2) :attack3 (6 1 7 4). -} - -_:bng_8161 { - (2 6 1 7 4) list:firstRest (2 (6 1 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 7 4). -} - -_:bng_8162 { - (8 1) :attack3 (2 6 1 7 4). -} - -_:bng_8163 { - [] rdf:value 8; :attack (2 6 1 7 4). -} - -_:bng_8164 { - (1 7 4) list:firstRest (1 (7 4)). - (1 2) math:sum 3. -} - -_:bng_8165 { - (3 2) :attack3 (1 7 4). -} - -_:bng_8166 { - (6 1 7 4) list:firstRest (6 (1 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 4). -} - -_:bng_8167 { - (3 1) :attack3 (6 1 7 4). -} - -_:bng_8168 { - [] rdf:value 3; :attack (6 1 7 4). -} - -_:bng_8169 { - (6 1 7 4) list:firstRest (6 (1 7 4)). - (6 1) math:difference 5. -} - -_:bng_8170 { - (5 1) :attack3 (6 1 7 4). -} - -_:bng_8171 { - [] rdf:value 5; :attack (6 1 7 4). -} - -_:bng_8172 { - (6 1 7 4) list:firstRest (6 (1 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 7 4). -} - -_:bng_8173 { - (8 1) :attack3 (6 1 7 4). -} - -_:bng_8174 { - [] rdf:value 8; :attack (6 1 7 4). -} - -_:bng_8175 { - (2 8 1 7 4) list:firstRest (2 (8 1 7 4)). - (2 1) math:sum 3. -} - -_:bng_8176 { - (3 1) :attack3 (2 8 1 7 4). -} - -_:bng_8177 { - [] rdf:value 3; :attack (2 8 1 7 4). -} - -_:bng_8178 { - (8 1 7 4) list:firstRest (8 (1 7 4)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 7 4). -} - -_:bng_8179 { - (6 4) :attack3 (8 1 7 4). -} - -_:bng_8180 { - (2 8 1 7 4) list:firstRest (2 (8 1 7 4)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1 7 4). -} - -_:bng_8181 { - (6 3) :attack3 (2 8 1 7 4). -} - -_:bng_8182 { - (5 2 8 1 7 4) list:firstRest (5 (2 8 1 7 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (2 8 1 7 4). -} - -_:bng_8183 { - (6 2) :attack3 (5 2 8 1 7 4). -} - -_:bng_8184 { - (3 5 2 8 1 7 4) list:firstRest (3 (5 2 8 1 7 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 2 8 1 7 4). -} - -_:bng_8185 { - (6 1) :attack3 (3 5 2 8 1 7 4). -} - -_:bng_8186 { - [] rdf:value 6; :attack (3 5 2 8 1 7 4). -} - -_:bng_8187 { - (5 2 8 1 7 4) list:firstRest (5 (2 8 1 7 4)). - (5 1) math:sum 6. -} - -_:bng_8188 { - (6 1) :attack3 (5 2 8 1 7 4). -} - -_:bng_8189 { - [] rdf:value 6; :attack (5 2 8 1 7 4). -} - -_:bng_8190 { - (8 1 7 4) list:firstRest (8 (1 7 4)). - (8 2) math:difference 6. -} - -_:bng_8191 { - (6 2) :attack3 (8 1 7 4). -} - -_:bng_8192 { - (2 8 1 7 4) list:firstRest (2 (8 1 7 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 7 4). -} - -_:bng_8193 { - (6 1) :attack3 (2 8 1 7 4). -} - -_:bng_8194 { - [] rdf:value 6; :attack (2 8 1 7 4). -} - -_:bng_8195 { - (8 1 7 4) list:firstRest (8 (1 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 4). -} - -_:bng_8196 { - (3 1) :attack3 (8 1 7 4). -} - -_:bng_8197 { - [] rdf:value 3; :attack (8 1 7 4). -} - -_:bng_8198 { - (2 5 8 1 7 4) list:firstRest (2 (5 8 1 7 4)). - (2 1) math:sum 3. -} - -_:bng_8199 { - (3 1) :attack3 (2 5 8 1 7 4). -} - -_:bng_8200 { - [] rdf:value 3; :attack (2 5 8 1 7 4). -} - -_:bng_8201 { - (3) list:select (3 ()). - (_:bng_17888 false true) log:ifThenElseIn (() 1). - (3 6 2 5 8 1 7 4) list:firstRest (3 (6 2 5 8 1 7 4)). - (() (3 6 2 5 8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8202 { - ((3) (6 2 5 8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8203 { - (3 6) list:select (6 (3)). - (_:bng_17889 false true) log:ifThenElseIn (() 1). - (6 2 5 8 1 7 4) list:firstRest (6 (2 5 8 1 7 4)). - ((3) (6 2 5 8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8204 { - ((3 6) (2 5 8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8205 { - (2 3 6) list:select (2 (3 6)). - (_:bng_17890 false true) log:ifThenElseIn (() 1). - (2 5 8 1 7 4) list:firstRest (2 (5 8 1 7 4)). - ((3 6) (2 5 8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8206 { - ((2 3 6) (5 8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8207 { - (2 3 5 6) list:select (5 (2 3 6)). - (_:bng_17891 false true) log:ifThenElseIn (() 1). - (5 8 1 7 4) list:firstRest (5 (8 1 7 4)). - ((2 3 6) (5 8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8208 { - ((2 3 5 6) (8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8209 { - (2 3 5 6 8) list:select (8 (2 3 5 6)). - (_:bng_17892 false true) log:ifThenElseIn (() 1). - (8 1 7 4) list:firstRest (8 (1 7 4)). - ((2 3 5 6) (8 1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8210 { - ((2 3 5 6 8) (1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8211 { - (1 2 3 5 6 8) list:select (1 (2 3 5 6 8)). - (_:bng_17893 false true) log:ifThenElseIn (() 1). - (1 7 4) list:firstRest (1 (7 4)). - ((2 3 5 6 8) (1 7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8212 { - ((1 2 3 5 6 8) (7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8213 { - (1 2 3 5 6 7 8) list:select (7 (1 2 3 5 6 8)). - (_:bng_17894 false true) log:ifThenElseIn (() 1). - (7 4) list:firstRest (7 (4)). - ((1 2 3 5 6 8) (7 4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8214 { - ((1 2 3 5 6 7 8) (4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8215 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8216 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8217 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 2 5 8 1 7 4). -} - -_:bng_8218 { - [] rdf:value 8; :queens (3 6 2 5 8 1 7 4). -} - -_:bng_8219 { - (7 4) list:firstRest (7 (4)). - (7 4) math:difference 3. -} - -_:bng_8220 { - (3 4) :attack3 (7 4). -} - -_:bng_8221 { - (1 7 4) list:firstRest (1 (7 4)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 4). -} - -_:bng_8222 { - (3 3) :attack3 (1 7 4). -} - -_:bng_8223 { - (8 1 7 4) list:firstRest (8 (1 7 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 4). -} - -_:bng_8224 { - (3 2) :attack3 (8 1 7 4). -} - -_:bng_8225 { - (5 8 1 7 4) list:firstRest (5 (8 1 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7 4). -} - -_:bng_8226 { - (3 1) :attack3 (5 8 1 7 4). -} - -_:bng_8227 { - [] rdf:value 3; :attack (5 8 1 7 4). -} - -_:bng_8228 { - (5 8 1 7 4) list:firstRest (5 (8 1 7 4)). - (5 1) math:sum 6. -} - -_:bng_8229 { - (6 1) :attack3 (5 8 1 7 4). -} - -_:bng_8230 { - [] rdf:value 6; :attack (5 8 1 7 4). -} - -_:bng_8231 { - (2 6 8 1 7 4) list:firstRest (2 (6 8 1 7 4)). - (2 1) math:sum 3. -} - -_:bng_8232 { - (3 1) :attack3 (2 6 8 1 7 4). -} - -_:bng_8233 { - [] rdf:value 3; :attack (2 6 8 1 7 4). -} - -_:bng_8234 { - (8 1 7 4) list:firstRest (8 (1 7 4)). - (8 3) math:difference 5. -} - -_:bng_8235 { - (5 3) :attack3 (8 1 7 4). -} - -_:bng_8236 { - (6 8 1 7 4) list:firstRest (6 (8 1 7 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1 7 4). -} - -_:bng_8237 { - (5 2) :attack3 (6 8 1 7 4). -} - -_:bng_8238 { - (2 6 8 1 7 4) list:firstRest (2 (6 8 1 7 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 1 7 4). -} - -_:bng_8239 { - (5 1) :attack3 (2 6 8 1 7 4). -} - -_:bng_8240 { - [] rdf:value 5; :attack (2 6 8 1 7 4). -} - -_:bng_8241 { - (6 8 1 7 4) list:firstRest (6 (8 1 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7 4). -} - -_:bng_8242 { - (3 1) :attack3 (6 8 1 7 4). -} - -_:bng_8243 { - [] rdf:value 3; :attack (6 8 1 7 4). -} - -_:bng_8244 { - (6 8 1 7 4) list:firstRest (6 (8 1 7 4)). - (6 1) math:difference 5. -} - -_:bng_8245 { - (5 1) :attack3 (6 8 1 7 4). -} - -_:bng_8246 { - [] rdf:value 5; :attack (6 8 1 7 4). -} - -_:bng_8247 { - (7 4) list:firstRest (7 (4)). - (1 1) math:sum 2 . - (2 2) :attack3 (4). -} - -_:bng_8248 { - (2 1) :attack3 (7 4). -} - -_:bng_8249 { - [] rdf:value 2; :attack (7 4). -} - -_:bng_8250 { - (7 4) list:firstRest (7 (4)). - (2 1) math:sum 3 . - (1 3) :attack3 (4). -} - -_:bng_8251 { - (1 2) :attack3 (7 4). -} - -_:bng_8252 { - (3 7 4) list:firstRest (3 (7 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4). -} - -_:bng_8253 { - (1 1) :attack3 (3 7 4). -} - -_:bng_8254 { - [] rdf:value 1; :attack (3 7 4). -} - -_:bng_8255 { - (3 7 4) list:firstRest (3 (7 4)). - (3 1) math:difference 2. -} - -_:bng_8256 { - (2 1) :attack3 (3 7 4). -} - -_:bng_8257 { - [] rdf:value 2; :attack (3 7 4). -} - -_:bng_8258 { - (3 7 4) list:firstRest (3 (7 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4). -} - -_:bng_8259 { - (5 1) :attack3 (3 7 4). -} - -_:bng_8260 { - [] rdf:value 5; :attack (3 7 4). -} - -_:bng_8261 { - (3 7 4) list:firstRest (3 (7 4)). - (3 2) math:difference 1. -} - -_:bng_8262 { - (1 2) :attack3 (3 7 4). -} - -_:bng_8263 { - (6 3 7 4) list:firstRest (6 (3 7 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 4). -} - -_:bng_8264 { - (1 1) :attack3 (6 3 7 4). -} - -_:bng_8265 { - [] rdf:value 1; :attack (6 3 7 4). -} - -_:bng_8266 { - (2 6 3 7 4) list:firstRest (2 (6 3 7 4)). - (2 1) math:difference 1. -} - -_:bng_8267 { - (1 1) :attack3 (2 6 3 7 4). -} - -_:bng_8268 { - [] rdf:value 1; :attack (2 6 3 7 4). -} - -_:bng_8269 { - (3 7 4) list:firstRest (3 (7 4)). - (3 5) math:sum 8. -} - -_:bng_8270 { - (8 5) :attack3 (3 7 4). -} - -_:bng_8271 { - (6 3 7 4) list:firstRest (6 (3 7 4)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 7 4). -} - -_:bng_8272 { - (8 4) :attack3 (6 3 7 4). -} - -_:bng_8273 { - (2 6 3 7 4) list:firstRest (2 (6 3 7 4)). - (3 1) math:sum 4 . - (8 4) :attack3 (6 3 7 4). -} - -_:bng_8274 { - (8 3) :attack3 (2 6 3 7 4). -} - -_:bng_8275 { - (5 2 6 3 7 4) list:firstRest (5 (2 6 3 7 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 6 3 7 4). -} - -_:bng_8276 { - (8 2) :attack3 (5 2 6 3 7 4). -} - -_:bng_8277 { - (1 5 2 6 3 7 4) list:firstRest (1 (5 2 6 3 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 2 6 3 7 4). -} - -_:bng_8278 { - (8 1) :attack3 (1 5 2 6 3 7 4). -} - -_:bng_8279 { - [] rdf:value 8; :attack (1 5 2 6 3 7 4). -} - -_:bng_8280 { - (7 4) list:firstRest (7 (4)). - (7 6) math:difference 1. -} - -_:bng_8281 { - (1 6) :attack3 (7 4). -} - -_:bng_8282 { - (3 7 4) list:firstRest (3 (7 4)). - (5 1) math:sum 6 . - (1 6) :attack3 (7 4). -} - -_:bng_8283 { - (1 5) :attack3 (3 7 4). -} - -_:bng_8284 { - (6 3 7 4) list:firstRest (6 (3 7 4)). - (4 1) math:sum 5 . - (1 5) :attack3 (3 7 4). -} - -_:bng_8285 { - (1 4) :attack3 (6 3 7 4). -} - -_:bng_8286 { - (2 6 3 7 4) list:firstRest (2 (6 3 7 4)). - (3 1) math:sum 4 . - (1 4) :attack3 (6 3 7 4). -} - -_:bng_8287 { - (1 3) :attack3 (2 6 3 7 4). -} - -_:bng_8288 { - (5 2 6 3 7 4) list:firstRest (5 (2 6 3 7 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 6 3 7 4). -} - -_:bng_8289 { - (1 2) :attack3 (5 2 6 3 7 4). -} - -_:bng_8290 { - (8 5 2 6 3 7 4) list:firstRest (8 (5 2 6 3 7 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 6 3 7 4). -} - -_:bng_8291 { - (1 1) :attack3 (8 5 2 6 3 7 4). -} - -_:bng_8292 { - [] rdf:value 1; :attack (8 5 2 6 3 7 4). -} - -_:bng_8293 { - (6 3 7 4) list:firstRest (6 (3 7 4)). - (6 2) math:sum 8. -} - -_:bng_8294 { - (8 2) :attack3 (6 3 7 4). -} - -_:bng_8295 { - (2 6 3 7 4) list:firstRest (2 (6 3 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 7 4). -} - -_:bng_8296 { - (8 1) :attack3 (2 6 3 7 4). -} - -_:bng_8297 { - [] rdf:value 8; :attack (2 6 3 7 4). -} - -_:bng_8298 { - (6 3 7 4) list:firstRest (6 (3 7 4)). - (6 1) math:difference 5. -} - -_:bng_8299 { - (5 1) :attack3 (6 3 7 4). -} - -_:bng_8300 { - [] rdf:value 5; :attack (6 3 7 4). -} - -_:bng_8301 { - (3 7 4) list:firstRest (3 (7 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4). -} - -_:bng_8302 { - (8 2) :attack3 (3 7 4). -} - -_:bng_8303 { - (6 3 7 4) list:firstRest (6 (3 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 7 4). -} - -_:bng_8304 { - (8 1) :attack3 (6 3 7 4). -} - -_:bng_8305 { - [] rdf:value 8; :attack (6 3 7 4). -} - -_:bng_8306 { - (8 3 7 4) list:firstRest (8 (3 7 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 4). -} - -_:bng_8307 { - (1 1) :attack3 (8 3 7 4). -} - -_:bng_8308 { - [] rdf:value 1; :attack (8 3 7 4). -} - -_:bng_8309 { - (2 8 3 7 4) list:firstRest (2 (8 3 7 4)). - (2 1) math:difference 1. -} - -_:bng_8310 { - (1 1) :attack3 (2 8 3 7 4). -} - -_:bng_8311 { - [] rdf:value 1; :attack (2 8 3 7 4). -} - -_:bng_8312 { - (6) list:select (6 ()). - (_:bng_17895 false true) log:ifThenElseIn (() 1). - (6 1 5 2 8 3 7 4) list:firstRest (6 (1 5 2 8 3 7 4)). - (() (6 1 5 2 8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8313 { - ((6) (1 5 2 8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8314 { - (1 6) list:select (1 (6)). - (_:bng_17896 false true) log:ifThenElseIn (() 1). - (1 5 2 8 3 7 4) list:firstRest (1 (5 2 8 3 7 4)). - ((6) (1 5 2 8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8315 { - ((1 6) (5 2 8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8316 { - (1 5 6) list:select (5 (1 6)). - (_:bng_17897 false true) log:ifThenElseIn (() 1). - (5 2 8 3 7 4) list:firstRest (5 (2 8 3 7 4)). - ((1 6) (5 2 8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8317 { - ((1 5 6) (2 8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8318 { - (1 2 5 6) list:select (2 (1 5 6)). - (_:bng_17898 false true) log:ifThenElseIn (() 1). - (2 8 3 7 4) list:firstRest (2 (8 3 7 4)). - ((1 5 6) (2 8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8319 { - ((1 2 5 6) (8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8320 { - (1 2 5 6 8) list:select (8 (1 2 5 6)). - (_:bng_17899 false true) log:ifThenElseIn (() 1). - (8 3 7 4) list:firstRest (8 (3 7 4)). - ((1 2 5 6) (8 3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8321 { - ((1 2 5 6 8) (3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8322 { - (1 2 3 5 6 8) list:select (3 (1 2 5 6 8)). - (_:bng_17900 false true) log:ifThenElseIn (() 1). - (3 7 4) list:firstRest (3 (7 4)). - ((1 2 5 6 8) (3 7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8323 { - ((1 2 3 5 6 8) (7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8324 { - (1 2 3 5 6 7 8) list:select (7 (1 2 3 5 6 8)). - (_:bng_17894 false true) log:ifThenElseIn (() 1). - (7 4) list:firstRest (7 (4)). - ((1 2 3 5 6 8) (7 4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8325 { - ((1 2 3 5 6 7 8) (4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8326 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8327 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8328 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 1 5 2 8 3 7 4). -} - -_:bng_8329 { - [] rdf:value 8; :queens (6 1 5 2 8 3 7 4). -} - -_:bng_8330 { - (5 2 8 3 7 4) list:firstRest (5 (2 8 3 7 4)). - (5 1) math:sum 6. -} - -_:bng_8331 { - (6 1) :attack3 (5 2 8 3 7 4). -} - -_:bng_8332 { - [] rdf:value 6; :attack (5 2 8 3 7 4). -} - -_:bng_8333 { - (8 3 7 4) list:firstRest (8 (3 7 4)). - (8 2) math:difference 6. -} - -_:bng_8334 { - (6 2) :attack3 (8 3 7 4). -} - -_:bng_8335 { - (2 8 3 7 4) list:firstRest (2 (8 3 7 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 7 4). -} - -_:bng_8336 { - (6 1) :attack3 (2 8 3 7 4). -} - -_:bng_8337 { - [] rdf:value 6; :attack (2 8 3 7 4). -} - -_:bng_8338 { - (3 7 4) list:firstRest (3 (7 4)). - (3 2) math:sum 5. -} - -_:bng_8339 { - (5 2) :attack3 (3 7 4). -} - -_:bng_8340 { - (8 3 7 4) list:firstRest (8 (3 7 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7 4). -} - -_:bng_8341 { - (5 1) :attack3 (8 3 7 4). -} - -_:bng_8342 { - [] rdf:value 5; :attack (8 3 7 4). -} - -_:bng_8343 { - (1 6 8 3 7 4) list:firstRest (1 (6 8 3 7 4)). - (1 1) math:sum 2. -} - -_:bng_8344 { - (2 1) :attack3 (1 6 8 3 7 4). -} - -_:bng_8345 { - [] rdf:value 2; :attack (1 6 8 3 7 4). -} - -_:bng_8346 { - (8 3 7 4) list:firstRest (8 (3 7 4)). - (8 3) math:difference 5. -} - -_:bng_8347 { - (5 3) :attack3 (8 3 7 4). -} - -_:bng_8348 { - (6 8 3 7 4) list:firstRest (6 (8 3 7 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3 7 4). -} - -_:bng_8349 { - (5 2) :attack3 (6 8 3 7 4). -} - -_:bng_8350 { - (1 6 8 3 7 4) list:firstRest (1 (6 8 3 7 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3 7 4). -} - -_:bng_8351 { - (5 1) :attack3 (1 6 8 3 7 4). -} - -_:bng_8352 { - [] rdf:value 5; :attack (1 6 8 3 7 4). -} - -_:bng_8353 { - (2 6 8 3 7 4) list:firstRest (2 (6 8 3 7 4)). - (2 1) math:difference 1. -} - -_:bng_8354 { - (1 1) :attack3 (2 6 8 3 7 4). -} - -_:bng_8355 { - [] rdf:value 1; :attack (2 6 8 3 7 4). -} - -_:bng_8356 { - (2 6 8 3 7 4) list:firstRest (2 (6 8 3 7 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3 7 4). -} - -_:bng_8357 { - (5 1) :attack3 (2 6 8 3 7 4). -} - -_:bng_8358 { - [] rdf:value 5; :attack (2 6 8 3 7 4). -} - -_:bng_8359 { - (6 8 3 7 4) list:firstRest (6 (8 3 7 4)). - (6 1) math:difference 5. -} - -_:bng_8360 { - (5 1) :attack3 (6 8 3 7 4). -} - -_:bng_8361 { - [] rdf:value 5; :attack (6 8 3 7 4). -} - -_:bng_8362 { - (5 7 4) list:firstRest (5 (7 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4). -} - -_:bng_8363 { - (1 1) :attack3 (5 7 4). -} - -_:bng_8364 { - [] rdf:value 1; :attack (5 7 4). -} - -_:bng_8365 { - (2 5 7 4) list:firstRest (2 (5 7 4)). - (2 1) math:difference 1. -} - -_:bng_8366 { - (1 1) :attack3 (2 5 7 4). -} - -_:bng_8367 { - [] rdf:value 1; :attack (2 5 7 4). -} - -_:bng_8368 { - (2 5 7 4) list:firstRest (2 (5 7 4)). - (2 1) math:sum 3. -} - -_:bng_8369 { - (3 1) :attack3 (2 5 7 4). -} - -_:bng_8370 { - [] rdf:value 3; :attack (2 5 7 4). -} - -_:bng_8371 { - (8) list:select (8 ()). - (_:bng_17901 false true) log:ifThenElseIn (() 1). - (8 3 1 6 2 5 7 4) list:firstRest (8 (3 1 6 2 5 7 4)). - (() (8 3 1 6 2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8372 { - ((8) (3 1 6 2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8373 { - (3 8) list:select (3 (8)). - (_:bng_17902 false true) log:ifThenElseIn (() 1). - (3 1 6 2 5 7 4) list:firstRest (3 (1 6 2 5 7 4)). - ((8) (3 1 6 2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8374 { - ((3 8) (1 6 2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8375 { - (1 3 8) list:select (1 (3 8)). - (_:bng_17903 false true) log:ifThenElseIn (() 1). - (1 6 2 5 7 4) list:firstRest (1 (6 2 5 7 4)). - ((3 8) (1 6 2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8376 { - ((1 3 8) (6 2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8377 { - (1 3 6 8) list:select (6 (1 3 8)). - (_:bng_17904 false true) log:ifThenElseIn (() 1). - (6 2 5 7 4) list:firstRest (6 (2 5 7 4)). - ((1 3 8) (6 2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8378 { - ((1 3 6 8) (2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8379 { - (1 2 3 6 8) list:select (2 (1 3 6 8)). - (_:bng_17905 false true) log:ifThenElseIn (() 1). - (2 5 7 4) list:firstRest (2 (5 7 4)). - ((1 3 6 8) (2 5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8380 { - ((1 2 3 6 8) (5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8381 { - (1 2 3 5 6 8) list:select (5 (1 2 3 6 8)). - (_:bng_17906 false true) log:ifThenElseIn (() 1). - (5 7 4) list:firstRest (5 (7 4)). - ((1 2 3 6 8) (5 7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8382 { - ((1 2 3 5 6 8) (7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8383 { - (1 2 3 5 6 7 8) list:select (7 (1 2 3 5 6 8)). - (_:bng_17894 false true) log:ifThenElseIn (() 1). - (7 4) list:firstRest (7 (4)). - ((1 2 3 5 6 8) (7 4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8384 { - ((1 2 3 5 6 7 8) (4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8385 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8386 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8387 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (8 3 1 6 2 5 7 4). -} - -_:bng_8388 { - [] rdf:value 8; :queens (8 3 1 6 2 5 7 4). -} - -_:bng_8389 { - (6 2 5 7 4) list:firstRest (6 (2 5 7 4)). - (6 2) math:sum 8. -} - -_:bng_8390 { - (8 2) :attack3 (6 2 5 7 4). -} - -_:bng_8391 { - (1 6 2 5 7 4) list:firstRest (1 (6 2 5 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 5 7 4). -} - -_:bng_8392 { - (8 1) :attack3 (1 6 2 5 7 4). -} - -_:bng_8393 { - [] rdf:value 8; :attack (1 6 2 5 7 4). -} - -_:bng_8394 { - (5 7 4) list:firstRest (5 (7 4)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 4). -} - -_:bng_8395 { - (3 3) :attack3 (5 7 4). -} - -_:bng_8396 { - (2 5 7 4) list:firstRest (2 (5 7 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7 4). -} - -_:bng_8397 { - (3 2) :attack3 (2 5 7 4). -} - -_:bng_8398 { - (6 2 5 7 4) list:firstRest (6 (2 5 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7 4). -} - -_:bng_8399 { - (3 1) :attack3 (6 2 5 7 4). -} - -_:bng_8400 { - [] rdf:value 3; :attack (6 2 5 7 4). -} - -_:bng_8401 { - (5 7 4) list:firstRest (5 (7 4)). - (5 3) math:sum 8. -} - -_:bng_8402 { - (8 3) :attack3 (5 7 4). -} - -_:bng_8403 { - (2 5 7 4) list:firstRest (2 (5 7 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 4). -} - -_:bng_8404 { - (8 2) :attack3 (2 5 7 4). -} - -_:bng_8405 { - (6 2 5 7 4) list:firstRest (6 (2 5 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 7 4). -} - -_:bng_8406 { - (8 1) :attack3 (6 2 5 7 4). -} - -_:bng_8407 { - [] rdf:value 8; :attack (6 2 5 7 4). -} - -_:bng_8408 { - (5 7 4) list:firstRest (5 (7 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4). -} - -_:bng_8409 { - (8 2) :attack3 (5 7 4). -} - -_:bng_8410 { - (2 5 7 4) list:firstRest (2 (5 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 4). -} - -_:bng_8411 { - (8 1) :attack3 (2 5 7 4). -} - -_:bng_8412 { - [] rdf:value 8; :attack (2 5 7 4). -} - -_:bng_8413 { - (1 3 5 7 4) list:firstRest (1 (3 5 7 4)). - (1 1) math:sum 2. -} - -_:bng_8414 { - (2 1) :attack3 (1 3 5 7 4). -} - -_:bng_8415 { - [] rdf:value 2; :attack (1 3 5 7 4). -} - -_:bng_8416 { - (5 7 4) list:firstRest (5 (7 4)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 4). -} - -_:bng_8417 { - (2 4) :attack3 (5 7 4). -} - -_:bng_8418 { - (3 5 7 4) list:firstRest (3 (5 7 4)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 7 4). -} - -_:bng_8419 { - (2 3) :attack3 (3 5 7 4). -} - -_:bng_8420 { - (1 3 5 7 4) list:firstRest (1 (3 5 7 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 5 7 4). -} - -_:bng_8421 { - (2 2) :attack3 (1 3 5 7 4). -} - -_:bng_8422 { - (6 1 3 5 7 4) list:firstRest (6 (1 3 5 7 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 3 5 7 4). -} - -_:bng_8423 { - (2 1) :attack3 (6 1 3 5 7 4). -} - -_:bng_8424 { - [] rdf:value 2; :attack (6 1 3 5 7 4). -} - -_:bng_8425 { - (2) list:select (2 ()). - (_:bng_17907 false true) log:ifThenElseIn (() 1). - (2 8 6 1 3 5 7 4) list:firstRest (2 (8 6 1 3 5 7 4)). - (() (2 8 6 1 3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8426 { - ((2) (8 6 1 3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8427 { - (2 8) list:select (8 (2)). - (_:bng_17908 false true) log:ifThenElseIn (() 1). - (8 6 1 3 5 7 4) list:firstRest (8 (6 1 3 5 7 4)). - ((2) (8 6 1 3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8428 { - ((2 8) (6 1 3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8429 { - (2 6 8) list:select (6 (2 8)). - (_:bng_17909 false true) log:ifThenElseIn (() 1). - (6 1 3 5 7 4) list:firstRest (6 (1 3 5 7 4)). - ((2 8) (6 1 3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8430 { - ((2 6 8) (1 3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8431 { - (1 2 6 8) list:select (1 (2 6 8)). - (_:bng_17910 false true) log:ifThenElseIn (() 1). - (1 3 5 7 4) list:firstRest (1 (3 5 7 4)). - ((2 6 8) (1 3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8432 { - ((1 2 6 8) (3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8433 { - (1 2 3 6 8) list:select (3 (1 2 6 8)). - (_:bng_17911 false true) log:ifThenElseIn (() 1). - (3 5 7 4) list:firstRest (3 (5 7 4)). - ((1 2 6 8) (3 5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8434 { - ((1 2 3 6 8) (5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8435 { - (1 2 3 5 6 8) list:select (5 (1 2 3 6 8)). - (_:bng_17906 false true) log:ifThenElseIn (() 1). - (5 7 4) list:firstRest (5 (7 4)). - ((1 2 3 6 8) (5 7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8436 { - ((1 2 3 5 6 8) (7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8437 { - (1 2 3 5 6 7 8) list:select (7 (1 2 3 5 6 8)). - (_:bng_17894 false true) log:ifThenElseIn (() 1). - (7 4) list:firstRest (7 (4)). - ((1 2 3 5 6 8) (7 4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8438 { - ((1 2 3 5 6 7 8) (4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8439 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8440 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8441 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 8 6 1 3 5 7 4). -} - -_:bng_8442 { - [] rdf:value 8; :queens (2 8 6 1 3 5 7 4). -} - -_:bng_8443 { - (3 5 7 4) list:firstRest (3 (5 7 4)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 4). -} - -_:bng_8444 { - (8 2) :attack3 (3 5 7 4). -} - -_:bng_8445 { - (1 3 5 7 4) list:firstRest (1 (3 5 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7 4). -} - -_:bng_8446 { - (8 1) :attack3 (1 3 5 7 4). -} - -_:bng_8447 { - [] rdf:value 8; :attack (1 3 5 7 4). -} - -_:bng_8448 { - (3 5 7 4) list:firstRest (3 (5 7 4)). - (3 1) math:difference 2. -} - -_:bng_8449 { - (2 1) :attack3 (3 5 7 4). -} - -_:bng_8450 { - [] rdf:value 2; :attack (3 5 7 4). -} - -_:bng_8451 { - (3 5 7 4) list:firstRest (3 (5 7 4)). - (3 2) math:difference 1. -} - -_:bng_8452 { - (1 2) :attack3 (3 5 7 4). -} - -_:bng_8453 { - (6 3 5 7 4) list:firstRest (6 (3 5 7 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 7 4). -} - -_:bng_8454 { - (1 1) :attack3 (6 3 5 7 4). -} - -_:bng_8455 { - [] rdf:value 1; :attack (6 3 5 7 4). -} - -_:bng_8456 { - (5 7 4) list:firstRest (5 (7 4)). - (5 3) math:difference 2. -} - -_:bng_8457 { - (2 3) :attack3 (5 7 4). -} - -_:bng_8458 { - (3 5 7 4) list:firstRest (3 (5 7 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7 4). -} - -_:bng_8459 { - (2 2) :attack3 (3 5 7 4). -} - -_:bng_8460 { - (6 3 5 7 4) list:firstRest (6 (3 5 7 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7 4). -} - -_:bng_8461 { - (2 1) :attack3 (6 3 5 7 4). -} - -_:bng_8462 { - [] rdf:value 2; :attack (6 3 5 7 4). -} - -_:bng_8463 { - (6 3 5 7 4) list:firstRest (6 (3 5 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7 4). -} - -_:bng_8464 { - (8 1) :attack3 (6 3 5 7 4). -} - -_:bng_8465 { - [] rdf:value 8; :attack (6 3 5 7 4). -} - -_:bng_8466 { - (3 5 7 4) list:firstRest (3 (5 7 4)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 4). -} - -_:bng_8467 { - (8 1) :attack3 (3 5 7 4). -} - -_:bng_8468 { - [] rdf:value 8; :attack (3 5 7 4). -} - -_:bng_8469 { - (5 7 4) list:firstRest (5 (7 4)). - (5 1) math:sum 6. -} - -_:bng_8470 { - (6 1) :attack3 (5 7 4). -} - -_:bng_8471 { - [] rdf:value 6; :attack (5 7 4). -} - -_:bng_8472 { - (1 8 5 7 4) list:firstRest (1 (8 5 7 4)). - (1 1) math:sum 2. -} - -_:bng_8473 { - (2 1) :attack3 (1 8 5 7 4). -} - -_:bng_8474 { - [] rdf:value 2; :attack (1 8 5 7 4). -} - -_:bng_8475 { - (8 5 7 4) list:firstRest (8 (5 7 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7 4). -} - -_:bng_8476 { - (3 2) :attack3 (8 5 7 4). -} - -_:bng_8477 { - (1 8 5 7 4) list:firstRest (1 (8 5 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 5 7 4). -} - -_:bng_8478 { - (3 1) :attack3 (1 8 5 7 4). -} - -_:bng_8479 { - [] rdf:value 3; :attack (1 8 5 7 4). -} - -_:bng_8480 { - (8 5 7 4) list:firstRest (8 (5 7 4)). - (8 2) math:difference 6. -} - -_:bng_8481 { - (6 2) :attack3 (8 5 7 4). -} - -_:bng_8482 { - (1 8 5 7 4) list:firstRest (1 (8 5 7 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 7 4). -} - -_:bng_8483 { - (6 1) :attack3 (1 8 5 7 4). -} - -_:bng_8484 { - [] rdf:value 6; :attack (1 8 5 7 4). -} - -_:bng_8485 { - (2 8 5 7 4) list:firstRest (2 (8 5 7 4)). - (2 1) math:difference 1. -} - -_:bng_8486 { - (1 1) :attack3 (2 8 5 7 4). -} - -_:bng_8487 { - [] rdf:value 1; :attack (2 8 5 7 4). -} - -_:bng_8488 { - (2 8 5 7 4) list:firstRest (2 (8 5 7 4)). - (2 1) math:sum 3. -} - -_:bng_8489 { - (3 1) :attack3 (2 8 5 7 4). -} - -_:bng_8490 { - [] rdf:value 3; :attack (2 8 5 7 4). -} - -_:bng_8491 { - (2 8 5 7 4) list:firstRest (2 (8 5 7 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 7 4). -} - -_:bng_8492 { - (6 1) :attack3 (2 8 5 7 4). -} - -_:bng_8493 { - [] rdf:value 6; :attack (2 8 5 7 4). -} - -_:bng_8494 { - (5 7 4) list:firstRest (5 (7 4)). - (5 2) math:difference 3. -} - -_:bng_8495 { - (3 2) :attack3 (5 7 4). -} - -_:bng_8496 { - (8 5 7 4) list:firstRest (8 (5 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 4). -} - -_:bng_8497 { - (3 1) :attack3 (8 5 7 4). -} - -_:bng_8498 { - [] rdf:value 3; :attack (8 5 7 4). -} - -_:bng_8499 { - (1 6 8 5 7 4) list:firstRest (1 (6 8 5 7 4)). - (1 1) math:sum 2. -} - -_:bng_8500 { - (2 1) :attack3 (1 6 8 5 7 4). -} - -_:bng_8501 { - [] rdf:value 2; :attack (1 6 8 5 7 4). -} - -_:bng_8502 { - (3 1 6 8 5 7 4) list:firstRest (3 (1 6 8 5 7 4)). - (3 1) math:difference 2. -} - -_:bng_8503 { - (2 1) :attack3 (3 1 6 8 5 7 4). -} - -_:bng_8504 { - [] rdf:value 2; :attack (3 1 6 8 5 7 4). -} - -_:bng_8505 { - (8 5 7 4) list:firstRest (8 (5 7 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7 4). -} - -_:bng_8506 { - (2 2) :attack3 (8 5 7 4). -} - -_:bng_8507 { - (6 8 5 7 4) list:firstRest (6 (8 5 7 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 7 4). -} - -_:bng_8508 { - (2 1) :attack3 (6 8 5 7 4). -} - -_:bng_8509 { - [] rdf:value 2; :attack (6 8 5 7 4). -} - -_:bng_8510 { - (6 8 5 7 4) list:firstRest (6 (8 5 7 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 5 7 4). -} - -_:bng_8511 { - (3 1) :attack3 (6 8 5 7 4). -} - -_:bng_8512 { - [] rdf:value 3; :attack (6 8 5 7 4). -} - -_:bng_8513 { - (7 4) list:firstRest (7 (4)). - (7 1) math:difference 6. -} - -_:bng_8514 { - (6 1) :attack3 (7 4). -} - -_:bng_8515 { - [] rdf:value 6; :attack (7 4). -} - -_:bng_8516 { - (7 4) list:firstRest (7 (4)). - (7 1) math:sum 8. -} - -_:bng_8517 { - (8 1) :attack3 (7 4). -} - -_:bng_8518 { - [] rdf:value 8; :attack (7 4). -} - -_:bng_8519 { - (1 8 4) list:firstRest (1 (8 4)). - (1 1) math:sum 2. -} - -_:bng_8520 { - (2 1) :attack3 (1 8 4). -} - -_:bng_8521 { - [] rdf:value 2; :attack (1 8 4). -} - -_:bng_8522 { - (3 1 8 4) list:firstRest (3 (1 8 4)). - (3 1) math:difference 2. -} - -_:bng_8523 { - (2 1) :attack3 (3 1 8 4). -} - -_:bng_8524 { - [] rdf:value 2; :attack (3 1 8 4). -} - -_:bng_8525 { - (8 4) list:firstRest (8 (4)). - (8 3) math:difference 5. -} - -_:bng_8526 { - (5 3) :attack3 (8 4). -} - -_:bng_8527 { - (1 8 4) list:firstRest (1 (8 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 4). -} - -_:bng_8528 { - (5 2) :attack3 (1 8 4). -} - -_:bng_8529 { - (3 1 8 4) list:firstRest (3 (1 8 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8 4). -} - -_:bng_8530 { - (5 1) :attack3 (3 1 8 4). -} - -_:bng_8531 { - [] rdf:value 5; :attack (3 1 8 4). -} - -_:bng_8532 { - (1 8 4) list:firstRest (1 (8 4)). - (1 4) math:sum 5. -} - -_:bng_8533 { - (5 4) :attack3 (1 8 4). -} - -_:bng_8534 { - (3 1 8 4) list:firstRest (3 (1 8 4)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 8 4). -} - -_:bng_8535 { - (5 3) :attack3 (3 1 8 4). -} - -_:bng_8536 { - (6 3 1 8 4) list:firstRest (6 (3 1 8 4)). - (2 1) math:sum 3 . - (5 3) :attack3 (3 1 8 4). -} - -_:bng_8537 { - (5 2) :attack3 (6 3 1 8 4). -} - -_:bng_8538 { - (2 6 3 1 8 4) list:firstRest (2 (6 3 1 8 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 3 1 8 4). -} - -_:bng_8539 { - (5 1) :attack3 (2 6 3 1 8 4). -} - -_:bng_8540 { - [] rdf:value 5; :attack (2 6 3 1 8 4). -} - -_:bng_8541 { - (5) list:select (5 ()). - (_:bng_17912 false true) log:ifThenElseIn (() 1). - (5 7 2 6 3 1 8 4) list:firstRest (5 (7 2 6 3 1 8 4)). - (() (5 7 2 6 3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8542 { - ((5) (7 2 6 3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8543 { - (5 7) list:select (7 (5)). - (_:bng_17913 false true) log:ifThenElseIn (() 1). - (7 2 6 3 1 8 4) list:firstRest (7 (2 6 3 1 8 4)). - ((5) (7 2 6 3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8544 { - ((5 7) (2 6 3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8545 { - (2 5 7) list:select (2 (5 7)). - (_:bng_17914 false true) log:ifThenElseIn (() 1). - (2 6 3 1 8 4) list:firstRest (2 (6 3 1 8 4)). - ((5 7) (2 6 3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8546 { - ((2 5 7) (6 3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8547 { - (2 5 6 7) list:select (6 (2 5 7)). - (_:bng_17915 false true) log:ifThenElseIn (() 1). - (6 3 1 8 4) list:firstRest (6 (3 1 8 4)). - ((2 5 7) (6 3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8548 { - ((2 5 6 7) (3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8549 { - (2 3 5 6 7) list:select (3 (2 5 6 7)). - (_:bng_17916 false true) log:ifThenElseIn (() 1). - (3 1 8 4) list:firstRest (3 (1 8 4)). - ((2 5 6 7) (3 1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8550 { - ((2 3 5 6 7) (1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8551 { - (1 2 3 5 6 7) list:select (1 (2 3 5 6 7)). - (_:bng_17917 false true) log:ifThenElseIn (() 1). - (1 8 4) list:firstRest (1 (8 4)). - ((2 3 5 6 7) (1 8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8552 { - ((1 2 3 5 6 7) (8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8553 { - (1 2 3 5 6 7 8) list:select (8 (1 2 3 5 6 7)). - (_:bng_17918 false true) log:ifThenElseIn (() 1). - (8 4) list:firstRest (8 (4)). - ((1 2 3 5 6 7) (8 4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8554 { - ((1 2 3 5 6 7 8) (4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8555 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8556 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8557 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 2 6 3 1 8 4). -} - -_:bng_8558 { - [] rdf:value 8; :queens (5 7 2 6 3 1 8 4). -} - -_:bng_8559 { - (6 3 1 8 4) list:firstRest (6 (3 1 8 4)). - (6 1) math:difference 5. -} - -_:bng_8560 { - (5 1) :attack3 (6 3 1 8 4). -} - -_:bng_8561 { - [] rdf:value 5; :attack (6 3 1 8 4). -} - -_:bng_8562 { - (6 3 1 8 4) list:firstRest (6 (3 1 8 4)). - (6 1) math:sum 7. -} - -_:bng_8563 { - (7 1) :attack3 (6 3 1 8 4). -} - -_:bng_8564 { - [] rdf:value 7; :attack (6 3 1 8 4). -} - -_:bng_8565 { - (7 3 1 8 4) list:firstRest (7 (3 1 8 4)). - (7 2) math:difference 5. -} - -_:bng_8566 { - (5 2) :attack3 (7 3 1 8 4). -} - -_:bng_8567 { - (2 7 3 1 8 4) list:firstRest (2 (7 3 1 8 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 3 1 8 4). -} - -_:bng_8568 { - (5 1) :attack3 (2 7 3 1 8 4). -} - -_:bng_8569 { - [] rdf:value 5; :attack (2 7 3 1 8 4). -} - -_:bng_8570 { - (3 1 8 4) list:firstRest (3 (1 8 4)). - (3 3) math:sum 6. -} - -_:bng_8571 { - (6 3) :attack3 (3 1 8 4). -} - -_:bng_8572 { - (7 3 1 8 4) list:firstRest (7 (3 1 8 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 1 8 4). -} - -_:bng_8573 { - (6 2) :attack3 (7 3 1 8 4). -} - -_:bng_8574 { - (2 7 3 1 8 4) list:firstRest (2 (7 3 1 8 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3 1 8 4). -} - -_:bng_8575 { - (6 1) :attack3 (2 7 3 1 8 4). -} - -_:bng_8576 { - [] rdf:value 6; :attack (2 7 3 1 8 4). -} - -_:bng_8577 { - (3 1 8 4) list:firstRest (3 (1 8 4)). - (3 2) math:sum 5. -} - -_:bng_8578 { - (5 2) :attack3 (3 1 8 4). -} - -_:bng_8579 { - (7 3 1 8 4) list:firstRest (7 (3 1 8 4)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 8 4). -} - -_:bng_8580 { - (5 1) :attack3 (7 3 1 8 4). -} - -_:bng_8581 { - [] rdf:value 5; :attack (7 3 1 8 4). -} - -_:bng_8582 { - (7 3 1 8 4) list:firstRest (7 (3 1 8 4)). - (7 1) math:difference 6. -} - -_:bng_8583 { - (6 1) :attack3 (7 3 1 8 4). -} - -_:bng_8584 { - [] rdf:value 6; :attack (7 3 1 8 4). -} - -_:bng_8585 { - (2 5 1 8 4) list:firstRest (2 (5 1 8 4)). - (2 1) math:sum 3. -} - -_:bng_8586 { - (3 1) :attack3 (2 5 1 8 4). -} - -_:bng_8587 { - [] rdf:value 3; :attack (2 5 1 8 4). -} - -_:bng_8588 { - (8 4) list:firstRest (8 (4)). - (8 5) math:difference 3. -} - -_:bng_8589 { - (3 5) :attack3 (8 4). -} - -_:bng_8590 { - (1 8 4) list:firstRest (1 (8 4)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 4). -} - -_:bng_8591 { - (3 4) :attack3 (1 8 4). -} - -_:bng_8592 { - (5 1 8 4) list:firstRest (5 (1 8 4)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8 4). -} - -_:bng_8593 { - (3 3) :attack3 (5 1 8 4). -} - -_:bng_8594 { - (2 5 1 8 4) list:firstRest (2 (5 1 8 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 1 8 4). -} - -_:bng_8595 { - (3 2) :attack3 (2 5 1 8 4). -} - -_:bng_8596 { - (6 2 5 1 8 4) list:firstRest (6 (2 5 1 8 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 1 8 4). -} - -_:bng_8597 { - (3 1) :attack3 (6 2 5 1 8 4). -} - -_:bng_8598 { - [] rdf:value 3; :attack (6 2 5 1 8 4). -} - -_:bng_8599 { - (6 2 5 1 8 4) list:firstRest (6 (2 5 1 8 4)). - (6 1) math:sum 7. -} - -_:bng_8600 { - (7 1) :attack3 (6 2 5 1 8 4). -} - -_:bng_8601 { - [] rdf:value 7; :attack (6 2 5 1 8 4). -} - -_:bng_8602 { - (5 1 8 4) list:firstRest (5 (1 8 4)). - (5 2) math:sum 7. -} - -_:bng_8603 { - (7 2) :attack3 (5 1 8 4). -} - -_:bng_8604 { - (2 5 1 8 4) list:firstRest (2 (5 1 8 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 1 8 4). -} - -_:bng_8605 { - (7 1) :attack3 (2 5 1 8 4). -} - -_:bng_8606 { - [] rdf:value 7; :attack (2 5 1 8 4). -} - -_:bng_8607 { - (1 8 4) list:firstRest (1 (8 4)). - (1 2) math:sum 3. -} - -_:bng_8608 { - (3 2) :attack3 (1 8 4). -} - -_:bng_8609 { - (5 1 8 4) list:firstRest (5 (1 8 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 4). -} - -_:bng_8610 { - (3 1) :attack3 (5 1 8 4). -} - -_:bng_8611 { - [] rdf:value 3; :attack (5 1 8 4). -} - -_:bng_8612 { - (5 1 8 4) list:firstRest (5 (1 8 4)). - (5 1) math:sum 6. -} - -_:bng_8613 { - (6 1) :attack3 (5 1 8 4). -} - -_:bng_8614 { - [] rdf:value 6; :attack (5 1 8 4). -} - -_:bng_8615 { - (2 7 5 1 8 4) list:firstRest (2 (7 5 1 8 4)). - (2 1) math:sum 3. -} - -_:bng_8616 { - (3 1) :attack3 (2 7 5 1 8 4). -} - -_:bng_8617 { - [] rdf:value 3; :attack (2 7 5 1 8 4). -} - -_:bng_8618 { - (3) list:select (3 ()). - (_:bng_17919 false true) log:ifThenElseIn (() 1). - (3 6 2 7 5 1 8 4) list:firstRest (3 (6 2 7 5 1 8 4)). - (() (3 6 2 7 5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8619 { - ((3) (6 2 7 5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8620 { - (3 6) list:select (6 (3)). - (_:bng_17920 false true) log:ifThenElseIn (() 1). - (6 2 7 5 1 8 4) list:firstRest (6 (2 7 5 1 8 4)). - ((3) (6 2 7 5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8621 { - ((3 6) (2 7 5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8622 { - (2 3 6) list:select (2 (3 6)). - (_:bng_17921 false true) log:ifThenElseIn (() 1). - (2 7 5 1 8 4) list:firstRest (2 (7 5 1 8 4)). - ((3 6) (2 7 5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8623 { - ((2 3 6) (7 5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8624 { - (2 3 6 7) list:select (7 (2 3 6)). - (_:bng_17922 false true) log:ifThenElseIn (() 1). - (7 5 1 8 4) list:firstRest (7 (5 1 8 4)). - ((2 3 6) (7 5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8625 { - ((2 3 6 7) (5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8626 { - (2 3 5 6 7) list:select (5 (2 3 6 7)). - (_:bng_17923 false true) log:ifThenElseIn (() 1). - (5 1 8 4) list:firstRest (5 (1 8 4)). - ((2 3 6 7) (5 1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8627 { - ((2 3 5 6 7) (1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8628 { - (1 2 3 5 6 7) list:select (1 (2 3 5 6 7)). - (_:bng_17917 false true) log:ifThenElseIn (() 1). - (1 8 4) list:firstRest (1 (8 4)). - ((2 3 5 6 7) (1 8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8629 { - ((1 2 3 5 6 7) (8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8630 { - (1 2 3 5 6 7 8) list:select (8 (1 2 3 5 6 7)). - (_:bng_17918 false true) log:ifThenElseIn (() 1). - (8 4) list:firstRest (8 (4)). - ((1 2 3 5 6 7) (8 4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8631 { - ((1 2 3 5 6 7 8) (4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8632 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8633 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8634 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 2 7 5 1 8 4). -} - -_:bng_8635 { - [] rdf:value 8; :queens (3 6 2 7 5 1 8 4). -} - -_:bng_8636 { - (5 1 8 4) list:firstRest (5 (1 8 4)). - (5 2) math:difference 3. -} - -_:bng_8637 { - (3 2) :attack3 (5 1 8 4). -} - -_:bng_8638 { - (7 5 1 8 4) list:firstRest (7 (5 1 8 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 8 4). -} - -_:bng_8639 { - (3 1) :attack3 (7 5 1 8 4). -} - -_:bng_8640 { - [] rdf:value 3; :attack (7 5 1 8 4). -} - -_:bng_8641 { - (7 5 1 8 4) list:firstRest (7 (5 1 8 4)). - (7 1) math:difference 6. -} - -_:bng_8642 { - (6 1) :attack3 (7 5 1 8 4). -} - -_:bng_8643 { - [] rdf:value 6; :attack (7 5 1 8 4). -} - -_:bng_8644 { - (8 4) list:firstRest (8 (4)). - (8 2) math:difference 6. -} - -_:bng_8645 { - (6 2) :attack3 (8 4). -} - -_:bng_8646 { - (1 8 4) list:firstRest (1 (8 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4). -} - -_:bng_8647 { - (6 1) :attack3 (1 8 4). -} - -_:bng_8648 { - [] rdf:value 6; :attack (1 8 4). -} - -_:bng_8649 { - (8 4) list:firstRest (8 (4)). - (2 1) math:sum 3 . - (7 3) :attack3 (4). -} - -_:bng_8650 { - (7 2) :attack3 (8 4). -} - -_:bng_8651 { - (1 8 4) list:firstRest (1 (8 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 4). -} - -_:bng_8652 { - (7 1) :attack3 (1 8 4). -} - -_:bng_8653 { - [] rdf:value 7; :attack (1 8 4). -} - -_:bng_8654 { - (8 4) list:firstRest (8 (4)). - (1 1) math:sum 2 . - (2 2) :attack3 (4). -} - -_:bng_8655 { - (2 1) :attack3 (8 4). -} - -_:bng_8656 { - [] rdf:value 2; :attack (8 4). -} - -_:bng_8657 { - (8 4) list:firstRest (8 (4)). - (2 1) math:sum 3 . - (1 3) :attack3 (4). -} - -_:bng_8658 { - (1 2) :attack3 (8 4). -} - -_:bng_8659 { - (3 8 4) list:firstRest (3 (8 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 4). -} - -_:bng_8660 { - (1 1) :attack3 (3 8 4). -} - -_:bng_8661 { - [] rdf:value 1; :attack (3 8 4). -} - -_:bng_8662 { - (3 8 4) list:firstRest (3 (8 4)). - (3 1) math:difference 2. -} - -_:bng_8663 { - (2 1) :attack3 (3 8 4). -} - -_:bng_8664 { - [] rdf:value 2; :attack (3 8 4). -} - -_:bng_8665 { - (3 8 4) list:firstRest (3 (8 4)). - (3 2) math:difference 1. -} - -_:bng_8666 { - (1 2) :attack3 (3 8 4). -} - -_:bng_8667 { - (5 3 8 4) list:firstRest (5 (3 8 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 4). -} - -_:bng_8668 { - (1 1) :attack3 (5 3 8 4). -} - -_:bng_8669 { - [] rdf:value 1; :attack (5 3 8 4). -} - -_:bng_8670 { - (2 5 3 8 4) list:firstRest (2 (5 3 8 4)). - (2 1) math:difference 1. -} - -_:bng_8671 { - (1 1) :attack3 (2 5 3 8 4). -} - -_:bng_8672 { - [] rdf:value 1; :attack (2 5 3 8 4). -} - -_:bng_8673 { - (3 8 4) list:firstRest (3 (8 4)). - (3 3) math:sum 6. -} - -_:bng_8674 { - (6 3) :attack3 (3 8 4). -} - -_:bng_8675 { - (5 3 8 4) list:firstRest (5 (3 8 4)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 8 4). -} - -_:bng_8676 { - (6 2) :attack3 (5 3 8 4). -} - -_:bng_8677 { - (2 5 3 8 4) list:firstRest (2 (5 3 8 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 8 4). -} - -_:bng_8678 { - (6 1) :attack3 (2 5 3 8 4). -} - -_:bng_8679 { - [] rdf:value 6; :attack (2 5 3 8 4). -} - -_:bng_8680 { - (5 3 8 4) list:firstRest (5 (3 8 4)). - (5 2) math:sum 7. -} - -_:bng_8681 { - (7 2) :attack3 (5 3 8 4). -} - -_:bng_8682 { - (2 5 3 8 4) list:firstRest (2 (5 3 8 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 3 8 4). -} - -_:bng_8683 { - (7 1) :attack3 (2 5 3 8 4). -} - -_:bng_8684 { - [] rdf:value 7; :attack (2 5 3 8 4). -} - -_:bng_8685 { - (5 3 8 4) list:firstRest (5 (3 8 4)). - (5 1) math:sum 6. -} - -_:bng_8686 { - (6 1) :attack3 (5 3 8 4). -} - -_:bng_8687 { - [] rdf:value 6; :attack (5 3 8 4). -} - -_:bng_8688 { - (1 7 5 3 8 4) list:firstRest (1 (7 5 3 8 4)). - (1 1) math:sum 2. -} - -_:bng_8689 { - (2 1) :attack3 (1 7 5 3 8 4). -} - -_:bng_8690 { - [] rdf:value 2; :attack (1 7 5 3 8 4). -} - -_:bng_8691 { - (8 4) list:firstRest (8 (4)). - (8 6) math:difference 2. -} - -_:bng_8692 { - (2 6) :attack3 (8 4). -} - -_:bng_8693 { - (3 8 4) list:firstRest (3 (8 4)). - (5 1) math:sum 6 . - (2 6) :attack3 (8 4). -} - -_:bng_8694 { - (2 5) :attack3 (3 8 4). -} - -_:bng_8695 { - (5 3 8 4) list:firstRest (5 (3 8 4)). - (4 1) math:sum 5 . - (2 5) :attack3 (3 8 4). -} - -_:bng_8696 { - (2 4) :attack3 (5 3 8 4). -} - -_:bng_8697 { - (7 5 3 8 4) list:firstRest (7 (5 3 8 4)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 3 8 4). -} - -_:bng_8698 { - (2 3) :attack3 (7 5 3 8 4). -} - -_:bng_8699 { - (1 7 5 3 8 4) list:firstRest (1 (7 5 3 8 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (7 5 3 8 4). -} - -_:bng_8700 { - (2 2) :attack3 (1 7 5 3 8 4). -} - -_:bng_8701 { - (6 1 7 5 3 8 4) list:firstRest (6 (1 7 5 3 8 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 7 5 3 8 4). -} - -_:bng_8702 { - (2 1) :attack3 (6 1 7 5 3 8 4). -} - -_:bng_8703 { - [] rdf:value 2; :attack (6 1 7 5 3 8 4). -} - -_:bng_8704 { - (2 7 5 3 8 4) list:firstRest (2 (7 5 3 8 4)). - (2 1) math:difference 1. -} - -_:bng_8705 { - (1 1) :attack3 (2 7 5 3 8 4). -} - -_:bng_8706 { - [] rdf:value 1; :attack (2 7 5 3 8 4). -} - -_:bng_8707 { - (5 3 8 4) list:firstRest (5 (3 8 4)). - (5 4) math:difference 1. -} - -_:bng_8708 { - (1 4) :attack3 (5 3 8 4). -} - -_:bng_8709 { - (7 5 3 8 4) list:firstRest (7 (5 3 8 4)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 3 8 4). -} - -_:bng_8710 { - (1 3) :attack3 (7 5 3 8 4). -} - -_:bng_8711 { - (2 7 5 3 8 4) list:firstRest (2 (7 5 3 8 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5 3 8 4). -} - -_:bng_8712 { - (1 2) :attack3 (2 7 5 3 8 4). -} - -_:bng_8713 { - (6 2 7 5 3 8 4) list:firstRest (6 (2 7 5 3 8 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5 3 8 4). -} - -_:bng_8714 { - (1 1) :attack3 (6 2 7 5 3 8 4). -} - -_:bng_8715 { - [] rdf:value 1; :attack (6 2 7 5 3 8 4). -} - -_:bng_8716 { - (7 5 3 8 4) list:firstRest (7 (5 3 8 4)). - (7 1) math:difference 6. -} - -_:bng_8717 { - (6 1) :attack3 (7 5 3 8 4). -} - -_:bng_8718 { - [] rdf:value 6; :attack (7 5 3 8 4). -} - -_:bng_8719 { - (3 8 4) list:firstRest (3 (8 4)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4). -} - -_:bng_8720 { - (6 1) :attack3 (3 8 4). -} - -_:bng_8721 { - [] rdf:value 6; :attack (3 8 4). -} - -_:bng_8722 { - (3 8 4) list:firstRest (3 (8 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 4). -} - -_:bng_8723 { - (7 1) :attack3 (3 8 4). -} - -_:bng_8724 { - [] rdf:value 7; :attack (3 8 4). -} - -_:bng_8725 { - (5 8 4) list:firstRest (5 (8 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 4). -} - -_:bng_8726 { - (1 1) :attack3 (5 8 4). -} - -_:bng_8727 { - [] rdf:value 1; :attack (5 8 4). -} - -_:bng_8728 { - (2 5 8 4) list:firstRest (2 (5 8 4)). - (2 1) math:difference 1. -} - -_:bng_8729 { - (1 1) :attack3 (2 5 8 4). -} - -_:bng_8730 { - [] rdf:value 1; :attack (2 5 8 4). -} - -_:bng_8731 { - (2 5 8 4) list:firstRest (2 (5 8 4)). - (2 1) math:sum 3. -} - -_:bng_8732 { - (3 1) :attack3 (2 5 8 4). -} - -_:bng_8733 { - [] rdf:value 3; :attack (2 5 8 4). -} - -_:bng_8734 { - (5 8 4) list:firstRest (5 (8 4)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 4). -} - -_:bng_8735 { - (3 4) :attack3 (5 8 4). -} - -_:bng_8736 { - (2 5 8 4) list:firstRest (2 (5 8 4)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8 4). -} - -_:bng_8737 { - (3 3) :attack3 (2 5 8 4). -} - -_:bng_8738 { - (6 2 5 8 4) list:firstRest (6 (2 5 8 4)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 5 8 4). -} - -_:bng_8739 { - (3 2) :attack3 (6 2 5 8 4). -} - -_:bng_8740 { - (1 6 2 5 8 4) list:firstRest (1 (6 2 5 8 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 2 5 8 4). -} - -_:bng_8741 { - (3 1) :attack3 (1 6 2 5 8 4). -} - -_:bng_8742 { - [] rdf:value 3; :attack (1 6 2 5 8 4). -} - -_:bng_8743 { - (1 6 2 5 8 4) list:firstRest (1 (6 2 5 8 4)). - (1 2) math:sum 3. -} - -_:bng_8744 { - (3 2) :attack3 (1 6 2 5 8 4). -} - -_:bng_8745 { - (7 1 6 2 5 8 4) list:firstRest (7 (1 6 2 5 8 4)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 2 5 8 4). -} - -_:bng_8746 { - (3 1) :attack3 (7 1 6 2 5 8 4). -} - -_:bng_8747 { - [] rdf:value 3; :attack (7 1 6 2 5 8 4). -} - -_:bng_8748 { - (5 8 4) list:firstRest (5 (8 4)). - (5 4) math:difference 1. -} - -_:bng_8749 { - (1 4) :attack3 (5 8 4). -} - -_:bng_8750 { - (2 5 8 4) list:firstRest (2 (5 8 4)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 8 4). -} - -_:bng_8751 { - (1 3) :attack3 (2 5 8 4). -} - -_:bng_8752 { - (6 2 5 8 4) list:firstRest (6 (2 5 8 4)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 8 4). -} - -_:bng_8753 { - (1 2) :attack3 (6 2 5 8 4). -} - -_:bng_8754 { - (3 6 2 5 8 4) list:firstRest (3 (6 2 5 8 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 2 5 8 4). -} - -_:bng_8755 { - (1 1) :attack3 (3 6 2 5 8 4). -} - -_:bng_8756 { - [] rdf:value 1; :attack (3 6 2 5 8 4). -} - -_:bng_8757 { - (3 6 2 5 8 4) list:firstRest (3 (6 2 5 8 4)). - (3 2) math:difference 1. -} - -_:bng_8758 { - (1 2) :attack3 (3 6 2 5 8 4). -} - -_:bng_8759 { - (7 3 6 2 5 8 4) list:firstRest (7 (3 6 2 5 8 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 2 5 8 4). -} - -_:bng_8760 { - (1 1) :attack3 (7 3 6 2 5 8 4). -} - -_:bng_8761 { - [] rdf:value 1; :attack (7 3 6 2 5 8 4). -} - -_:bng_8762 { - (6 2 5 8 4) list:firstRest (6 (2 5 8 4)). - (6 1) math:sum 7. -} - -_:bng_8763 { - (7 1) :attack3 (6 2 5 8 4). -} - -_:bng_8764 { - [] rdf:value 7; :attack (6 2 5 8 4). -} - -_:bng_8765 { - (5 8 4) list:firstRest (5 (8 4)). - (5 2) math:sum 7. -} - -_:bng_8766 { - (7 2) :attack3 (5 8 4). -} - -_:bng_8767 { - (2 5 8 4) list:firstRest (2 (5 8 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 4). -} - -_:bng_8768 { - (7 1) :attack3 (2 5 8 4). -} - -_:bng_8769 { - [] rdf:value 7; :attack (2 5 8 4). -} - -_:bng_8770 { - (1 3 5 8 4) list:firstRest (1 (3 5 8 4)). - (1 1) math:sum 2. -} - -_:bng_8771 { - (2 1) :attack3 (1 3 5 8 4). -} - -_:bng_8772 { - [] rdf:value 2; :attack (1 3 5 8 4). -} - -_:bng_8773 { - (3 5 8 4) list:firstRest (3 (5 8 4)). - (3 4) math:sum 7. -} - -_:bng_8774 { - (7 4) :attack3 (3 5 8 4). -} - -_:bng_8775 { - (1 3 5 8 4) list:firstRest (1 (3 5 8 4)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 5 8 4). -} - -_:bng_8776 { - (7 3) :attack3 (1 3 5 8 4). -} - -_:bng_8777 { - (6 1 3 5 8 4) list:firstRest (6 (1 3 5 8 4)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 5 8 4). -} - -_:bng_8778 { - (7 2) :attack3 (6 1 3 5 8 4). -} - -_:bng_8779 { - (2 6 1 3 5 8 4) list:firstRest (2 (6 1 3 5 8 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3 5 8 4). -} - -_:bng_8780 { - (7 1) :attack3 (2 6 1 3 5 8 4). -} - -_:bng_8781 { - [] rdf:value 7; :attack (2 6 1 3 5 8 4). -} - -_:bng_8782 { - (6 1 3 5 8 4) list:firstRest (6 (1 3 5 8 4)). - (6 1) math:sum 7. -} - -_:bng_8783 { - (7 1) :attack3 (6 1 3 5 8 4). -} - -_:bng_8784 { - [] rdf:value 7; :attack (6 1 3 5 8 4). -} - -_:bng_8785 { - (6) list:select (6 ()). - (_:bng_17924 false true) log:ifThenElseIn (() 1). - (6 2 7 1 3 5 8 4) list:firstRest (6 (2 7 1 3 5 8 4)). - (() (6 2 7 1 3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8786 { - ((6) (2 7 1 3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8787 { - (2 6) list:select (2 (6)). - (_:bng_17925 false true) log:ifThenElseIn (() 1). - (2 7 1 3 5 8 4) list:firstRest (2 (7 1 3 5 8 4)). - ((6) (2 7 1 3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8788 { - ((2 6) (7 1 3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8789 { - (2 6 7) list:select (7 (2 6)). - (_:bng_17926 false true) log:ifThenElseIn (() 1). - (7 1 3 5 8 4) list:firstRest (7 (1 3 5 8 4)). - ((2 6) (7 1 3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8790 { - ((2 6 7) (1 3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8791 { - (1 2 6 7) list:select (1 (2 6 7)). - (_:bng_17927 false true) log:ifThenElseIn (() 1). - (1 3 5 8 4) list:firstRest (1 (3 5 8 4)). - ((2 6 7) (1 3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8792 { - ((1 2 6 7) (3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8793 { - (1 2 3 6 7) list:select (3 (1 2 6 7)). - (_:bng_17928 false true) log:ifThenElseIn (() 1). - (3 5 8 4) list:firstRest (3 (5 8 4)). - ((1 2 6 7) (3 5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8794 { - ((1 2 3 6 7) (5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8795 { - (1 2 3 5 6 7) list:select (5 (1 2 3 6 7)). - (_:bng_17929 false true) log:ifThenElseIn (() 1). - (5 8 4) list:firstRest (5 (8 4)). - ((1 2 3 6 7) (5 8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8796 { - ((1 2 3 5 6 7) (8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8797 { - (1 2 3 5 6 7 8) list:select (8 (1 2 3 5 6 7)). - (_:bng_17918 false true) log:ifThenElseIn (() 1). - (8 4) list:firstRest (8 (4)). - ((1 2 3 5 6 7) (8 4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8798 { - ((1 2 3 5 6 7 8) (4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8799 { - (1 2 3 4 5 6 7 8) list:select (4 (1 2 3 5 6 7 8)). - (_:bng_17834 false true) log:ifThenElseIn (() 1). - (4) list:firstRest (4 ()). - ((1 2 3 5 6 7 8) (4)) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8800 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8801 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 2 7 1 3 5 8 4). -} - -_:bng_8802 { - [] rdf:value 8; :queens (6 2 7 1 3 5 8 4). -} - -_:bng_8803 { - (7 1 3 5 8 4) list:firstRest (7 (1 3 5 8 4)). - (7 1) math:difference 6. -} - -_:bng_8804 { - (6 1) :attack3 (7 1 3 5 8 4). -} - -_:bng_8805 { - [] rdf:value 6; :attack (7 1 3 5 8 4). -} - -_:bng_8806 { - (3 5 8 4) list:firstRest (3 (5 8 4)). - (3 1) math:difference 2. -} - -_:bng_8807 { - (2 1) :attack3 (3 5 8 4). -} - -_:bng_8808 { - [] rdf:value 2; :attack (3 5 8 4). -} - -_:bng_8809 { - (3 5 8 4) list:firstRest (3 (5 8 4)). - (3 2) math:difference 1. -} - -_:bng_8810 { - (1 2) :attack3 (3 5 8 4). -} - -_:bng_8811 { - (6 3 5 8 4) list:firstRest (6 (3 5 8 4)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 8 4). -} - -_:bng_8812 { - (1 1) :attack3 (6 3 5 8 4). -} - -_:bng_8813 { - [] rdf:value 1; :attack (6 3 5 8 4). -} - -_:bng_8814 { - (5 8 4) list:firstRest (5 (8 4)). - (5 3) math:difference 2. -} - -_:bng_8815 { - (2 3) :attack3 (5 8 4). -} - -_:bng_8816 { - (3 5 8 4) list:firstRest (3 (5 8 4)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 4). -} - -_:bng_8817 { - (2 2) :attack3 (3 5 8 4). -} - -_:bng_8818 { - (6 3 5 8 4) list:firstRest (6 (3 5 8 4)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 8 4). -} - -_:bng_8819 { - (2 1) :attack3 (6 3 5 8 4). -} - -_:bng_8820 { - [] rdf:value 2; :attack (6 3 5 8 4). -} - -_:bng_8821 { - (6 3 5 8 4) list:firstRest (6 (3 5 8 4)). - (6 1) math:sum 7. -} - -_:bng_8822 { - (7 1) :attack3 (6 3 5 8 4). -} - -_:bng_8823 { - [] rdf:value 7; :attack (6 3 5 8 4). -} - -_:bng_8824 { - (3 5 8 4) list:firstRest (3 (5 8 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 4). -} - -_:bng_8825 { - (7 1) :attack3 (3 5 8 4). -} - -_:bng_8826 { - [] rdf:value 7; :attack (3 5 8 4). -} - -_:bng_8827 { - (5 8 4) list:firstRest (5 (8 4)). - (5 1) math:sum 6. -} - -_:bng_8828 { - (6 1) :attack3 (5 8 4). -} - -_:bng_8829 { - [] rdf:value 6; :attack (5 8 4). -} - -_:bng_8830 { - (5 8 4) list:firstRest (5 (8 4)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 4). -} - -_:bng_8831 { - (7 1) :attack3 (5 8 4). -} - -_:bng_8832 { - [] rdf:value 7; :attack (5 8 4). -} - -_:bng_8833 { - (8 4) list:firstRest (8 (4)). - (1 1) math:sum 2 . - (6 2) :attack3 (4). -} - -_:bng_8834 { - (6 1) :attack3 (8 4). -} - -_:bng_8835 { - [] rdf:value 6; :attack (8 4). -} - -_:bng_8836 { - (8 4) list:firstRest (8 (4)). - (8 1) math:difference 7. -} - -_:bng_8837 { - (7 1) :attack3 (8 4). -} - -_:bng_8838 { - [] rdf:value 7; :attack (8 4). -} - -_:bng_8839 { - (1 5) list:firstRest (1 (5)). - (1 1) math:sum 2. -} - -_:bng_8840 { - (2 1) :attack3 (1 5). -} - -_:bng_8841 { - [] rdf:value 2; :attack (1 5). -} - -_:bng_8842 { - (5) list:firstRest (5 ()). - (5 2) math:difference 3. -} - -_:bng_8843 { - (3 2) :attack3 (5). -} - -_:bng_8844 { - (1 5) list:firstRest (1 (5)). - (1 1) math:sum 2 . - (3 2) :attack3 (5). -} - -_:bng_8845 { - (3 1) :attack3 (1 5). -} - -_:bng_8846 { - [] rdf:value 3; :attack (1 5). -} - -_:bng_8847 { - (5) list:firstRest (5 ()). - (5 3) math:difference 2. -} - -_:bng_8848 { - (2 3) :attack3 (5). -} - -_:bng_8849 { - (1 5) list:firstRest (1 (5)). - (2 1) math:sum 3 . - (2 3) :attack3 (5). -} - -_:bng_8850 { - (2 2) :attack3 (1 5). -} - -_:bng_8851 { - (4 1 5) list:firstRest (4 (1 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5). -} - -_:bng_8852 { - (2 1) :attack3 (4 1 5). -} - -_:bng_8853 { - [] rdf:value 2; :attack (4 1 5). -} - -_:bng_8854 { - (4 1 5) list:firstRest (4 (1 5)). - (4 1) math:difference 3. -} - -_:bng_8855 { - (3 1) :attack3 (4 1 5). -} - -_:bng_8856 { - [] rdf:value 3; :attack (4 1 5). -} - -_:bng_8857 { - (4 1 5) list:firstRest (4 (1 5)). - (4 2) math:difference 2. -} - -_:bng_8858 { - (2 2) :attack3 (4 1 5). -} - -_:bng_8859 { - (6 4 1 5) list:firstRest (6 (4 1 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 5). -} - -_:bng_8860 { - (2 1) :attack3 (6 4 1 5). -} - -_:bng_8861 { - [] rdf:value 2; :attack (6 4 1 5). -} - -_:bng_8862 { - (3 6 4 1 5) list:firstRest (3 (6 4 1 5)). - (3 1) math:difference 2. -} - -_:bng_8863 { - (2 1) :attack3 (3 6 4 1 5). -} - -_:bng_8864 { - [] rdf:value 2; :attack (3 6 4 1 5). -} - -_:bng_8865 { - (4 1 5) list:firstRest (4 (1 5)). - (4 3) math:sum 7. -} - -_:bng_8866 { - (7 3) :attack3 (4 1 5). -} - -_:bng_8867 { - (6 4 1 5) list:firstRest (6 (4 1 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 5). -} - -_:bng_8868 { - (7 2) :attack3 (6 4 1 5). -} - -_:bng_8869 { - (3 6 4 1 5) list:firstRest (3 (6 4 1 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 1 5). -} - -_:bng_8870 { - (7 1) :attack3 (3 6 4 1 5). -} - -_:bng_8871 { - [] rdf:value 7; :attack (3 6 4 1 5). -} - -_:bng_8872 { - (6 4 1 5) list:firstRest (6 (4 1 5)). - (6 2) math:sum 8. -} - -_:bng_8873 { - (8 2) :attack3 (6 4 1 5). -} - -_:bng_8874 { - (3 6 4 1 5) list:firstRest (3 (6 4 1 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 1 5). -} - -_:bng_8875 { - (8 1) :attack3 (3 6 4 1 5). -} - -_:bng_8876 { - [] rdf:value 8; :attack (3 6 4 1 5). -} - -_:bng_8877 { - (6 4 1 5) list:firstRest (6 (4 1 5)). - (6 1) math:sum 7. -} - -_:bng_8878 { - (7 1) :attack3 (6 4 1 5). -} - -_:bng_8879 { - [] rdf:value 7; :attack (6 4 1 5). -} - -_:bng_8880 { - (2 8 6 4 1 5) list:firstRest (2 (8 6 4 1 5)). - (2 1) math:sum 3. -} - -_:bng_8881 { - (3 1) :attack3 (2 8 6 4 1 5). -} - -_:bng_8882 { - [] rdf:value 3; :attack (2 8 6 4 1 5). -} - -_:bng_8883 { - (3) list:select (3 ()). - (_:bng_17930 false true) log:ifThenElseIn (() 1). - (3 7 2 8 6 4 1 5) list:firstRest (3 (7 2 8 6 4 1 5)). - (() (3 7 2 8 6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8884 { - ((3) (7 2 8 6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8885 { - (3 7) list:select (7 (3)). - (_:bng_17931 false true) log:ifThenElseIn (() 1). - (7 2 8 6 4 1 5) list:firstRest (7 (2 8 6 4 1 5)). - ((3) (7 2 8 6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8886 { - ((3 7) (2 8 6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8887 { - (2 3 7) list:select (2 (3 7)). - (_:bng_17932 false true) log:ifThenElseIn (() 1). - (2 8 6 4 1 5) list:firstRest (2 (8 6 4 1 5)). - ((3 7) (2 8 6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8888 { - ((2 3 7) (8 6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8889 { - (2 3 7 8) list:select (8 (2 3 7)). - (_:bng_17933 false true) log:ifThenElseIn (() 1). - (8 6 4 1 5) list:firstRest (8 (6 4 1 5)). - ((2 3 7) (8 6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8890 { - ((2 3 7 8) (6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8891 { - (2 3 6 7 8) list:select (6 (2 3 7 8)). - (_:bng_17934 false true) log:ifThenElseIn (() 1). - (6 4 1 5) list:firstRest (6 (4 1 5)). - ((2 3 7 8) (6 4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8892 { - ((2 3 6 7 8) (4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8893 { - (2 3 4 6 7 8) list:select (4 (2 3 6 7 8)). - (_:bng_17935 false true) log:ifThenElseIn (() 1). - (4 1 5) list:firstRest (4 (1 5)). - ((2 3 6 7 8) (4 1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8894 { - ((2 3 4 6 7 8) (1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8895 { - (1 2 3 4 6 7 8) list:select (1 (2 3 4 6 7 8)). - (_:bng_17936 false true) log:ifThenElseIn (() 1). - (1 5) list:firstRest (1 (5)). - ((2 3 4 6 7 8) (1 5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8896 { - ((1 2 3 4 6 7 8) (5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8897 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8898 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8899 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 7 2 8 6 4 1 5). -} - -_:bng_8900 { - [] rdf:value 8; :queens (3 7 2 8 6 4 1 5). -} - -_:bng_8901 { - (3 8 6 4 1 5) list:firstRest (3 (8 6 4 1 5)). - (3 1) math:difference 2. -} - -_:bng_8902 { - (2 1) :attack3 (3 8 6 4 1 5). -} - -_:bng_8903 { - [] rdf:value 2; :attack (3 8 6 4 1 5). -} - -_:bng_8904 { - (6 4 1 5) list:firstRest (6 (4 1 5)). - (6 4) math:difference 2. -} - -_:bng_8905 { - (2 4) :attack3 (6 4 1 5). -} - -_:bng_8906 { - (8 6 4 1 5) list:firstRest (8 (6 4 1 5)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 4 1 5). -} - -_:bng_8907 { - (2 3) :attack3 (8 6 4 1 5). -} - -_:bng_8908 { - (3 8 6 4 1 5) list:firstRest (3 (8 6 4 1 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 4 1 5). -} - -_:bng_8909 { - (2 2) :attack3 (3 8 6 4 1 5). -} - -_:bng_8910 { - (7 3 8 6 4 1 5) list:firstRest (7 (3 8 6 4 1 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 6 4 1 5). -} - -_:bng_8911 { - (2 1) :attack3 (7 3 8 6 4 1 5). -} - -_:bng_8912 { - [] rdf:value 2; :attack (7 3 8 6 4 1 5). -} - -_:bng_8913 { - (8 6 4 1 5) list:firstRest (8 (6 4 1 5)). - (8 1) math:difference 7. -} - -_:bng_8914 { - (7 1) :attack3 (8 6 4 1 5). -} - -_:bng_8915 { - [] rdf:value 7; :attack (8 6 4 1 5). -} - -_:bng_8916 { - (7 4 1 5) list:firstRest (7 (4 1 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 5). -} - -_:bng_8917 { - (2 1) :attack3 (7 4 1 5). -} - -_:bng_8918 { - [] rdf:value 2; :attack (7 4 1 5). -} - -_:bng_8919 { - (3 7 4 1 5) list:firstRest (3 (7 4 1 5)). - (3 1) math:difference 2. -} - -_:bng_8920 { - (2 1) :attack3 (3 7 4 1 5). -} - -_:bng_8921 { - [] rdf:value 2; :attack (3 7 4 1 5). -} - -_:bng_8922 { - (6 3 7 4 1 5) list:firstRest (6 (3 7 4 1 5)). - (6 2) math:sum 8. -} - -_:bng_8923 { - (8 2) :attack3 (6 3 7 4 1 5). -} - -_:bng_8924 { - (2 6 3 7 4 1 5) list:firstRest (2 (6 3 7 4 1 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 7 4 1 5). -} - -_:bng_8925 { - (8 1) :attack3 (2 6 3 7 4 1 5). -} - -_:bng_8926 { - [] rdf:value 8; :attack (2 6 3 7 4 1 5). -} - -_:bng_8927 { - (4 1 5) list:firstRest (4 (1 5)). - (4 4) math:sum 8. -} - -_:bng_8928 { - (8 4) :attack3 (4 1 5). -} - -_:bng_8929 { - (7 4 1 5) list:firstRest (7 (4 1 5)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 1 5). -} - -_:bng_8930 { - (8 3) :attack3 (7 4 1 5). -} - -_:bng_8931 { - (3 7 4 1 5) list:firstRest (3 (7 4 1 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4 1 5). -} - -_:bng_8932 { - (8 2) :attack3 (3 7 4 1 5). -} - -_:bng_8933 { - (6 3 7 4 1 5) list:firstRest (6 (3 7 4 1 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 7 4 1 5). -} - -_:bng_8934 { - (8 1) :attack3 (6 3 7 4 1 5). -} - -_:bng_8935 { - [] rdf:value 8; :attack (6 3 7 4 1 5). -} - -_:bng_8936 { - (8 3 7 4 1 5) list:firstRest (8 (3 7 4 1 5)). - (8 2) math:difference 6. -} - -_:bng_8937 { - (6 2) :attack3 (8 3 7 4 1 5). -} - -_:bng_8938 { - (2 8 3 7 4 1 5) list:firstRest (2 (8 3 7 4 1 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 7 4 1 5). -} - -_:bng_8939 { - (6 1) :attack3 (2 8 3 7 4 1 5). -} - -_:bng_8940 { - [] rdf:value 6; :attack (2 8 3 7 4 1 5). -} - -_:bng_8941 { - (1 5) list:firstRest (1 (5)). - (1 5) math:sum 6. -} - -_:bng_8942 { - (6 5) :attack3 (1 5). -} - -_:bng_8943 { - (4 1 5) list:firstRest (4 (1 5)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 5). -} - -_:bng_8944 { - (6 4) :attack3 (4 1 5). -} - -_:bng_8945 { - (7 4 1 5) list:firstRest (7 (4 1 5)). - (3 1) math:sum 4 . - (6 4) :attack3 (4 1 5). -} - -_:bng_8946 { - (6 3) :attack3 (7 4 1 5). -} - -_:bng_8947 { - (3 7 4 1 5) list:firstRest (3 (7 4 1 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 4 1 5). -} - -_:bng_8948 { - (6 2) :attack3 (3 7 4 1 5). -} - -_:bng_8949 { - (8 3 7 4 1 5) list:firstRest (8 (3 7 4 1 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 7 4 1 5). -} - -_:bng_8950 { - (6 1) :attack3 (8 3 7 4 1 5). -} - -_:bng_8951 { - [] rdf:value 6; :attack (8 3 7 4 1 5). -} - -_:bng_8952 { - (7 4 1 5) list:firstRest (7 (4 1 5)). - (7 1) math:difference 6. -} - -_:bng_8953 { - (6 1) :attack3 (7 4 1 5). -} - -_:bng_8954 { - [] rdf:value 6; :attack (7 4 1 5). -} - -_:bng_8955 { - (7 4 1 5) list:firstRest (7 (4 1 5)). - (7 1) math:sum 8. -} - -_:bng_8956 { - (8 1) :attack3 (7 4 1 5). -} - -_:bng_8957 { - [] rdf:value 8; :attack (7 4 1 5). -} - -_:bng_8958 { - (5) list:firstRest (5 ()). - (5 3) math:sum 8. -} - -_:bng_8959 { - (8 3) :attack3 (5). -} - -_:bng_8960 { - (1 5) list:firstRest (1 (5)). - (2 1) math:sum 3 . - (8 3) :attack3 (5). -} - -_:bng_8961 { - (8 2) :attack3 (1 5). -} - -_:bng_8962 { - (4 1 5) list:firstRest (4 (1 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 5). -} - -_:bng_8963 { - (8 1) :attack3 (4 1 5). -} - -_:bng_8964 { - [] rdf:value 8; :attack (4 1 5). -} - -_:bng_8965 { - (6 1 5) list:firstRest (6 (1 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5). -} - -_:bng_8966 { - (2 1) :attack3 (6 1 5). -} - -_:bng_8967 { - [] rdf:value 2; :attack (6 1 5). -} - -_:bng_8968 { - (1 5) list:firstRest (1 (5)). - (1 2) math:sum 3. -} - -_:bng_8969 { - (3 2) :attack3 (1 5). -} - -_:bng_8970 { - (6 1 5) list:firstRest (6 (1 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5). -} - -_:bng_8971 { - (3 1) :attack3 (6 1 5). -} - -_:bng_8972 { - [] rdf:value 3; :attack (6 1 5). -} - -_:bng_8973 { - (2 4 6 1 5) list:firstRest (2 (4 6 1 5)). - (2 1) math:sum 3. -} - -_:bng_8974 { - (3 1) :attack3 (2 4 6 1 5). -} - -_:bng_8975 { - [] rdf:value 3; :attack (2 4 6 1 5). -} - -_:bng_8976 { - (4 6 1 5) list:firstRest (4 (6 1 5)). - (4 4) math:sum 8. -} - -_:bng_8977 { - (8 4) :attack3 (4 6 1 5). -} - -_:bng_8978 { - (2 4 6 1 5) list:firstRest (2 (4 6 1 5)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 6 1 5). -} - -_:bng_8979 { - (8 3) :attack3 (2 4 6 1 5). -} - -_:bng_8980 { - (7 2 4 6 1 5) list:firstRest (7 (2 4 6 1 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 4 6 1 5). -} - -_:bng_8981 { - (8 2) :attack3 (7 2 4 6 1 5). -} - -_:bng_8982 { - (3 7 2 4 6 1 5) list:firstRest (3 (7 2 4 6 1 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 4 6 1 5). -} - -_:bng_8983 { - (8 1) :attack3 (3 7 2 4 6 1 5). -} - -_:bng_8984 { - [] rdf:value 8; :attack (3 7 2 4 6 1 5). -} - -_:bng_8985 { - (7 2 4 6 1 5) list:firstRest (7 (2 4 6 1 5)). - (7 1) math:sum 8. -} - -_:bng_8986 { - (8 1) :attack3 (7 2 4 6 1 5). -} - -_:bng_8987 { - [] rdf:value 8; :attack (7 2 4 6 1 5). -} - -_:bng_8988 { - (1 5) list:firstRest (1 (5)). - (1 6) math:sum 7. -} - -_:bng_8989 { - (7 6) :attack3 (1 5). -} - -_:bng_8990 { - (6 1 5) list:firstRest (6 (1 5)). - (5 1) math:sum 6 . - (7 6) :attack3 (1 5). -} - -_:bng_8991 { - (7 5) :attack3 (6 1 5). -} - -_:bng_8992 { - (4 6 1 5) list:firstRest (4 (6 1 5)). - (4 1) math:sum 5 . - (7 5) :attack3 (6 1 5). -} - -_:bng_8993 { - (7 4) :attack3 (4 6 1 5). -} - -_:bng_8994 { - (2 4 6 1 5) list:firstRest (2 (4 6 1 5)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 6 1 5). -} - -_:bng_8995 { - (7 3) :attack3 (2 4 6 1 5). -} - -_:bng_8996 { - (8 2 4 6 1 5) list:firstRest (8 (2 4 6 1 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (2 4 6 1 5). -} - -_:bng_8997 { - (7 2) :attack3 (8 2 4 6 1 5). -} - -_:bng_8998 { - (3 8 2 4 6 1 5) list:firstRest (3 (8 2 4 6 1 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 2 4 6 1 5). -} - -_:bng_8999 { - (7 1) :attack3 (3 8 2 4 6 1 5). -} - -_:bng_9000 { - [] rdf:value 7; :attack (3 8 2 4 6 1 5). -} - -_:bng_9001 { - (8 2 4 6 1 5) list:firstRest (8 (2 4 6 1 5)). - (8 1) math:difference 7. -} - -_:bng_9002 { - (7 1) :attack3 (8 2 4 6 1 5). -} - -_:bng_9003 { - [] rdf:value 7; :attack (8 2 4 6 1 5). -} - -_:bng_9004 { - (4 6 1 5) list:firstRest (4 (6 1 5)). - (4 1) math:difference 3. -} - -_:bng_9005 { - (3 1) :attack3 (4 6 1 5). -} - -_:bng_9006 { - [] rdf:value 3; :attack (4 6 1 5). -} - -_:bng_9007 { - (4 6 1 5) list:firstRest (4 (6 1 5)). - (4 2) math:difference 2. -} - -_:bng_9008 { - (2 2) :attack3 (4 6 1 5). -} - -_:bng_9009 { - (7 4 6 1 5) list:firstRest (7 (4 6 1 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 6 1 5). -} - -_:bng_9010 { - (2 1) :attack3 (7 4 6 1 5). -} - -_:bng_9011 { - [] rdf:value 2; :attack (7 4 6 1 5). -} - -_:bng_9012 { - (6 1 5) list:firstRest (6 (1 5)). - (6 3) math:difference 3. -} - -_:bng_9013 { - (3 3) :attack3 (6 1 5). -} - -_:bng_9014 { - (4 6 1 5) list:firstRest (4 (6 1 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1 5). -} - -_:bng_9015 { - (3 2) :attack3 (4 6 1 5). -} - -_:bng_9016 { - (7 4 6 1 5) list:firstRest (7 (4 6 1 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 1 5). -} - -_:bng_9017 { - (3 1) :attack3 (7 4 6 1 5). -} - -_:bng_9018 { - [] rdf:value 3; :attack (7 4 6 1 5). -} - -_:bng_9019 { - (7 4 6 1 5) list:firstRest (7 (4 6 1 5)). - (7 1) math:sum 8. -} - -_:bng_9020 { - (8 1) :attack3 (7 4 6 1 5). -} - -_:bng_9021 { - [] rdf:value 8; :attack (7 4 6 1 5). -} - -_:bng_9022 { - (6 1 5) list:firstRest (6 (1 5)). - (6 2) math:sum 8. -} - -_:bng_9023 { - (8 2) :attack3 (6 1 5). -} - -_:bng_9024 { - (4 6 1 5) list:firstRest (4 (6 1 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 5). -} - -_:bng_9025 { - (8 1) :attack3 (4 6 1 5). -} - -_:bng_9026 { - [] rdf:value 8; :attack (4 6 1 5). -} - -_:bng_9027 { - (6 1 5) list:firstRest (6 (1 5)). - (6 1) math:sum 7. -} - -_:bng_9028 { - (7 1) :attack3 (6 1 5). -} - -_:bng_9029 { - [] rdf:value 7; :attack (6 1 5). -} - -_:bng_9030 { - (6 1 5) list:firstRest (6 (1 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 5). -} - -_:bng_9031 { - (8 1) :attack3 (6 1 5). -} - -_:bng_9032 { - [] rdf:value 8; :attack (6 1 5). -} - -_:bng_9033 { - (5) list:firstRest (5 ()). - (5 2) math:sum 7. -} - -_:bng_9034 { - (7 2) :attack3 (5). -} - -_:bng_9035 { - (1 5) list:firstRest (1 (5)). - (1 1) math:sum 2 . - (7 2) :attack3 (5). -} - -_:bng_9036 { - (7 1) :attack3 (1 5). -} - -_:bng_9037 { - [] rdf:value 7; :attack (1 5). -} - -_:bng_9038 { - (8 1 5) list:firstRest (8 (1 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5). -} - -_:bng_9039 { - (2 1) :attack3 (8 1 5). -} - -_:bng_9040 { - [] rdf:value 2; :attack (8 1 5). -} - -_:bng_9041 { - (8 1 5) list:firstRest (8 (1 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5). -} - -_:bng_9042 { - (3 1) :attack3 (8 1 5). -} - -_:bng_9043 { - [] rdf:value 3; :attack (8 1 5). -} - -_:bng_9044 { - (2 4 8 1 5) list:firstRest (2 (4 8 1 5)). - (2 1) math:sum 3. -} - -_:bng_9045 { - (3 1) :attack3 (2 4 8 1 5). -} - -_:bng_9046 { - [] rdf:value 3; :attack (2 4 8 1 5). -} - -_:bng_9047 { - (4 8 1 5) list:firstRest (4 (8 1 5)). - (4 2) math:sum 6. -} - -_:bng_9048 { - (6 2) :attack3 (4 8 1 5). -} - -_:bng_9049 { - (2 4 8 1 5) list:firstRest (2 (4 8 1 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 1 5). -} - -_:bng_9050 { - (6 1) :attack3 (2 4 8 1 5). -} - -_:bng_9051 { - [] rdf:value 6; :attack (2 4 8 1 5). -} - -_:bng_9052 { - (6) list:select (6 ()). - (_:bng_17938 false true) log:ifThenElseIn (() 1). - (6 3 7 2 4 8 1 5) list:firstRest (6 (3 7 2 4 8 1 5)). - (() (6 3 7 2 4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9053 { - ((6) (3 7 2 4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9054 { - (3 6) list:select (3 (6)). - (_:bng_17939 false true) log:ifThenElseIn (() 1). - (3 7 2 4 8 1 5) list:firstRest (3 (7 2 4 8 1 5)). - ((6) (3 7 2 4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9055 { - ((3 6) (7 2 4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9056 { - (3 6 7) list:select (7 (3 6)). - (_:bng_17940 false true) log:ifThenElseIn (() 1). - (7 2 4 8 1 5) list:firstRest (7 (2 4 8 1 5)). - ((3 6) (7 2 4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9057 { - ((3 6 7) (2 4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9058 { - (2 3 6 7) list:select (2 (3 6 7)). - (_:bng_17941 false true) log:ifThenElseIn (() 1). - (2 4 8 1 5) list:firstRest (2 (4 8 1 5)). - ((3 6 7) (2 4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9059 { - ((2 3 6 7) (4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9060 { - (2 3 4 6 7) list:select (4 (2 3 6 7)). - (_:bng_17942 false true) log:ifThenElseIn (() 1). - (4 8 1 5) list:firstRest (4 (8 1 5)). - ((2 3 6 7) (4 8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9061 { - ((2 3 4 6 7) (8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9062 { - (2 3 4 6 7 8) list:select (8 (2 3 4 6 7)). - (_:bng_17943 false true) log:ifThenElseIn (() 1). - (8 1 5) list:firstRest (8 (1 5)). - ((2 3 4 6 7) (8 1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9063 { - ((2 3 4 6 7 8) (1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9064 { - (1 2 3 4 6 7 8) list:select (1 (2 3 4 6 7 8)). - (_:bng_17936 false true) log:ifThenElseIn (() 1). - (1 5) list:firstRest (1 (5)). - ((2 3 4 6 7 8) (1 5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9065 { - ((1 2 3 4 6 7 8) (5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9066 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9067 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9068 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 7 2 4 8 1 5). -} - -_:bng_9069 { - [] rdf:value 8; :queens (6 3 7 2 4 8 1 5). -} - -_:bng_9070 { - (7 2 4 8 1 5) list:firstRest (7 (2 4 8 1 5)). - (7 1) math:difference 6. -} - -_:bng_9071 { - (6 1) :attack3 (7 2 4 8 1 5). -} - -_:bng_9072 { - [] rdf:value 6; :attack (7 2 4 8 1 5). -} - -_:bng_9073 { - (4 8 1 5) list:firstRest (4 (8 1 5)). - (4 1) math:difference 3. -} - -_:bng_9074 { - (3 1) :attack3 (4 8 1 5). -} - -_:bng_9075 { - [] rdf:value 3; :attack (4 8 1 5). -} - -_:bng_9076 { - (8 1 5) list:firstRest (8 (1 5)). - (8 2) math:difference 6. -} - -_:bng_9077 { - (6 2) :attack3 (8 1 5). -} - -_:bng_9078 { - (4 8 1 5) list:firstRest (4 (8 1 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 5). -} - -_:bng_9079 { - (6 1) :attack3 (4 8 1 5). -} - -_:bng_9080 { - [] rdf:value 6; :attack (4 8 1 5). -} - -_:bng_9081 { - (4 8 1 5) list:firstRest (4 (8 1 5)). - (4 2) math:difference 2. -} - -_:bng_9082 { - (2 2) :attack3 (4 8 1 5). -} - -_:bng_9083 { - (7 4 8 1 5) list:firstRest (7 (4 8 1 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 8 1 5). -} - -_:bng_9084 { - (2 1) :attack3 (7 4 8 1 5). -} - -_:bng_9085 { - [] rdf:value 2; :attack (7 4 8 1 5). -} - -_:bng_9086 { - (3 7 4 8 1 5) list:firstRest (3 (7 4 8 1 5)). - (3 1) math:difference 2. -} - -_:bng_9087 { - (2 1) :attack3 (3 7 4 8 1 5). -} - -_:bng_9088 { - [] rdf:value 2; :attack (3 7 4 8 1 5). -} - -_:bng_9089 { - (8 1 5) list:firstRest (8 (1 5)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 5). -} - -_:bng_9090 { - (6 4) :attack3 (8 1 5). -} - -_:bng_9091 { - (4 8 1 5) list:firstRest (4 (8 1 5)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1 5). -} - -_:bng_9092 { - (6 3) :attack3 (4 8 1 5). -} - -_:bng_9093 { - (7 4 8 1 5) list:firstRest (7 (4 8 1 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 8 1 5). -} - -_:bng_9094 { - (6 2) :attack3 (7 4 8 1 5). -} - -_:bng_9095 { - (3 7 4 8 1 5) list:firstRest (3 (7 4 8 1 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 8 1 5). -} - -_:bng_9096 { - (6 1) :attack3 (3 7 4 8 1 5). -} - -_:bng_9097 { - [] rdf:value 6; :attack (3 7 4 8 1 5). -} - -_:bng_9098 { - (7 4 8 1 5) list:firstRest (7 (4 8 1 5)). - (7 1) math:difference 6. -} - -_:bng_9099 { - (6 1) :attack3 (7 4 8 1 5). -} - -_:bng_9100 { - [] rdf:value 6; :attack (7 4 8 1 5). -} - -_:bng_9101 { - (2 6 8 1 5) list:firstRest (2 (6 8 1 5)). - (2 1) math:sum 3. -} - -_:bng_9102 { - (3 1) :attack3 (2 6 8 1 5). -} - -_:bng_9103 { - [] rdf:value 3; :attack (2 6 8 1 5). -} - -_:bng_9104 { - (6 8 1 5) list:firstRest (6 (8 1 5)). - (6 2) math:difference 4. -} - -_:bng_9105 { - (4 2) :attack3 (6 8 1 5). -} - -_:bng_9106 { - (2 6 8 1 5) list:firstRest (2 (6 8 1 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 1 5). -} - -_:bng_9107 { - (4 1) :attack3 (2 6 8 1 5). -} - -_:bng_9108 { - [] rdf:value 4; :attack (2 6 8 1 5). -} - -_:bng_9109 { - (6 8 1 5) list:firstRest (6 (8 1 5)). - (6 3) math:difference 3. -} - -_:bng_9110 { - (3 3) :attack3 (6 8 1 5). -} - -_:bng_9111 { - (2 6 8 1 5) list:firstRest (2 (6 8 1 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8 1 5). -} - -_:bng_9112 { - (3 2) :attack3 (2 6 8 1 5). -} - -_:bng_9113 { - (7 2 6 8 1 5) list:firstRest (7 (2 6 8 1 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 8 1 5). -} - -_:bng_9114 { - (3 1) :attack3 (7 2 6 8 1 5). -} - -_:bng_9115 { - [] rdf:value 3; :attack (7 2 6 8 1 5). -} - -_:bng_9116 { - (2 6 8 1 5) list:firstRest (2 (6 8 1 5)). - (2 2) math:sum 4. -} - -_:bng_9117 { - (4 2) :attack3 (2 6 8 1 5). -} - -_:bng_9118 { - (7 2 6 8 1 5) list:firstRest (7 (2 6 8 1 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 6 8 1 5). -} - -_:bng_9119 { - (4 1) :attack3 (7 2 6 8 1 5). -} - -_:bng_9120 { - [] rdf:value 4; :attack (7 2 6 8 1 5). -} - -_:bng_9121 { - (3 6 8 1 5) list:firstRest (3 (6 8 1 5)). - (3 1) math:difference 2. -} - -_:bng_9122 { - (2 1) :attack3 (3 6 8 1 5). -} - -_:bng_9123 { - [] rdf:value 2; :attack (3 6 8 1 5). -} - -_:bng_9124 { - (3 6 8 1 5) list:firstRest (3 (6 8 1 5)). - (3 1) math:sum 4. -} - -_:bng_9125 { - (4 1) :attack3 (3 6 8 1 5). -} - -_:bng_9126 { - [] rdf:value 4; :attack (3 6 8 1 5). -} - -_:bng_9127 { - (4) list:select (4 ()). - (_:bng_17944 false true) log:ifThenElseIn (() 1). - (4 2 7 3 6 8 1 5) list:firstRest (4 (2 7 3 6 8 1 5)). - (() (4 2 7 3 6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9128 { - ((4) (2 7 3 6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9129 { - (2 4) list:select (2 (4)). - (_:bng_17945 false true) log:ifThenElseIn (() 1). - (2 7 3 6 8 1 5) list:firstRest (2 (7 3 6 8 1 5)). - ((4) (2 7 3 6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9130 { - ((2 4) (7 3 6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9131 { - (2 4 7) list:select (7 (2 4)). - (_:bng_17946 false true) log:ifThenElseIn (() 1). - (7 3 6 8 1 5) list:firstRest (7 (3 6 8 1 5)). - ((2 4) (7 3 6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9132 { - ((2 4 7) (3 6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9133 { - (2 3 4 7) list:select (3 (2 4 7)). - (_:bng_17947 false true) log:ifThenElseIn (() 1). - (3 6 8 1 5) list:firstRest (3 (6 8 1 5)). - ((2 4 7) (3 6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9134 { - ((2 3 4 7) (6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9135 { - (2 3 4 6 7) list:select (6 (2 3 4 7)). - (_:bng_17948 false true) log:ifThenElseIn (() 1). - (6 8 1 5) list:firstRest (6 (8 1 5)). - ((2 3 4 7) (6 8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9136 { - ((2 3 4 6 7) (8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9137 { - (2 3 4 6 7 8) list:select (8 (2 3 4 6 7)). - (_:bng_17943 false true) log:ifThenElseIn (() 1). - (8 1 5) list:firstRest (8 (1 5)). - ((2 3 4 6 7) (8 1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9138 { - ((2 3 4 6 7 8) (1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9139 { - (1 2 3 4 6 7 8) list:select (1 (2 3 4 6 7 8)). - (_:bng_17936 false true) log:ifThenElseIn (() 1). - (1 5) list:firstRest (1 (5)). - ((2 3 4 6 7 8) (1 5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9140 { - ((1 2 3 4 6 7 8) (5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9141 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9142 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9143 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 7 3 6 8 1 5). -} - -_:bng_9144 { - [] rdf:value 8; :queens (4 2 7 3 6 8 1 5). -} - -_:bng_9145 { - (8 1 5) list:firstRest (8 (1 5)). - (8 4) math:difference 4. -} - -_:bng_9146 { - (4 4) :attack3 (8 1 5). -} - -_:bng_9147 { - (6 8 1 5) list:firstRest (6 (8 1 5)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 1 5). -} - -_:bng_9148 { - (4 3) :attack3 (6 8 1 5). -} - -_:bng_9149 { - (3 6 8 1 5) list:firstRest (3 (6 8 1 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8 1 5). -} - -_:bng_9150 { - (4 2) :attack3 (3 6 8 1 5). -} - -_:bng_9151 { - (7 3 6 8 1 5) list:firstRest (7 (3 6 8 1 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8 1 5). -} - -_:bng_9152 { - (4 1) :attack3 (7 3 6 8 1 5). -} - -_:bng_9153 { - [] rdf:value 4; :attack (7 3 6 8 1 5). -} - -_:bng_9154 { - (1 5) list:firstRest (1 (5)). - (1 3) math:sum 4. -} - -_:bng_9155 { - (4 3) :attack3 (1 5). -} - -_:bng_9156 { - (8 1 5) list:firstRest (8 (1 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 5). -} - -_:bng_9157 { - (4 2) :attack3 (8 1 5). -} - -_:bng_9158 { - (6 8 1 5) list:firstRest (6 (8 1 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1 5). -} - -_:bng_9159 { - (4 1) :attack3 (6 8 1 5). -} - -_:bng_9160 { - [] rdf:value 4; :attack (6 8 1 5). -} - -_:bng_9161 { - (6 8 1 5) list:firstRest (6 (8 1 5)). - (6 1) math:sum 7. -} - -_:bng_9162 { - (7 1) :attack3 (6 8 1 5). -} - -_:bng_9163 { - [] rdf:value 7; :attack (6 8 1 5). -} - -_:bng_9164 { - (8 1 5) list:firstRest (8 (1 5)). - (8 1) math:difference 7. -} - -_:bng_9165 { - (7 1) :attack3 (8 1 5). -} - -_:bng_9166 { - [] rdf:value 7; :attack (8 1 5). -} - -_:bng_9167 { - (2 5) list:firstRest (2 (5)). - (2 1) math:difference 1. -} - -_:bng_9168 { - (1 1) :attack3 (2 5). -} - -_:bng_9169 { - [] rdf:value 1; :attack (2 5). -} - -_:bng_9170 { - (2 5) list:firstRest (2 (5)). - (2 1) math:sum 3. -} - -_:bng_9171 { - (3 1) :attack3 (2 5). -} - -_:bng_9172 { - [] rdf:value 3; :attack (2 5). -} - -_:bng_9173 { - (2 5) list:firstRest (2 (5)). - (2 4) math:sum 6. -} - -_:bng_9174 { - (6 4) :attack3 (2 5). -} - -_:bng_9175 { - (4 2 5) list:firstRest (4 (2 5)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 5). -} - -_:bng_9176 { - (6 3) :attack3 (4 2 5). -} - -_:bng_9177 { - (1 4 2 5) list:firstRest (1 (4 2 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2 5). -} - -_:bng_9178 { - (6 2) :attack3 (1 4 2 5). -} - -_:bng_9179 { - (3 1 4 2 5) list:firstRest (3 (1 4 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 4 2 5). -} - -_:bng_9180 { - (6 1) :attack3 (3 1 4 2 5). -} - -_:bng_9181 { - [] rdf:value 6; :attack (3 1 4 2 5). -} - -_:bng_9182 { - (4 2 5) list:firstRest (4 (2 5)). - (4 3) math:sum 7. -} - -_:bng_9183 { - (7 3) :attack3 (4 2 5). -} - -_:bng_9184 { - (1 4 2 5) list:firstRest (1 (4 2 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2 5). -} - -_:bng_9185 { - (7 2) :attack3 (1 4 2 5). -} - -_:bng_9186 { - (3 1 4 2 5) list:firstRest (3 (1 4 2 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 2 5). -} - -_:bng_9187 { - (7 1) :attack3 (3 1 4 2 5). -} - -_:bng_9188 { - [] rdf:value 7; :attack (3 1 4 2 5). -} - -_:bng_9189 { - (6 8 3 1 4 2 5) list:firstRest (6 (8 3 1 4 2 5)). - (6 1) math:sum 7. -} - -_:bng_9190 { - (7 1) :attack3 (6 8 3 1 4 2 5). -} - -_:bng_9191 { - [] rdf:value 7; :attack (6 8 3 1 4 2 5). -} - -_:bng_9192 { - (8 3 1 4 2 5) list:firstRest (8 (3 1 4 2 5)). - (8 1) math:difference 7. -} - -_:bng_9193 { - (7 1) :attack3 (8 3 1 4 2 5). -} - -_:bng_9194 { - [] rdf:value 7; :attack (8 3 1 4 2 5). -} - -_:bng_9195 { - (4 2 5) list:firstRest (4 (2 5)). - (4 2) math:sum 6. -} - -_:bng_9196 { - (6 2) :attack3 (4 2 5). -} - -_:bng_9197 { - (1 4 2 5) list:firstRest (1 (4 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 5). -} - -_:bng_9198 { - (6 1) :attack3 (1 4 2 5). -} - -_:bng_9199 { - [] rdf:value 6; :attack (1 4 2 5). -} - -_:bng_9200 { - (1 4 2 5) list:firstRest (1 (4 2 5)). - (1 2) math:sum 3. -} - -_:bng_9201 { - (3 2) :attack3 (1 4 2 5). -} - -_:bng_9202 { - (7 1 4 2 5) list:firstRest (7 (1 4 2 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 2 5). -} - -_:bng_9203 { - (3 1) :attack3 (7 1 4 2 5). -} - -_:bng_9204 { - [] rdf:value 3; :attack (7 1 4 2 5). -} - -_:bng_9205 { - (7 1 4 2 5) list:firstRest (7 (1 4 2 5)). - (7 1) math:difference 6. -} - -_:bng_9206 { - (6 1) :attack3 (7 1 4 2 5). -} - -_:bng_9207 { - [] rdf:value 6; :attack (7 1 4 2 5). -} - -_:bng_9208 { - (7 1 4 2 5) list:firstRest (7 (1 4 2 5)). - (7 1) math:sum 8. -} - -_:bng_9209 { - (8 1) :attack3 (7 1 4 2 5). -} - -_:bng_9210 { - [] rdf:value 8; :attack (7 1 4 2 5). -} - -_:bng_9211 { - (8 1 4 2 5) list:firstRest (8 (1 4 2 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 2 5). -} - -_:bng_9212 { - (3 1) :attack3 (8 1 4 2 5). -} - -_:bng_9213 { - [] rdf:value 3; :attack (8 1 4 2 5). -} - -_:bng_9214 { - (8 1 4 2 5) list:firstRest (8 (1 4 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 4 2 5). -} - -_:bng_9215 { - (6 1) :attack3 (8 1 4 2 5). -} - -_:bng_9216 { - [] rdf:value 6; :attack (8 1 4 2 5). -} - -_:bng_9217 { - (8 1 4 2 5) list:firstRest (8 (1 4 2 5)). - (8 1) math:difference 7. -} - -_:bng_9218 { - (7 1) :attack3 (8 1 4 2 5). -} - -_:bng_9219 { - [] rdf:value 7; :attack (8 1 4 2 5). -} - -_:bng_9220 { - (4 2 5) list:firstRest (4 (2 5)). - (4 1) math:difference 3. -} - -_:bng_9221 { - (3 1) :attack3 (4 2 5). -} - -_:bng_9222 { - [] rdf:value 3; :attack (4 2 5). -} - -_:bng_9223 { - (5) list:firstRest (5 ()). - (5 4) math:difference 1. -} - -_:bng_9224 { - (1 4) :attack3 (5). -} - -_:bng_9225 { - (2 5) list:firstRest (2 (5)). - (3 1) math:sum 4 . - (1 4) :attack3 (5). -} - -_:bng_9226 { - (1 3) :attack3 (2 5). -} - -_:bng_9227 { - (4 2 5) list:firstRest (4 (2 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5). -} - -_:bng_9228 { - (1 2) :attack3 (4 2 5). -} - -_:bng_9229 { - (6 4 2 5) list:firstRest (6 (4 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 5). -} - -_:bng_9230 { - (1 1) :attack3 (6 4 2 5). -} - -_:bng_9231 { - [] rdf:value 1; :attack (6 4 2 5). -} - -_:bng_9232 { - (4 2 5) list:firstRest (4 (2 5)). - (4 3) math:difference 1. -} - -_:bng_9233 { - (1 3) :attack3 (4 2 5). -} - -_:bng_9234 { - (6 4 2 5) list:firstRest (6 (4 2 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 5). -} - -_:bng_9235 { - (1 2) :attack3 (6 4 2 5). -} - -_:bng_9236 { - (3 6 4 2 5) list:firstRest (3 (6 4 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2 5). -} - -_:bng_9237 { - (1 1) :attack3 (3 6 4 2 5). -} - -_:bng_9238 { - [] rdf:value 1; :attack (3 6 4 2 5). -} - -_:bng_9239 { - (6 4 2 5) list:firstRest (6 (4 2 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2 5). -} - -_:bng_9240 { - (7 2) :attack3 (6 4 2 5). -} - -_:bng_9241 { - (3 6 4 2 5) list:firstRest (3 (6 4 2 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2 5). -} - -_:bng_9242 { - (7 1) :attack3 (3 6 4 2 5). -} - -_:bng_9243 { - [] rdf:value 7; :attack (3 6 4 2 5). -} - -_:bng_9244 { - (6 4 2 5) list:firstRest (6 (4 2 5)). - (6 2) math:sum 8. -} - -_:bng_9245 { - (8 2) :attack3 (6 4 2 5). -} - -_:bng_9246 { - (3 6 4 2 5) list:firstRest (3 (6 4 2 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 2 5). -} - -_:bng_9247 { - (8 1) :attack3 (3 6 4 2 5). -} - -_:bng_9248 { - [] rdf:value 8; :attack (3 6 4 2 5). -} - -_:bng_9249 { - (6 4 2 5) list:firstRest (6 (4 2 5)). - (6 1) math:sum 7. -} - -_:bng_9250 { - (7 1) :attack3 (6 4 2 5). -} - -_:bng_9251 { - [] rdf:value 7; :attack (6 4 2 5). -} - -_:bng_9252 { - (8 6 4 2 5) list:firstRest (8 (6 4 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2 5). -} - -_:bng_9253 { - (1 1) :attack3 (8 6 4 2 5). -} - -_:bng_9254 { - [] rdf:value 1; :attack (8 6 4 2 5). -} - -_:bng_9255 { - (7) list:select (7 ()). - (_:bng_17949 false true) log:ifThenElseIn (() 1). - (7 1 3 8 6 4 2 5) list:firstRest (7 (1 3 8 6 4 2 5)). - (() (7 1 3 8 6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9256 { - ((7) (1 3 8 6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9257 { - (1 7) list:select (1 (7)). - (_:bng_17950 false true) log:ifThenElseIn (() 1). - (1 3 8 6 4 2 5) list:firstRest (1 (3 8 6 4 2 5)). - ((7) (1 3 8 6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9258 { - ((1 7) (3 8 6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9259 { - (1 3 7) list:select (3 (1 7)). - (_:bng_17951 false true) log:ifThenElseIn (() 1). - (3 8 6 4 2 5) list:firstRest (3 (8 6 4 2 5)). - ((1 7) (3 8 6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9260 { - ((1 3 7) (8 6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9261 { - (1 3 7 8) list:select (8 (1 3 7)). - (_:bng_17952 false true) log:ifThenElseIn (() 1). - (8 6 4 2 5) list:firstRest (8 (6 4 2 5)). - ((1 3 7) (8 6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9262 { - ((1 3 7 8) (6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9263 { - (1 3 6 7 8) list:select (6 (1 3 7 8)). - (_:bng_17953 false true) log:ifThenElseIn (() 1). - (6 4 2 5) list:firstRest (6 (4 2 5)). - ((1 3 7 8) (6 4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9264 { - ((1 3 6 7 8) (4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9265 { - (1 3 4 6 7 8) list:select (4 (1 3 6 7 8)). - (_:bng_17954 false true) log:ifThenElseIn (() 1). - (4 2 5) list:firstRest (4 (2 5)). - ((1 3 6 7 8) (4 2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9266 { - ((1 3 4 6 7 8) (2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9267 { - (1 2 3 4 6 7 8) list:select (2 (1 3 4 6 7 8)). - (_:bng_17955 false true) log:ifThenElseIn (() 1). - (2 5) list:firstRest (2 (5)). - ((1 3 4 6 7 8) (2 5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9268 { - ((1 2 3 4 6 7 8) (5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9269 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9270 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9271 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 1 3 8 6 4 2 5). -} - -_:bng_9272 { - [] rdf:value 8; :queens (7 1 3 8 6 4 2 5). -} - -_:bng_9273 { - (2 5) list:firstRest (2 (5)). - (2 5) math:sum 7. -} - -_:bng_9274 { - (7 5) :attack3 (2 5). -} - -_:bng_9275 { - (4 2 5) list:firstRest (4 (2 5)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 5). -} - -_:bng_9276 { - (7 4) :attack3 (4 2 5). -} - -_:bng_9277 { - (6 4 2 5) list:firstRest (6 (4 2 5)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 2 5). -} - -_:bng_9278 { - (7 3) :attack3 (6 4 2 5). -} - -_:bng_9279 { - (8 6 4 2 5) list:firstRest (8 (6 4 2 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 4 2 5). -} - -_:bng_9280 { - (7 2) :attack3 (8 6 4 2 5). -} - -_:bng_9281 { - (3 8 6 4 2 5) list:firstRest (3 (8 6 4 2 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 6 4 2 5). -} - -_:bng_9282 { - (7 1) :attack3 (3 8 6 4 2 5). -} - -_:bng_9283 { - [] rdf:value 7; :attack (3 8 6 4 2 5). -} - -_:bng_9284 { - (8 6 4 2 5) list:firstRest (8 (6 4 2 5)). - (8 1) math:difference 7. -} - -_:bng_9285 { - (7 1) :attack3 (8 6 4 2 5). -} - -_:bng_9286 { - [] rdf:value 7; :attack (8 6 4 2 5). -} - -_:bng_9287 { - (7 4 2 5) list:firstRest (7 (4 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 5). -} - -_:bng_9288 { - (1 1) :attack3 (7 4 2 5). -} - -_:bng_9289 { - [] rdf:value 1; :attack (7 4 2 5). -} - -_:bng_9290 { - (7 4 2 5) list:firstRest (7 (4 2 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 5). -} - -_:bng_9291 { - (1 2) :attack3 (7 4 2 5). -} - -_:bng_9292 { - (3 7 4 2 5) list:firstRest (3 (7 4 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 2 5). -} - -_:bng_9293 { - (1 1) :attack3 (3 7 4 2 5). -} - -_:bng_9294 { - [] rdf:value 1; :attack (3 7 4 2 5). -} - -_:bng_9295 { - (7 4 2 5) list:firstRest (7 (4 2 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2 5). -} - -_:bng_9296 { - (6 2) :attack3 (7 4 2 5). -} - -_:bng_9297 { - (3 7 4 2 5) list:firstRest (3 (7 4 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 2 5). -} - -_:bng_9298 { - (6 1) :attack3 (3 7 4 2 5). -} - -_:bng_9299 { - [] rdf:value 6; :attack (3 7 4 2 5). -} - -_:bng_9300 { - (3 7 4 2 5) list:firstRest (3 (7 4 2 5)). - (3 2) math:difference 1. -} - -_:bng_9301 { - (1 2) :attack3 (3 7 4 2 5). -} - -_:bng_9302 { - (8 3 7 4 2 5) list:firstRest (8 (3 7 4 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 4 2 5). -} - -_:bng_9303 { - (1 1) :attack3 (8 3 7 4 2 5). -} - -_:bng_9304 { - [] rdf:value 1; :attack (8 3 7 4 2 5). -} - -_:bng_9305 { - (1) list:select (1 ()). - (_:bng_17956 false true) log:ifThenElseIn (() 1). - (1 6 8 3 7 4 2 5) list:firstRest (1 (6 8 3 7 4 2 5)). - (() (1 6 8 3 7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9306 { - ((1) (6 8 3 7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9307 { - (1 6) list:select (6 (1)). - (_:bng_17957 false true) log:ifThenElseIn (() 1). - (6 8 3 7 4 2 5) list:firstRest (6 (8 3 7 4 2 5)). - ((1) (6 8 3 7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9308 { - ((1 6) (8 3 7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9309 { - (1 6 8) list:select (8 (1 6)). - (_:bng_17958 false true) log:ifThenElseIn (() 1). - (8 3 7 4 2 5) list:firstRest (8 (3 7 4 2 5)). - ((1 6) (8 3 7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9310 { - ((1 6 8) (3 7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9311 { - (1 3 6 8) list:select (3 (1 6 8)). - (_:bng_17959 false true) log:ifThenElseIn (() 1). - (3 7 4 2 5) list:firstRest (3 (7 4 2 5)). - ((1 6 8) (3 7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9312 { - ((1 3 6 8) (7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9313 { - (1 3 6 7 8) list:select (7 (1 3 6 8)). - (_:bng_17960 false true) log:ifThenElseIn (() 1). - (7 4 2 5) list:firstRest (7 (4 2 5)). - ((1 3 6 8) (7 4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9314 { - ((1 3 6 7 8) (4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9315 { - (1 3 4 6 7 8) list:select (4 (1 3 6 7 8)). - (_:bng_17954 false true) log:ifThenElseIn (() 1). - (4 2 5) list:firstRest (4 (2 5)). - ((1 3 6 7 8) (4 2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9316 { - ((1 3 4 6 7 8) (2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9317 { - (1 2 3 4 6 7 8) list:select (2 (1 3 4 6 7 8)). - (_:bng_17955 false true) log:ifThenElseIn (() 1). - (2 5) list:firstRest (2 (5)). - ((1 3 4 6 7 8) (2 5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9318 { - ((1 2 3 4 6 7 8) (5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9319 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9320 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9321 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (1 6 8 3 7 4 2 5). -} - -_:bng_9322 { - [] rdf:value 8; :queens (1 6 8 3 7 4 2 5). -} - -_:bng_9323 { - (7 4 2 5) list:firstRest (7 (4 2 5)). - (7 1) math:difference 6. -} - -_:bng_9324 { - (6 1) :attack3 (7 4 2 5). -} - -_:bng_9325 { - [] rdf:value 6; :attack (7 4 2 5). -} - -_:bng_9326 { - (7 4 2 5) list:firstRest (7 (4 2 5)). - (7 1) math:sum 8. -} - -_:bng_9327 { - (8 1) :attack3 (7 4 2 5). -} - -_:bng_9328 { - [] rdf:value 8; :attack (7 4 2 5). -} - -_:bng_9329 { - (2 5) list:firstRest (2 (5)). - (2 1) math:sum 3 . - (8 3) :attack3 (5). -} - -_:bng_9330 { - (8 2) :attack3 (2 5). -} - -_:bng_9331 { - (4 2 5) list:firstRest (4 (2 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5). -} - -_:bng_9332 { - (8 1) :attack3 (4 2 5). -} - -_:bng_9333 { - [] rdf:value 8; :attack (4 2 5). -} - -_:bng_9334 { - (3 1 6 2 5) list:firstRest (3 (1 6 2 5)). - (3 1) math:sum 4. -} - -_:bng_9335 { - (4 1) :attack3 (3 1 6 2 5). -} - -_:bng_9336 { - [] rdf:value 4; :attack (3 1 6 2 5). -} - -_:bng_9337 { - (1 6 2 5) list:firstRest (1 (6 2 5)). - (1 3) math:sum 4. -} - -_:bng_9338 { - (4 3) :attack3 (1 6 2 5). -} - -_:bng_9339 { - (3 1 6 2 5) list:firstRest (3 (1 6 2 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6 2 5). -} - -_:bng_9340 { - (4 2) :attack3 (3 1 6 2 5). -} - -_:bng_9341 { - (7 3 1 6 2 5) list:firstRest (7 (3 1 6 2 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6 2 5). -} - -_:bng_9342 { - (4 1) :attack3 (7 3 1 6 2 5). -} - -_:bng_9343 { - [] rdf:value 4; :attack (7 3 1 6 2 5). -} - -_:bng_9344 { - (7 3 1 6 2 5) list:firstRest (7 (3 1 6 2 5)). - (7 1) math:sum 8. -} - -_:bng_9345 { - (8 1) :attack3 (7 3 1 6 2 5). -} - -_:bng_9346 { - [] rdf:value 8; :attack (7 3 1 6 2 5). -} - -_:bng_9347 { - (8 3 1 6 2 5) list:firstRest (8 (3 1 6 2 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6 2 5). -} - -_:bng_9348 { - (4 1) :attack3 (8 3 1 6 2 5). -} - -_:bng_9349 { - [] rdf:value 4; :attack (8 3 1 6 2 5). -} - -_:bng_9350 { - (8 3 1 6 2 5) list:firstRest (8 (3 1 6 2 5)). - (8 1) math:difference 7. -} - -_:bng_9351 { - (7 1) :attack3 (8 3 1 6 2 5). -} - -_:bng_9352 { - [] rdf:value 7; :attack (8 3 1 6 2 5). -} - -_:bng_9353 { - (6 2 5) list:firstRest (6 (2 5)). - (6 2) math:difference 4. -} - -_:bng_9354 { - (4 2) :attack3 (6 2 5). -} - -_:bng_9355 { - (1 6 2 5) list:firstRest (1 (6 2 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2 5). -} - -_:bng_9356 { - (4 1) :attack3 (1 6 2 5). -} - -_:bng_9357 { - [] rdf:value 4; :attack (1 6 2 5). -} - -_:bng_9358 { - (1 6 2 5) list:firstRest (1 (6 2 5)). - (1 2) math:sum 3. -} - -_:bng_9359 { - (3 2) :attack3 (1 6 2 5). -} - -_:bng_9360 { - (7 1 6 2 5) list:firstRest (7 (1 6 2 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 2 5). -} - -_:bng_9361 { - (3 1) :attack3 (7 1 6 2 5). -} - -_:bng_9362 { - [] rdf:value 3; :attack (7 1 6 2 5). -} - -_:bng_9363 { - (4 7 1 6 2 5) list:firstRest (4 (7 1 6 2 5)). - (4 1) math:difference 3. -} - -_:bng_9364 { - (3 1) :attack3 (4 7 1 6 2 5). -} - -_:bng_9365 { - [] rdf:value 3; :attack (4 7 1 6 2 5). -} - -_:bng_9366 { - (3) list:select (3 ()). - (_:bng_17961 false true) log:ifThenElseIn (() 1). - (3 8 4 7 1 6 2 5) list:firstRest (3 (8 4 7 1 6 2 5)). - (() (3 8 4 7 1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9367 { - ((3) (8 4 7 1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9368 { - (3 8) list:select (8 (3)). - (_:bng_17962 false true) log:ifThenElseIn (() 1). - (8 4 7 1 6 2 5) list:firstRest (8 (4 7 1 6 2 5)). - ((3) (8 4 7 1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9369 { - ((3 8) (4 7 1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9370 { - (3 4 8) list:select (4 (3 8)). - (_:bng_17963 false true) log:ifThenElseIn (() 1). - (4 7 1 6 2 5) list:firstRest (4 (7 1 6 2 5)). - ((3 8) (4 7 1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9371 { - ((3 4 8) (7 1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9372 { - (3 4 7 8) list:select (7 (3 4 8)). - (_:bng_17964 false true) log:ifThenElseIn (() 1). - (7 1 6 2 5) list:firstRest (7 (1 6 2 5)). - ((3 4 8) (7 1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9373 { - ((3 4 7 8) (1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9374 { - (1 3 4 7 8) list:select (1 (3 4 7 8)). - (_:bng_17965 false true) log:ifThenElseIn (() 1). - (1 6 2 5) list:firstRest (1 (6 2 5)). - ((3 4 7 8) (1 6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9375 { - ((1 3 4 7 8) (6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9376 { - (1 3 4 6 7 8) list:select (6 (1 3 4 7 8)). - (_:bng_17966 false true) log:ifThenElseIn (() 1). - (6 2 5) list:firstRest (6 (2 5)). - ((1 3 4 7 8) (6 2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9377 { - ((1 3 4 6 7 8) (2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9378 { - (1 2 3 4 6 7 8) list:select (2 (1 3 4 6 7 8)). - (_:bng_17955 false true) log:ifThenElseIn (() 1). - (2 5) list:firstRest (2 (5)). - ((1 3 4 6 7 8) (2 5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9379 { - ((1 2 3 4 6 7 8) (5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9380 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9381 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9382 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 8 4 7 1 6 2 5). -} - -_:bng_9383 { - [] rdf:value 8; :queens (3 8 4 7 1 6 2 5). -} - -_:bng_9384 { - (7 1 6 2 5) list:firstRest (7 (1 6 2 5)). - (7 1) math:sum 8. -} - -_:bng_9385 { - (8 1) :attack3 (7 1 6 2 5). -} - -_:bng_9386 { - [] rdf:value 8; :attack (7 1 6 2 5). -} - -_:bng_9387 { - (6 2 5) list:firstRest (6 (2 5)). - (6 2) math:sum 8. -} - -_:bng_9388 { - (8 2) :attack3 (6 2 5). -} - -_:bng_9389 { - (1 6 2 5) list:firstRest (1 (6 2 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 5). -} - -_:bng_9390 { - (8 1) :attack3 (1 6 2 5). -} - -_:bng_9391 { - [] rdf:value 8; :attack (1 6 2 5). -} - -_:bng_9392 { - (6 2 5) list:firstRest (6 (2 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5). -} - -_:bng_9393 { - (1 2) :attack3 (6 2 5). -} - -_:bng_9394 { - (3 6 2 5) list:firstRest (3 (6 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 2 5). -} - -_:bng_9395 { - (1 1) :attack3 (3 6 2 5). -} - -_:bng_9396 { - [] rdf:value 1; :attack (3 6 2 5). -} - -_:bng_9397 { - (3 6 2 5) list:firstRest (3 (6 2 5)). - (3 1) math:sum 4. -} - -_:bng_9398 { - (4 1) :attack3 (3 6 2 5). -} - -_:bng_9399 { - [] rdf:value 4; :attack (3 6 2 5). -} - -_:bng_9400 { - (3 6 2 5) list:firstRest (3 (6 2 5)). - (3 2) math:difference 1. -} - -_:bng_9401 { - (1 2) :attack3 (3 6 2 5). -} - -_:bng_9402 { - (7 3 6 2 5) list:firstRest (7 (3 6 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 2 5). -} - -_:bng_9403 { - (1 1) :attack3 (7 3 6 2 5). -} - -_:bng_9404 { - [] rdf:value 1; :attack (7 3 6 2 5). -} - -_:bng_9405 { - (2 5) list:firstRest (2 (5)). - (2 6) math:sum 8. -} - -_:bng_9406 { - (8 6) :attack3 (2 5). -} - -_:bng_9407 { - (6 2 5) list:firstRest (6 (2 5)). - (5 1) math:sum 6 . - (8 6) :attack3 (2 5). -} - -_:bng_9408 { - (8 5) :attack3 (6 2 5). -} - -_:bng_9409 { - (3 6 2 5) list:firstRest (3 (6 2 5)). - (4 1) math:sum 5 . - (8 5) :attack3 (6 2 5). -} - -_:bng_9410 { - (8 4) :attack3 (3 6 2 5). -} - -_:bng_9411 { - (7 3 6 2 5) list:firstRest (7 (3 6 2 5)). - (3 1) math:sum 4 . - (8 4) :attack3 (3 6 2 5). -} - -_:bng_9412 { - (8 3) :attack3 (7 3 6 2 5). -} - -_:bng_9413 { - (4 7 3 6 2 5) list:firstRest (4 (7 3 6 2 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 3 6 2 5). -} - -_:bng_9414 { - (8 2) :attack3 (4 7 3 6 2 5). -} - -_:bng_9415 { - (1 4 7 3 6 2 5) list:firstRest (1 (4 7 3 6 2 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 3 6 2 5). -} - -_:bng_9416 { - (8 1) :attack3 (1 4 7 3 6 2 5). -} - -_:bng_9417 { - [] rdf:value 8; :attack (1 4 7 3 6 2 5). -} - -_:bng_9418 { - (6 2 5) list:firstRest (6 (2 5)). - (6 5) math:difference 1. -} - -_:bng_9419 { - (1 5) :attack3 (6 2 5). -} - -_:bng_9420 { - (3 6 2 5) list:firstRest (3 (6 2 5)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 2 5). -} - -_:bng_9421 { - (1 4) :attack3 (3 6 2 5). -} - -_:bng_9422 { - (7 3 6 2 5) list:firstRest (7 (3 6 2 5)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 6 2 5). -} - -_:bng_9423 { - (1 3) :attack3 (7 3 6 2 5). -} - -_:bng_9424 { - (4 7 3 6 2 5) list:firstRest (4 (7 3 6 2 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 3 6 2 5). -} - -_:bng_9425 { - (1 2) :attack3 (4 7 3 6 2 5). -} - -_:bng_9426 { - (8 4 7 3 6 2 5) list:firstRest (8 (4 7 3 6 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 7 3 6 2 5). -} - -_:bng_9427 { - (1 1) :attack3 (8 4 7 3 6 2 5). -} - -_:bng_9428 { - [] rdf:value 1; :attack (8 4 7 3 6 2 5). -} - -_:bng_9429 { - (7 3 6 2 5) list:firstRest (7 (3 6 2 5)). - (7 1) math:sum 8. -} - -_:bng_9430 { - (8 1) :attack3 (7 3 6 2 5). -} - -_:bng_9431 { - [] rdf:value 8; :attack (7 3 6 2 5). -} - -_:bng_9432 { - (3 6 2 5) list:firstRest (3 (6 2 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 5). -} - -_:bng_9433 { - (8 1) :attack3 (3 6 2 5). -} - -_:bng_9434 { - [] rdf:value 8; :attack (3 6 2 5). -} - -_:bng_9435 { - (2 5) list:firstRest (2 (5)). - (2 2) math:sum 4. -} - -_:bng_9436 { - (4 2) :attack3 (2 5). -} - -_:bng_9437 { - (6 2 5) list:firstRest (6 (2 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5). -} - -_:bng_9438 { - (4 1) :attack3 (6 2 5). -} - -_:bng_9439 { - [] rdf:value 4; :attack (6 2 5). -} - -_:bng_9440 { - (6 2 5) list:firstRest (6 (2 5)). - (6 1) math:sum 7. -} - -_:bng_9441 { - (7 1) :attack3 (6 2 5). -} - -_:bng_9442 { - [] rdf:value 7; :attack (6 2 5). -} - -_:bng_9443 { - (6 2 5) list:firstRest (6 (2 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5). -} - -_:bng_9444 { - (8 1) :attack3 (6 2 5). -} - -_:bng_9445 { - [] rdf:value 8; :attack (6 2 5). -} - -_:bng_9446 { - (2 5) list:firstRest (2 (5)). - (1 1) math:sum 2 . - (7 2) :attack3 (5). -} - -_:bng_9447 { - (7 1) :attack3 (2 5). -} - -_:bng_9448 { - [] rdf:value 7; :attack (2 5). -} - -_:bng_9449 { - (3 1 8 2 5) list:firstRest (3 (1 8 2 5)). - (3 1) math:sum 4. -} - -_:bng_9450 { - (4 1) :attack3 (3 1 8 2 5). -} - -_:bng_9451 { - [] rdf:value 4; :attack (3 1 8 2 5). -} - -_:bng_9452 { - (8 2 5) list:firstRest (8 (2 5)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 5). -} - -_:bng_9453 { - (6 3) :attack3 (8 2 5). -} - -_:bng_9454 { - (1 8 2 5) list:firstRest (1 (8 2 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 5). -} - -_:bng_9455 { - (6 2) :attack3 (1 8 2 5). -} - -_:bng_9456 { - (3 1 8 2 5) list:firstRest (3 (1 8 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2 5). -} - -_:bng_9457 { - (6 1) :attack3 (3 1 8 2 5). -} - -_:bng_9458 { - [] rdf:value 6; :attack (3 1 8 2 5). -} - -_:bng_9459 { - (1 8 2 5) list:firstRest (1 (8 2 5)). - (1 3) math:sum 4. -} - -_:bng_9460 { - (4 3) :attack3 (1 8 2 5). -} - -_:bng_9461 { - (3 1 8 2 5) list:firstRest (3 (1 8 2 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8 2 5). -} - -_:bng_9462 { - (4 2) :attack3 (3 1 8 2 5). -} - -_:bng_9463 { - (7 3 1 8 2 5) list:firstRest (7 (3 1 8 2 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 8 2 5). -} - -_:bng_9464 { - (4 1) :attack3 (7 3 1 8 2 5). -} - -_:bng_9465 { - [] rdf:value 4; :attack (7 3 1 8 2 5). -} - -_:bng_9466 { - (7 3 1 8 2 5) list:firstRest (7 (3 1 8 2 5)). - (7 1) math:difference 6. -} - -_:bng_9467 { - (6 1) :attack3 (7 3 1 8 2 5). -} - -_:bng_9468 { - [] rdf:value 6; :attack (7 3 1 8 2 5). -} - -_:bng_9469 { - (4 1 8 2 5) list:firstRest (4 (1 8 2 5)). - (4 1) math:difference 3. -} - -_:bng_9470 { - (3 1) :attack3 (4 1 8 2 5). -} - -_:bng_9471 { - [] rdf:value 3; :attack (4 1 8 2 5). -} - -_:bng_9472 { - (4 1 8 2 5) list:firstRest (4 (1 8 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2 5). -} - -_:bng_9473 { - (6 1) :attack3 (4 1 8 2 5). -} - -_:bng_9474 { - [] rdf:value 6; :attack (4 1 8 2 5). -} - -_:bng_9475 { - (6) list:select (6 ()). - (_:bng_17967 false true) log:ifThenElseIn (() 1). - (6 3 7 4 1 8 2 5) list:firstRest (6 (3 7 4 1 8 2 5)). - (() (6 3 7 4 1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9476 { - ((6) (3 7 4 1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9477 { - (3 6) list:select (3 (6)). - (_:bng_17968 false true) log:ifThenElseIn (() 1). - (3 7 4 1 8 2 5) list:firstRest (3 (7 4 1 8 2 5)). - ((6) (3 7 4 1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9478 { - ((3 6) (7 4 1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9479 { - (3 6 7) list:select (7 (3 6)). - (_:bng_17969 false true) log:ifThenElseIn (() 1). - (7 4 1 8 2 5) list:firstRest (7 (4 1 8 2 5)). - ((3 6) (7 4 1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9480 { - ((3 6 7) (4 1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9481 { - (3 4 6 7) list:select (4 (3 6 7)). - (_:bng_17970 false true) log:ifThenElseIn (() 1). - (4 1 8 2 5) list:firstRest (4 (1 8 2 5)). - ((3 6 7) (4 1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9482 { - ((3 4 6 7) (1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9483 { - (1 3 4 6 7) list:select (1 (3 4 6 7)). - (_:bng_17971 false true) log:ifThenElseIn (() 1). - (1 8 2 5) list:firstRest (1 (8 2 5)). - ((3 4 6 7) (1 8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9484 { - ((1 3 4 6 7) (8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9485 { - (1 3 4 6 7 8) list:select (8 (1 3 4 6 7)). - (_:bng_17972 false true) log:ifThenElseIn (() 1). - (8 2 5) list:firstRest (8 (2 5)). - ((1 3 4 6 7) (8 2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9486 { - ((1 3 4 6 7 8) (2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9487 { - (1 2 3 4 6 7 8) list:select (2 (1 3 4 6 7 8)). - (_:bng_17955 false true) log:ifThenElseIn (() 1). - (2 5) list:firstRest (2 (5)). - ((1 3 4 6 7 8) (2 5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9488 { - ((1 2 3 4 6 7 8) (5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9489 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9490 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9491 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 7 4 1 8 2 5). -} - -_:bng_9492 { - [] rdf:value 8; :queens (6 3 7 4 1 8 2 5). -} - -_:bng_9493 { - (7 4 1 8 2 5) list:firstRest (7 (4 1 8 2 5)). - (7 1) math:difference 6. -} - -_:bng_9494 { - (6 1) :attack3 (7 4 1 8 2 5). -} - -_:bng_9495 { - [] rdf:value 6; :attack (7 4 1 8 2 5). -} - -_:bng_9496 { - (8 2 5) list:firstRest (8 (2 5)). - (8 2) math:difference 6. -} - -_:bng_9497 { - (6 2) :attack3 (8 2 5). -} - -_:bng_9498 { - (1 8 2 5) list:firstRest (1 (8 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 5). -} - -_:bng_9499 { - (6 1) :attack3 (1 8 2 5). -} - -_:bng_9500 { - [] rdf:value 6; :attack (1 8 2 5). -} - -_:bng_9501 { - (1 8 2 5) list:firstRest (1 (8 2 5)). - (1 2) math:sum 3. -} - -_:bng_9502 { - (3 2) :attack3 (1 8 2 5). -} - -_:bng_9503 { - (7 1 8 2 5) list:firstRest (7 (1 8 2 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 2 5). -} - -_:bng_9504 { - (3 1) :attack3 (7 1 8 2 5). -} - -_:bng_9505 { - [] rdf:value 3; :attack (7 1 8 2 5). -} - -_:bng_9506 { - (4 7 1 8 2 5) list:firstRest (4 (7 1 8 2 5)). - (4 1) math:difference 3. -} - -_:bng_9507 { - (3 1) :attack3 (4 7 1 8 2 5). -} - -_:bng_9508 { - [] rdf:value 3; :attack (4 7 1 8 2 5). -} - -_:bng_9509 { - (8 2 5) list:firstRest (8 (2 5)). - (8 5) math:difference 3. -} - -_:bng_9510 { - (3 5) :attack3 (8 2 5). -} - -_:bng_9511 { - (1 8 2 5) list:firstRest (1 (8 2 5)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 2 5). -} - -_:bng_9512 { - (3 4) :attack3 (1 8 2 5). -} - -_:bng_9513 { - (7 1 8 2 5) list:firstRest (7 (1 8 2 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8 2 5). -} - -_:bng_9514 { - (3 3) :attack3 (7 1 8 2 5). -} - -_:bng_9515 { - (4 7 1 8 2 5) list:firstRest (4 (7 1 8 2 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 1 8 2 5). -} - -_:bng_9516 { - (3 2) :attack3 (4 7 1 8 2 5). -} - -_:bng_9517 { - (6 4 7 1 8 2 5) list:firstRest (6 (4 7 1 8 2 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 1 8 2 5). -} - -_:bng_9518 { - (3 1) :attack3 (6 4 7 1 8 2 5). -} - -_:bng_9519 { - [] rdf:value 3; :attack (6 4 7 1 8 2 5). -} - -_:bng_9520 { - (7 1 8 2 5) list:firstRest (7 (1 8 2 5)). - (7 1) math:difference 6. -} - -_:bng_9521 { - (6 1) :attack3 (7 1 8 2 5). -} - -_:bng_9522 { - [] rdf:value 6; :attack (7 1 8 2 5). -} - -_:bng_9523 { - (8 2 5) list:firstRest (8 (2 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5). -} - -_:bng_9524 { - (1 2) :attack3 (8 2 5). -} - -_:bng_9525 { - (3 8 2 5) list:firstRest (3 (8 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 2 5). -} - -_:bng_9526 { - (1 1) :attack3 (3 8 2 5). -} - -_:bng_9527 { - [] rdf:value 1; :attack (3 8 2 5). -} - -_:bng_9528 { - (3 8 2 5) list:firstRest (3 (8 2 5)). - (3 1) math:sum 4. -} - -_:bng_9529 { - (4 1) :attack3 (3 8 2 5). -} - -_:bng_9530 { - [] rdf:value 4; :attack (3 8 2 5). -} - -_:bng_9531 { - (3 8 2 5) list:firstRest (3 (8 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 5). -} - -_:bng_9532 { - (6 1) :attack3 (3 8 2 5). -} - -_:bng_9533 { - [] rdf:value 6; :attack (3 8 2 5). -} - -_:bng_9534 { - (3 8 2 5) list:firstRest (3 (8 2 5)). - (3 2) math:difference 1. -} - -_:bng_9535 { - (1 2) :attack3 (3 8 2 5). -} - -_:bng_9536 { - (7 3 8 2 5) list:firstRest (7 (3 8 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 2 5). -} - -_:bng_9537 { - (1 1) :attack3 (7 3 8 2 5). -} - -_:bng_9538 { - [] rdf:value 1; :attack (7 3 8 2 5). -} - -_:bng_9539 { - (4 7 3 8 2 5) list:firstRest (4 (7 3 8 2 5)). - (4 2) math:sum 6. -} - -_:bng_9540 { - (6 2) :attack3 (4 7 3 8 2 5). -} - -_:bng_9541 { - (1 4 7 3 8 2 5) list:firstRest (1 (4 7 3 8 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 3 8 2 5). -} - -_:bng_9542 { - (6 1) :attack3 (1 4 7 3 8 2 5). -} - -_:bng_9543 { - [] rdf:value 6; :attack (1 4 7 3 8 2 5). -} - -_:bng_9544 { - (3 8 2 5) list:firstRest (3 (8 2 5)). - (3 3) math:sum 6. -} - -_:bng_9545 { - (6 3) :attack3 (3 8 2 5). -} - -_:bng_9546 { - (7 3 8 2 5) list:firstRest (7 (3 8 2 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 8 2 5). -} - -_:bng_9547 { - (6 2) :attack3 (7 3 8 2 5). -} - -_:bng_9548 { - (4 7 3 8 2 5) list:firstRest (4 (7 3 8 2 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3 8 2 5). -} - -_:bng_9549 { - (6 1) :attack3 (4 7 3 8 2 5). -} - -_:bng_9550 { - [] rdf:value 6; :attack (4 7 3 8 2 5). -} - -_:bng_9551 { - (7 3 8 2 5) list:firstRest (7 (3 8 2 5)). - (7 1) math:difference 6. -} - -_:bng_9552 { - (6 1) :attack3 (7 3 8 2 5). -} - -_:bng_9553 { - [] rdf:value 6; :attack (7 3 8 2 5). -} - -_:bng_9554 { - (8 2 5) list:firstRest (8 (2 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5). -} - -_:bng_9555 { - (4 1) :attack3 (8 2 5). -} - -_:bng_9556 { - [] rdf:value 4; :attack (8 2 5). -} - -_:bng_9557 { - (6 8 2 5) list:firstRest (6 (8 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 2 5). -} - -_:bng_9558 { - (1 1) :attack3 (6 8 2 5). -} - -_:bng_9559 { - [] rdf:value 1; :attack (6 8 2 5). -} - -_:bng_9560 { - (8 2 5) list:firstRest (8 (2 5)). - (8 4) math:difference 4. -} - -_:bng_9561 { - (4 4) :attack3 (8 2 5). -} - -_:bng_9562 { - (6 8 2 5) list:firstRest (6 (8 2 5)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 2 5). -} - -_:bng_9563 { - (4 3) :attack3 (6 8 2 5). -} - -_:bng_9564 { - (3 6 8 2 5) list:firstRest (3 (6 8 2 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8 2 5). -} - -_:bng_9565 { - (4 2) :attack3 (3 6 8 2 5). -} - -_:bng_9566 { - (1 3 6 8 2 5) list:firstRest (1 (3 6 8 2 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8 2 5). -} - -_:bng_9567 { - (4 1) :attack3 (1 3 6 8 2 5). -} - -_:bng_9568 { - [] rdf:value 4; :attack (1 3 6 8 2 5). -} - -_:bng_9569 { - (8 2 5) list:firstRest (8 (2 5)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 5). -} - -_:bng_9570 { - (7 4) :attack3 (8 2 5). -} - -_:bng_9571 { - (6 8 2 5) list:firstRest (6 (8 2 5)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 2 5). -} - -_:bng_9572 { - (7 3) :attack3 (6 8 2 5). -} - -_:bng_9573 { - (3 6 8 2 5) list:firstRest (3 (6 8 2 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 2 5). -} - -_:bng_9574 { - (7 2) :attack3 (3 6 8 2 5). -} - -_:bng_9575 { - (1 3 6 8 2 5) list:firstRest (1 (3 6 8 2 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 6 8 2 5). -} - -_:bng_9576 { - (7 1) :attack3 (1 3 6 8 2 5). -} - -_:bng_9577 { - [] rdf:value 7; :attack (1 3 6 8 2 5). -} - -_:bng_9578 { - (3 6 8 2 5) list:firstRest (3 (6 8 2 5)). - (3 1) math:sum 4. -} - -_:bng_9579 { - (4 1) :attack3 (3 6 8 2 5). -} - -_:bng_9580 { - [] rdf:value 4; :attack (3 6 8 2 5). -} - -_:bng_9581 { - (3 6 8 2 5) list:firstRest (3 (6 8 2 5)). - (3 2) math:difference 1. -} - -_:bng_9582 { - (1 2) :attack3 (3 6 8 2 5). -} - -_:bng_9583 { - (7 3 6 8 2 5) list:firstRest (7 (3 6 8 2 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 8 2 5). -} - -_:bng_9584 { - (1 1) :attack3 (7 3 6 8 2 5). -} - -_:bng_9585 { - [] rdf:value 1; :attack (7 3 6 8 2 5). -} - -_:bng_9586 { - (7 3 6 8 2 5) list:firstRest (7 (3 6 8 2 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8 2 5). -} - -_:bng_9587 { - (4 1) :attack3 (7 3 6 8 2 5). -} - -_:bng_9588 { - [] rdf:value 4; :attack (7 3 6 8 2 5). -} - -_:bng_9589 { - (6 8 2 5) list:firstRest (6 (8 2 5)). - (6 3) math:difference 3. -} - -_:bng_9590 { - (3 3) :attack3 (6 8 2 5). -} - -_:bng_9591 { - (4 6 8 2 5) list:firstRest (4 (6 8 2 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8 2 5). -} - -_:bng_9592 { - (3 2) :attack3 (4 6 8 2 5). -} - -_:bng_9593 { - (1 4 6 8 2 5) list:firstRest (1 (4 6 8 2 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8 2 5). -} - -_:bng_9594 { - (3 1) :attack3 (1 4 6 8 2 5). -} - -_:bng_9595 { - [] rdf:value 3; :attack (1 4 6 8 2 5). -} - -_:bng_9596 { - (4 6 8 2 5) list:firstRest (4 (6 8 2 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 8 2 5). -} - -_:bng_9597 { - (7 2) :attack3 (4 6 8 2 5). -} - -_:bng_9598 { - (1 4 6 8 2 5) list:firstRest (1 (4 6 8 2 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 6 8 2 5). -} - -_:bng_9599 { - (7 1) :attack3 (1 4 6 8 2 5). -} - -_:bng_9600 { - [] rdf:value 7; :attack (1 4 6 8 2 5). -} - -_:bng_9601 { - (4 6 8 2 5) list:firstRest (4 (6 8 2 5)). - (4 1) math:difference 3. -} - -_:bng_9602 { - (3 1) :attack3 (4 6 8 2 5). -} - -_:bng_9603 { - [] rdf:value 3; :attack (4 6 8 2 5). -} - -_:bng_9604 { - (6 8 2 5) list:firstRest (6 (8 2 5)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 2 5). -} - -_:bng_9605 { - (3 4) :attack3 (6 8 2 5). -} - -_:bng_9606 { - (4 6 8 2 5) list:firstRest (4 (6 8 2 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8 2 5). -} - -_:bng_9607 { - (3 3) :attack3 (4 6 8 2 5). -} - -_:bng_9608 { - (7 4 6 8 2 5) list:firstRest (7 (4 6 8 2 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 6 8 2 5). -} - -_:bng_9609 { - (3 2) :attack3 (7 4 6 8 2 5). -} - -_:bng_9610 { - (1 7 4 6 8 2 5) list:firstRest (1 (7 4 6 8 2 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 6 8 2 5). -} - -_:bng_9611 { - (3 1) :attack3 (1 7 4 6 8 2 5). -} - -_:bng_9612 { - [] rdf:value 3; :attack (1 7 4 6 8 2 5). -} - -_:bng_9613 { - (7 4 6 8 2 5) list:firstRest (7 (4 6 8 2 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8 2 5). -} - -_:bng_9614 { - (3 1) :attack3 (7 4 6 8 2 5). -} - -_:bng_9615 { - [] rdf:value 3; :attack (7 4 6 8 2 5). -} - -_:bng_9616 { - (6 8 2 5) list:firstRest (6 (8 2 5)). - (6 1) math:sum 7. -} - -_:bng_9617 { - (7 1) :attack3 (6 8 2 5). -} - -_:bng_9618 { - [] rdf:value 7; :attack (6 8 2 5). -} - -_:bng_9619 { - (8 2 5) list:firstRest (8 (2 5)). - (8 1) math:difference 7. -} - -_:bng_9620 { - (7 1) :attack3 (8 2 5). -} - -_:bng_9621 { - [] rdf:value 7; :attack (8 2 5). -} - -_:bng_9622 { - (1 3 5) list:firstRest (1 (3 5)). - (1 1) math:sum 2. -} - -_:bng_9623 { - (2 1) :attack3 (1 3 5). -} - -_:bng_9624 { - [] rdf:value 2; :attack (1 3 5). -} - -_:bng_9625 { - (4 1 3 5) list:firstRest (4 (1 3 5)). - (4 2) math:sum 6. -} - -_:bng_9626 { - (6 2) :attack3 (4 1 3 5). -} - -_:bng_9627 { - (2 4 1 3 5) list:firstRest (2 (4 1 3 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 3 5). -} - -_:bng_9628 { - (6 1) :attack3 (2 4 1 3 5). -} - -_:bng_9629 { - [] rdf:value 6; :attack (2 4 1 3 5). -} - -_:bng_9630 { - (3 5) list:firstRest (3 (5)). - (3 4) math:sum 7. -} - -_:bng_9631 { - (7 4) :attack3 (3 5). -} - -_:bng_9632 { - (1 3 5) list:firstRest (1 (3 5)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 5). -} - -_:bng_9633 { - (7 3) :attack3 (1 3 5). -} - -_:bng_9634 { - (4 1 3 5) list:firstRest (4 (1 3 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 5). -} - -_:bng_9635 { - (7 2) :attack3 (4 1 3 5). -} - -_:bng_9636 { - (2 4 1 3 5) list:firstRest (2 (4 1 3 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 1 3 5). -} - -_:bng_9637 { - (7 1) :attack3 (2 4 1 3 5). -} - -_:bng_9638 { - [] rdf:value 7; :attack (2 4 1 3 5). -} - -_:bng_9639 { - (6 8 2 4 1 3 5) list:firstRest (6 (8 2 4 1 3 5)). - (6 1) math:sum 7. -} - -_:bng_9640 { - (7 1) :attack3 (6 8 2 4 1 3 5). -} - -_:bng_9641 { - [] rdf:value 7; :attack (6 8 2 4 1 3 5). -} - -_:bng_9642 { - (8 2 4 1 3 5) list:firstRest (8 (2 4 1 3 5)). - (8 1) math:difference 7. -} - -_:bng_9643 { - (7 1) :attack3 (8 2 4 1 3 5). -} - -_:bng_9644 { - [] rdf:value 7; :attack (8 2 4 1 3 5). -} - -_:bng_9645 { - (3 5) list:firstRest (3 (5)). - (3 3) math:sum 6. -} - -_:bng_9646 { - (6 3) :attack3 (3 5). -} - -_:bng_9647 { - (1 3 5) list:firstRest (1 (3 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 5). -} - -_:bng_9648 { - (6 2) :attack3 (1 3 5). -} - -_:bng_9649 { - (4 1 3 5) list:firstRest (4 (1 3 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 5). -} - -_:bng_9650 { - (6 1) :attack3 (4 1 3 5). -} - -_:bng_9651 { - [] rdf:value 6; :attack (4 1 3 5). -} - -_:bng_9652 { - (4 1 3 5) list:firstRest (4 (1 3 5)). - (4 2) math:difference 2. -} - -_:bng_9653 { - (2 2) :attack3 (4 1 3 5). -} - -_:bng_9654 { - (7 4 1 3 5) list:firstRest (7 (4 1 3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3 5). -} - -_:bng_9655 { - (2 1) :attack3 (7 4 1 3 5). -} - -_:bng_9656 { - [] rdf:value 2; :attack (7 4 1 3 5). -} - -_:bng_9657 { - (7 4 1 3 5) list:firstRest (7 (4 1 3 5)). - (7 1) math:difference 6. -} - -_:bng_9658 { - (6 1) :attack3 (7 4 1 3 5). -} - -_:bng_9659 { - [] rdf:value 6; :attack (7 4 1 3 5). -} - -_:bng_9660 { - (7 4 1 3 5) list:firstRest (7 (4 1 3 5)). - (7 1) math:sum 8. -} - -_:bng_9661 { - (8 1) :attack3 (7 4 1 3 5). -} - -_:bng_9662 { - [] rdf:value 8; :attack (7 4 1 3 5). -} - -_:bng_9663 { - (8 4 1 3 5) list:firstRest (8 (4 1 3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3 5). -} - -_:bng_9664 { - (2 1) :attack3 (8 4 1 3 5). -} - -_:bng_9665 { - [] rdf:value 2; :attack (8 4 1 3 5). -} - -_:bng_9666 { - (8 4 1 3 5) list:firstRest (8 (4 1 3 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 3 5). -} - -_:bng_9667 { - (6 1) :attack3 (8 4 1 3 5). -} - -_:bng_9668 { - [] rdf:value 6; :attack (8 4 1 3 5). -} - -_:bng_9669 { - (8 4 1 3 5) list:firstRest (8 (4 1 3 5)). - (8 1) math:difference 7. -} - -_:bng_9670 { - (7 1) :attack3 (8 4 1 3 5). -} - -_:bng_9671 { - [] rdf:value 7; :attack (8 4 1 3 5). -} - -_:bng_9672 { - (6 1 3 5) list:firstRest (6 (1 3 5)). - (6 2) math:difference 4. -} - -_:bng_9673 { - (4 2) :attack3 (6 1 3 5). -} - -_:bng_9674 { - (2 6 1 3 5) list:firstRest (2 (6 1 3 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3 5). -} - -_:bng_9675 { - (4 1) :attack3 (2 6 1 3 5). -} - -_:bng_9676 { - [] rdf:value 4; :attack (2 6 1 3 5). -} - -_:bng_9677 { - (6 1 3 5) list:firstRest (6 (1 3 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 5). -} - -_:bng_9678 { - (7 2) :attack3 (6 1 3 5). -} - -_:bng_9679 { - (2 6 1 3 5) list:firstRest (2 (6 1 3 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3 5). -} - -_:bng_9680 { - (7 1) :attack3 (2 6 1 3 5). -} - -_:bng_9681 { - [] rdf:value 7; :attack (2 6 1 3 5). -} - -_:bng_9682 { - (6 1 3 5) list:firstRest (6 (1 3 5)). - (6 2) math:sum 8. -} - -_:bng_9683 { - (8 2) :attack3 (6 1 3 5). -} - -_:bng_9684 { - (2 6 1 3 5) list:firstRest (2 (6 1 3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 3 5). -} - -_:bng_9685 { - (8 1) :attack3 (2 6 1 3 5). -} - -_:bng_9686 { - [] rdf:value 8; :attack (2 6 1 3 5). -} - -_:bng_9687 { - (7 2 4 6 1 3 5) list:firstRest (7 (2 4 6 1 3 5)). - (7 1) math:sum 8. -} - -_:bng_9688 { - (8 1) :attack3 (7 2 4 6 1 3 5). -} - -_:bng_9689 { - [] rdf:value 8; :attack (7 2 4 6 1 3 5). -} - -_:bng_9690 { - (3 5) list:firstRest (3 (5)). - (3 5) math:sum 8. -} - -_:bng_9691 { - (8 5) :attack3 (3 5). -} - -_:bng_9692 { - (1 3 5) list:firstRest (1 (3 5)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 5). -} - -_:bng_9693 { - (8 4) :attack3 (1 3 5). -} - -_:bng_9694 { - (6 1 3 5) list:firstRest (6 (1 3 5)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3 5). -} - -_:bng_9695 { - (8 3) :attack3 (6 1 3 5). -} - -_:bng_9696 { - (4 6 1 3 5) list:firstRest (4 (6 1 3 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 1 3 5). -} - -_:bng_9697 { - (8 2) :attack3 (4 6 1 3 5). -} - -_:bng_9698 { - (2 4 6 1 3 5) list:firstRest (2 (4 6 1 3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 6 1 3 5). -} - -_:bng_9699 { - (8 1) :attack3 (2 4 6 1 3 5). -} - -_:bng_9700 { - [] rdf:value 8; :attack (2 4 6 1 3 5). -} - -_:bng_9701 { - (4 6 1 3 5) list:firstRest (4 (6 1 3 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3 5). -} - -_:bng_9702 { - (7 1) :attack3 (4 6 1 3 5). -} - -_:bng_9703 { - [] rdf:value 7; :attack (4 6 1 3 5). -} - -_:bng_9704 { - (4 6 1 3 5) list:firstRest (4 (6 1 3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 3 5). -} - -_:bng_9705 { - (8 1) :attack3 (4 6 1 3 5). -} - -_:bng_9706 { - [] rdf:value 8; :attack (4 6 1 3 5). -} - -_:bng_9707 { - (6 1 3 5) list:firstRest (6 (1 3 5)). - (6 1) math:sum 7. -} - -_:bng_9708 { - (7 1) :attack3 (6 1 3 5). -} - -_:bng_9709 { - [] rdf:value 7; :attack (6 1 3 5). -} - -_:bng_9710 { - (7) list:select (7 ()). - (_:bng_17973 false true) log:ifThenElseIn (() 1). - (7 4 2 8 6 1 3 5) list:firstRest (7 (4 2 8 6 1 3 5)). - (() (7 4 2 8 6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9711 { - ((7) (4 2 8 6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9712 { - (4 7) list:select (4 (7)). - (_:bng_17974 false true) log:ifThenElseIn (() 1). - (4 2 8 6 1 3 5) list:firstRest (4 (2 8 6 1 3 5)). - ((7) (4 2 8 6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9713 { - ((4 7) (2 8 6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9714 { - (2 4 7) list:select (2 (4 7)). - (_:bng_17975 false true) log:ifThenElseIn (() 1). - (2 8 6 1 3 5) list:firstRest (2 (8 6 1 3 5)). - ((4 7) (2 8 6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9715 { - ((2 4 7) (8 6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9716 { - (2 4 7 8) list:select (8 (2 4 7)). - (_:bng_17976 false true) log:ifThenElseIn (() 1). - (8 6 1 3 5) list:firstRest (8 (6 1 3 5)). - ((2 4 7) (8 6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9717 { - ((2 4 7 8) (6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9718 { - (2 4 6 7 8) list:select (6 (2 4 7 8)). - (_:bng_17977 false true) log:ifThenElseIn (() 1). - (6 1 3 5) list:firstRest (6 (1 3 5)). - ((2 4 7 8) (6 1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9719 { - ((2 4 6 7 8) (1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9720 { - (1 2 4 6 7 8) list:select (1 (2 4 6 7 8)). - (_:bng_17978 false true) log:ifThenElseIn (() 1). - (1 3 5) list:firstRest (1 (3 5)). - ((2 4 6 7 8) (1 3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9721 { - ((1 2 4 6 7 8) (3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9722 { - (1 2 3 4 6 7 8) list:select (3 (1 2 4 6 7 8)). - (_:bng_17979 false true) log:ifThenElseIn (() 1). - (3 5) list:firstRest (3 (5)). - ((1 2 4 6 7 8) (3 5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9723 { - ((1 2 3 4 6 7 8) (5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9724 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9725 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9726 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 4 2 8 6 1 3 5). -} - -_:bng_9727 { - [] rdf:value 8; :queens (7 4 2 8 6 1 3 5). -} - -_:bng_9728 { - (2 8 6 1 3 5) list:firstRest (2 (8 6 1 3 5)). - (2 2) math:sum 4. -} - -_:bng_9729 { - (4 2) :attack3 (2 8 6 1 3 5). -} - -_:bng_9730 { - (7 2 8 6 1 3 5) list:firstRest (7 (2 8 6 1 3 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 8 6 1 3 5). -} - -_:bng_9731 { - (4 1) :attack3 (7 2 8 6 1 3 5). -} - -_:bng_9732 { - [] rdf:value 4; :attack (7 2 8 6 1 3 5). -} - -_:bng_9733 { - (8 6 1 3 5) list:firstRest (8 (6 1 3 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3 5). -} - -_:bng_9734 { - (4 1) :attack3 (8 6 1 3 5). -} - -_:bng_9735 { - [] rdf:value 4; :attack (8 6 1 3 5). -} - -_:bng_9736 { - (8 6 1 3 5) list:firstRest (8 (6 1 3 5)). - (8 1) math:difference 7. -} - -_:bng_9737 { - (7 1) :attack3 (8 6 1 3 5). -} - -_:bng_9738 { - [] rdf:value 7; :attack (8 6 1 3 5). -} - -_:bng_9739 { - (1 3 5) list:firstRest (1 (3 5)). - (1 3) math:sum 4. -} - -_:bng_9740 { - (4 3) :attack3 (1 3 5). -} - -_:bng_9741 { - (7 1 3 5) list:firstRest (7 (1 3 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 3 5). -} - -_:bng_9742 { - (4 2) :attack3 (7 1 3 5). -} - -_:bng_9743 { - (2 7 1 3 5) list:firstRest (2 (7 1 3 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 3 5). -} - -_:bng_9744 { - (4 1) :attack3 (2 7 1 3 5). -} - -_:bng_9745 { - [] rdf:value 4; :attack (2 7 1 3 5). -} - -_:bng_9746 { - (2 7 1 3 5) list:firstRest (2 (7 1 3 5)). - (2 2) math:sum 4. -} - -_:bng_9747 { - (4 2) :attack3 (2 7 1 3 5). -} - -_:bng_9748 { - (6 2 7 1 3 5) list:firstRest (6 (2 7 1 3 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 3 5). -} - -_:bng_9749 { - (4 1) :attack3 (6 2 7 1 3 5). -} - -_:bng_9750 { - [] rdf:value 4; :attack (6 2 7 1 3 5). -} - -_:bng_9751 { - (7 1 3 5) list:firstRest (7 (1 3 5)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3 5). -} - -_:bng_9752 { - (8 3) :attack3 (7 1 3 5). -} - -_:bng_9753 { - (2 7 1 3 5) list:firstRest (2 (7 1 3 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 3 5). -} - -_:bng_9754 { - (8 2) :attack3 (2 7 1 3 5). -} - -_:bng_9755 { - (6 2 7 1 3 5) list:firstRest (6 (2 7 1 3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 7 1 3 5). -} - -_:bng_9756 { - (8 1) :attack3 (6 2 7 1 3 5). -} - -_:bng_9757 { - [] rdf:value 8; :attack (6 2 7 1 3 5). -} - -_:bng_9758 { - (8 2 7 1 3 5) list:firstRest (8 (2 7 1 3 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 3 5). -} - -_:bng_9759 { - (4 1) :attack3 (8 2 7 1 3 5). -} - -_:bng_9760 { - [] rdf:value 4; :attack (8 2 7 1 3 5). -} - -_:bng_9761 { - (4) list:select (4 ()). - (_:bng_17980 false true) log:ifThenElseIn (() 1). - (4 6 8 2 7 1 3 5) list:firstRest (4 (6 8 2 7 1 3 5)). - (() (4 6 8 2 7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9762 { - ((4) (6 8 2 7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9763 { - (4 6) list:select (6 (4)). - (_:bng_17981 false true) log:ifThenElseIn (() 1). - (6 8 2 7 1 3 5) list:firstRest (6 (8 2 7 1 3 5)). - ((4) (6 8 2 7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9764 { - ((4 6) (8 2 7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9765 { - (4 6 8) list:select (8 (4 6)). - (_:bng_17982 false true) log:ifThenElseIn (() 1). - (8 2 7 1 3 5) list:firstRest (8 (2 7 1 3 5)). - ((4 6) (8 2 7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9766 { - ((4 6 8) (2 7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9767 { - (2 4 6 8) list:select (2 (4 6 8)). - (_:bng_17983 false true) log:ifThenElseIn (() 1). - (2 7 1 3 5) list:firstRest (2 (7 1 3 5)). - ((4 6 8) (2 7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9768 { - ((2 4 6 8) (7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9769 { - (2 4 6 7 8) list:select (7 (2 4 6 8)). - (_:bng_17984 false true) log:ifThenElseIn (() 1). - (7 1 3 5) list:firstRest (7 (1 3 5)). - ((2 4 6 8) (7 1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9770 { - ((2 4 6 7 8) (1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9771 { - (1 2 4 6 7 8) list:select (1 (2 4 6 7 8)). - (_:bng_17978 false true) log:ifThenElseIn (() 1). - (1 3 5) list:firstRest (1 (3 5)). - ((2 4 6 7 8) (1 3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9772 { - ((1 2 4 6 7 8) (3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9773 { - (1 2 3 4 6 7 8) list:select (3 (1 2 4 6 7 8)). - (_:bng_17979 false true) log:ifThenElseIn (() 1). - (3 5) list:firstRest (3 (5)). - ((1 2 4 6 7 8) (3 5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9774 { - ((1 2 3 4 6 7 8) (5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9775 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9776 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9777 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 6 8 2 7 1 3 5). -} - -_:bng_9778 { - [] rdf:value 8; :queens (4 6 8 2 7 1 3 5). -} - -_:bng_9779 { - (4 7 1 3 5) list:firstRest (4 (7 1 3 5)). - (4 2) math:sum 6. -} - -_:bng_9780 { - (6 2) :attack3 (4 7 1 3 5). -} - -_:bng_9781 { - (2 4 7 1 3 5) list:firstRest (2 (4 7 1 3 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 1 3 5). -} - -_:bng_9782 { - (6 1) :attack3 (2 4 7 1 3 5). -} - -_:bng_9783 { - [] rdf:value 6; :attack (2 4 7 1 3 5). -} - -_:bng_9784 { - (4 7 1 3 5) list:firstRest (4 (7 1 3 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 3 5). -} - -_:bng_9785 { - (8 2) :attack3 (4 7 1 3 5). -} - -_:bng_9786 { - (2 4 7 1 3 5) list:firstRest (2 (4 7 1 3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 1 3 5). -} - -_:bng_9787 { - (8 1) :attack3 (2 4 7 1 3 5). -} - -_:bng_9788 { - [] rdf:value 8; :attack (2 4 7 1 3 5). -} - -_:bng_9789 { - (4 7 1 3 5) list:firstRest (4 (7 1 3 5)). - (4 2) math:difference 2. -} - -_:bng_9790 { - (2 2) :attack3 (4 7 1 3 5). -} - -_:bng_9791 { - (6 4 7 1 3 5) list:firstRest (6 (4 7 1 3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 3 5). -} - -_:bng_9792 { - (2 1) :attack3 (6 4 7 1 3 5). -} - -_:bng_9793 { - [] rdf:value 2; :attack (6 4 7 1 3 5). -} - -_:bng_9794 { - (6 4 7 1 3 5) list:firstRest (6 (4 7 1 3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 1 3 5). -} - -_:bng_9795 { - (8 1) :attack3 (6 4 7 1 3 5). -} - -_:bng_9796 { - [] rdf:value 8; :attack (6 4 7 1 3 5). -} - -_:bng_9797 { - (8 4 7 1 3 5) list:firstRest (8 (4 7 1 3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 3 5). -} - -_:bng_9798 { - (2 1) :attack3 (8 4 7 1 3 5). -} - -_:bng_9799 { - [] rdf:value 2; :attack (8 4 7 1 3 5). -} - -_:bng_9800 { - (8 4 7 1 3 5) list:firstRest (8 (4 7 1 3 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 1 3 5). -} - -_:bng_9801 { - (6 1) :attack3 (8 4 7 1 3 5). -} - -_:bng_9802 { - [] rdf:value 6; :attack (8 4 7 1 3 5). -} - -_:bng_9803 { - (7 1 3 5) list:firstRest (7 (1 3 5)). - (7 1) math:difference 6. -} - -_:bng_9804 { - (6 1) :attack3 (7 1 3 5). -} - -_:bng_9805 { - [] rdf:value 6; :attack (7 1 3 5). -} - -_:bng_9806 { - (7 1 3 5) list:firstRest (7 (1 3 5)). - (7 1) math:sum 8. -} - -_:bng_9807 { - (8 1) :attack3 (7 1 3 5). -} - -_:bng_9808 { - [] rdf:value 8; :attack (7 1 3 5). -} - -_:bng_9809 { - (3 5) list:firstRest (3 (5)). - (2 1) math:sum 3 . - (8 3) :attack3 (5). -} - -_:bng_9810 { - (8 2) :attack3 (3 5). -} - -_:bng_9811 { - (1 3 5) list:firstRest (1 (3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5). -} - -_:bng_9812 { - (8 1) :attack3 (1 3 5). -} - -_:bng_9813 { - [] rdf:value 8; :attack (1 3 5). -} - -_:bng_9814 { - (3 5) list:firstRest (3 (5)). - (3 1) math:difference 2. -} - -_:bng_9815 { - (2 1) :attack3 (3 5). -} - -_:bng_9816 { - [] rdf:value 2; :attack (3 5). -} - -_:bng_9817 { - (3 5) list:firstRest (3 (5)). - (3 1) math:sum 4. -} - -_:bng_9818 { - (4 1) :attack3 (3 5). -} - -_:bng_9819 { - [] rdf:value 4; :attack (3 5). -} - -_:bng_9820 { - (3 5) list:firstRest (3 (5)). - (3 2) math:difference 1. -} - -_:bng_9821 { - (1 2) :attack3 (3 5). -} - -_:bng_9822 { - (6 3 5) list:firstRest (6 (3 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5). -} - -_:bng_9823 { - (1 1) :attack3 (6 3 5). -} - -_:bng_9824 { - [] rdf:value 1; :attack (6 3 5). -} - -_:bng_9825 { - (3 5) list:firstRest (3 (5)). - (2 1) math:sum 3 . - (2 3) :attack3 (5). -} - -_:bng_9826 { - (2 2) :attack3 (3 5). -} - -_:bng_9827 { - (6 3 5) list:firstRest (6 (3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5). -} - -_:bng_9828 { - (2 1) :attack3 (6 3 5). -} - -_:bng_9829 { - [] rdf:value 2; :attack (6 3 5). -} - -_:bng_9830 { - (3 5) list:firstRest (3 (5)). - (3 1) math:sum 4 . - (1 4) :attack3 (5). -} - -_:bng_9831 { - (1 3) :attack3 (3 5). -} - -_:bng_9832 { - (6 3 5) list:firstRest (6 (3 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5). -} - -_:bng_9833 { - (1 2) :attack3 (6 3 5). -} - -_:bng_9834 { - (4 6 3 5) list:firstRest (4 (6 3 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 3 5). -} - -_:bng_9835 { - (1 1) :attack3 (4 6 3 5). -} - -_:bng_9836 { - [] rdf:value 1; :attack (4 6 3 5). -} - -_:bng_9837 { - (2 4 6 3 5) list:firstRest (2 (4 6 3 5)). - (2 1) math:difference 1. -} - -_:bng_9838 { - (1 1) :attack3 (2 4 6 3 5). -} - -_:bng_9839 { - [] rdf:value 1; :attack (2 4 6 3 5). -} - -_:bng_9840 { - (6 3 5) list:firstRest (6 (3 5)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 5). -} - -_:bng_9841 { - (7 3) :attack3 (6 3 5). -} - -_:bng_9842 { - (4 6 3 5) list:firstRest (4 (6 3 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 3 5). -} - -_:bng_9843 { - (7 2) :attack3 (4 6 3 5). -} - -_:bng_9844 { - (2 4 6 3 5) list:firstRest (2 (4 6 3 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 6 3 5). -} - -_:bng_9845 { - (7 1) :attack3 (2 4 6 3 5). -} - -_:bng_9846 { - [] rdf:value 7; :attack (2 4 6 3 5). -} - -_:bng_9847 { - (4 6 3 5) list:firstRest (4 (6 3 5)). - (4 3) math:difference 1. -} - -_:bng_9848 { - (1 3) :attack3 (4 6 3 5). -} - -_:bng_9849 { - (2 4 6 3 5) list:firstRest (2 (4 6 3 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 3 5). -} - -_:bng_9850 { - (1 2) :attack3 (2 4 6 3 5). -} - -_:bng_9851 { - (8 2 4 6 3 5) list:firstRest (8 (2 4 6 3 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 3 5). -} - -_:bng_9852 { - (1 1) :attack3 (8 2 4 6 3 5). -} - -_:bng_9853 { - [] rdf:value 1; :attack (8 2 4 6 3 5). -} - -_:bng_9854 { - (8 2 4 6 3 5) list:firstRest (8 (2 4 6 3 5)). - (8 1) math:difference 7. -} - -_:bng_9855 { - (7 1) :attack3 (8 2 4 6 3 5). -} - -_:bng_9856 { - [] rdf:value 7; :attack (8 2 4 6 3 5). -} - -_:bng_9857 { - (1 7 4 6 3 5) list:firstRest (1 (7 4 6 3 5)). - (1 1) math:sum 2. -} - -_:bng_9858 { - (2 1) :attack3 (1 7 4 6 3 5). -} - -_:bng_9859 { - [] rdf:value 2; :attack (1 7 4 6 3 5). -} - -_:bng_9860 { - (6 3 5) list:firstRest (6 (3 5)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 5). -} - -_:bng_9861 { - (8 4) :attack3 (6 3 5). -} - -_:bng_9862 { - (4 6 3 5) list:firstRest (4 (6 3 5)). - (3 1) math:sum 4 . - (8 4) :attack3 (6 3 5). -} - -_:bng_9863 { - (8 3) :attack3 (4 6 3 5). -} - -_:bng_9864 { - (7 4 6 3 5) list:firstRest (7 (4 6 3 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 6 3 5). -} - -_:bng_9865 { - (8 2) :attack3 (7 4 6 3 5). -} - -_:bng_9866 { - (1 7 4 6 3 5) list:firstRest (1 (7 4 6 3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 4 6 3 5). -} - -_:bng_9867 { - (8 1) :attack3 (1 7 4 6 3 5). -} - -_:bng_9868 { - [] rdf:value 8; :attack (1 7 4 6 3 5). -} - -_:bng_9869 { - (4 6 3 5) list:firstRest (4 (6 3 5)). - (4 2) math:difference 2. -} - -_:bng_9870 { - (2 2) :attack3 (4 6 3 5). -} - -_:bng_9871 { - (7 4 6 3 5) list:firstRest (7 (4 6 3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 6 3 5). -} - -_:bng_9872 { - (2 1) :attack3 (7 4 6 3 5). -} - -_:bng_9873 { - [] rdf:value 2; :attack (7 4 6 3 5). -} - -_:bng_9874 { - (7 4 6 3 5) list:firstRest (7 (4 6 3 5)). - (7 1) math:sum 8. -} - -_:bng_9875 { - (8 1) :attack3 (7 4 6 3 5). -} - -_:bng_9876 { - [] rdf:value 8; :attack (7 4 6 3 5). -} - -_:bng_9877 { - (6 3 5) list:firstRest (6 (3 5)). - (6 2) math:sum 8. -} - -_:bng_9878 { - (8 2) :attack3 (6 3 5). -} - -_:bng_9879 { - (4 6 3 5) list:firstRest (4 (6 3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 5). -} - -_:bng_9880 { - (8 1) :attack3 (4 6 3 5). -} - -_:bng_9881 { - [] rdf:value 8; :attack (4 6 3 5). -} - -_:bng_9882 { - (6 3 5) list:firstRest (6 (3 5)). - (6 1) math:sum 7. -} - -_:bng_9883 { - (7 1) :attack3 (6 3 5). -} - -_:bng_9884 { - [] rdf:value 7; :attack (6 3 5). -} - -_:bng_9885 { - (6 3 5) list:firstRest (6 (3 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5). -} - -_:bng_9886 { - (8 1) :attack3 (6 3 5). -} - -_:bng_9887 { - [] rdf:value 8; :attack (6 3 5). -} - -_:bng_9888 { - (3 5) list:firstRest (3 (5)). - (1 1) math:sum 2 . - (7 2) :attack3 (5). -} - -_:bng_9889 { - (7 1) :attack3 (3 5). -} - -_:bng_9890 { - [] rdf:value 7; :attack (3 5). -} - -_:bng_9891 { - (8 3 5) list:firstRest (8 (3 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5). -} - -_:bng_9892 { - (1 1) :attack3 (8 3 5). -} - -_:bng_9893 { - [] rdf:value 1; :attack (8 3 5). -} - -_:bng_9894 { - (8 3 5) list:firstRest (8 (3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5). -} - -_:bng_9895 { - (2 1) :attack3 (8 3 5). -} - -_:bng_9896 { - [] rdf:value 2; :attack (8 3 5). -} - -_:bng_9897 { - (8 3 5) list:firstRest (8 (3 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5). -} - -_:bng_9898 { - (1 2) :attack3 (8 3 5). -} - -_:bng_9899 { - (4 8 3 5) list:firstRest (4 (8 3 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5). -} - -_:bng_9900 { - (1 1) :attack3 (4 8 3 5). -} - -_:bng_9901 { - [] rdf:value 1; :attack (4 8 3 5). -} - -_:bng_9902 { - (2 4 8 3 5) list:firstRest (2 (4 8 3 5)). - (2 1) math:difference 1. -} - -_:bng_9903 { - (1 1) :attack3 (2 4 8 3 5). -} - -_:bng_9904 { - [] rdf:value 1; :attack (2 4 8 3 5). -} - -_:bng_9905 { - (4 8 3 5) list:firstRest (4 (8 3 5)). - (4 2) math:sum 6. -} - -_:bng_9906 { - (6 2) :attack3 (4 8 3 5). -} - -_:bng_9907 { - (2 4 8 3 5) list:firstRest (2 (4 8 3 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 3 5). -} - -_:bng_9908 { - (6 1) :attack3 (2 4 8 3 5). -} - -_:bng_9909 { - [] rdf:value 6; :attack (2 4 8 3 5). -} - -_:bng_9910 { - (8 3 5) list:firstRest (8 (3 5)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 5). -} - -_:bng_9911 { - (7 3) :attack3 (8 3 5). -} - -_:bng_9912 { - (4 8 3 5) list:firstRest (4 (8 3 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 3 5). -} - -_:bng_9913 { - (7 2) :attack3 (4 8 3 5). -} - -_:bng_9914 { - (2 4 8 3 5) list:firstRest (2 (4 8 3 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 8 3 5). -} - -_:bng_9915 { - (7 1) :attack3 (2 4 8 3 5). -} - -_:bng_9916 { - [] rdf:value 7; :attack (2 4 8 3 5). -} - -_:bng_9917 { - (8 3 5) list:firstRest (8 (3 5)). - (8 2) math:difference 6. -} - -_:bng_9918 { - (6 2) :attack3 (8 3 5). -} - -_:bng_9919 { - (4 8 3 5) list:firstRest (4 (8 3 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 5). -} - -_:bng_9920 { - (6 1) :attack3 (4 8 3 5). -} - -_:bng_9921 { - [] rdf:value 6; :attack (4 8 3 5). -} - -_:bng_9922 { - (1 7 4 8 3 5) list:firstRest (1 (7 4 8 3 5)). - (1 1) math:sum 2. -} - -_:bng_9923 { - (2 1) :attack3 (1 7 4 8 3 5). -} - -_:bng_9924 { - [] rdf:value 2; :attack (1 7 4 8 3 5). -} - -_:bng_9925 { - (2) list:select (2 ()). - (_:bng_17985 false true) log:ifThenElseIn (() 1). - (2 6 1 7 4 8 3 5) list:firstRest (2 (6 1 7 4 8 3 5)). - (() (2 6 1 7 4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9926 { - ((2) (6 1 7 4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9927 { - (2 6) list:select (6 (2)). - (_:bng_17986 false true) log:ifThenElseIn (() 1). - (6 1 7 4 8 3 5) list:firstRest (6 (1 7 4 8 3 5)). - ((2) (6 1 7 4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9928 { - ((2 6) (1 7 4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9929 { - (1 2 6) list:select (1 (2 6)). - (_:bng_17987 false true) log:ifThenElseIn (() 1). - (1 7 4 8 3 5) list:firstRest (1 (7 4 8 3 5)). - ((2 6) (1 7 4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9930 { - ((1 2 6) (7 4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9931 { - (1 2 6 7) list:select (7 (1 2 6)). - (_:bng_17988 false true) log:ifThenElseIn (() 1). - (7 4 8 3 5) list:firstRest (7 (4 8 3 5)). - ((1 2 6) (7 4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9932 { - ((1 2 6 7) (4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9933 { - (1 2 4 6 7) list:select (4 (1 2 6 7)). - (_:bng_17989 false true) log:ifThenElseIn (() 1). - (4 8 3 5) list:firstRest (4 (8 3 5)). - ((1 2 6 7) (4 8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9934 { - ((1 2 4 6 7) (8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9935 { - (1 2 4 6 7 8) list:select (8 (1 2 4 6 7)). - (_:bng_17990 false true) log:ifThenElseIn (() 1). - (8 3 5) list:firstRest (8 (3 5)). - ((1 2 4 6 7) (8 3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9936 { - ((1 2 4 6 7 8) (3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9937 { - (1 2 3 4 6 7 8) list:select (3 (1 2 4 6 7 8)). - (_:bng_17979 false true) log:ifThenElseIn (() 1). - (3 5) list:firstRest (3 (5)). - ((1 2 4 6 7 8) (3 5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9938 { - ((1 2 3 4 6 7 8) (5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9939 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9940 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9941 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 6 1 7 4 8 3 5). -} - -_:bng_9942 { - [] rdf:value 8; :queens (2 6 1 7 4 8 3 5). -} - -_:bng_9943 { - (4 8 3 5) list:firstRest (4 (8 3 5)). - (4 2) math:difference 2. -} - -_:bng_9944 { - (2 2) :attack3 (4 8 3 5). -} - -_:bng_9945 { - (7 4 8 3 5) list:firstRest (7 (4 8 3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 8 3 5). -} - -_:bng_9946 { - (2 1) :attack3 (7 4 8 3 5). -} - -_:bng_9947 { - [] rdf:value 2; :attack (7 4 8 3 5). -} - -_:bng_9948 { - (7 4 8 3 5) list:firstRest (7 (4 8 3 5)). - (7 1) math:difference 6. -} - -_:bng_9949 { - (6 1) :attack3 (7 4 8 3 5). -} - -_:bng_9950 { - [] rdf:value 6; :attack (7 4 8 3 5). -} - -_:bng_9951 { - (6 8 3 5) list:firstRest (6 (8 3 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5). -} - -_:bng_9952 { - (1 1) :attack3 (6 8 3 5). -} - -_:bng_9953 { - [] rdf:value 1; :attack (6 8 3 5). -} - -_:bng_9954 { - (2 6 8 3 5) list:firstRest (2 (6 8 3 5)). - (2 1) math:difference 1. -} - -_:bng_9955 { - (1 1) :attack3 (2 6 8 3 5). -} - -_:bng_9956 { - [] rdf:value 1; :attack (2 6 8 3 5). -} - -_:bng_9957 { - (6 8 3 5) list:firstRest (6 (8 3 5)). - (6 2) math:difference 4. -} - -_:bng_9958 { - (4 2) :attack3 (6 8 3 5). -} - -_:bng_9959 { - (2 6 8 3 5) list:firstRest (2 (6 8 3 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 3 5). -} - -_:bng_9960 { - (4 1) :attack3 (2 6 8 3 5). -} - -_:bng_9961 { - [] rdf:value 4; :attack (2 6 8 3 5). -} - -_:bng_9962 { - (6 8 3 5) list:firstRest (6 (8 3 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 3 5). -} - -_:bng_9963 { - (7 2) :attack3 (6 8 3 5). -} - -_:bng_9964 { - (2 6 8 3 5) list:firstRest (2 (6 8 3 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 3 5). -} - -_:bng_9965 { - (7 1) :attack3 (2 6 8 3 5). -} - -_:bng_9966 { - [] rdf:value 7; :attack (2 6 8 3 5). -} - -_:bng_9967 { - (1 4 6 8 3 5) list:firstRest (1 (4 6 8 3 5)). - (1 1) math:sum 2. -} - -_:bng_9968 { - (2 1) :attack3 (1 4 6 8 3 5). -} - -_:bng_9969 { - [] rdf:value 2; :attack (1 4 6 8 3 5). -} - -_:bng_9970 { - (6 8 3 5) list:firstRest (6 (8 3 5)). - (6 4) math:difference 2. -} - -_:bng_9971 { - (2 4) :attack3 (6 8 3 5). -} - -_:bng_9972 { - (4 6 8 3 5) list:firstRest (4 (6 8 3 5)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 8 3 5). -} - -_:bng_9973 { - (2 3) :attack3 (4 6 8 3 5). -} - -_:bng_9974 { - (1 4 6 8 3 5) list:firstRest (1 (4 6 8 3 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6 8 3 5). -} - -_:bng_9975 { - (2 2) :attack3 (1 4 6 8 3 5). -} - -_:bng_9976 { - (7 1 4 6 8 3 5) list:firstRest (7 (1 4 6 8 3 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6 8 3 5). -} - -_:bng_9977 { - (2 1) :attack3 (7 1 4 6 8 3 5). -} - -_:bng_9978 { - [] rdf:value 2; :attack (7 1 4 6 8 3 5). -} - -_:bng_9979 { - (2 4 6 8 3 5) list:firstRest (2 (4 6 8 3 5)). - (2 1) math:difference 1. -} - -_:bng_9980 { - (1 1) :attack3 (2 4 6 8 3 5). -} - -_:bng_9981 { - [] rdf:value 1; :attack (2 4 6 8 3 5). -} - -_:bng_9982 { - (4 6 8 3 5) list:firstRest (4 (6 8 3 5)). - (4 3) math:difference 1. -} - -_:bng_9983 { - (1 3) :attack3 (4 6 8 3 5). -} - -_:bng_9984 { - (2 4 6 8 3 5) list:firstRest (2 (4 6 8 3 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 8 3 5). -} - -_:bng_9985 { - (1 2) :attack3 (2 4 6 8 3 5). -} - -_:bng_9986 { - (7 2 4 6 8 3 5) list:firstRest (7 (2 4 6 8 3 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 8 3 5). -} - -_:bng_9987 { - (1 1) :attack3 (7 2 4 6 8 3 5). -} - -_:bng_9988 { - [] rdf:value 1; :attack (7 2 4 6 8 3 5). -} - -_:bng_9989 { - (4 6 8 3 5) list:firstRest (4 (6 8 3 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 8 3 5). -} - -_:bng_9990 { - (7 1) :attack3 (4 6 8 3 5). -} - -_:bng_9991 { - [] rdf:value 7; :attack (4 6 8 3 5). -} - -_:bng_9992 { - (6 8 3 5) list:firstRest (6 (8 3 5)). - (6 1) math:sum 7. -} - -_:bng_9993 { - (7 1) :attack3 (6 8 3 5). -} - -_:bng_9994 { - [] rdf:value 7; :attack (6 8 3 5). -} - -_:bng_9995 { - (8 3 5) list:firstRest (8 (3 5)). - (8 1) math:difference 7. -} - -_:bng_9996 { - (7 1) :attack3 (8 3 5). -} - -_:bng_9997 { - [] rdf:value 7; :attack (8 3 5). -} - -_:bng_9998 { - (5) list:firstRest (5 ()). - (5 1) math:difference 4. -} - -_:bng_9999 { - (4 1) :attack3 (5). -} - -_:bng_10000 { - [] rdf:value 4; :attack (5). -} - -_:bng_10001 { - (5) list:firstRest (5 ()). - (5 1) math:sum 6. -} - -_:bng_10002 { - (6 1) :attack3 (5). -} - -_:bng_10003 { - [] rdf:value 6; :attack (5). -} - -_:bng_10004 { - (1 7 5) list:firstRest (1 (7 5)). - (1 1) math:sum 2. -} - -_:bng_10005 { - (2 1) :attack3 (1 7 5). -} - -_:bng_10006 { - [] rdf:value 2; :attack (1 7 5). -} - -_:bng_10007 { - (3 1 7 5) list:firstRest (3 (1 7 5)). - (3 1) math:difference 2. -} - -_:bng_10008 { - (2 1) :attack3 (3 1 7 5). -} - -_:bng_10009 { - [] rdf:value 2; :attack (3 1 7 5). -} - -_:bng_10010 { - (3 1 7 5) list:firstRest (3 (1 7 5)). - (3 1) math:sum 4. -} - -_:bng_10011 { - (4 1) :attack3 (3 1 7 5). -} - -_:bng_10012 { - [] rdf:value 4; :attack (3 1 7 5). -} - -_:bng_10013 { - (6 3 1 7 5) list:firstRest (6 (3 1 7 5)). - (6 2) math:difference 4. -} - -_:bng_10014 { - (4 2) :attack3 (6 3 1 7 5). -} - -_:bng_10015 { - (2 6 3 1 7 5) list:firstRest (2 (6 3 1 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 1 7 5). -} - -_:bng_10016 { - (4 1) :attack3 (2 6 3 1 7 5). -} - -_:bng_10017 { - [] rdf:value 4; :attack (2 6 3 1 7 5). -} - -_:bng_10018 { - (6 3 1 7 5) list:firstRest (6 (3 1 7 5)). - (6 2) math:sum 8. -} - -_:bng_10019 { - (8 2) :attack3 (6 3 1 7 5). -} - -_:bng_10020 { - (2 6 3 1 7 5) list:firstRest (2 (6 3 1 7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 1 7 5). -} - -_:bng_10021 { - (8 1) :attack3 (2 6 3 1 7 5). -} - -_:bng_10022 { - [] rdf:value 8; :attack (2 6 3 1 7 5). -} - -_:bng_10023 { - (1 7 5) list:firstRest (1 (7 5)). - (1 3) math:sum 4. -} - -_:bng_10024 { - (4 3) :attack3 (1 7 5). -} - -_:bng_10025 { - (3 1 7 5) list:firstRest (3 (1 7 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7 5). -} - -_:bng_10026 { - (4 2) :attack3 (3 1 7 5). -} - -_:bng_10027 { - (6 3 1 7 5) list:firstRest (6 (3 1 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 5). -} - -_:bng_10028 { - (4 1) :attack3 (6 3 1 7 5). -} - -_:bng_10029 { - [] rdf:value 4; :attack (6 3 1 7 5). -} - -_:bng_10030 { - (7 5) list:firstRest (7 (5)). - (7 5) math:difference 2. -} - -_:bng_10031 { - (2 5) :attack3 (7 5). -} - -_:bng_10032 { - (1 7 5) list:firstRest (1 (7 5)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 5). -} - -_:bng_10033 { - (2 4) :attack3 (1 7 5). -} - -_:bng_10034 { - (3 1 7 5) list:firstRest (3 (1 7 5)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 7 5). -} - -_:bng_10035 { - (2 3) :attack3 (3 1 7 5). -} - -_:bng_10036 { - (6 3 1 7 5) list:firstRest (6 (3 1 7 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 7 5). -} - -_:bng_10037 { - (2 2) :attack3 (6 3 1 7 5). -} - -_:bng_10038 { - (8 6 3 1 7 5) list:firstRest (8 (6 3 1 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 3 1 7 5). -} - -_:bng_10039 { - (2 1) :attack3 (8 6 3 1 7 5). -} - -_:bng_10040 { - [] rdf:value 2; :attack (8 6 3 1 7 5). -} - -_:bng_10041 { - (8 6 3 1 7 5) list:firstRest (8 (6 3 1 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 1 7 5). -} - -_:bng_10042 { - (4 1) :attack3 (8 6 3 1 7 5). -} - -_:bng_10043 { - [] rdf:value 4; :attack (8 6 3 1 7 5). -} - -_:bng_10044 { - (1 7 5) list:firstRest (1 (7 5)). - (1 5) math:sum 6. -} - -_:bng_10045 { - (6 5) :attack3 (1 7 5). -} - -_:bng_10046 { - (3 1 7 5) list:firstRest (3 (1 7 5)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 7 5). -} - -_:bng_10047 { - (6 4) :attack3 (3 1 7 5). -} - -_:bng_10048 { - (8 3 1 7 5) list:firstRest (8 (3 1 7 5)). - (3 1) math:sum 4 . - (6 4) :attack3 (3 1 7 5). -} - -_:bng_10049 { - (6 3) :attack3 (8 3 1 7 5). -} - -_:bng_10050 { - (2 8 3 1 7 5) list:firstRest (2 (8 3 1 7 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 3 1 7 5). -} - -_:bng_10051 { - (6 2) :attack3 (2 8 3 1 7 5). -} - -_:bng_10052 { - (4 2 8 3 1 7 5) list:firstRest (4 (2 8 3 1 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 8 3 1 7 5). -} - -_:bng_10053 { - (6 1) :attack3 (4 2 8 3 1 7 5). -} - -_:bng_10054 { - [] rdf:value 6; :attack (4 2 8 3 1 7 5). -} - -_:bng_10055 { - (8 3 1 7 5) list:firstRest (8 (3 1 7 5)). - (8 2) math:difference 6. -} - -_:bng_10056 { - (6 2) :attack3 (8 3 1 7 5). -} - -_:bng_10057 { - (2 8 3 1 7 5) list:firstRest (2 (8 3 1 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 1 7 5). -} - -_:bng_10058 { - (6 1) :attack3 (2 8 3 1 7 5). -} - -_:bng_10059 { - [] rdf:value 6; :attack (2 8 3 1 7 5). -} - -_:bng_10060 { - (8 3 1 7 5) list:firstRest (8 (3 1 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 5). -} - -_:bng_10061 { - (4 1) :attack3 (8 3 1 7 5). -} - -_:bng_10062 { - [] rdf:value 4; :attack (8 3 1 7 5). -} - -_:bng_10063 { - (8 3 1 7 5) list:firstRest (8 (3 1 7 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 7 5). -} - -_:bng_10064 { - (2 2) :attack3 (8 3 1 7 5). -} - -_:bng_10065 { - (6 8 3 1 7 5) list:firstRest (6 (8 3 1 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 3 1 7 5). -} - -_:bng_10066 { - (2 1) :attack3 (6 8 3 1 7 5). -} - -_:bng_10067 { - [] rdf:value 2; :attack (6 8 3 1 7 5). -} - -_:bng_10068 { - (2) list:select (2 ()). - (_:bng_17991 false true) log:ifThenElseIn (() 1). - (2 4 6 8 3 1 7 5) list:firstRest (2 (4 6 8 3 1 7 5)). - (() (2 4 6 8 3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10069 { - ((2) (4 6 8 3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10070 { - (2 4) list:select (4 (2)). - (_:bng_17992 false true) log:ifThenElseIn (() 1). - (4 6 8 3 1 7 5) list:firstRest (4 (6 8 3 1 7 5)). - ((2) (4 6 8 3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10071 { - ((2 4) (6 8 3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10072 { - (2 4 6) list:select (6 (2 4)). - (_:bng_17993 false true) log:ifThenElseIn (() 1). - (6 8 3 1 7 5) list:firstRest (6 (8 3 1 7 5)). - ((2 4) (6 8 3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10073 { - ((2 4 6) (8 3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10074 { - (2 4 6 8) list:select (8 (2 4 6)). - (_:bng_17994 false true) log:ifThenElseIn (() 1). - (8 3 1 7 5) list:firstRest (8 (3 1 7 5)). - ((2 4 6) (8 3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10075 { - ((2 4 6 8) (3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10076 { - (2 3 4 6 8) list:select (3 (2 4 6 8)). - (_:bng_17995 false true) log:ifThenElseIn (() 1). - (3 1 7 5) list:firstRest (3 (1 7 5)). - ((2 4 6 8) (3 1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10077 { - ((2 3 4 6 8) (1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10078 { - (1 2 3 4 6 8) list:select (1 (2 3 4 6 8)). - (_:bng_17996 false true) log:ifThenElseIn (() 1). - (1 7 5) list:firstRest (1 (7 5)). - ((2 3 4 6 8) (1 7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10079 { - ((1 2 3 4 6 8) (7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10080 { - (1 2 3 4 6 7 8) list:select (7 (1 2 3 4 6 8)). - (_:bng_17997 false true) log:ifThenElseIn (() 1). - (7 5) list:firstRest (7 (5)). - ((1 2 3 4 6 8) (7 5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10081 { - ((1 2 3 4 6 7 8) (5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10082 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10083 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10084 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 4 6 8 3 1 7 5). -} - -_:bng_10085 { - [] rdf:value 8; :queens (2 4 6 8 3 1 7 5). -} - -_:bng_10086 { - (2 4 1 7 5) list:firstRest (2 (4 1 7 5)). - (2 1) math:sum 3. -} - -_:bng_10087 { - (3 1) :attack3 (2 4 1 7 5). -} - -_:bng_10088 { - [] rdf:value 3; :attack (2 4 1 7 5). -} - -_:bng_10089 { - (4 1 7 5) list:firstRest (4 (1 7 5)). - (4 2) math:sum 6. -} - -_:bng_10090 { - (6 2) :attack3 (4 1 7 5). -} - -_:bng_10091 { - (2 4 1 7 5) list:firstRest (2 (4 1 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 7 5). -} - -_:bng_10092 { - (6 1) :attack3 (2 4 1 7 5). -} - -_:bng_10093 { - [] rdf:value 6; :attack (2 4 1 7 5). -} - -_:bng_10094 { - (8 2 4 1 7 5) list:firstRest (8 (2 4 1 7 5)). - (8 2) math:difference 6. -} - -_:bng_10095 { - (6 2) :attack3 (8 2 4 1 7 5). -} - -_:bng_10096 { - (3 8 2 4 1 7 5) list:firstRest (3 (8 2 4 1 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 4 1 7 5). -} - -_:bng_10097 { - (6 1) :attack3 (3 8 2 4 1 7 5). -} - -_:bng_10098 { - [] rdf:value 6; :attack (3 8 2 4 1 7 5). -} - -_:bng_10099 { - (3) list:select (3 ()). - (_:bng_17998 false true) log:ifThenElseIn (() 1). - (3 6 8 2 4 1 7 5) list:firstRest (3 (6 8 2 4 1 7 5)). - (() (3 6 8 2 4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10100 { - ((3) (6 8 2 4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10101 { - (3 6) list:select (6 (3)). - (_:bng_17999 false true) log:ifThenElseIn (() 1). - (6 8 2 4 1 7 5) list:firstRest (6 (8 2 4 1 7 5)). - ((3) (6 8 2 4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10102 { - ((3 6) (8 2 4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10103 { - (3 6 8) list:select (8 (3 6)). - (_:bng_18000 false true) log:ifThenElseIn (() 1). - (8 2 4 1 7 5) list:firstRest (8 (2 4 1 7 5)). - ((3 6) (8 2 4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10104 { - ((3 6 8) (2 4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10105 { - (2 3 6 8) list:select (2 (3 6 8)). - (_:bng_18001 false true) log:ifThenElseIn (() 1). - (2 4 1 7 5) list:firstRest (2 (4 1 7 5)). - ((3 6 8) (2 4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10106 { - ((2 3 6 8) (4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10107 { - (2 3 4 6 8) list:select (4 (2 3 6 8)). - (_:bng_18002 false true) log:ifThenElseIn (() 1). - (4 1 7 5) list:firstRest (4 (1 7 5)). - ((2 3 6 8) (4 1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10108 { - ((2 3 4 6 8) (1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10109 { - (1 2 3 4 6 8) list:select (1 (2 3 4 6 8)). - (_:bng_17996 false true) log:ifThenElseIn (() 1). - (1 7 5) list:firstRest (1 (7 5)). - ((2 3 4 6 8) (1 7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10110 { - ((1 2 3 4 6 8) (7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10111 { - (1 2 3 4 6 7 8) list:select (7 (1 2 3 4 6 8)). - (_:bng_17997 false true) log:ifThenElseIn (() 1). - (7 5) list:firstRest (7 (5)). - ((1 2 3 4 6 8) (7 5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10112 { - ((1 2 3 4 6 7 8) (5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10113 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10114 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10115 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 8 2 4 1 7 5). -} - -_:bng_10116 { - [] rdf:value 8; :queens (3 6 8 2 4 1 7 5). -} - -_:bng_10117 { - (4 1 7 5) list:firstRest (4 (1 7 5)). - (4 1) math:difference 3. -} - -_:bng_10118 { - (3 1) :attack3 (4 1 7 5). -} - -_:bng_10119 { - [] rdf:value 3; :attack (4 1 7 5). -} - -_:bng_10120 { - (4 1 7 5) list:firstRest (4 (1 7 5)). - (4 2) math:difference 2. -} - -_:bng_10121 { - (2 2) :attack3 (4 1 7 5). -} - -_:bng_10122 { - (6 4 1 7 5) list:firstRest (6 (4 1 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 7 5). -} - -_:bng_10123 { - (2 1) :attack3 (6 4 1 7 5). -} - -_:bng_10124 { - [] rdf:value 2; :attack (6 4 1 7 5). -} - -_:bng_10125 { - (7 5) list:firstRest (7 (5)). - (7 4) math:difference 3. -} - -_:bng_10126 { - (3 4) :attack3 (7 5). -} - -_:bng_10127 { - (1 7 5) list:firstRest (1 (7 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 5). -} - -_:bng_10128 { - (3 3) :attack3 (1 7 5). -} - -_:bng_10129 { - (4 1 7 5) list:firstRest (4 (1 7 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 5). -} - -_:bng_10130 { - (3 2) :attack3 (4 1 7 5). -} - -_:bng_10131 { - (6 4 1 7 5) list:firstRest (6 (4 1 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7 5). -} - -_:bng_10132 { - (3 1) :attack3 (6 4 1 7 5). -} - -_:bng_10133 { - [] rdf:value 3; :attack (6 4 1 7 5). -} - -_:bng_10134 { - (4 1 7 5) list:firstRest (4 (1 7 5)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 7 5). -} - -_:bng_10135 { - (2 3) :attack3 (4 1 7 5). -} - -_:bng_10136 { - (6 4 1 7 5) list:firstRest (6 (4 1 7 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 1 7 5). -} - -_:bng_10137 { - (2 2) :attack3 (6 4 1 7 5). -} - -_:bng_10138 { - (8 6 4 1 7 5) list:firstRest (8 (6 4 1 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 4 1 7 5). -} - -_:bng_10139 { - (2 1) :attack3 (8 6 4 1 7 5). -} - -_:bng_10140 { - [] rdf:value 2; :attack (8 6 4 1 7 5). -} - -_:bng_10141 { - (3 8 6 4 1 7 5) list:firstRest (3 (8 6 4 1 7 5)). - (3 1) math:difference 2. -} - -_:bng_10142 { - (2 1) :attack3 (3 8 6 4 1 7 5). -} - -_:bng_10143 { - [] rdf:value 2; :attack (3 8 6 4 1 7 5). -} - -_:bng_10144 { - (8 4 1 7 5) list:firstRest (8 (4 1 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 7 5). -} - -_:bng_10145 { - (2 1) :attack3 (8 4 1 7 5). -} - -_:bng_10146 { - [] rdf:value 2; :attack (8 4 1 7 5). -} - -_:bng_10147 { - (8 4 1 7 5) list:firstRest (8 (4 1 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7 5). -} - -_:bng_10148 { - (3 1) :attack3 (8 4 1 7 5). -} - -_:bng_10149 { - [] rdf:value 3; :attack (8 4 1 7 5). -} - -_:bng_10150 { - (8 4 1 7 5) list:firstRest (8 (4 1 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 7 5). -} - -_:bng_10151 { - (6 1) :attack3 (8 4 1 7 5). -} - -_:bng_10152 { - [] rdf:value 6; :attack (8 4 1 7 5). -} - -_:bng_10153 { - (2 6 1 7 5) list:firstRest (2 (6 1 7 5)). - (2 1) math:sum 3. -} - -_:bng_10154 { - (3 1) :attack3 (2 6 1 7 5). -} - -_:bng_10155 { - [] rdf:value 3; :attack (2 6 1 7 5). -} - -_:bng_10156 { - (6 1 7 5) list:firstRest (6 (1 7 5)). - (6 2) math:difference 4. -} - -_:bng_10157 { - (4 2) :attack3 (6 1 7 5). -} - -_:bng_10158 { - (2 6 1 7 5) list:firstRest (2 (6 1 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 7 5). -} - -_:bng_10159 { - (4 1) :attack3 (2 6 1 7 5). -} - -_:bng_10160 { - [] rdf:value 4; :attack (2 6 1 7 5). -} - -_:bng_10161 { - (6 1 7 5) list:firstRest (6 (1 7 5)). - (6 2) math:sum 8. -} - -_:bng_10162 { - (8 2) :attack3 (6 1 7 5). -} - -_:bng_10163 { - (2 6 1 7 5) list:firstRest (2 (6 1 7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 7 5). -} - -_:bng_10164 { - (8 1) :attack3 (2 6 1 7 5). -} - -_:bng_10165 { - [] rdf:value 8; :attack (2 6 1 7 5). -} - -_:bng_10166 { - (1 7 5) list:firstRest (1 (7 5)). - (1 2) math:sum 3. -} - -_:bng_10167 { - (3 2) :attack3 (1 7 5). -} - -_:bng_10168 { - (6 1 7 5) list:firstRest (6 (1 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 5). -} - -_:bng_10169 { - (3 1) :attack3 (6 1 7 5). -} - -_:bng_10170 { - [] rdf:value 3; :attack (6 1 7 5). -} - -_:bng_10171 { - (7 5) list:firstRest (7 (5)). - (7 3) math:difference 4. -} - -_:bng_10172 { - (4 3) :attack3 (7 5). -} - -_:bng_10173 { - (1 7 5) list:firstRest (1 (7 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 5). -} - -_:bng_10174 { - (4 2) :attack3 (1 7 5). -} - -_:bng_10175 { - (6 1 7 5) list:firstRest (6 (1 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 5). -} - -_:bng_10176 { - (4 1) :attack3 (6 1 7 5). -} - -_:bng_10177 { - [] rdf:value 4; :attack (6 1 7 5). -} - -_:bng_10178 { - (2 8 6 1 7 5) list:firstRest (2 (8 6 1 7 5)). - (2 1) math:sum 3. -} - -_:bng_10179 { - (3 1) :attack3 (2 8 6 1 7 5). -} - -_:bng_10180 { - [] rdf:value 3; :attack (2 8 6 1 7 5). -} - -_:bng_10181 { - (4 2 8 6 1 7 5) list:firstRest (4 (2 8 6 1 7 5)). - (4 1) math:difference 3. -} - -_:bng_10182 { - (3 1) :attack3 (4 2 8 6 1 7 5). -} - -_:bng_10183 { - [] rdf:value 3; :attack (4 2 8 6 1 7 5). -} - -_:bng_10184 { - (6 1 7 5) list:firstRest (6 (1 7 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 5). -} - -_:bng_10185 { - (3 2) :attack3 (6 1 7 5). -} - -_:bng_10186 { - (8 6 1 7 5) list:firstRest (8 (6 1 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 1 7 5). -} - -_:bng_10187 { - (3 1) :attack3 (8 6 1 7 5). -} - -_:bng_10188 { - [] rdf:value 3; :attack (8 6 1 7 5). -} - -_:bng_10189 { - (8 6 1 7 5) list:firstRest (8 (6 1 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 7 5). -} - -_:bng_10190 { - (4 1) :attack3 (8 6 1 7 5). -} - -_:bng_10191 { - [] rdf:value 4; :attack (8 6 1 7 5). -} - -_:bng_10192 { - (7 5) list:firstRest (7 (5)). - (2 1) math:sum 3 . - (8 3) :attack3 (5). -} - -_:bng_10193 { - (8 2) :attack3 (7 5). -} - -_:bng_10194 { - (1 7 5) list:firstRest (1 (7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5). -} - -_:bng_10195 { - (8 1) :attack3 (1 7 5). -} - -_:bng_10196 { - [] rdf:value 8; :attack (1 7 5). -} - -_:bng_10197 { - (2 7 5) list:firstRest (2 (7 5)). - (2 1) math:difference 1. -} - -_:bng_10198 { - (1 1) :attack3 (2 7 5). -} - -_:bng_10199 { - [] rdf:value 1; :attack (2 7 5). -} - -_:bng_10200 { - (2 7 5) list:firstRest (2 (7 5)). - (2 1) math:sum 3. -} - -_:bng_10201 { - (3 1) :attack3 (2 7 5). -} - -_:bng_10202 { - [] rdf:value 3; :attack (2 7 5). -} - -_:bng_10203 { - (7 5) list:firstRest (7 (5)). - (3 1) math:sum 4 . - (1 4) :attack3 (5). -} - -_:bng_10204 { - (1 3) :attack3 (7 5). -} - -_:bng_10205 { - (2 7 5) list:firstRest (2 (7 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5). -} - -_:bng_10206 { - (1 2) :attack3 (2 7 5). -} - -_:bng_10207 { - (4 2 7 5) list:firstRest (4 (2 7 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5). -} - -_:bng_10208 { - (1 1) :attack3 (4 2 7 5). -} - -_:bng_10209 { - [] rdf:value 1; :attack (4 2 7 5). -} - -_:bng_10210 { - (4 2 7 5) list:firstRest (4 (2 7 5)). - (4 1) math:difference 3. -} - -_:bng_10211 { - (3 1) :attack3 (4 2 7 5). -} - -_:bng_10212 { - [] rdf:value 3; :attack (4 2 7 5). -} - -_:bng_10213 { - (4 2 7 5) list:firstRest (4 (2 7 5)). - (4 4) math:sum 8. -} - -_:bng_10214 { - (8 4) :attack3 (4 2 7 5). -} - -_:bng_10215 { - (6 4 2 7 5) list:firstRest (6 (4 2 7 5)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 2 7 5). -} - -_:bng_10216 { - (8 3) :attack3 (6 4 2 7 5). -} - -_:bng_10217 { - (1 6 4 2 7 5) list:firstRest (1 (6 4 2 7 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4 2 7 5). -} - -_:bng_10218 { - (8 2) :attack3 (1 6 4 2 7 5). -} - -_:bng_10219 { - (3 1 6 4 2 7 5) list:firstRest (3 (1 6 4 2 7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4 2 7 5). -} - -_:bng_10220 { - (8 1) :attack3 (3 1 6 4 2 7 5). -} - -_:bng_10221 { - [] rdf:value 8; :attack (3 1 6 4 2 7 5). -} - -_:bng_10222 { - (6 4 2 7 5) list:firstRest (6 (4 2 7 5)). - (6 2) math:sum 8. -} - -_:bng_10223 { - (8 2) :attack3 (6 4 2 7 5). -} - -_:bng_10224 { - (1 6 4 2 7 5) list:firstRest (1 (6 4 2 7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 2 7 5). -} - -_:bng_10225 { - (8 1) :attack3 (1 6 4 2 7 5). -} - -_:bng_10226 { - [] rdf:value 8; :attack (1 6 4 2 7 5). -} - -_:bng_10227 { - (2 7 5) list:firstRest (2 (7 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 5). -} - -_:bng_10228 { - (3 3) :attack3 (2 7 5). -} - -_:bng_10229 { - (4 2 7 5) list:firstRest (4 (2 7 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 7 5). -} - -_:bng_10230 { - (3 2) :attack3 (4 2 7 5). -} - -_:bng_10231 { - (6 4 2 7 5) list:firstRest (6 (4 2 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 7 5). -} - -_:bng_10232 { - (3 1) :attack3 (6 4 2 7 5). -} - -_:bng_10233 { - [] rdf:value 3; :attack (6 4 2 7 5). -} - -_:bng_10234 { - (4 2 7 5) list:firstRest (4 (2 7 5)). - (4 3) math:difference 1. -} - -_:bng_10235 { - (1 3) :attack3 (4 2 7 5). -} - -_:bng_10236 { - (6 4 2 7 5) list:firstRest (6 (4 2 7 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 7 5). -} - -_:bng_10237 { - (1 2) :attack3 (6 4 2 7 5). -} - -_:bng_10238 { - (8 6 4 2 7 5) list:firstRest (8 (6 4 2 7 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2 7 5). -} - -_:bng_10239 { - (1 1) :attack3 (8 6 4 2 7 5). -} - -_:bng_10240 { - [] rdf:value 1; :attack (8 6 4 2 7 5). -} - -_:bng_10241 { - (7 5) list:firstRest (7 (5)). - (7 6) math:difference 1. -} - -_:bng_10242 { - (1 6) :attack3 (7 5). -} - -_:bng_10243 { - (2 7 5) list:firstRest (2 (7 5)). - (5 1) math:sum 6 . - (1 6) :attack3 (7 5). -} - -_:bng_10244 { - (1 5) :attack3 (2 7 5). -} - -_:bng_10245 { - (4 2 7 5) list:firstRest (4 (2 7 5)). - (4 1) math:sum 5 . - (1 5) :attack3 (2 7 5). -} - -_:bng_10246 { - (1 4) :attack3 (4 2 7 5). -} - -_:bng_10247 { - (6 4 2 7 5) list:firstRest (6 (4 2 7 5)). - (3 1) math:sum 4 . - (1 4) :attack3 (4 2 7 5). -} - -_:bng_10248 { - (1 3) :attack3 (6 4 2 7 5). -} - -_:bng_10249 { - (8 6 4 2 7 5) list:firstRest (8 (6 4 2 7 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (6 4 2 7 5). -} - -_:bng_10250 { - (1 2) :attack3 (8 6 4 2 7 5). -} - -_:bng_10251 { - (3 8 6 4 2 7 5) list:firstRest (3 (8 6 4 2 7 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 6 4 2 7 5). -} - -_:bng_10252 { - (1 1) :attack3 (3 8 6 4 2 7 5). -} - -_:bng_10253 { - [] rdf:value 1; :attack (3 8 6 4 2 7 5). -} - -_:bng_10254 { - (6) list:select (6 ()). - (_:bng_18003 false true) log:ifThenElseIn (() 1). - (6 3 1 8 4 2 7 5) list:firstRest (6 (3 1 8 4 2 7 5)). - (() (6 3 1 8 4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10255 { - ((6) (3 1 8 4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10256 { - (3 6) list:select (3 (6)). - (_:bng_18004 false true) log:ifThenElseIn (() 1). - (3 1 8 4 2 7 5) list:firstRest (3 (1 8 4 2 7 5)). - ((6) (3 1 8 4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10257 { - ((3 6) (1 8 4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10258 { - (1 3 6) list:select (1 (3 6)). - (_:bng_18005 false true) log:ifThenElseIn (() 1). - (1 8 4 2 7 5) list:firstRest (1 (8 4 2 7 5)). - ((3 6) (1 8 4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10259 { - ((1 3 6) (8 4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10260 { - (1 3 6 8) list:select (8 (1 3 6)). - (_:bng_18006 false true) log:ifThenElseIn (() 1). - (8 4 2 7 5) list:firstRest (8 (4 2 7 5)). - ((1 3 6) (8 4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10261 { - ((1 3 6 8) (4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10262 { - (1 3 4 6 8) list:select (4 (1 3 6 8)). - (_:bng_18007 false true) log:ifThenElseIn (() 1). - (4 2 7 5) list:firstRest (4 (2 7 5)). - ((1 3 6 8) (4 2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10263 { - ((1 3 4 6 8) (2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10264 { - (1 2 3 4 6 8) list:select (2 (1 3 4 6 8)). - (_:bng_18008 false true) log:ifThenElseIn (() 1). - (2 7 5) list:firstRest (2 (7 5)). - ((1 3 4 6 8) (2 7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10265 { - ((1 2 3 4 6 8) (7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10266 { - (1 2 3 4 6 7 8) list:select (7 (1 2 3 4 6 8)). - (_:bng_17997 false true) log:ifThenElseIn (() 1). - (7 5) list:firstRest (7 (5)). - ((1 2 3 4 6 8) (7 5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10267 { - ((1 2 3 4 6 7 8) (5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10268 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10269 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10270 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 1 8 4 2 7 5). -} - -_:bng_10271 { - [] rdf:value 8; :queens (6 3 1 8 4 2 7 5). -} - -_:bng_10272 { - (8 4 2 7 5) list:firstRest (8 (4 2 7 5)). - (8 2) math:difference 6. -} - -_:bng_10273 { - (6 2) :attack3 (8 4 2 7 5). -} - -_:bng_10274 { - (1 8 4 2 7 5) list:firstRest (1 (8 4 2 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 2 7 5). -} - -_:bng_10275 { - (6 1) :attack3 (1 8 4 2 7 5). -} - -_:bng_10276 { - [] rdf:value 6; :attack (1 8 4 2 7 5). -} - -_:bng_10277 { - (8 4 2 7 5) list:firstRest (8 (4 2 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 7 5). -} - -_:bng_10278 { - (3 1) :attack3 (8 4 2 7 5). -} - -_:bng_10279 { - [] rdf:value 3; :attack (8 4 2 7 5). -} - -_:bng_10280 { - (4 2 7 5) list:firstRest (4 (2 7 5)). - (4 2) math:sum 6. -} - -_:bng_10281 { - (6 2) :attack3 (4 2 7 5). -} - -_:bng_10282 { - (8 4 2 7 5) list:firstRest (8 (4 2 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 7 5). -} - -_:bng_10283 { - (6 1) :attack3 (8 4 2 7 5). -} - -_:bng_10284 { - [] rdf:value 6; :attack (8 4 2 7 5). -} - -_:bng_10285 { - (6 2 7 5) list:firstRest (6 (2 7 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5). -} - -_:bng_10286 { - (1 1) :attack3 (6 2 7 5). -} - -_:bng_10287 { - [] rdf:value 1; :attack (6 2 7 5). -} - -_:bng_10288 { - (8) list:select (8 ()). - (_:bng_18009 false true) log:ifThenElseIn (() 1). - (8 4 1 3 6 2 7 5) list:firstRest (8 (4 1 3 6 2 7 5)). - (() (8 4 1 3 6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10289 { - ((8) (4 1 3 6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10290 { - (4 8) list:select (4 (8)). - (_:bng_18010 false true) log:ifThenElseIn (() 1). - (4 1 3 6 2 7 5) list:firstRest (4 (1 3 6 2 7 5)). - ((8) (4 1 3 6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10291 { - ((4 8) (1 3 6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10292 { - (1 4 8) list:select (1 (4 8)). - (_:bng_18011 false true) log:ifThenElseIn (() 1). - (1 3 6 2 7 5) list:firstRest (1 (3 6 2 7 5)). - ((4 8) (1 3 6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10293 { - ((1 4 8) (3 6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10294 { - (1 3 4 8) list:select (3 (1 4 8)). - (_:bng_18012 false true) log:ifThenElseIn (() 1). - (3 6 2 7 5) list:firstRest (3 (6 2 7 5)). - ((1 4 8) (3 6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10295 { - ((1 3 4 8) (6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10296 { - (1 3 4 6 8) list:select (6 (1 3 4 8)). - (_:bng_18013 false true) log:ifThenElseIn (() 1). - (6 2 7 5) list:firstRest (6 (2 7 5)). - ((1 3 4 8) (6 2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10297 { - ((1 3 4 6 8) (2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10298 { - (1 2 3 4 6 8) list:select (2 (1 3 4 6 8)). - (_:bng_18008 false true) log:ifThenElseIn (() 1). - (2 7 5) list:firstRest (2 (7 5)). - ((1 3 4 6 8) (2 7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10299 { - ((1 2 3 4 6 8) (7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10300 { - (1 2 3 4 6 7 8) list:select (7 (1 2 3 4 6 8)). - (_:bng_17997 false true) log:ifThenElseIn (() 1). - (7 5) list:firstRest (7 (5)). - ((1 2 3 4 6 8) (7 5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10301 { - ((1 2 3 4 6 7 8) (5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10302 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10303 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10304 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (8 4 1 3 6 2 7 5). -} - -_:bng_10305 { - [] rdf:value 8; :queens (8 4 1 3 6 2 7 5). -} - -_:bng_10306 { - (4) list:select (4 ()). - (_:bng_18014 false true) log:ifThenElseIn (() 1). - (4 8 1 3 6 2 7 5) list:firstRest (4 (8 1 3 6 2 7 5)). - (() (4 8 1 3 6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10307 { - ((4) (8 1 3 6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10308 { - (4 8) list:select (8 (4)). - (_:bng_18015 false true) log:ifThenElseIn (() 1). - (8 1 3 6 2 7 5) list:firstRest (8 (1 3 6 2 7 5)). - ((4) (8 1 3 6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10309 { - ((4 8) (1 3 6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10310 { - (1 4 8) list:select (1 (4 8)). - (_:bng_18011 false true) log:ifThenElseIn (() 1). - (1 3 6 2 7 5) list:firstRest (1 (3 6 2 7 5)). - ((4 8) (1 3 6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10311 { - ((1 4 8) (3 6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10312 { - (1 3 4 8) list:select (3 (1 4 8)). - (_:bng_18012 false true) log:ifThenElseIn (() 1). - (3 6 2 7 5) list:firstRest (3 (6 2 7 5)). - ((1 4 8) (3 6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10313 { - ((1 3 4 8) (6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10314 { - (1 3 4 6 8) list:select (6 (1 3 4 8)). - (_:bng_18013 false true) log:ifThenElseIn (() 1). - (6 2 7 5) list:firstRest (6 (2 7 5)). - ((1 3 4 8) (6 2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10315 { - ((1 3 4 6 8) (2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10316 { - (1 2 3 4 6 8) list:select (2 (1 3 4 6 8)). - (_:bng_18008 false true) log:ifThenElseIn (() 1). - (2 7 5) list:firstRest (2 (7 5)). - ((1 3 4 6 8) (2 7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10317 { - ((1 2 3 4 6 8) (7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10318 { - (1 2 3 4 6 7 8) list:select (7 (1 2 3 4 6 8)). - (_:bng_17997 false true) log:ifThenElseIn (() 1). - (7 5) list:firstRest (7 (5)). - ((1 2 3 4 6 8) (7 5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10319 { - ((1 2 3 4 6 7 8) (5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10320 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10321 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10322 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 8 1 3 6 2 7 5). -} - -_:bng_10323 { - [] rdf:value 8; :queens (4 8 1 3 6 2 7 5). -} - -_:bng_10324 { - (3 6 2 7 5) list:firstRest (3 (6 2 7 5)). - (3 1) math:sum 4. -} - -_:bng_10325 { - (4 1) :attack3 (3 6 2 7 5). -} - -_:bng_10326 { - [] rdf:value 4; :attack (3 6 2 7 5). -} - -_:bng_10327 { - (6 2 7 5) list:firstRest (6 (2 7 5)). - (6 2) math:sum 8. -} - -_:bng_10328 { - (8 2) :attack3 (6 2 7 5). -} - -_:bng_10329 { - (3 6 2 7 5) list:firstRest (3 (6 2 7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 7 5). -} - -_:bng_10330 { - (8 1) :attack3 (3 6 2 7 5). -} - -_:bng_10331 { - [] rdf:value 8; :attack (3 6 2 7 5). -} - -_:bng_10332 { - (2 7 5) list:firstRest (2 (7 5)). - (2 2) math:sum 4. -} - -_:bng_10333 { - (4 2) :attack3 (2 7 5). -} - -_:bng_10334 { - (6 2 7 5) list:firstRest (6 (2 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 5). -} - -_:bng_10335 { - (4 1) :attack3 (6 2 7 5). -} - -_:bng_10336 { - [] rdf:value 4; :attack (6 2 7 5). -} - -_:bng_10337 { - (6 2 7 5) list:firstRest (6 (2 7 5)). - (6 3) math:difference 3. -} - -_:bng_10338 { - (3 3) :attack3 (6 2 7 5). -} - -_:bng_10339 { - (8 6 2 7 5) list:firstRest (8 (6 2 7 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 2 7 5). -} - -_:bng_10340 { - (3 2) :attack3 (8 6 2 7 5). -} - -_:bng_10341 { - (1 8 6 2 7 5) list:firstRest (1 (8 6 2 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 2 7 5). -} - -_:bng_10342 { - (3 1) :attack3 (1 8 6 2 7 5). -} - -_:bng_10343 { - [] rdf:value 3; :attack (1 8 6 2 7 5). -} - -_:bng_10344 { - (4 1 8 6 2 7 5) list:firstRest (4 (1 8 6 2 7 5)). - (4 1) math:difference 3. -} - -_:bng_10345 { - (3 1) :attack3 (4 1 8 6 2 7 5). -} - -_:bng_10346 { - [] rdf:value 3; :attack (4 1 8 6 2 7 5). -} - -_:bng_10347 { - (6 2 7 5) list:firstRest (6 (2 7 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 7 5). -} - -_:bng_10348 { - (3 2) :attack3 (6 2 7 5). -} - -_:bng_10349 { - (8 6 2 7 5) list:firstRest (8 (6 2 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 2 7 5). -} - -_:bng_10350 { - (3 1) :attack3 (8 6 2 7 5). -} - -_:bng_10351 { - [] rdf:value 3; :attack (8 6 2 7 5). -} - -_:bng_10352 { - (6 2 7 5) list:firstRest (6 (2 7 5)). - (6 2) math:difference 4. -} - -_:bng_10353 { - (4 2) :attack3 (6 2 7 5). -} - -_:bng_10354 { - (8 6 2 7 5) list:firstRest (8 (6 2 7 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2 7 5). -} - -_:bng_10355 { - (4 1) :attack3 (8 6 2 7 5). -} - -_:bng_10356 { - [] rdf:value 4; :attack (8 6 2 7 5). -} - -_:bng_10357 { - (2 7 5) list:firstRest (2 (7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5). -} - -_:bng_10358 { - (8 1) :attack3 (2 7 5). -} - -_:bng_10359 { - [] rdf:value 8; :attack (2 7 5). -} - -_:bng_10360 { - (7 5) list:firstRest (7 (5)). - (1 1) math:sum 2 . - (3 2) :attack3 (5). -} - -_:bng_10361 { - (3 1) :attack3 (7 5). -} - -_:bng_10362 { - [] rdf:value 3; :attack (7 5). -} - -_:bng_10363 { - (1 4 7 5) list:firstRest (1 (4 7 5)). - (1 1) math:sum 2. -} - -_:bng_10364 { - (2 1) :attack3 (1 4 7 5). -} - -_:bng_10365 { - [] rdf:value 2; :attack (1 4 7 5). -} - -_:bng_10366 { - (3 1 4 7 5) list:firstRest (3 (1 4 7 5)). - (3 1) math:difference 2. -} - -_:bng_10367 { - (2 1) :attack3 (3 1 4 7 5). -} - -_:bng_10368 { - [] rdf:value 2; :attack (3 1 4 7 5). -} - -_:bng_10369 { - (4 7 5) list:firstRest (4 (7 5)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 5). -} - -_:bng_10370 { - (2 4) :attack3 (4 7 5). -} - -_:bng_10371 { - (1 4 7 5) list:firstRest (1 (4 7 5)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7 5). -} - -_:bng_10372 { - (2 3) :attack3 (1 4 7 5). -} - -_:bng_10373 { - (3 1 4 7 5) list:firstRest (3 (1 4 7 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 7 5). -} - -_:bng_10374 { - (2 2) :attack3 (3 1 4 7 5). -} - -_:bng_10375 { - (6 3 1 4 7 5) list:firstRest (6 (3 1 4 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 4 7 5). -} - -_:bng_10376 { - (2 1) :attack3 (6 3 1 4 7 5). -} - -_:bng_10377 { - [] rdf:value 2; :attack (6 3 1 4 7 5). -} - -_:bng_10378 { - (4 7 5) list:firstRest (4 (7 5)). - (4 4) math:sum 8. -} - -_:bng_10379 { - (8 4) :attack3 (4 7 5). -} - -_:bng_10380 { - (1 4 7 5) list:firstRest (1 (4 7 5)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 7 5). -} - -_:bng_10381 { - (8 3) :attack3 (1 4 7 5). -} - -_:bng_10382 { - (3 1 4 7 5) list:firstRest (3 (1 4 7 5)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 7 5). -} - -_:bng_10383 { - (8 2) :attack3 (3 1 4 7 5). -} - -_:bng_10384 { - (6 3 1 4 7 5) list:firstRest (6 (3 1 4 7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 4 7 5). -} - -_:bng_10385 { - (8 1) :attack3 (6 3 1 4 7 5). -} - -_:bng_10386 { - [] rdf:value 8; :attack (6 3 1 4 7 5). -} - -_:bng_10387 { - (8 3 1 4 7 5) list:firstRest (8 (3 1 4 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 4 7 5). -} - -_:bng_10388 { - (2 1) :attack3 (8 3 1 4 7 5). -} - -_:bng_10389 { - [] rdf:value 2; :attack (8 3 1 4 7 5). -} - -_:bng_10390 { - (2) list:select (2 ()). - (_:bng_18016 false true) log:ifThenElseIn (() 1). - (2 6 8 3 1 4 7 5) list:firstRest (2 (6 8 3 1 4 7 5)). - (() (2 6 8 3 1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10391 { - ((2) (6 8 3 1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10392 { - (2 6) list:select (6 (2)). - (_:bng_18017 false true) log:ifThenElseIn (() 1). - (6 8 3 1 4 7 5) list:firstRest (6 (8 3 1 4 7 5)). - ((2) (6 8 3 1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10393 { - ((2 6) (8 3 1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10394 { - (2 6 8) list:select (8 (2 6)). - (_:bng_18018 false true) log:ifThenElseIn (() 1). - (8 3 1 4 7 5) list:firstRest (8 (3 1 4 7 5)). - ((2 6) (8 3 1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10395 { - ((2 6 8) (3 1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10396 { - (2 3 6 8) list:select (3 (2 6 8)). - (_:bng_18019 false true) log:ifThenElseIn (() 1). - (3 1 4 7 5) list:firstRest (3 (1 4 7 5)). - ((2 6 8) (3 1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10397 { - ((2 3 6 8) (1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10398 { - (1 2 3 6 8) list:select (1 (2 3 6 8)). - (_:bng_18020 false true) log:ifThenElseIn (() 1). - (1 4 7 5) list:firstRest (1 (4 7 5)). - ((2 3 6 8) (1 4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10399 { - ((1 2 3 6 8) (4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10400 { - (1 2 3 4 6 8) list:select (4 (1 2 3 6 8)). - (_:bng_18021 false true) log:ifThenElseIn (() 1). - (4 7 5) list:firstRest (4 (7 5)). - ((1 2 3 6 8) (4 7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10401 { - ((1 2 3 4 6 8) (7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10402 { - (1 2 3 4 6 7 8) list:select (7 (1 2 3 4 6 8)). - (_:bng_17997 false true) log:ifThenElseIn (() 1). - (7 5) list:firstRest (7 (5)). - ((1 2 3 4 6 8) (7 5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10403 { - ((1 2 3 4 6 7 8) (5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10404 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10405 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10406 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (2 6 8 3 1 4 7 5). -} - -_:bng_10407 { - [] rdf:value 8; :queens (2 6 8 3 1 4 7 5). -} - -_:bng_10408 { - (4 7 5) list:firstRest (4 (7 5)). - (4 2) math:sum 6. -} - -_:bng_10409 { - (6 2) :attack3 (4 7 5). -} - -_:bng_10410 { - (1 4 7 5) list:firstRest (1 (4 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 5). -} - -_:bng_10411 { - (6 1) :attack3 (1 4 7 5). -} - -_:bng_10412 { - [] rdf:value 6; :attack (1 4 7 5). -} - -_:bng_10413 { - (2 8 1 4 7 5) list:firstRest (2 (8 1 4 7 5)). - (2 1) math:sum 3. -} - -_:bng_10414 { - (3 1) :attack3 (2 8 1 4 7 5). -} - -_:bng_10415 { - [] rdf:value 3; :attack (2 8 1 4 7 5). -} - -_:bng_10416 { - (8 1 4 7 5) list:firstRest (8 (1 4 7 5)). - (8 2) math:difference 6. -} - -_:bng_10417 { - (6 2) :attack3 (8 1 4 7 5). -} - -_:bng_10418 { - (2 8 1 4 7 5) list:firstRest (2 (8 1 4 7 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 4 7 5). -} - -_:bng_10419 { - (6 1) :attack3 (2 8 1 4 7 5). -} - -_:bng_10420 { - [] rdf:value 6; :attack (2 8 1 4 7 5). -} - -_:bng_10421 { - (1 4 7 5) list:firstRest (1 (4 7 5)). - (1 2) math:sum 3. -} - -_:bng_10422 { - (3 2) :attack3 (1 4 7 5). -} - -_:bng_10423 { - (8 1 4 7 5) list:firstRest (8 (1 4 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 7 5). -} - -_:bng_10424 { - (3 1) :attack3 (8 1 4 7 5). -} - -_:bng_10425 { - [] rdf:value 3; :attack (8 1 4 7 5). -} - -_:bng_10426 { - (8 1 4 7 5) list:firstRest (8 (1 4 7 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 7 5). -} - -_:bng_10427 { - (2 2) :attack3 (8 1 4 7 5). -} - -_:bng_10428 { - (6 8 1 4 7 5) list:firstRest (6 (8 1 4 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 4 7 5). -} - -_:bng_10429 { - (2 1) :attack3 (6 8 1 4 7 5). -} - -_:bng_10430 { - [] rdf:value 2; :attack (6 8 1 4 7 5). -} - -_:bng_10431 { - (3 6 8 1 4 7 5) list:firstRest (3 (6 8 1 4 7 5)). - (3 1) math:difference 2. -} - -_:bng_10432 { - (2 1) :attack3 (3 6 8 1 4 7 5). -} - -_:bng_10433 { - [] rdf:value 2; :attack (3 6 8 1 4 7 5). -} - -_:bng_10434 { - (7 5) list:firstRest (7 (5)). - (2 1) math:sum 3 . - (2 3) :attack3 (5). -} - -_:bng_10435 { - (2 2) :attack3 (7 5). -} - -_:bng_10436 { - (4 7 5) list:firstRest (4 (7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5). -} - -_:bng_10437 { - (2 1) :attack3 (4 7 5). -} - -_:bng_10438 { - [] rdf:value 2; :attack (4 7 5). -} - -_:bng_10439 { - (4 7 5) list:firstRest (4 (7 5)). - (4 1) math:difference 3. -} - -_:bng_10440 { - (3 1) :attack3 (4 7 5). -} - -_:bng_10441 { - [] rdf:value 3; :attack (4 7 5). -} - -_:bng_10442 { - (4 7 5) list:firstRest (4 (7 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5). -} - -_:bng_10443 { - (1 2) :attack3 (4 7 5). -} - -_:bng_10444 { - (6 4 7 5) list:firstRest (6 (4 7 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 7 5). -} - -_:bng_10445 { - (1 1) :attack3 (6 4 7 5). -} - -_:bng_10446 { - [] rdf:value 1; :attack (6 4 7 5). -} - -_:bng_10447 { - (4 7 5) list:firstRest (4 (7 5)). - (4 2) math:difference 2. -} - -_:bng_10448 { - (2 2) :attack3 (4 7 5). -} - -_:bng_10449 { - (6 4 7 5) list:firstRest (6 (4 7 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 5). -} - -_:bng_10450 { - (2 1) :attack3 (6 4 7 5). -} - -_:bng_10451 { - [] rdf:value 2; :attack (6 4 7 5). -} - -_:bng_10452 { - (4 7 5) list:firstRest (4 (7 5)). - (4 3) math:difference 1. -} - -_:bng_10453 { - (1 3) :attack3 (4 7 5). -} - -_:bng_10454 { - (6 4 7 5) list:firstRest (6 (4 7 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7 5). -} - -_:bng_10455 { - (1 2) :attack3 (6 4 7 5). -} - -_:bng_10456 { - (3 6 4 7 5) list:firstRest (3 (6 4 7 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 7 5). -} - -_:bng_10457 { - (1 1) :attack3 (3 6 4 7 5). -} - -_:bng_10458 { - [] rdf:value 1; :attack (3 6 4 7 5). -} - -_:bng_10459 { - (3 6 4 7 5) list:firstRest (3 (6 4 7 5)). - (3 1) math:difference 2. -} - -_:bng_10460 { - (2 1) :attack3 (3 6 4 7 5). -} - -_:bng_10461 { - [] rdf:value 2; :attack (3 6 4 7 5). -} - -_:bng_10462 { - (6 4 7 5) list:firstRest (6 (4 7 5)). - (6 2) math:sum 8. -} - -_:bng_10463 { - (8 2) :attack3 (6 4 7 5). -} - -_:bng_10464 { - (3 6 4 7 5) list:firstRest (3 (6 4 7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 7 5). -} - -_:bng_10465 { - (8 1) :attack3 (3 6 4 7 5). -} - -_:bng_10466 { - [] rdf:value 8; :attack (3 6 4 7 5). -} - -_:bng_10467 { - (8 6 4 7 5) list:firstRest (8 (6 4 7 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 7 5). -} - -_:bng_10468 { - (1 1) :attack3 (8 6 4 7 5). -} - -_:bng_10469 { - [] rdf:value 1; :attack (8 6 4 7 5). -} - -_:bng_10470 { - (2 8 6 4 7 5) list:firstRest (2 (8 6 4 7 5)). - (2 1) math:difference 1. -} - -_:bng_10471 { - (1 1) :attack3 (2 8 6 4 7 5). -} - -_:bng_10472 { - [] rdf:value 1; :attack (2 8 6 4 7 5). -} - -_:bng_10473 { - (2 8 6 4 7 5) list:firstRest (2 (8 6 4 7 5)). - (2 1) math:sum 3. -} - -_:bng_10474 { - (3 1) :attack3 (2 8 6 4 7 5). -} - -_:bng_10475 { - [] rdf:value 3; :attack (2 8 6 4 7 5). -} - -_:bng_10476 { - (4 7 5) list:firstRest (4 (7 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 5). -} - -_:bng_10477 { - (3 3) :attack3 (4 7 5). -} - -_:bng_10478 { - (6 4 7 5) list:firstRest (6 (4 7 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 7 5). -} - -_:bng_10479 { - (3 2) :attack3 (6 4 7 5). -} - -_:bng_10480 { - (8 6 4 7 5) list:firstRest (8 (6 4 7 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 4 7 5). -} - -_:bng_10481 { - (3 1) :attack3 (8 6 4 7 5). -} - -_:bng_10482 { - [] rdf:value 3; :attack (8 6 4 7 5). -} - -_:bng_10483 { - (4 7 5) list:firstRest (4 (7 5)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5). -} - -_:bng_10484 { - (8 1) :attack3 (4 7 5). -} - -_:bng_10485 { - [] rdf:value 8; :attack (4 7 5). -} - -_:bng_10486 { - (7 5) list:firstRest (7 (5)). - (7 1) math:difference 6. -} - -_:bng_10487 { - (6 1) :attack3 (7 5). -} - -_:bng_10488 { - [] rdf:value 6; :attack (7 5). -} - -_:bng_10489 { - (7 5) list:firstRest (7 (5)). - (7 1) math:sum 8. -} - -_:bng_10490 { - (8 1) :attack3 (7 5). -} - -_:bng_10491 { - [] rdf:value 8; :attack (7 5). -} - -_:bng_10492 { - (1 8 5) list:firstRest (1 (8 5)). - (1 1) math:sum 2. -} - -_:bng_10493 { - (2 1) :attack3 (1 8 5). -} - -_:bng_10494 { - [] rdf:value 2; :attack (1 8 5). -} - -_:bng_10495 { - (3 1 8 5) list:firstRest (3 (1 8 5)). - (3 1) math:difference 2. -} - -_:bng_10496 { - (2 1) :attack3 (3 1 8 5). -} - -_:bng_10497 { - [] rdf:value 2; :attack (3 1 8 5). -} - -_:bng_10498 { - (3 1 8 5) list:firstRest (3 (1 8 5)). - (3 1) math:sum 4. -} - -_:bng_10499 { - (4 1) :attack3 (3 1 8 5). -} - -_:bng_10500 { - [] rdf:value 4; :attack (3 1 8 5). -} - -_:bng_10501 { - (6 3 1 8 5) list:firstRest (6 (3 1 8 5)). - (6 2) math:difference 4. -} - -_:bng_10502 { - (4 2) :attack3 (6 3 1 8 5). -} - -_:bng_10503 { - (2 6 3 1 8 5) list:firstRest (2 (6 3 1 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 1 8 5). -} - -_:bng_10504 { - (4 1) :attack3 (2 6 3 1 8 5). -} - -_:bng_10505 { - [] rdf:value 4; :attack (2 6 3 1 8 5). -} - -_:bng_10506 { - (2 6 3 1 8 5) list:firstRest (2 (6 3 1 8 5)). - (2 2) math:sum 4. -} - -_:bng_10507 { - (4 2) :attack3 (2 6 3 1 8 5). -} - -_:bng_10508 { - (7 2 6 3 1 8 5) list:firstRest (7 (2 6 3 1 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 6 3 1 8 5). -} - -_:bng_10509 { - (4 1) :attack3 (7 2 6 3 1 8 5). -} - -_:bng_10510 { - [] rdf:value 4; :attack (7 2 6 3 1 8 5). -} - -_:bng_10511 { - (1 8 5) list:firstRest (1 (8 5)). - (1 3) math:sum 4. -} - -_:bng_10512 { - (4 3) :attack3 (1 8 5). -} - -_:bng_10513 { - (3 1 8 5) list:firstRest (3 (1 8 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8 5). -} - -_:bng_10514 { - (4 2) :attack3 (3 1 8 5). -} - -_:bng_10515 { - (6 3 1 8 5) list:firstRest (6 (3 1 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 8 5). -} - -_:bng_10516 { - (4 1) :attack3 (6 3 1 8 5). -} - -_:bng_10517 { - [] rdf:value 4; :attack (6 3 1 8 5). -} - -_:bng_10518 { - (6 3 1 8 5) list:firstRest (6 (3 1 8 5)). - (6 1) math:sum 7. -} - -_:bng_10519 { - (7 1) :attack3 (6 3 1 8 5). -} - -_:bng_10520 { - [] rdf:value 7; :attack (6 3 1 8 5). -} - -_:bng_10521 { - (1 8 5) list:firstRest (1 (8 5)). - (1 5) math:sum 6. -} - -_:bng_10522 { - (6 5) :attack3 (1 8 5). -} - -_:bng_10523 { - (3 1 8 5) list:firstRest (3 (1 8 5)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 8 5). -} - -_:bng_10524 { - (6 4) :attack3 (3 1 8 5). -} - -_:bng_10525 { - (7 3 1 8 5) list:firstRest (7 (3 1 8 5)). - (3 1) math:sum 4 . - (6 4) :attack3 (3 1 8 5). -} - -_:bng_10526 { - (6 3) :attack3 (7 3 1 8 5). -} - -_:bng_10527 { - (2 7 3 1 8 5) list:firstRest (2 (7 3 1 8 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 3 1 8 5). -} - -_:bng_10528 { - (6 2) :attack3 (2 7 3 1 8 5). -} - -_:bng_10529 { - (4 2 7 3 1 8 5) list:firstRest (4 (2 7 3 1 8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 7 3 1 8 5). -} - -_:bng_10530 { - (6 1) :attack3 (4 2 7 3 1 8 5). -} - -_:bng_10531 { - [] rdf:value 6; :attack (4 2 7 3 1 8 5). -} - -_:bng_10532 { - (3 1 8 5) list:firstRest (3 (1 8 5)). - (3 3) math:sum 6. -} - -_:bng_10533 { - (6 3) :attack3 (3 1 8 5). -} - -_:bng_10534 { - (7 3 1 8 5) list:firstRest (7 (3 1 8 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 1 8 5). -} - -_:bng_10535 { - (6 2) :attack3 (7 3 1 8 5). -} - -_:bng_10536 { - (2 7 3 1 8 5) list:firstRest (2 (7 3 1 8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3 1 8 5). -} - -_:bng_10537 { - (6 1) :attack3 (2 7 3 1 8 5). -} - -_:bng_10538 { - [] rdf:value 6; :attack (2 7 3 1 8 5). -} - -_:bng_10539 { - (7 3 1 8 5) list:firstRest (7 (3 1 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 8 5). -} - -_:bng_10540 { - (4 1) :attack3 (7 3 1 8 5). -} - -_:bng_10541 { - [] rdf:value 4; :attack (7 3 1 8 5). -} - -_:bng_10542 { - (7 3 1 8 5) list:firstRest (7 (3 1 8 5)). - (7 1) math:difference 6. -} - -_:bng_10543 { - (6 1) :attack3 (7 3 1 8 5). -} - -_:bng_10544 { - [] rdf:value 6; :attack (7 3 1 8 5). -} - -_:bng_10545 { - (2 4 1 8 5) list:firstRest (2 (4 1 8 5)). - (2 1) math:sum 3. -} - -_:bng_10546 { - (3 1) :attack3 (2 4 1 8 5). -} - -_:bng_10547 { - [] rdf:value 3; :attack (2 4 1 8 5). -} - -_:bng_10548 { - (4 1 8 5) list:firstRest (4 (1 8 5)). - (4 2) math:sum 6. -} - -_:bng_10549 { - (6 2) :attack3 (4 1 8 5). -} - -_:bng_10550 { - (2 4 1 8 5) list:firstRest (2 (4 1 8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 8 5). -} - -_:bng_10551 { - (6 1) :attack3 (2 4 1 8 5). -} - -_:bng_10552 { - [] rdf:value 6; :attack (2 4 1 8 5). -} - -_:bng_10553 { - (8 5) list:firstRest (8 (5)). - (8 5) math:difference 3. -} - -_:bng_10554 { - (3 5) :attack3 (8 5). -} - -_:bng_10555 { - (1 8 5) list:firstRest (1 (8 5)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 5). -} - -_:bng_10556 { - (3 4) :attack3 (1 8 5). -} - -_:bng_10557 { - (4 1 8 5) list:firstRest (4 (1 8 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8 5). -} - -_:bng_10558 { - (3 3) :attack3 (4 1 8 5). -} - -_:bng_10559 { - (2 4 1 8 5) list:firstRest (2 (4 1 8 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 1 8 5). -} - -_:bng_10560 { - (3 2) :attack3 (2 4 1 8 5). -} - -_:bng_10561 { - (7 2 4 1 8 5) list:firstRest (7 (2 4 1 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 1 8 5). -} - -_:bng_10562 { - (3 1) :attack3 (7 2 4 1 8 5). -} - -_:bng_10563 { - [] rdf:value 3; :attack (7 2 4 1 8 5). -} - -_:bng_10564 { - (7 2 4 1 8 5) list:firstRest (7 (2 4 1 8 5)). - (7 1) math:difference 6. -} - -_:bng_10565 { - (6 1) :attack3 (7 2 4 1 8 5). -} - -_:bng_10566 { - [] rdf:value 6; :attack (7 2 4 1 8 5). -} - -_:bng_10567 { - (4 1 8 5) list:firstRest (4 (1 8 5)). - (4 1) math:difference 3. -} - -_:bng_10568 { - (3 1) :attack3 (4 1 8 5). -} - -_:bng_10569 { - [] rdf:value 3; :attack (4 1 8 5). -} - -_:bng_10570 { - (4 1 8 5) list:firstRest (4 (1 8 5)). - (4 2) math:difference 2. -} - -_:bng_10571 { - (2 2) :attack3 (4 1 8 5). -} - -_:bng_10572 { - (6 4 1 8 5) list:firstRest (6 (4 1 8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8 5). -} - -_:bng_10573 { - (2 1) :attack3 (6 4 1 8 5). -} - -_:bng_10574 { - [] rdf:value 2; :attack (6 4 1 8 5). -} - -_:bng_10575 { - (3 6 4 1 8 5) list:firstRest (3 (6 4 1 8 5)). - (3 1) math:difference 2. -} - -_:bng_10576 { - (2 1) :attack3 (3 6 4 1 8 5). -} - -_:bng_10577 { - [] rdf:value 2; :attack (3 6 4 1 8 5). -} - -_:bng_10578 { - (4 1 8 5) list:firstRest (4 (1 8 5)). - (4 3) math:sum 7. -} - -_:bng_10579 { - (7 3) :attack3 (4 1 8 5). -} - -_:bng_10580 { - (6 4 1 8 5) list:firstRest (6 (4 1 8 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 8 5). -} - -_:bng_10581 { - (7 2) :attack3 (6 4 1 8 5). -} - -_:bng_10582 { - (3 6 4 1 8 5) list:firstRest (3 (6 4 1 8 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 1 8 5). -} - -_:bng_10583 { - (7 1) :attack3 (3 6 4 1 8 5). -} - -_:bng_10584 { - [] rdf:value 7; :attack (3 6 4 1 8 5). -} - -_:bng_10585 { - (6 4 1 8 5) list:firstRest (6 (4 1 8 5)). - (6 1) math:sum 7. -} - -_:bng_10586 { - (7 1) :attack3 (6 4 1 8 5). -} - -_:bng_10587 { - [] rdf:value 7; :attack (6 4 1 8 5). -} - -_:bng_10588 { - (7 4 1 8 5) list:firstRest (7 (4 1 8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8 5). -} - -_:bng_10589 { - (2 1) :attack3 (7 4 1 8 5). -} - -_:bng_10590 { - [] rdf:value 2; :attack (7 4 1 8 5). -} - -_:bng_10591 { - (3 7 4 1 8 5) list:firstRest (3 (7 4 1 8 5)). - (3 1) math:difference 2. -} - -_:bng_10592 { - (2 1) :attack3 (3 7 4 1 8 5). -} - -_:bng_10593 { - [] rdf:value 2; :attack (3 7 4 1 8 5). -} - -_:bng_10594 { - (8 5) list:firstRest (8 (5)). - (8 6) math:difference 2. -} - -_:bng_10595 { - (2 6) :attack3 (8 5). -} - -_:bng_10596 { - (1 8 5) list:firstRest (1 (8 5)). - (5 1) math:sum 6 . - (2 6) :attack3 (8 5). -} - -_:bng_10597 { - (2 5) :attack3 (1 8 5). -} - -_:bng_10598 { - (4 1 8 5) list:firstRest (4 (1 8 5)). - (4 1) math:sum 5 . - (2 5) :attack3 (1 8 5). -} - -_:bng_10599 { - (2 4) :attack3 (4 1 8 5). -} - -_:bng_10600 { - (7 4 1 8 5) list:firstRest (7 (4 1 8 5)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 1 8 5). -} - -_:bng_10601 { - (2 3) :attack3 (7 4 1 8 5). -} - -_:bng_10602 { - (3 7 4 1 8 5) list:firstRest (3 (7 4 1 8 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (7 4 1 8 5). -} - -_:bng_10603 { - (2 2) :attack3 (3 7 4 1 8 5). -} - -_:bng_10604 { - (6 3 7 4 1 8 5) list:firstRest (6 (3 7 4 1 8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 7 4 1 8 5). -} - -_:bng_10605 { - (2 1) :attack3 (6 3 7 4 1 8 5). -} - -_:bng_10606 { - [] rdf:value 2; :attack (6 3 7 4 1 8 5). -} - -_:bng_10607 { - (7 4 1 8 5) list:firstRest (7 (4 1 8 5)). - (7 1) math:difference 6. -} - -_:bng_10608 { - (6 1) :attack3 (7 4 1 8 5). -} - -_:bng_10609 { - [] rdf:value 6; :attack (7 4 1 8 5). -} - -_:bng_10610 { - (8 5) list:firstRest (8 (5)). - (8 2) math:difference 6. -} - -_:bng_10611 { - (6 2) :attack3 (8 5). -} - -_:bng_10612 { - (1 8 5) list:firstRest (1 (8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5). -} - -_:bng_10613 { - (6 1) :attack3 (1 8 5). -} - -_:bng_10614 { - [] rdf:value 6; :attack (1 8 5). -} - -_:bng_10615 { - (2 7 1 8 5) list:firstRest (2 (7 1 8 5)). - (2 1) math:sum 3. -} - -_:bng_10616 { - (3 1) :attack3 (2 7 1 8 5). -} - -_:bng_10617 { - [] rdf:value 3; :attack (2 7 1 8 5). -} - -_:bng_10618 { - (7 1 8 5) list:firstRest (7 (1 8 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8 5). -} - -_:bng_10619 { - (4 2) :attack3 (7 1 8 5). -} - -_:bng_10620 { - (2 7 1 8 5) list:firstRest (2 (7 1 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 8 5). -} - -_:bng_10621 { - (4 1) :attack3 (2 7 1 8 5). -} - -_:bng_10622 { - [] rdf:value 4; :attack (2 7 1 8 5). -} - -_:bng_10623 { - (7 1 8 5) list:firstRest (7 (1 8 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8 5). -} - -_:bng_10624 { - (3 3) :attack3 (7 1 8 5). -} - -_:bng_10625 { - (2 7 1 8 5) list:firstRest (2 (7 1 8 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 1 8 5). -} - -_:bng_10626 { - (3 2) :attack3 (2 7 1 8 5). -} - -_:bng_10627 { - (6 2 7 1 8 5) list:firstRest (6 (2 7 1 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 7 1 8 5). -} - -_:bng_10628 { - (3 1) :attack3 (6 2 7 1 8 5). -} - -_:bng_10629 { - [] rdf:value 3; :attack (6 2 7 1 8 5). -} - -_:bng_10630 { - (2 7 1 8 5) list:firstRest (2 (7 1 8 5)). - (2 2) math:sum 4. -} - -_:bng_10631 { - (4 2) :attack3 (2 7 1 8 5). -} - -_:bng_10632 { - (6 2 7 1 8 5) list:firstRest (6 (2 7 1 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 8 5). -} - -_:bng_10633 { - (4 1) :attack3 (6 2 7 1 8 5). -} - -_:bng_10634 { - [] rdf:value 4; :attack (6 2 7 1 8 5). -} - -_:bng_10635 { - (1 8 5) list:firstRest (1 (8 5)). - (1 2) math:sum 3. -} - -_:bng_10636 { - (3 2) :attack3 (1 8 5). -} - -_:bng_10637 { - (7 1 8 5) list:firstRest (7 (1 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 5). -} - -_:bng_10638 { - (3 1) :attack3 (7 1 8 5). -} - -_:bng_10639 { - [] rdf:value 3; :attack (7 1 8 5). -} - -_:bng_10640 { - (2 4 7 1 8 5) list:firstRest (2 (4 7 1 8 5)). - (2 1) math:sum 3. -} - -_:bng_10641 { - (3 1) :attack3 (2 4 7 1 8 5). -} - -_:bng_10642 { - [] rdf:value 3; :attack (2 4 7 1 8 5). -} - -_:bng_10643 { - (4 7 1 8 5) list:firstRest (4 (7 1 8 5)). - (4 2) math:sum 6. -} - -_:bng_10644 { - (6 2) :attack3 (4 7 1 8 5). -} - -_:bng_10645 { - (2 4 7 1 8 5) list:firstRest (2 (4 7 1 8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 1 8 5). -} - -_:bng_10646 { - (6 1) :attack3 (2 4 7 1 8 5). -} - -_:bng_10647 { - [] rdf:value 6; :attack (2 4 7 1 8 5). -} - -_:bng_10648 { - (4 7 1 8 5) list:firstRest (4 (7 1 8 5)). - (4 1) math:difference 3. -} - -_:bng_10649 { - (3 1) :attack3 (4 7 1 8 5). -} - -_:bng_10650 { - [] rdf:value 3; :attack (4 7 1 8 5). -} - -_:bng_10651 { - (4 7 1 8 5) list:firstRest (4 (7 1 8 5)). - (4 2) math:difference 2. -} - -_:bng_10652 { - (2 2) :attack3 (4 7 1 8 5). -} - -_:bng_10653 { - (6 4 7 1 8 5) list:firstRest (6 (4 7 1 8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 8 5). -} - -_:bng_10654 { - (2 1) :attack3 (6 4 7 1 8 5). -} - -_:bng_10655 { - [] rdf:value 2; :attack (6 4 7 1 8 5). -} - -_:bng_10656 { - (4 7 1 8 5) list:firstRest (4 (7 1 8 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 1 8 5). -} - -_:bng_10657 { - (3 2) :attack3 (4 7 1 8 5). -} - -_:bng_10658 { - (6 4 7 1 8 5) list:firstRest (6 (4 7 1 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 1 8 5). -} - -_:bng_10659 { - (3 1) :attack3 (6 4 7 1 8 5). -} - -_:bng_10660 { - [] rdf:value 3; :attack (6 4 7 1 8 5). -} - -_:bng_10661 { - (7 1 8 5) list:firstRest (7 (1 8 5)). - (7 1) math:difference 6. -} - -_:bng_10662 { - (6 1) :attack3 (7 1 8 5). -} - -_:bng_10663 { - [] rdf:value 6; :attack (7 1 8 5). -} - -_:bng_10664 { - (2 8 5) list:firstRest (2 (8 5)). - (2 1) math:difference 1. -} - -_:bng_10665 { - (1 1) :attack3 (2 8 5). -} - -_:bng_10666 { - [] rdf:value 1; :attack (2 8 5). -} - -_:bng_10667 { - (2 8 5) list:firstRest (2 (8 5)). - (2 1) math:sum 3. -} - -_:bng_10668 { - (3 1) :attack3 (2 8 5). -} - -_:bng_10669 { - [] rdf:value 3; :attack (2 8 5). -} - -_:bng_10670 { - (8 5) list:firstRest (8 (5)). - (3 1) math:sum 4 . - (1 4) :attack3 (5). -} - -_:bng_10671 { - (1 3) :attack3 (8 5). -} - -_:bng_10672 { - (2 8 5) list:firstRest (2 (8 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5). -} - -_:bng_10673 { - (1 2) :attack3 (2 8 5). -} - -_:bng_10674 { - (4 2 8 5) list:firstRest (4 (2 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 8 5). -} - -_:bng_10675 { - (1 1) :attack3 (4 2 8 5). -} - -_:bng_10676 { - [] rdf:value 1; :attack (4 2 8 5). -} - -_:bng_10677 { - (4 2 8 5) list:firstRest (4 (2 8 5)). - (4 1) math:difference 3. -} - -_:bng_10678 { - (3 1) :attack3 (4 2 8 5). -} - -_:bng_10679 { - [] rdf:value 3; :attack (4 2 8 5). -} - -_:bng_10680 { - (2 8 5) list:firstRest (2 (8 5)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 5). -} - -_:bng_10681 { - (3 4) :attack3 (2 8 5). -} - -_:bng_10682 { - (4 2 8 5) list:firstRest (4 (2 8 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (2 8 5). -} - -_:bng_10683 { - (3 3) :attack3 (4 2 8 5). -} - -_:bng_10684 { - (6 4 2 8 5) list:firstRest (6 (4 2 8 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 2 8 5). -} - -_:bng_10685 { - (3 2) :attack3 (6 4 2 8 5). -} - -_:bng_10686 { - (1 6 4 2 8 5) list:firstRest (1 (6 4 2 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 4 2 8 5). -} - -_:bng_10687 { - (3 1) :attack3 (1 6 4 2 8 5). -} - -_:bng_10688 { - [] rdf:value 3; :attack (1 6 4 2 8 5). -} - -_:bng_10689 { - (4 2 8 5) list:firstRest (4 (2 8 5)). - (4 3) math:sum 7. -} - -_:bng_10690 { - (7 3) :attack3 (4 2 8 5). -} - -_:bng_10691 { - (6 4 2 8 5) list:firstRest (6 (4 2 8 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2 8 5). -} - -_:bng_10692 { - (7 2) :attack3 (6 4 2 8 5). -} - -_:bng_10693 { - (1 6 4 2 8 5) list:firstRest (1 (6 4 2 8 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2 8 5). -} - -_:bng_10694 { - (7 1) :attack3 (1 6 4 2 8 5). -} - -_:bng_10695 { - [] rdf:value 7; :attack (1 6 4 2 8 5). -} - -_:bng_10696 { - (4 2 8 5) list:firstRest (4 (2 8 5)). - (4 3) math:difference 1. -} - -_:bng_10697 { - (1 3) :attack3 (4 2 8 5). -} - -_:bng_10698 { - (6 4 2 8 5) list:firstRest (6 (4 2 8 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 8 5). -} - -_:bng_10699 { - (1 2) :attack3 (6 4 2 8 5). -} - -_:bng_10700 { - (3 6 4 2 8 5) list:firstRest (3 (6 4 2 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2 8 5). -} - -_:bng_10701 { - (1 1) :attack3 (3 6 4 2 8 5). -} - -_:bng_10702 { - [] rdf:value 1; :attack (3 6 4 2 8 5). -} - -_:bng_10703 { - (3 6 4 2 8 5) list:firstRest (3 (6 4 2 8 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2 8 5). -} - -_:bng_10704 { - (7 1) :attack3 (3 6 4 2 8 5). -} - -_:bng_10705 { - [] rdf:value 7; :attack (3 6 4 2 8 5). -} - -_:bng_10706 { - (6 4 2 8 5) list:firstRest (6 (4 2 8 5)). - (6 1) math:sum 7. -} - -_:bng_10707 { - (7 1) :attack3 (6 4 2 8 5). -} - -_:bng_10708 { - [] rdf:value 7; :attack (6 4 2 8 5). -} - -_:bng_10709 { - (7 4 2 8 5) list:firstRest (7 (4 2 8 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 2 8 5). -} - -_:bng_10710 { - (3 2) :attack3 (7 4 2 8 5). -} - -_:bng_10711 { - (1 7 4 2 8 5) list:firstRest (1 (7 4 2 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 2 8 5). -} - -_:bng_10712 { - (3 1) :attack3 (1 7 4 2 8 5). -} - -_:bng_10713 { - [] rdf:value 3; :attack (1 7 4 2 8 5). -} - -_:bng_10714 { - (2 8 5) list:firstRest (2 (8 5)). - (2 4) math:sum 6. -} - -_:bng_10715 { - (6 4) :attack3 (2 8 5). -} - -_:bng_10716 { - (4 2 8 5) list:firstRest (4 (2 8 5)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 8 5). -} - -_:bng_10717 { - (6 3) :attack3 (4 2 8 5). -} - -_:bng_10718 { - (7 4 2 8 5) list:firstRest (7 (4 2 8 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2 8 5). -} - -_:bng_10719 { - (6 2) :attack3 (7 4 2 8 5). -} - -_:bng_10720 { - (1 7 4 2 8 5) list:firstRest (1 (7 4 2 8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 2 8 5). -} - -_:bng_10721 { - (6 1) :attack3 (1 7 4 2 8 5). -} - -_:bng_10722 { - [] rdf:value 6; :attack (1 7 4 2 8 5). -} - -_:bng_10723 { - (7 4 2 8 5) list:firstRest (7 (4 2 8 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 8 5). -} - -_:bng_10724 { - (1 2) :attack3 (7 4 2 8 5). -} - -_:bng_10725 { - (3 7 4 2 8 5) list:firstRest (3 (7 4 2 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 2 8 5). -} - -_:bng_10726 { - (1 1) :attack3 (3 7 4 2 8 5). -} - -_:bng_10727 { - [] rdf:value 1; :attack (3 7 4 2 8 5). -} - -_:bng_10728 { - (3 7 4 2 8 5) list:firstRest (3 (7 4 2 8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 2 8 5). -} - -_:bng_10729 { - (6 1) :attack3 (3 7 4 2 8 5). -} - -_:bng_10730 { - [] rdf:value 6; :attack (3 7 4 2 8 5). -} - -_:bng_10731 { - (7 4 2 8 5) list:firstRest (7 (4 2 8 5)). - (7 1) math:difference 6. -} - -_:bng_10732 { - (6 1) :attack3 (7 4 2 8 5). -} - -_:bng_10733 { - [] rdf:value 6; :attack (7 4 2 8 5). -} - -_:bng_10734 { - (2 8 5) list:firstRest (2 (8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5). -} - -_:bng_10735 { - (6 1) :attack3 (2 8 5). -} - -_:bng_10736 { - [] rdf:value 6; :attack (2 8 5). -} - -_:bng_10737 { - (7 2 8 5) list:firstRest (7 (2 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 8 5). -} - -_:bng_10738 { - (1 1) :attack3 (7 2 8 5). -} - -_:bng_10739 { - [] rdf:value 1; :attack (7 2 8 5). -} - -_:bng_10740 { - (7 2 8 5) list:firstRest (7 (2 8 5)). - (7 3) math:difference 4. -} - -_:bng_10741 { - (4 3) :attack3 (7 2 8 5). -} - -_:bng_10742 { - (3 7 2 8 5) list:firstRest (3 (7 2 8 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2 8 5). -} - -_:bng_10743 { - (4 2) :attack3 (3 7 2 8 5). -} - -_:bng_10744 { - (1 3 7 2 8 5) list:firstRest (1 (3 7 2 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7 2 8 5). -} - -_:bng_10745 { - (4 1) :attack3 (1 3 7 2 8 5). -} - -_:bng_10746 { - [] rdf:value 4; :attack (1 3 7 2 8 5). -} - -_:bng_10747 { - (7 2 8 5) list:firstRest (7 (2 8 5)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 8 5). -} - -_:bng_10748 { - (6 3) :attack3 (7 2 8 5). -} - -_:bng_10749 { - (3 7 2 8 5) list:firstRest (3 (7 2 8 5)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2 8 5). -} - -_:bng_10750 { - (6 2) :attack3 (3 7 2 8 5). -} - -_:bng_10751 { - (1 3 7 2 8 5) list:firstRest (1 (3 7 2 8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 7 2 8 5). -} - -_:bng_10752 { - (6 1) :attack3 (1 3 7 2 8 5). -} - -_:bng_10753 { - [] rdf:value 6; :attack (1 3 7 2 8 5). -} - -_:bng_10754 { - (3 7 2 8 5) list:firstRest (3 (7 2 8 5)). - (3 1) math:sum 4. -} - -_:bng_10755 { - (4 1) :attack3 (3 7 2 8 5). -} - -_:bng_10756 { - [] rdf:value 4; :attack (3 7 2 8 5). -} - -_:bng_10757 { - (3 7 2 8 5) list:firstRest (3 (7 2 8 5)). - (3 2) math:difference 1. -} - -_:bng_10758 { - (1 2) :attack3 (3 7 2 8 5). -} - -_:bng_10759 { - (6 3 7 2 8 5) list:firstRest (6 (3 7 2 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 2 8 5). -} - -_:bng_10760 { - (1 1) :attack3 (6 3 7 2 8 5). -} - -_:bng_10761 { - [] rdf:value 1; :attack (6 3 7 2 8 5). -} - -_:bng_10762 { - (6 3 7 2 8 5) list:firstRest (6 (3 7 2 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7 2 8 5). -} - -_:bng_10763 { - (4 1) :attack3 (6 3 7 2 8 5). -} - -_:bng_10764 { - [] rdf:value 4; :attack (6 3 7 2 8 5). -} - -_:bng_10765 { - (2 8 5) list:firstRest (2 (8 5)). - (2 2) math:sum 4. -} - -_:bng_10766 { - (4 2) :attack3 (2 8 5). -} - -_:bng_10767 { - (7 2 8 5) list:firstRest (7 (2 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 8 5). -} - -_:bng_10768 { - (4 1) :attack3 (7 2 8 5). -} - -_:bng_10769 { - [] rdf:value 4; :attack (7 2 8 5). -} - -_:bng_10770 { - (7 2 8 5) list:firstRest (7 (2 8 5)). - (7 1) math:difference 6. -} - -_:bng_10771 { - (6 1) :attack3 (7 2 8 5). -} - -_:bng_10772 { - [] rdf:value 6; :attack (7 2 8 5). -} - -_:bng_10773 { - (8 5) list:firstRest (8 (5)). - (1 1) math:sum 2 . - (3 2) :attack3 (5). -} - -_:bng_10774 { - (3 1) :attack3 (8 5). -} - -_:bng_10775 { - [] rdf:value 3; :attack (8 5). -} - -_:bng_10776 { - (1 4 8 5) list:firstRest (1 (4 8 5)). - (1 1) math:sum 2. -} - -_:bng_10777 { - (2 1) :attack3 (1 4 8 5). -} - -_:bng_10778 { - [] rdf:value 2; :attack (1 4 8 5). -} - -_:bng_10779 { - (3 1 4 8 5) list:firstRest (3 (1 4 8 5)). - (3 1) math:difference 2. -} - -_:bng_10780 { - (2 1) :attack3 (3 1 4 8 5). -} - -_:bng_10781 { - [] rdf:value 2; :attack (3 1 4 8 5). -} - -_:bng_10782 { - (7) list:select (7 ()). - (_:bng_18022 false true) log:ifThenElseIn (() 1). - (7 2 6 3 1 4 8 5) list:firstRest (7 (2 6 3 1 4 8 5)). - (() (7 2 6 3 1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10783 { - ((7) (2 6 3 1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10784 { - (2 7) list:select (2 (7)). - (_:bng_18023 false true) log:ifThenElseIn (() 1). - (2 6 3 1 4 8 5) list:firstRest (2 (6 3 1 4 8 5)). - ((7) (2 6 3 1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10785 { - ((2 7) (6 3 1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10786 { - (2 6 7) list:select (6 (2 7)). - (_:bng_18024 false true) log:ifThenElseIn (() 1). - (6 3 1 4 8 5) list:firstRest (6 (3 1 4 8 5)). - ((2 7) (6 3 1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10787 { - ((2 6 7) (3 1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10788 { - (2 3 6 7) list:select (3 (2 6 7)). - (_:bng_18025 false true) log:ifThenElseIn (() 1). - (3 1 4 8 5) list:firstRest (3 (1 4 8 5)). - ((2 6 7) (3 1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10789 { - ((2 3 6 7) (1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10790 { - (1 2 3 6 7) list:select (1 (2 3 6 7)). - (_:bng_18026 false true) log:ifThenElseIn (() 1). - (1 4 8 5) list:firstRest (1 (4 8 5)). - ((2 3 6 7) (1 4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10791 { - ((1 2 3 6 7) (4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10792 { - (1 2 3 4 6 7) list:select (4 (1 2 3 6 7)). - (_:bng_18027 false true) log:ifThenElseIn (() 1). - (4 8 5) list:firstRest (4 (8 5)). - ((1 2 3 6 7) (4 8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10793 { - ((1 2 3 4 6 7) (8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10794 { - (1 2 3 4 6 7 8) list:select (8 (1 2 3 4 6 7)). - (_:bng_18028 false true) log:ifThenElseIn (() 1). - (8 5) list:firstRest (8 (5)). - ((1 2 3 4 6 7) (8 5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10795 { - ((1 2 3 4 6 7 8) (5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10796 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10797 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10798 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 2 6 3 1 4 8 5). -} - -_:bng_10799 { - [] rdf:value 8; :queens (7 2 6 3 1 4 8 5). -} - -_:bng_10800 { - (6 3 1 4 8 5) list:firstRest (6 (3 1 4 8 5)). - (6 1) math:sum 7. -} - -_:bng_10801 { - (7 1) :attack3 (6 3 1 4 8 5). -} - -_:bng_10802 { - [] rdf:value 7; :attack (6 3 1 4 8 5). -} - -_:bng_10803 { - (4 8 5) list:firstRest (4 (8 5)). - (4 3) math:sum 7. -} - -_:bng_10804 { - (7 3) :attack3 (4 8 5). -} - -_:bng_10805 { - (1 4 8 5) list:firstRest (1 (4 8 5)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 8 5). -} - -_:bng_10806 { - (7 2) :attack3 (1 4 8 5). -} - -_:bng_10807 { - (3 1 4 8 5) list:firstRest (3 (1 4 8 5)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 8 5). -} - -_:bng_10808 { - (7 1) :attack3 (3 1 4 8 5). -} - -_:bng_10809 { - [] rdf:value 7; :attack (3 1 4 8 5). -} - -_:bng_10810 { - (4 8 5) list:firstRest (4 (8 5)). - (4 2) math:sum 6. -} - -_:bng_10811 { - (6 2) :attack3 (4 8 5). -} - -_:bng_10812 { - (1 4 8 5) list:firstRest (1 (4 8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8 5). -} - -_:bng_10813 { - (6 1) :attack3 (1 4 8 5). -} - -_:bng_10814 { - [] rdf:value 6; :attack (1 4 8 5). -} - -_:bng_10815 { - (2 7 1 4 8 5) list:firstRest (2 (7 1 4 8 5)). - (2 1) math:sum 3. -} - -_:bng_10816 { - (3 1) :attack3 (2 7 1 4 8 5). -} - -_:bng_10817 { - [] rdf:value 3; :attack (2 7 1 4 8 5). -} - -_:bng_10818 { - (3) list:select (3 ()). - (_:bng_18029 false true) log:ifThenElseIn (() 1). - (3 6 2 7 1 4 8 5) list:firstRest (3 (6 2 7 1 4 8 5)). - (() (3 6 2 7 1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10819 { - ((3) (6 2 7 1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10820 { - (3 6) list:select (6 (3)). - (_:bng_18030 false true) log:ifThenElseIn (() 1). - (6 2 7 1 4 8 5) list:firstRest (6 (2 7 1 4 8 5)). - ((3) (6 2 7 1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10821 { - ((3 6) (2 7 1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10822 { - (2 3 6) list:select (2 (3 6)). - (_:bng_18031 false true) log:ifThenElseIn (() 1). - (2 7 1 4 8 5) list:firstRest (2 (7 1 4 8 5)). - ((3 6) (2 7 1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10823 { - ((2 3 6) (7 1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10824 { - (2 3 6 7) list:select (7 (2 3 6)). - (_:bng_18032 false true) log:ifThenElseIn (() 1). - (7 1 4 8 5) list:firstRest (7 (1 4 8 5)). - ((2 3 6) (7 1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10825 { - ((2 3 6 7) (1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10826 { - (1 2 3 6 7) list:select (1 (2 3 6 7)). - (_:bng_18026 false true) log:ifThenElseIn (() 1). - (1 4 8 5) list:firstRest (1 (4 8 5)). - ((2 3 6 7) (1 4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10827 { - ((1 2 3 6 7) (4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10828 { - (1 2 3 4 6 7) list:select (4 (1 2 3 6 7)). - (_:bng_18027 false true) log:ifThenElseIn (() 1). - (4 8 5) list:firstRest (4 (8 5)). - ((1 2 3 6 7) (4 8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10829 { - ((1 2 3 4 6 7) (8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10830 { - (1 2 3 4 6 7 8) list:select (8 (1 2 3 4 6 7)). - (_:bng_18028 false true) log:ifThenElseIn (() 1). - (8 5) list:firstRest (8 (5)). - ((1 2 3 4 6 7) (8 5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10831 { - ((1 2 3 4 6 7 8) (5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10832 { - (1 2 3 4 5 6 7 8) list:select (5 (1 2 3 4 6 7 8)). - (_:bng_17937 false true) log:ifThenElseIn (() 1). - (5) list:firstRest (5 ()). - ((1 2 3 4 6 7 8) (5)) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10833 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10834 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 6 2 7 1 4 8 5). -} - -_:bng_10835 { - [] rdf:value 8; :queens (3 6 2 7 1 4 8 5). -} - -_:bng_10836 { - (1 4 8 5) list:firstRest (1 (4 8 5)). - (1 2) math:sum 3. -} - -_:bng_10837 { - (3 2) :attack3 (1 4 8 5). -} - -_:bng_10838 { - (7 1 4 8 5) list:firstRest (7 (1 4 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 8 5). -} - -_:bng_10839 { - (3 1) :attack3 (7 1 4 8 5). -} - -_:bng_10840 { - [] rdf:value 3; :attack (7 1 4 8 5). -} - -_:bng_10841 { - (7 1 4 8 5) list:firstRest (7 (1 4 8 5)). - (7 1) math:difference 6. -} - -_:bng_10842 { - (6 1) :attack3 (7 1 4 8 5). -} - -_:bng_10843 { - [] rdf:value 6; :attack (7 1 4 8 5). -} - -_:bng_10844 { - (8 5) list:firstRest (8 (5)). - (2 1) math:sum 3 . - (2 3) :attack3 (5). -} - -_:bng_10845 { - (2 2) :attack3 (8 5). -} - -_:bng_10846 { - (4 8 5) list:firstRest (4 (8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5). -} - -_:bng_10847 { - (2 1) :attack3 (4 8 5). -} - -_:bng_10848 { - [] rdf:value 2; :attack (4 8 5). -} - -_:bng_10849 { - (4 8 5) list:firstRest (4 (8 5)). - (4 1) math:difference 3. -} - -_:bng_10850 { - (3 1) :attack3 (4 8 5). -} - -_:bng_10851 { - [] rdf:value 3; :attack (4 8 5). -} - -_:bng_10852 { - (4 8 5) list:firstRest (4 (8 5)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5). -} - -_:bng_10853 { - (6 1) :attack3 (4 8 5). -} - -_:bng_10854 { - [] rdf:value 6; :attack (4 8 5). -} - -_:bng_10855 { - (4 8 5) list:firstRest (4 (8 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5). -} - -_:bng_10856 { - (1 2) :attack3 (4 8 5). -} - -_:bng_10857 { - (7 4 8 5) list:firstRest (7 (4 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 8 5). -} - -_:bng_10858 { - (1 1) :attack3 (7 4 8 5). -} - -_:bng_10859 { - [] rdf:value 1; :attack (7 4 8 5). -} - -_:bng_10860 { - (4 8 5) list:firstRest (4 (8 5)). - (4 2) math:difference 2. -} - -_:bng_10861 { - (2 2) :attack3 (4 8 5). -} - -_:bng_10862 { - (7 4 8 5) list:firstRest (7 (4 8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 8 5). -} - -_:bng_10863 { - (2 1) :attack3 (7 4 8 5). -} - -_:bng_10864 { - [] rdf:value 2; :attack (7 4 8 5). -} - -_:bng_10865 { - (4 8 5) list:firstRest (4 (8 5)). - (4 3) math:difference 1. -} - -_:bng_10866 { - (1 3) :attack3 (4 8 5). -} - -_:bng_10867 { - (7 4 8 5) list:firstRest (7 (4 8 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 8 5). -} - -_:bng_10868 { - (1 2) :attack3 (7 4 8 5). -} - -_:bng_10869 { - (3 7 4 8 5) list:firstRest (3 (7 4 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 8 5). -} - -_:bng_10870 { - (1 1) :attack3 (3 7 4 8 5). -} - -_:bng_10871 { - [] rdf:value 1; :attack (3 7 4 8 5). -} - -_:bng_10872 { - (3 7 4 8 5) list:firstRest (3 (7 4 8 5)). - (3 1) math:difference 2. -} - -_:bng_10873 { - (2 1) :attack3 (3 7 4 8 5). -} - -_:bng_10874 { - [] rdf:value 2; :attack (3 7 4 8 5). -} - -_:bng_10875 { - (3 7 4 8 5) list:firstRest (3 (7 4 8 5)). - (3 2) math:difference 1. -} - -_:bng_10876 { - (1 2) :attack3 (3 7 4 8 5). -} - -_:bng_10877 { - (6 3 7 4 8 5) list:firstRest (6 (3 7 4 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 4 8 5). -} - -_:bng_10878 { - (1 1) :attack3 (6 3 7 4 8 5). -} - -_:bng_10879 { - [] rdf:value 1; :attack (6 3 7 4 8 5). -} - -_:bng_10880 { - (2 6 3 7 4 8 5) list:firstRest (2 (6 3 7 4 8 5)). - (2 1) math:difference 1. -} - -_:bng_10881 { - (1 1) :attack3 (2 6 3 7 4 8 5). -} - -_:bng_10882 { - [] rdf:value 1; :attack (2 6 3 7 4 8 5). -} - -_:bng_10883 { - (7 4 8 5) list:firstRest (7 (4 8 5)). - (7 1) math:difference 6. -} - -_:bng_10884 { - (6 1) :attack3 (7 4 8 5). -} - -_:bng_10885 { - [] rdf:value 6; :attack (7 4 8 5). -} - -_:bng_10886 { - (1 6 8 5) list:firstRest (1 (6 8 5)). - (1 1) math:sum 2. -} - -_:bng_10887 { - (2 1) :attack3 (1 6 8 5). -} - -_:bng_10888 { - [] rdf:value 2; :attack (1 6 8 5). -} - -_:bng_10889 { - (3 1 6 8 5) list:firstRest (3 (1 6 8 5)). - (3 1) math:difference 2. -} - -_:bng_10890 { - (2 1) :attack3 (3 1 6 8 5). -} - -_:bng_10891 { - [] rdf:value 2; :attack (3 1 6 8 5). -} - -_:bng_10892 { - (3 1 6 8 5) list:firstRest (3 (1 6 8 5)). - (3 1) math:sum 4. -} - -_:bng_10893 { - (4 1) :attack3 (3 1 6 8 5). -} - -_:bng_10894 { - [] rdf:value 4; :attack (3 1 6 8 5). -} - -_:bng_10895 { - (6 8 5) list:firstRest (6 (8 5)). - (6 4) math:difference 2. -} - -_:bng_10896 { - (2 4) :attack3 (6 8 5). -} - -_:bng_10897 { - (1 6 8 5) list:firstRest (1 (6 8 5)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 8 5). -} - -_:bng_10898 { - (2 3) :attack3 (1 6 8 5). -} - -_:bng_10899 { - (3 1 6 8 5) list:firstRest (3 (1 6 8 5)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 6 8 5). -} - -_:bng_10900 { - (2 2) :attack3 (3 1 6 8 5). -} - -_:bng_10901 { - (7 3 1 6 8 5) list:firstRest (7 (3 1 6 8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 6 8 5). -} - -_:bng_10902 { - (2 1) :attack3 (7 3 1 6 8 5). -} - -_:bng_10903 { - [] rdf:value 2; :attack (7 3 1 6 8 5). -} - -_:bng_10904 { - (1 6 8 5) list:firstRest (1 (6 8 5)). - (1 3) math:sum 4. -} - -_:bng_10905 { - (4 3) :attack3 (1 6 8 5). -} - -_:bng_10906 { - (3 1 6 8 5) list:firstRest (3 (1 6 8 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6 8 5). -} - -_:bng_10907 { - (4 2) :attack3 (3 1 6 8 5). -} - -_:bng_10908 { - (7 3 1 6 8 5) list:firstRest (7 (3 1 6 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6 8 5). -} - -_:bng_10909 { - (4 1) :attack3 (7 3 1 6 8 5). -} - -_:bng_10910 { - [] rdf:value 4; :attack (7 3 1 6 8 5). -} - -_:bng_10911 { - (6 8 5) list:firstRest (6 (8 5)). - (6 2) math:difference 4. -} - -_:bng_10912 { - (4 2) :attack3 (6 8 5). -} - -_:bng_10913 { - (1 6 8 5) list:firstRest (1 (6 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 5). -} - -_:bng_10914 { - (4 1) :attack3 (1 6 8 5). -} - -_:bng_10915 { - [] rdf:value 4; :attack (1 6 8 5). -} - -_:bng_10916 { - (2 7 1 6 8 5) list:firstRest (2 (7 1 6 8 5)). - (2 1) math:sum 3. -} - -_:bng_10917 { - (3 1) :attack3 (2 7 1 6 8 5). -} - -_:bng_10918 { - [] rdf:value 3; :attack (2 7 1 6 8 5). -} - -_:bng_10919 { - (7 1 6 8 5) list:firstRest (7 (1 6 8 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6 8 5). -} - -_:bng_10920 { - (4 2) :attack3 (7 1 6 8 5). -} - -_:bng_10921 { - (2 7 1 6 8 5) list:firstRest (2 (7 1 6 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 6 8 5). -} - -_:bng_10922 { - (4 1) :attack3 (2 7 1 6 8 5). -} - -_:bng_10923 { - [] rdf:value 4; :attack (2 7 1 6 8 5). -} - -_:bng_10924 { - (1 6 8 5) list:firstRest (1 (6 8 5)). - (1 2) math:sum 3. -} - -_:bng_10925 { - (3 2) :attack3 (1 6 8 5). -} - -_:bng_10926 { - (7 1 6 8 5) list:firstRest (7 (1 6 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 8 5). -} - -_:bng_10927 { - (3 1) :attack3 (7 1 6 8 5). -} - -_:bng_10928 { - [] rdf:value 3; :attack (7 1 6 8 5). -} - -_:bng_10929 { - (8 5) list:firstRest (8 (5)). - (8 4) math:difference 4. -} - -_:bng_10930 { - (4 4) :attack3 (8 5). -} - -_:bng_10931 { - (6 8 5) list:firstRest (6 (8 5)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 5). -} - -_:bng_10932 { - (4 3) :attack3 (6 8 5). -} - -_:bng_10933 { - (1 6 8 5) list:firstRest (1 (6 8 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8 5). -} - -_:bng_10934 { - (4 2) :attack3 (1 6 8 5). -} - -_:bng_10935 { - (7 1 6 8 5) list:firstRest (7 (1 6 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 6 8 5). -} - -_:bng_10936 { - (4 1) :attack3 (7 1 6 8 5). -} - -_:bng_10937 { - [] rdf:value 4; :attack (7 1 6 8 5). -} - -_:bng_10938 { - (6 8 5) list:firstRest (6 (8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5). -} - -_:bng_10939 { - (2 1) :attack3 (6 8 5). -} - -_:bng_10940 { - [] rdf:value 2; :attack (6 8 5). -} - -_:bng_10941 { - (6 8 5) list:firstRest (6 (8 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5). -} - -_:bng_10942 { - (1 2) :attack3 (6 8 5). -} - -_:bng_10943 { - (3 6 8 5) list:firstRest (3 (6 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 5). -} - -_:bng_10944 { - (1 1) :attack3 (3 6 8 5). -} - -_:bng_10945 { - [] rdf:value 1; :attack (3 6 8 5). -} - -_:bng_10946 { - (3 6 8 5) list:firstRest (3 (6 8 5)). - (3 1) math:difference 2. -} - -_:bng_10947 { - (2 1) :attack3 (3 6 8 5). -} - -_:bng_10948 { - [] rdf:value 2; :attack (3 6 8 5). -} - -_:bng_10949 { - (3 6 8 5) list:firstRest (3 (6 8 5)). - (3 1) math:sum 4. -} - -_:bng_10950 { - (4 1) :attack3 (3 6 8 5). -} - -_:bng_10951 { - [] rdf:value 4; :attack (3 6 8 5). -} - -_:bng_10952 { - (3 6 8 5) list:firstRest (3 (6 8 5)). - (3 2) math:difference 1. -} - -_:bng_10953 { - (1 2) :attack3 (3 6 8 5). -} - -_:bng_10954 { - (7 3 6 8 5) list:firstRest (7 (3 6 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 8 5). -} - -_:bng_10955 { - (1 1) :attack3 (7 3 6 8 5). -} - -_:bng_10956 { - [] rdf:value 1; :attack (7 3 6 8 5). -} - -_:bng_10957 { - (2 7 3 6 8 5) list:firstRest (2 (7 3 6 8 5)). - (2 1) math:difference 1. -} - -_:bng_10958 { - (1 1) :attack3 (2 7 3 6 8 5). -} - -_:bng_10959 { - [] rdf:value 1; :attack (2 7 3 6 8 5). -} - -_:bng_10960 { - (6 8 5) list:firstRest (6 (8 5)). - (6 5) math:difference 1. -} - -_:bng_10961 { - (1 5) :attack3 (6 8 5). -} - -_:bng_10962 { - (3 6 8 5) list:firstRest (3 (6 8 5)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 8 5). -} - -_:bng_10963 { - (1 4) :attack3 (3 6 8 5). -} - -_:bng_10964 { - (7 3 6 8 5) list:firstRest (7 (3 6 8 5)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 6 8 5). -} - -_:bng_10965 { - (1 3) :attack3 (7 3 6 8 5). -} - -_:bng_10966 { - (2 7 3 6 8 5) list:firstRest (2 (7 3 6 8 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 3 6 8 5). -} - -_:bng_10967 { - (1 2) :attack3 (2 7 3 6 8 5). -} - -_:bng_10968 { - (4 2 7 3 6 8 5) list:firstRest (4 (2 7 3 6 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 3 6 8 5). -} - -_:bng_10969 { - (1 1) :attack3 (4 2 7 3 6 8 5). -} - -_:bng_10970 { - [] rdf:value 1; :attack (4 2 7 3 6 8 5). -} - -_:bng_10971 { - (3 6 8 5) list:firstRest (3 (6 8 5)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8 5). -} - -_:bng_10972 { - (4 2) :attack3 (3 6 8 5). -} - -_:bng_10973 { - (7 3 6 8 5) list:firstRest (7 (3 6 8 5)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8 5). -} - -_:bng_10974 { - (4 1) :attack3 (7 3 6 8 5). -} - -_:bng_10975 { - [] rdf:value 4; :attack (7 3 6 8 5). -} - -_:bng_10976 { - (4 6 8 5) list:firstRest (4 (6 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 5). -} - -_:bng_10977 { - (1 1) :attack3 (4 6 8 5). -} - -_:bng_10978 { - [] rdf:value 1; :attack (4 6 8 5). -} - -_:bng_10979 { - (2 4 6 8 5) list:firstRest (2 (4 6 8 5)). - (2 1) math:difference 1. -} - -_:bng_10980 { - (1 1) :attack3 (2 4 6 8 5). -} - -_:bng_10981 { - [] rdf:value 1; :attack (2 4 6 8 5). -} - -_:bng_10982 { - (2 4 6 8 5) list:firstRest (2 (4 6 8 5)). - (2 1) math:sum 3. -} - -_:bng_10983 { - (3 1) :attack3 (2 4 6 8 5). -} - -_:bng_10984 { - [] rdf:value 3; :attack (2 4 6 8 5). -} - -_:bng_10985 { - (4 6 8 5) list:firstRest (4 (6 8 5)). - (4 3) math:difference 1. -} - -_:bng_10986 { - (1 3) :attack3 (4 6 8 5). -} - -_:bng_10987 { - (2 4 6 8 5) list:firstRest (2 (4 6 8 5)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 8 5). -} - -_:bng_10988 { - (1 2) :attack3 (2 4 6 8 5). -} - -_:bng_10989 { - (7 2 4 6 8 5) list:firstRest (7 (2 4 6 8 5)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 8 5). -} - -_:bng_10990 { - (1 1) :attack3 (7 2 4 6 8 5). -} - -_:bng_10991 { - [] rdf:value 1; :attack (7 2 4 6 8 5). -} - -_:bng_10992 { - (6 8 5) list:firstRest (6 (8 5)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 5). -} - -_:bng_10993 { - (3 4) :attack3 (6 8 5). -} - -_:bng_10994 { - (4 6 8 5) list:firstRest (4 (6 8 5)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8 5). -} - -_:bng_10995 { - (3 3) :attack3 (4 6 8 5). -} - -_:bng_10996 { - (2 4 6 8 5) list:firstRest (2 (4 6 8 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 6 8 5). -} - -_:bng_10997 { - (3 2) :attack3 (2 4 6 8 5). -} - -_:bng_10998 { - (7 2 4 6 8 5) list:firstRest (7 (2 4 6 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 6 8 5). -} - -_:bng_10999 { - (3 1) :attack3 (7 2 4 6 8 5). -} - -_:bng_11000 { - [] rdf:value 3; :attack (7 2 4 6 8 5). -} - -_:bng_11001 { - (4 6 8 5) list:firstRest (4 (6 8 5)). - (4 1) math:difference 3. -} - -_:bng_11002 { - (3 1) :attack3 (4 6 8 5). -} - -_:bng_11003 { - [] rdf:value 3; :attack (4 6 8 5). -} - -_:bng_11004 { - (1 7 4 6 8 5) list:firstRest (1 (7 4 6 8 5)). - (1 1) math:sum 2. -} - -_:bng_11005 { - (2 1) :attack3 (1 7 4 6 8 5). -} - -_:bng_11006 { - [] rdf:value 2; :attack (1 7 4 6 8 5). -} - -_:bng_11007 { - (7 4 6 8 5) list:firstRest (7 (4 6 8 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 6 8 5). -} - -_:bng_11008 { - (3 2) :attack3 (7 4 6 8 5). -} - -_:bng_11009 { - (1 7 4 6 8 5) list:firstRest (1 (7 4 6 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 6 8 5). -} - -_:bng_11010 { - (3 1) :attack3 (1 7 4 6 8 5). -} - -_:bng_11011 { - [] rdf:value 3; :attack (1 7 4 6 8 5). -} - -_:bng_11012 { - (4 6 8 5) list:firstRest (4 (6 8 5)). - (4 2) math:difference 2. -} - -_:bng_11013 { - (2 2) :attack3 (4 6 8 5). -} - -_:bng_11014 { - (7 4 6 8 5) list:firstRest (7 (4 6 8 5)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 6 8 5). -} - -_:bng_11015 { - (2 1) :attack3 (7 4 6 8 5). -} - -_:bng_11016 { - [] rdf:value 2; :attack (7 4 6 8 5). -} - -_:bng_11017 { - (6 8 5) list:firstRest (6 (8 5)). - (6 3) math:difference 3. -} - -_:bng_11018 { - (3 3) :attack3 (6 8 5). -} - -_:bng_11019 { - (4 6 8 5) list:firstRest (4 (6 8 5)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8 5). -} - -_:bng_11020 { - (3 2) :attack3 (4 6 8 5). -} - -_:bng_11021 { - (7 4 6 8 5) list:firstRest (7 (4 6 8 5)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8 5). -} - -_:bng_11022 { - (3 1) :attack3 (7 4 6 8 5). -} - -_:bng_11023 { - [] rdf:value 3; :attack (7 4 6 8 5). -} - -_:bng_11024 { - (6 8 5) list:firstRest (6 (8 5)). - (6 1) math:sum 7. -} - -_:bng_11025 { - (7 1) :attack3 (6 8 5). -} - -_:bng_11026 { - [] rdf:value 7; :attack (6 8 5). -} - -_:bng_11027 { - (8 5) list:firstRest (8 (5)). - (8 1) math:difference 7. -} - -_:bng_11028 { - (7 1) :attack3 (8 5). -} - -_:bng_11029 { - [] rdf:value 7; :attack (8 5). -} - -_:bng_11030 { - (1 6) list:firstRest (1 (6)). - (1 1) math:sum 2. -} - -_:bng_11031 { - (2 1) :attack3 (1 6). -} - -_:bng_11032 { - [] rdf:value 2; :attack (1 6). -} - -_:bng_11033 { - (3 1 6) list:firstRest (3 (1 6)). - (3 1) math:difference 2. -} - -_:bng_11034 { - (2 1) :attack3 (3 1 6). -} - -_:bng_11035 { - [] rdf:value 2; :attack (3 1 6). -} - -_:bng_11036 { - (3 1 6) list:firstRest (3 (1 6)). - (3 1) math:sum 4. -} - -_:bng_11037 { - (4 1) :attack3 (3 1 6). -} - -_:bng_11038 { - [] rdf:value 4; :attack (3 1 6). -} - -_:bng_11039 { - (6) list:firstRest (6 ()). - (6 4) math:difference 2. -} - -_:bng_11040 { - (2 4) :attack3 (6). -} - -_:bng_11041 { - (1 6) list:firstRest (1 (6)). - (3 1) math:sum 4 . - (2 4) :attack3 (6). -} - -_:bng_11042 { - (2 3) :attack3 (1 6). -} - -_:bng_11043 { - (3 1 6) list:firstRest (3 (1 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 6). -} - -_:bng_11044 { - (2 2) :attack3 (3 1 6). -} - -_:bng_11045 { - (5 3 1 6) list:firstRest (5 (3 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 6). -} - -_:bng_11046 { - (2 1) :attack3 (5 3 1 6). -} - -_:bng_11047 { - [] rdf:value 2; :attack (5 3 1 6). -} - -_:bng_11048 { - (5 3 1 6) list:firstRest (5 (3 1 6)). - (5 1) math:difference 4. -} - -_:bng_11049 { - (4 1) :attack3 (5 3 1 6). -} - -_:bng_11050 { - [] rdf:value 4; :attack (5 3 1 6). -} - -_:bng_11051 { - (3 1 6) list:firstRest (3 (1 6)). - (3 5) math:sum 8. -} - -_:bng_11052 { - (8 5) :attack3 (3 1 6). -} - -_:bng_11053 { - (5 3 1 6) list:firstRest (5 (3 1 6)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 1 6). -} - -_:bng_11054 { - (8 4) :attack3 (5 3 1 6). -} - -_:bng_11055 { - (7 5 3 1 6) list:firstRest (7 (5 3 1 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (5 3 1 6). -} - -_:bng_11056 { - (8 3) :attack3 (7 5 3 1 6). -} - -_:bng_11057 { - (2 7 5 3 1 6) list:firstRest (2 (7 5 3 1 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 5 3 1 6). -} - -_:bng_11058 { - (8 2) :attack3 (2 7 5 3 1 6). -} - -_:bng_11059 { - (4 2 7 5 3 1 6) list:firstRest (4 (2 7 5 3 1 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 7 5 3 1 6). -} - -_:bng_11060 { - (8 1) :attack3 (4 2 7 5 3 1 6). -} - -_:bng_11061 { - [] rdf:value 8; :attack (4 2 7 5 3 1 6). -} - -_:bng_11062 { - (5 3 1 6) list:firstRest (5 (3 1 6)). - (5 3) math:sum 8. -} - -_:bng_11063 { - (8 3) :attack3 (5 3 1 6). -} - -_:bng_11064 { - (7 5 3 1 6) list:firstRest (7 (5 3 1 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3 1 6). -} - -_:bng_11065 { - (8 2) :attack3 (7 5 3 1 6). -} - -_:bng_11066 { - (2 7 5 3 1 6) list:firstRest (2 (7 5 3 1 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3 1 6). -} - -_:bng_11067 { - (8 1) :attack3 (2 7 5 3 1 6). -} - -_:bng_11068 { - [] rdf:value 8; :attack (2 7 5 3 1 6). -} - -_:bng_11069 { - (5 3 1 6) list:firstRest (5 (3 1 6)). - (5 3) math:difference 2. -} - -_:bng_11070 { - (2 3) :attack3 (5 3 1 6). -} - -_:bng_11071 { - (7 5 3 1 6) list:firstRest (7 (5 3 1 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 3 1 6). -} - -_:bng_11072 { - (2 2) :attack3 (7 5 3 1 6). -} - -_:bng_11073 { - (4 7 5 3 1 6) list:firstRest (4 (7 5 3 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 3 1 6). -} - -_:bng_11074 { - (2 1) :attack3 (4 7 5 3 1 6). -} - -_:bng_11075 { - [] rdf:value 2; :attack (4 7 5 3 1 6). -} - -_:bng_11076 { - (4 7 5 3 1 6) list:firstRest (4 (7 5 3 1 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3 1 6). -} - -_:bng_11077 { - (8 1) :attack3 (4 7 5 3 1 6). -} - -_:bng_11078 { - [] rdf:value 8; :attack (4 7 5 3 1 6). -} - -_:bng_11079 { - (7 5 3 1 6) list:firstRest (7 (5 3 1 6)). - (7 1) math:sum 8. -} - -_:bng_11080 { - (8 1) :attack3 (7 5 3 1 6). -} - -_:bng_11081 { - [] rdf:value 8; :attack (7 5 3 1 6). -} - -_:bng_11082 { - (1 6) list:firstRest (1 (6)). - (1 6) math:sum 7. -} - -_:bng_11083 { - (7 6) :attack3 (1 6). -} - -_:bng_11084 { - (3 1 6) list:firstRest (3 (1 6)). - (5 1) math:sum 6 . - (7 6) :attack3 (1 6). -} - -_:bng_11085 { - (7 5) :attack3 (3 1 6). -} - -_:bng_11086 { - (5 3 1 6) list:firstRest (5 (3 1 6)). - (4 1) math:sum 5 . - (7 5) :attack3 (3 1 6). -} - -_:bng_11087 { - (7 4) :attack3 (5 3 1 6). -} - -_:bng_11088 { - (8 5 3 1 6) list:firstRest (8 (5 3 1 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 3 1 6). -} - -_:bng_11089 { - (7 3) :attack3 (8 5 3 1 6). -} - -_:bng_11090 { - (2 8 5 3 1 6) list:firstRest (2 (8 5 3 1 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 5 3 1 6). -} - -_:bng_11091 { - (7 2) :attack3 (2 8 5 3 1 6). -} - -_:bng_11092 { - (4 2 8 5 3 1 6) list:firstRest (4 (2 8 5 3 1 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 8 5 3 1 6). -} - -_:bng_11093 { - (7 1) :attack3 (4 2 8 5 3 1 6). -} - -_:bng_11094 { - [] rdf:value 7; :attack (4 2 8 5 3 1 6). -} - -_:bng_11095 { - (3 1 6) list:firstRest (3 (1 6)). - (3 4) math:sum 7. -} - -_:bng_11096 { - (7 4) :attack3 (3 1 6). -} - -_:bng_11097 { - (5 3 1 6) list:firstRest (5 (3 1 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 1 6). -} - -_:bng_11098 { - (7 3) :attack3 (5 3 1 6). -} - -_:bng_11099 { - (8 5 3 1 6) list:firstRest (8 (5 3 1 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 3 1 6). -} - -_:bng_11100 { - (7 2) :attack3 (8 5 3 1 6). -} - -_:bng_11101 { - (2 8 5 3 1 6) list:firstRest (2 (8 5 3 1 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3 1 6). -} - -_:bng_11102 { - (7 1) :attack3 (2 8 5 3 1 6). -} - -_:bng_11103 { - [] rdf:value 7; :attack (2 8 5 3 1 6). -} - -_:bng_11104 { - (8 5 3 1 6) list:firstRest (8 (5 3 1 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 3 1 6). -} - -_:bng_11105 { - (2 2) :attack3 (8 5 3 1 6). -} - -_:bng_11106 { - (4 8 5 3 1 6) list:firstRest (4 (8 5 3 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 3 1 6). -} - -_:bng_11107 { - (2 1) :attack3 (4 8 5 3 1 6). -} - -_:bng_11108 { - [] rdf:value 2; :attack (4 8 5 3 1 6). -} - -_:bng_11109 { - (4 8 5 3 1 6) list:firstRest (4 (8 5 3 1 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3 1 6). -} - -_:bng_11110 { - (7 1) :attack3 (4 8 5 3 1 6). -} - -_:bng_11111 { - [] rdf:value 7; :attack (4 8 5 3 1 6). -} - -_:bng_11112 { - (8 5 3 1 6) list:firstRest (8 (5 3 1 6)). - (8 1) math:difference 7. -} - -_:bng_11113 { - (7 1) :attack3 (8 5 3 1 6). -} - -_:bng_11114 { - [] rdf:value 7; :attack (8 5 3 1 6). -} - -_:bng_11115 { - (7 3 1 6) list:firstRest (7 (3 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 6). -} - -_:bng_11116 { - (2 1) :attack3 (7 3 1 6). -} - -_:bng_11117 { - [] rdf:value 2; :attack (7 3 1 6). -} - -_:bng_11118 { - (1 6) list:firstRest (1 (6)). - (1 3) math:sum 4. -} - -_:bng_11119 { - (4 3) :attack3 (1 6). -} - -_:bng_11120 { - (3 1 6) list:firstRest (3 (1 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6). -} - -_:bng_11121 { - (4 2) :attack3 (3 1 6). -} - -_:bng_11122 { - (7 3 1 6) list:firstRest (7 (3 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6). -} - -_:bng_11123 { - (4 1) :attack3 (7 3 1 6). -} - -_:bng_11124 { - [] rdf:value 4; :attack (7 3 1 6). -} - -_:bng_11125 { - (3 1 6) list:firstRest (3 (1 6)). - (3 2) math:sum 5. -} - -_:bng_11126 { - (5 2) :attack3 (3 1 6). -} - -_:bng_11127 { - (7 3 1 6) list:firstRest (7 (3 1 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 6). -} - -_:bng_11128 { - (5 1) :attack3 (7 3 1 6). -} - -_:bng_11129 { - [] rdf:value 5; :attack (7 3 1 6). -} - -_:bng_11130 { - (7 3 1 6) list:firstRest (7 (3 1 6)). - (7 1) math:sum 8. -} - -_:bng_11131 { - (8 1) :attack3 (7 3 1 6). -} - -_:bng_11132 { - [] rdf:value 8; :attack (7 3 1 6). -} - -_:bng_11133 { - (8 3 1 6) list:firstRest (8 (3 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 6). -} - -_:bng_11134 { - (2 1) :attack3 (8 3 1 6). -} - -_:bng_11135 { - [] rdf:value 2; :attack (8 3 1 6). -} - -_:bng_11136 { - (8 3 1 6) list:firstRest (8 (3 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6). -} - -_:bng_11137 { - (4 1) :attack3 (8 3 1 6). -} - -_:bng_11138 { - [] rdf:value 4; :attack (8 3 1 6). -} - -_:bng_11139 { - (8 3 1 6) list:firstRest (8 (3 1 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 6). -} - -_:bng_11140 { - (5 1) :attack3 (8 3 1 6). -} - -_:bng_11141 { - [] rdf:value 5; :attack (8 3 1 6). -} - -_:bng_11142 { - (8 3 1 6) list:firstRest (8 (3 1 6)). - (8 1) math:difference 7. -} - -_:bng_11143 { - (7 1) :attack3 (8 3 1 6). -} - -_:bng_11144 { - [] rdf:value 7; :attack (8 3 1 6). -} - -_:bng_11145 { - (6) list:firstRest (6 ()). - (6 2) math:difference 4. -} - -_:bng_11146 { - (4 2) :attack3 (6). -} - -_:bng_11147 { - (1 6) list:firstRest (1 (6)). - (1 1) math:sum 2 . - (4 2) :attack3 (6). -} - -_:bng_11148 { - (4 1) :attack3 (1 6). -} - -_:bng_11149 { - [] rdf:value 4; :attack (1 6). -} - -_:bng_11150 { - (2 5 1 6) list:firstRest (2 (5 1 6)). - (2 1) math:sum 3. -} - -_:bng_11151 { - (3 1) :attack3 (2 5 1 6). -} - -_:bng_11152 { - [] rdf:value 3; :attack (2 5 1 6). -} - -_:bng_11153 { - (5 1 6) list:firstRest (5 (1 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6). -} - -_:bng_11154 { - (4 2) :attack3 (5 1 6). -} - -_:bng_11155 { - (2 5 1 6) list:firstRest (2 (5 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 1 6). -} - -_:bng_11156 { - (4 1) :attack3 (2 5 1 6). -} - -_:bng_11157 { - [] rdf:value 4; :attack (2 5 1 6). -} - -_:bng_11158 { - (5 1 6) list:firstRest (5 (1 6)). - (5 2) math:sum 7. -} - -_:bng_11159 { - (7 2) :attack3 (5 1 6). -} - -_:bng_11160 { - (2 5 1 6) list:firstRest (2 (5 1 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 1 6). -} - -_:bng_11161 { - (7 1) :attack3 (2 5 1 6). -} - -_:bng_11162 { - [] rdf:value 7; :attack (2 5 1 6). -} - -_:bng_11163 { - (3 8 2 5 1 6) list:firstRest (3 (8 2 5 1 6)). - (3 1) math:sum 4. -} - -_:bng_11164 { - (4 1) :attack3 (3 8 2 5 1 6). -} - -_:bng_11165 { - [] rdf:value 4; :attack (3 8 2 5 1 6). -} - -_:bng_11166 { - (4) list:select (4 ()). - (_:bng_18033 false true) log:ifThenElseIn (() 1). - (4 7 3 8 2 5 1 6) list:firstRest (4 (7 3 8 2 5 1 6)). - (() (4 7 3 8 2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11167 { - ((4) (7 3 8 2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11168 { - (4 7) list:select (7 (4)). - (_:bng_18034 false true) log:ifThenElseIn (() 1). - (7 3 8 2 5 1 6) list:firstRest (7 (3 8 2 5 1 6)). - ((4) (7 3 8 2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11169 { - ((4 7) (3 8 2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11170 { - (3 4 7) list:select (3 (4 7)). - (_:bng_18035 false true) log:ifThenElseIn (() 1). - (3 8 2 5 1 6) list:firstRest (3 (8 2 5 1 6)). - ((4 7) (3 8 2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11171 { - ((3 4 7) (8 2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11172 { - (3 4 7 8) list:select (8 (3 4 7)). - (_:bng_18036 false true) log:ifThenElseIn (() 1). - (8 2 5 1 6) list:firstRest (8 (2 5 1 6)). - ((3 4 7) (8 2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11173 { - ((3 4 7 8) (2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11174 { - (2 3 4 7 8) list:select (2 (3 4 7 8)). - (_:bng_18037 false true) log:ifThenElseIn (() 1). - (2 5 1 6) list:firstRest (2 (5 1 6)). - ((3 4 7 8) (2 5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11175 { - ((2 3 4 7 8) (5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11176 { - (2 3 4 5 7 8) list:select (5 (2 3 4 7 8)). - (_:bng_18038 false true) log:ifThenElseIn (() 1). - (5 1 6) list:firstRest (5 (1 6)). - ((2 3 4 7 8) (5 1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11177 { - ((2 3 4 5 7 8) (1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11178 { - (1 2 3 4 5 7 8) list:select (1 (2 3 4 5 7 8)). - (_:bng_18039 false true) log:ifThenElseIn (() 1). - (1 6) list:firstRest (1 (6)). - ((2 3 4 5 7 8) (1 6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11179 { - ((1 2 3 4 5 7 8) (6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11180 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11181 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11182 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 7 3 8 2 5 1 6). -} - -_:bng_11183 { - [] rdf:value 8; :queens (4 7 3 8 2 5 1 6). -} - -_:bng_11184 { - (2 5 1 6) list:firstRest (2 (5 1 6)). - (2 2) math:sum 4. -} - -_:bng_11185 { - (4 2) :attack3 (2 5 1 6). -} - -_:bng_11186 { - (8 2 5 1 6) list:firstRest (8 (2 5 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 1 6). -} - -_:bng_11187 { - (4 1) :attack3 (8 2 5 1 6). -} - -_:bng_11188 { - [] rdf:value 4; :attack (8 2 5 1 6). -} - -_:bng_11189 { - (8 2 5 1 6) list:firstRest (8 (2 5 1 6)). - (8 1) math:difference 7. -} - -_:bng_11190 { - (7 1) :attack3 (8 2 5 1 6). -} - -_:bng_11191 { - [] rdf:value 7; :attack (8 2 5 1 6). -} - -_:bng_11192 { - (1 6) list:firstRest (1 (6)). - (1 2) math:sum 3. -} - -_:bng_11193 { - (3 2) :attack3 (1 6). -} - -_:bng_11194 { - (5 1 6) list:firstRest (5 (1 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6). -} - -_:bng_11195 { - (3 1) :attack3 (5 1 6). -} - -_:bng_11196 { - [] rdf:value 3; :attack (5 1 6). -} - -_:bng_11197 { - (5 1 6) list:firstRest (5 (1 6)). - (5 1) math:difference 4. -} - -_:bng_11198 { - (4 1) :attack3 (5 1 6). -} - -_:bng_11199 { - [] rdf:value 4; :attack (5 1 6). -} - -_:bng_11200 { - (5 1 6) list:firstRest (5 (1 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 6). -} - -_:bng_11201 { - (2 2) :attack3 (5 1 6). -} - -_:bng_11202 { - (7 5 1 6) list:firstRest (7 (5 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 1 6). -} - -_:bng_11203 { - (2 1) :attack3 (7 5 1 6). -} - -_:bng_11204 { - [] rdf:value 2; :attack (7 5 1 6). -} - -_:bng_11205 { - (5 1 6) list:firstRest (5 (1 6)). - (5 2) math:difference 3. -} - -_:bng_11206 { - (3 2) :attack3 (5 1 6). -} - -_:bng_11207 { - (7 5 1 6) list:firstRest (7 (5 1 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 6). -} - -_:bng_11208 { - (3 1) :attack3 (7 5 1 6). -} - -_:bng_11209 { - [] rdf:value 3; :attack (7 5 1 6). -} - -_:bng_11210 { - (7 5 1 6) list:firstRest (7 (5 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 1 6). -} - -_:bng_11211 { - (4 1) :attack3 (7 5 1 6). -} - -_:bng_11212 { - [] rdf:value 4; :attack (7 5 1 6). -} - -_:bng_11213 { - (7 5 1 6) list:firstRest (7 (5 1 6)). - (7 1) math:sum 8. -} - -_:bng_11214 { - (8 1) :attack3 (7 5 1 6). -} - -_:bng_11215 { - [] rdf:value 8; :attack (7 5 1 6). -} - -_:bng_11216 { - (8 5 1 6) list:firstRest (8 (5 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 1 6). -} - -_:bng_11217 { - (2 1) :attack3 (8 5 1 6). -} - -_:bng_11218 { - [] rdf:value 2; :attack (8 5 1 6). -} - -_:bng_11219 { - (8 5 1 6) list:firstRest (8 (5 1 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 6). -} - -_:bng_11220 { - (3 1) :attack3 (8 5 1 6). -} - -_:bng_11221 { - [] rdf:value 3; :attack (8 5 1 6). -} - -_:bng_11222 { - (8 5 1 6) list:firstRest (8 (5 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 1 6). -} - -_:bng_11223 { - (4 1) :attack3 (8 5 1 6). -} - -_:bng_11224 { - [] rdf:value 4; :attack (8 5 1 6). -} - -_:bng_11225 { - (8 5 1 6) list:firstRest (8 (5 1 6)). - (8 1) math:difference 7. -} - -_:bng_11226 { - (7 1) :attack3 (8 5 1 6). -} - -_:bng_11227 { - [] rdf:value 7; :attack (8 5 1 6). -} - -_:bng_11228 { - (2 7 1 6) list:firstRest (2 (7 1 6)). - (2 1) math:sum 3. -} - -_:bng_11229 { - (3 1) :attack3 (2 7 1 6). -} - -_:bng_11230 { - [] rdf:value 3; :attack (2 7 1 6). -} - -_:bng_11231 { - (7 1 6) list:firstRest (7 (1 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6). -} - -_:bng_11232 { - (4 2) :attack3 (7 1 6). -} - -_:bng_11233 { - (2 7 1 6) list:firstRest (2 (7 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 6). -} - -_:bng_11234 { - (4 1) :attack3 (2 7 1 6). -} - -_:bng_11235 { - [] rdf:value 4; :attack (2 7 1 6). -} - -_:bng_11236 { - (7 1 6) list:firstRest (7 (1 6)). - (7 2) math:difference 5. -} - -_:bng_11237 { - (5 2) :attack3 (7 1 6). -} - -_:bng_11238 { - (2 7 1 6) list:firstRest (2 (7 1 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 6). -} - -_:bng_11239 { - (5 1) :attack3 (2 7 1 6). -} - -_:bng_11240 { - [] rdf:value 5; :attack (2 7 1 6). -} - -_:bng_11241 { - (3 8 2 7 1 6) list:firstRest (3 (8 2 7 1 6)). - (3 1) math:sum 4. -} - -_:bng_11242 { - (4 1) :attack3 (3 8 2 7 1 6). -} - -_:bng_11243 { - [] rdf:value 4; :attack (3 8 2 7 1 6). -} - -_:bng_11244 { - (2 7 1 6) list:firstRest (2 (7 1 6)). - (2 3) math:sum 5. -} - -_:bng_11245 { - (5 3) :attack3 (2 7 1 6). -} - -_:bng_11246 { - (8 2 7 1 6) list:firstRest (8 (2 7 1 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7 1 6). -} - -_:bng_11247 { - (5 2) :attack3 (8 2 7 1 6). -} - -_:bng_11248 { - (3 8 2 7 1 6) list:firstRest (3 (8 2 7 1 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 7 1 6). -} - -_:bng_11249 { - (5 1) :attack3 (3 8 2 7 1 6). -} - -_:bng_11250 { - [] rdf:value 5; :attack (3 8 2 7 1 6). -} - -_:bng_11251 { - (2 7 1 6) list:firstRest (2 (7 1 6)). - (2 2) math:sum 4. -} - -_:bng_11252 { - (4 2) :attack3 (2 7 1 6). -} - -_:bng_11253 { - (8 2 7 1 6) list:firstRest (8 (2 7 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 6). -} - -_:bng_11254 { - (4 1) :attack3 (8 2 7 1 6). -} - -_:bng_11255 { - [] rdf:value 4; :attack (8 2 7 1 6). -} - -_:bng_11256 { - (1 6) list:firstRest (1 (6)). - (1 4) math:sum 5. -} - -_:bng_11257 { - (5 4) :attack3 (1 6). -} - -_:bng_11258 { - (7 1 6) list:firstRest (7 (1 6)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 6). -} - -_:bng_11259 { - (5 3) :attack3 (7 1 6). -} - -_:bng_11260 { - (2 7 1 6) list:firstRest (2 (7 1 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1 6). -} - -_:bng_11261 { - (5 2) :attack3 (2 7 1 6). -} - -_:bng_11262 { - (8 2 7 1 6) list:firstRest (8 (2 7 1 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 7 1 6). -} - -_:bng_11263 { - (5 1) :attack3 (8 2 7 1 6). -} - -_:bng_11264 { - [] rdf:value 5; :attack (8 2 7 1 6). -} - -_:bng_11265 { - (7 1 6) list:firstRest (7 (1 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6). -} - -_:bng_11266 { - (3 1) :attack3 (7 1 6). -} - -_:bng_11267 { - [] rdf:value 3; :attack (7 1 6). -} - -_:bng_11268 { - (7 1 6) list:firstRest (7 (1 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 6). -} - -_:bng_11269 { - (2 2) :attack3 (7 1 6). -} - -_:bng_11270 { - (4 7 1 6) list:firstRest (4 (7 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 1 6). -} - -_:bng_11271 { - (2 1) :attack3 (4 7 1 6). -} - -_:bng_11272 { - [] rdf:value 2; :attack (4 7 1 6). -} - -_:bng_11273 { - (4 7 1 6) list:firstRest (4 (7 1 6)). - (4 1) math:difference 3. -} - -_:bng_11274 { - (3 1) :attack3 (4 7 1 6). -} - -_:bng_11275 { - [] rdf:value 3; :attack (4 7 1 6). -} - -_:bng_11276 { - (4 7 1 6) list:firstRest (4 (7 1 6)). - (4 1) math:sum 5. -} - -_:bng_11277 { - (5 1) :attack3 (4 7 1 6). -} - -_:bng_11278 { - [] rdf:value 5; :attack (4 7 1 6). -} - -_:bng_11279 { - (4 7 1 6) list:firstRest (4 (7 1 6)). - (4 2) math:difference 2. -} - -_:bng_11280 { - (2 2) :attack3 (4 7 1 6). -} - -_:bng_11281 { - (8 4 7 1 6) list:firstRest (8 (4 7 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 6). -} - -_:bng_11282 { - (2 1) :attack3 (8 4 7 1 6). -} - -_:bng_11283 { - [] rdf:value 2; :attack (8 4 7 1 6). -} - -_:bng_11284 { - (3 8 4 7 1 6) list:firstRest (3 (8 4 7 1 6)). - (3 1) math:difference 2. -} - -_:bng_11285 { - (2 1) :attack3 (3 8 4 7 1 6). -} - -_:bng_11286 { - [] rdf:value 2; :attack (3 8 4 7 1 6). -} - -_:bng_11287 { - (7 1 6) list:firstRest (7 (1 6)). - (7 5) math:difference 2. -} - -_:bng_11288 { - (2 5) :attack3 (7 1 6). -} - -_:bng_11289 { - (4 7 1 6) list:firstRest (4 (7 1 6)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 1 6). -} - -_:bng_11290 { - (2 4) :attack3 (4 7 1 6). -} - -_:bng_11291 { - (8 4 7 1 6) list:firstRest (8 (4 7 1 6)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7 1 6). -} - -_:bng_11292 { - (2 3) :attack3 (8 4 7 1 6). -} - -_:bng_11293 { - (3 8 4 7 1 6) list:firstRest (3 (8 4 7 1 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 4 7 1 6). -} - -_:bng_11294 { - (2 2) :attack3 (3 8 4 7 1 6). -} - -_:bng_11295 { - (5 3 8 4 7 1 6) list:firstRest (5 (3 8 4 7 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 4 7 1 6). -} - -_:bng_11296 { - (2 1) :attack3 (5 3 8 4 7 1 6). -} - -_:bng_11297 { - [] rdf:value 2; :attack (5 3 8 4 7 1 6). -} - -_:bng_11298 { - (4 7 1 6) list:firstRest (4 (7 1 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1 6). -} - -_:bng_11299 { - (5 2) :attack3 (4 7 1 6). -} - -_:bng_11300 { - (8 4 7 1 6) list:firstRest (8 (4 7 1 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1 6). -} - -_:bng_11301 { - (5 1) :attack3 (8 4 7 1 6). -} - -_:bng_11302 { - [] rdf:value 5; :attack (8 4 7 1 6). -} - -_:bng_11303 { - (5 7 1 6) list:firstRest (5 (7 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 1 6). -} - -_:bng_11304 { - (2 1) :attack3 (5 7 1 6). -} - -_:bng_11305 { - [] rdf:value 2; :attack (5 7 1 6). -} - -_:bng_11306 { - (3 5 7 1 6) list:firstRest (3 (5 7 1 6)). - (3 1) math:difference 2. -} - -_:bng_11307 { - (2 1) :attack3 (3 5 7 1 6). -} - -_:bng_11308 { - [] rdf:value 2; :attack (3 5 7 1 6). -} - -_:bng_11309 { - (3 5 7 1 6) list:firstRest (3 (5 7 1 6)). - (3 1) math:sum 4. -} - -_:bng_11310 { - (4 1) :attack3 (3 5 7 1 6). -} - -_:bng_11311 { - [] rdf:value 4; :attack (3 5 7 1 6). -} - -_:bng_11312 { - (5 7 1 6) list:firstRest (5 (7 1 6)). - (5 3) math:difference 2. -} - -_:bng_11313 { - (2 3) :attack3 (5 7 1 6). -} - -_:bng_11314 { - (3 5 7 1 6) list:firstRest (3 (5 7 1 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7 1 6). -} - -_:bng_11315 { - (2 2) :attack3 (3 5 7 1 6). -} - -_:bng_11316 { - (8 3 5 7 1 6) list:firstRest (8 (3 5 7 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7 1 6). -} - -_:bng_11317 { - (2 1) :attack3 (8 3 5 7 1 6). -} - -_:bng_11318 { - [] rdf:value 2; :attack (8 3 5 7 1 6). -} - -_:bng_11319 { - (5 7 1 6) list:firstRest (5 (7 1 6)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 1 6). -} - -_:bng_11320 { - (2 4) :attack3 (5 7 1 6). -} - -_:bng_11321 { - (3 5 7 1 6) list:firstRest (3 (5 7 1 6)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 7 1 6). -} - -_:bng_11322 { - (2 3) :attack3 (3 5 7 1 6). -} - -_:bng_11323 { - (8 3 5 7 1 6) list:firstRest (8 (3 5 7 1 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 5 7 1 6). -} - -_:bng_11324 { - (2 2) :attack3 (8 3 5 7 1 6). -} - -_:bng_11325 { - (4 8 3 5 7 1 6) list:firstRest (4 (8 3 5 7 1 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 3 5 7 1 6). -} - -_:bng_11326 { - (2 1) :attack3 (4 8 3 5 7 1 6). -} - -_:bng_11327 { - [] rdf:value 2; :attack (4 8 3 5 7 1 6). -} - -_:bng_11328 { - (5 7 1 6) list:firstRest (5 (7 1 6)). - (5 1) math:difference 4. -} - -_:bng_11329 { - (4 1) :attack3 (5 7 1 6). -} - -_:bng_11330 { - [] rdf:value 4; :attack (5 7 1 6). -} - -_:bng_11331 { - (2 8 5 7 1 6) list:firstRest (2 (8 5 7 1 6)). - (2 1) math:sum 3. -} - -_:bng_11332 { - (3 1) :attack3 (2 8 5 7 1 6). -} - -_:bng_11333 { - [] rdf:value 3; :attack (2 8 5 7 1 6). -} - -_:bng_11334 { - (4 2 8 5 7 1 6) list:firstRest (4 (2 8 5 7 1 6)). - (4 1) math:difference 3. -} - -_:bng_11335 { - (3 1) :attack3 (4 2 8 5 7 1 6). -} - -_:bng_11336 { - [] rdf:value 3; :attack (4 2 8 5 7 1 6). -} - -_:bng_11337 { - (5 7 1 6) list:firstRest (5 (7 1 6)). - (5 2) math:difference 3. -} - -_:bng_11338 { - (3 2) :attack3 (5 7 1 6). -} - -_:bng_11339 { - (8 5 7 1 6) list:firstRest (8 (5 7 1 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 1 6). -} - -_:bng_11340 { - (3 1) :attack3 (8 5 7 1 6). -} - -_:bng_11341 { - [] rdf:value 3; :attack (8 5 7 1 6). -} - -_:bng_11342 { - (7 1 6) list:firstRest (7 (1 6)). - (7 3) math:difference 4. -} - -_:bng_11343 { - (4 3) :attack3 (7 1 6). -} - -_:bng_11344 { - (5 7 1 6) list:firstRest (5 (7 1 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 1 6). -} - -_:bng_11345 { - (4 2) :attack3 (5 7 1 6). -} - -_:bng_11346 { - (8 5 7 1 6) list:firstRest (8 (5 7 1 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1 6). -} - -_:bng_11347 { - (4 1) :attack3 (8 5 7 1 6). -} - -_:bng_11348 { - [] rdf:value 4; :attack (8 5 7 1 6). -} - -_:bng_11349 { - (7 1 6) list:firstRest (7 (1 6)). - (7 1) math:sum 8. -} - -_:bng_11350 { - (8 1) :attack3 (7 1 6). -} - -_:bng_11351 { - [] rdf:value 8; :attack (7 1 6). -} - -_:bng_11352 { - (6) list:firstRest (6 ()). - (6 2) math:sum 8. -} - -_:bng_11353 { - (8 2) :attack3 (6). -} - -_:bng_11354 { - (1 6) list:firstRest (1 (6)). - (1 1) math:sum 2 . - (8 2) :attack3 (6). -} - -_:bng_11355 { - (8 1) :attack3 (1 6). -} - -_:bng_11356 { - [] rdf:value 8; :attack (1 6). -} - -_:bng_11357 { - (2 6) list:firstRest (2 (6)). - (2 1) math:difference 1. -} - -_:bng_11358 { - (1 1) :attack3 (2 6). -} - -_:bng_11359 { - [] rdf:value 1; :attack (2 6). -} - -_:bng_11360 { - (2 6) list:firstRest (2 (6)). - (2 1) math:sum 3. -} - -_:bng_11361 { - (3 1) :attack3 (2 6). -} - -_:bng_11362 { - [] rdf:value 3; :attack (2 6). -} - -_:bng_11363 { - (2 6) list:firstRest (2 (6)). - (1 1) math:sum 2 . - (4 2) :attack3 (6). -} - -_:bng_11364 { - (4 1) :attack3 (2 6). -} - -_:bng_11365 { - [] rdf:value 4; :attack (2 6). -} - -_:bng_11366 { - (5 2 6) list:firstRest (5 (2 6)). - (5 2) math:difference 3. -} - -_:bng_11367 { - (3 2) :attack3 (5 2 6). -} - -_:bng_11368 { - (1 5 2 6) list:firstRest (1 (5 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 6). -} - -_:bng_11369 { - (3 1) :attack3 (1 5 2 6). -} - -_:bng_11370 { - [] rdf:value 3; :attack (1 5 2 6). -} - -_:bng_11371 { - (4 1 5 2 6) list:firstRest (4 (1 5 2 6)). - (4 1) math:difference 3. -} - -_:bng_11372 { - (3 1) :attack3 (4 1 5 2 6). -} - -_:bng_11373 { - [] rdf:value 3; :attack (4 1 5 2 6). -} - -_:bng_11374 { - (2 6) list:firstRest (2 (6)). - (2 6) math:sum 8. -} - -_:bng_11375 { - (8 6) :attack3 (2 6). -} - -_:bng_11376 { - (5 2 6) list:firstRest (5 (2 6)). - (5 1) math:sum 6 . - (8 6) :attack3 (2 6). -} - -_:bng_11377 { - (8 5) :attack3 (5 2 6). -} - -_:bng_11378 { - (1 5 2 6) list:firstRest (1 (5 2 6)). - (4 1) math:sum 5 . - (8 5) :attack3 (5 2 6). -} - -_:bng_11379 { - (8 4) :attack3 (1 5 2 6). -} - -_:bng_11380 { - (4 1 5 2 6) list:firstRest (4 (1 5 2 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 5 2 6). -} - -_:bng_11381 { - (8 3) :attack3 (4 1 5 2 6). -} - -_:bng_11382 { - (7 4 1 5 2 6) list:firstRest (7 (4 1 5 2 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 1 5 2 6). -} - -_:bng_11383 { - (8 2) :attack3 (7 4 1 5 2 6). -} - -_:bng_11384 { - (3 7 4 1 5 2 6) list:firstRest (3 (7 4 1 5 2 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 4 1 5 2 6). -} - -_:bng_11385 { - (8 1) :attack3 (3 7 4 1 5 2 6). -} - -_:bng_11386 { - [] rdf:value 8; :attack (3 7 4 1 5 2 6). -} - -_:bng_11387 { - (7 4 1 5 2 6) list:firstRest (7 (4 1 5 2 6)). - (7 1) math:sum 8. -} - -_:bng_11388 { - (8 1) :attack3 (7 4 1 5 2 6). -} - -_:bng_11389 { - [] rdf:value 8; :attack (7 4 1 5 2 6). -} - -_:bng_11390 { - (5 2 6) list:firstRest (5 (2 6)). - (5 3) math:sum 8. -} - -_:bng_11391 { - (8 3) :attack3 (5 2 6). -} - -_:bng_11392 { - (1 5 2 6) list:firstRest (1 (5 2 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2 6). -} - -_:bng_11393 { - (8 2) :attack3 (1 5 2 6). -} - -_:bng_11394 { - (4 1 5 2 6) list:firstRest (4 (1 5 2 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 5 2 6). -} - -_:bng_11395 { - (8 1) :attack3 (4 1 5 2 6). -} - -_:bng_11396 { - [] rdf:value 8; :attack (4 1 5 2 6). -} - -_:bng_11397 { - (5 2 6) list:firstRest (5 (2 6)). - (5 2) math:sum 7. -} - -_:bng_11398 { - (7 2) :attack3 (5 2 6). -} - -_:bng_11399 { - (1 5 2 6) list:firstRest (1 (5 2 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 6). -} - -_:bng_11400 { - (7 1) :attack3 (1 5 2 6). -} - -_:bng_11401 { - [] rdf:value 7; :attack (1 5 2 6). -} - -_:bng_11402 { - (1 5 2 6) list:firstRest (1 (5 2 6)). - (1 2) math:sum 3. -} - -_:bng_11403 { - (3 2) :attack3 (1 5 2 6). -} - -_:bng_11404 { - (8 1 5 2 6) list:firstRest (8 (1 5 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 2 6). -} - -_:bng_11405 { - (3 1) :attack3 (8 1 5 2 6). -} - -_:bng_11406 { - [] rdf:value 3; :attack (8 1 5 2 6). -} - -_:bng_11407 { - (4 8 1 5 2 6) list:firstRest (4 (8 1 5 2 6)). - (4 1) math:difference 3. -} - -_:bng_11408 { - (3 1) :attack3 (4 8 1 5 2 6). -} - -_:bng_11409 { - [] rdf:value 3; :attack (4 8 1 5 2 6). -} - -_:bng_11410 { - (2 6) list:firstRest (2 (6)). - (2 5) math:sum 7. -} - -_:bng_11411 { - (7 5) :attack3 (2 6). -} - -_:bng_11412 { - (5 2 6) list:firstRest (5 (2 6)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 6). -} - -_:bng_11413 { - (7 4) :attack3 (5 2 6). -} - -_:bng_11414 { - (1 5 2 6) list:firstRest (1 (5 2 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2 6). -} - -_:bng_11415 { - (7 3) :attack3 (1 5 2 6). -} - -_:bng_11416 { - (8 1 5 2 6) list:firstRest (8 (1 5 2 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 5 2 6). -} - -_:bng_11417 { - (7 2) :attack3 (8 1 5 2 6). -} - -_:bng_11418 { - (4 8 1 5 2 6) list:firstRest (4 (8 1 5 2 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 5 2 6). -} - -_:bng_11419 { - (7 1) :attack3 (4 8 1 5 2 6). -} - -_:bng_11420 { - [] rdf:value 7; :attack (4 8 1 5 2 6). -} - -_:bng_11421 { - (8 1 5 2 6) list:firstRest (8 (1 5 2 6)). - (8 1) math:difference 7. -} - -_:bng_11422 { - (7 1) :attack3 (8 1 5 2 6). -} - -_:bng_11423 { - [] rdf:value 7; :attack (8 1 5 2 6). -} - -_:bng_11424 { - (6) list:firstRest (6 ()). - (6 3) math:difference 3. -} - -_:bng_11425 { - (3 3) :attack3 (6). -} - -_:bng_11426 { - (2 6) list:firstRest (2 (6)). - (2 1) math:sum 3 . - (3 3) :attack3 (6). -} - -_:bng_11427 { - (3 2) :attack3 (2 6). -} - -_:bng_11428 { - (5 2 6) list:firstRest (5 (2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6). -} - -_:bng_11429 { - (3 1) :attack3 (5 2 6). -} - -_:bng_11430 { - [] rdf:value 3; :attack (5 2 6). -} - -_:bng_11431 { - (5 2 6) list:firstRest (5 (2 6)). - (5 1) math:difference 4. -} - -_:bng_11432 { - (4 1) :attack3 (5 2 6). -} - -_:bng_11433 { - [] rdf:value 4; :attack (5 2 6). -} - -_:bng_11434 { - (3 1 7 5 2 6) list:firstRest (3 (1 7 5 2 6)). - (3 1) math:sum 4. -} - -_:bng_11435 { - (4 1) :attack3 (3 1 7 5 2 6). -} - -_:bng_11436 { - [] rdf:value 4; :attack (3 1 7 5 2 6). -} - -_:bng_11437 { - (1 7 5 2 6) list:firstRest (1 (7 5 2 6)). - (1 3) math:sum 4. -} - -_:bng_11438 { - (4 3) :attack3 (1 7 5 2 6). -} - -_:bng_11439 { - (3 1 7 5 2 6) list:firstRest (3 (1 7 5 2 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7 5 2 6). -} - -_:bng_11440 { - (4 2) :attack3 (3 1 7 5 2 6). -} - -_:bng_11441 { - (8 3 1 7 5 2 6) list:firstRest (8 (3 1 7 5 2 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 5 2 6). -} - -_:bng_11442 { - (4 1) :attack3 (8 3 1 7 5 2 6). -} - -_:bng_11443 { - [] rdf:value 4; :attack (8 3 1 7 5 2 6). -} - -_:bng_11444 { - (4 1 7 5 2 6) list:firstRest (4 (1 7 5 2 6)). - (4 1) math:difference 3. -} - -_:bng_11445 { - (3 1) :attack3 (4 1 7 5 2 6). -} - -_:bng_11446 { - [] rdf:value 3; :attack (4 1 7 5 2 6). -} - -_:bng_11447 { - (7 5 2 6) list:firstRest (7 (5 2 6)). - (7 4) math:difference 3. -} - -_:bng_11448 { - (3 4) :attack3 (7 5 2 6). -} - -_:bng_11449 { - (1 7 5 2 6) list:firstRest (1 (7 5 2 6)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 5 2 6). -} - -_:bng_11450 { - (3 3) :attack3 (1 7 5 2 6). -} - -_:bng_11451 { - (4 1 7 5 2 6) list:firstRest (4 (1 7 5 2 6)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 5 2 6). -} - -_:bng_11452 { - (3 2) :attack3 (4 1 7 5 2 6). -} - -_:bng_11453 { - (8 4 1 7 5 2 6) list:firstRest (8 (4 1 7 5 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7 5 2 6). -} - -_:bng_11454 { - (3 1) :attack3 (8 4 1 7 5 2 6). -} - -_:bng_11455 { - [] rdf:value 3; :attack (8 4 1 7 5 2 6). -} - -_:bng_11456 { - (7 5 2 6) list:firstRest (7 (5 2 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2 6). -} - -_:bng_11457 { - (8 2) :attack3 (7 5 2 6). -} - -_:bng_11458 { - (1 7 5 2 6) list:firstRest (1 (7 5 2 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 2 6). -} - -_:bng_11459 { - (8 1) :attack3 (1 7 5 2 6). -} - -_:bng_11460 { - [] rdf:value 8; :attack (1 7 5 2 6). -} - -_:bng_11461 { - (7 5 2 6) list:firstRest (7 (5 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 6). -} - -_:bng_11462 { - (3 1) :attack3 (7 5 2 6). -} - -_:bng_11463 { - [] rdf:value 3; :attack (7 5 2 6). -} - -_:bng_11464 { - (6) list:firstRest (6 ()). - (6 5) math:difference 1. -} - -_:bng_11465 { - (1 5) :attack3 (6). -} - -_:bng_11466 { - (2 6) list:firstRest (2 (6)). - (4 1) math:sum 5 . - (1 5) :attack3 (6). -} - -_:bng_11467 { - (1 4) :attack3 (2 6). -} - -_:bng_11468 { - (5 2 6) list:firstRest (5 (2 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (2 6). -} - -_:bng_11469 { - (1 3) :attack3 (5 2 6). -} - -_:bng_11470 { - (7 5 2 6) list:firstRest (7 (5 2 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 2 6). -} - -_:bng_11471 { - (1 2) :attack3 (7 5 2 6). -} - -_:bng_11472 { - (4 7 5 2 6) list:firstRest (4 (7 5 2 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 5 2 6). -} - -_:bng_11473 { - (1 1) :attack3 (4 7 5 2 6). -} - -_:bng_11474 { - [] rdf:value 1; :attack (4 7 5 2 6). -} - -_:bng_11475 { - (4 7 5 2 6) list:firstRest (4 (7 5 2 6)). - (4 1) math:difference 3. -} - -_:bng_11476 { - (3 1) :attack3 (4 7 5 2 6). -} - -_:bng_11477 { - [] rdf:value 3; :attack (4 7 5 2 6). -} - -_:bng_11478 { - (4 7 5 2 6) list:firstRest (4 (7 5 2 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 2 6). -} - -_:bng_11479 { - (8 1) :attack3 (4 7 5 2 6). -} - -_:bng_11480 { - [] rdf:value 8; :attack (4 7 5 2 6). -} - -_:bng_11481 { - (7 5 2 6) list:firstRest (7 (5 2 6)). - (7 1) math:sum 8. -} - -_:bng_11482 { - (8 1) :attack3 (7 5 2 6). -} - -_:bng_11483 { - [] rdf:value 8; :attack (7 5 2 6). -} - -_:bng_11484 { - (3 1 8 5 2 6) list:firstRest (3 (1 8 5 2 6)). - (3 1) math:sum 4. -} - -_:bng_11485 { - (4 1) :attack3 (3 1 8 5 2 6). -} - -_:bng_11486 { - [] rdf:value 4; :attack (3 1 8 5 2 6). -} - -_:bng_11487 { - (8 5 2 6) list:firstRest (8 (5 2 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2 6). -} - -_:bng_11488 { - (7 3) :attack3 (8 5 2 6). -} - -_:bng_11489 { - (1 8 5 2 6) list:firstRest (1 (8 5 2 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (8 5 2 6). -} - -_:bng_11490 { - (7 2) :attack3 (1 8 5 2 6). -} - -_:bng_11491 { - (3 1 8 5 2 6) list:firstRest (3 (1 8 5 2 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 5 2 6). -} - -_:bng_11492 { - (7 1) :attack3 (3 1 8 5 2 6). -} - -_:bng_11493 { - [] rdf:value 7; :attack (3 1 8 5 2 6). -} - -_:bng_11494 { - (4 1 8 5 2 6) list:firstRest (4 (1 8 5 2 6)). - (4 1) math:difference 3. -} - -_:bng_11495 { - (3 1) :attack3 (4 1 8 5 2 6). -} - -_:bng_11496 { - [] rdf:value 3; :attack (4 1 8 5 2 6). -} - -_:bng_11497 { - (4 1 8 5 2 6) list:firstRest (4 (1 8 5 2 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 8 5 2 6). -} - -_:bng_11498 { - (7 1) :attack3 (4 1 8 5 2 6). -} - -_:bng_11499 { - [] rdf:value 7; :attack (4 1 8 5 2 6). -} - -_:bng_11500 { - (1 8 5 2 6) list:firstRest (1 (8 5 2 6)). - (1 2) math:sum 3. -} - -_:bng_11501 { - (3 2) :attack3 (1 8 5 2 6). -} - -_:bng_11502 { - (7 1 8 5 2 6) list:firstRest (7 (1 8 5 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 5 2 6). -} - -_:bng_11503 { - (3 1) :attack3 (7 1 8 5 2 6). -} - -_:bng_11504 { - [] rdf:value 3; :attack (7 1 8 5 2 6). -} - -_:bng_11505 { - (4 7 1 8 5 2 6) list:firstRest (4 (7 1 8 5 2 6)). - (4 1) math:difference 3. -} - -_:bng_11506 { - (3 1) :attack3 (4 7 1 8 5 2 6). -} - -_:bng_11507 { - [] rdf:value 3; :attack (4 7 1 8 5 2 6). -} - -_:bng_11508 { - (8 5 2 6) list:firstRest (8 (5 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 6). -} - -_:bng_11509 { - (3 1) :attack3 (8 5 2 6). -} - -_:bng_11510 { - [] rdf:value 3; :attack (8 5 2 6). -} - -_:bng_11511 { - (8 5 2 6) list:firstRest (8 (5 2 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 2 6). -} - -_:bng_11512 { - (1 2) :attack3 (8 5 2 6). -} - -_:bng_11513 { - (4 8 5 2 6) list:firstRest (4 (8 5 2 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 5 2 6). -} - -_:bng_11514 { - (1 1) :attack3 (4 8 5 2 6). -} - -_:bng_11515 { - [] rdf:value 1; :attack (4 8 5 2 6). -} - -_:bng_11516 { - (4 8 5 2 6) list:firstRest (4 (8 5 2 6)). - (4 1) math:difference 3. -} - -_:bng_11517 { - (3 1) :attack3 (4 8 5 2 6). -} - -_:bng_11518 { - [] rdf:value 3; :attack (4 8 5 2 6). -} - -_:bng_11519 { - (5 2 6) list:firstRest (5 (2 6)). - (5 4) math:difference 1. -} - -_:bng_11520 { - (1 4) :attack3 (5 2 6). -} - -_:bng_11521 { - (8 5 2 6) list:firstRest (8 (5 2 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 2 6). -} - -_:bng_11522 { - (1 3) :attack3 (8 5 2 6). -} - -_:bng_11523 { - (4 8 5 2 6) list:firstRest (4 (8 5 2 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 2 6). -} - -_:bng_11524 { - (1 2) :attack3 (4 8 5 2 6). -} - -_:bng_11525 { - (7 4 8 5 2 6) list:firstRest (7 (4 8 5 2 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 8 5 2 6). -} - -_:bng_11526 { - (1 1) :attack3 (7 4 8 5 2 6). -} - -_:bng_11527 { - [] rdf:value 1; :attack (7 4 8 5 2 6). -} - -_:bng_11528 { - (4 8 5 2 6) list:firstRest (4 (8 5 2 6)). - (4 3) math:difference 1. -} - -_:bng_11529 { - (1 3) :attack3 (4 8 5 2 6). -} - -_:bng_11530 { - (7 4 8 5 2 6) list:firstRest (7 (4 8 5 2 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 8 5 2 6). -} - -_:bng_11531 { - (1 2) :attack3 (7 4 8 5 2 6). -} - -_:bng_11532 { - (3 7 4 8 5 2 6) list:firstRest (3 (7 4 8 5 2 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 8 5 2 6). -} - -_:bng_11533 { - (1 1) :attack3 (3 7 4 8 5 2 6). -} - -_:bng_11534 { - [] rdf:value 1; :attack (3 7 4 8 5 2 6). -} - -_:bng_11535 { - (8 5 2 6) list:firstRest (8 (5 2 6)). - (8 1) math:difference 7. -} - -_:bng_11536 { - (7 1) :attack3 (8 5 2 6). -} - -_:bng_11537 { - [] rdf:value 7; :attack (8 5 2 6). -} - -_:bng_11538 { - (3 1 7 2 6) list:firstRest (3 (1 7 2 6)). - (3 1) math:sum 4. -} - -_:bng_11539 { - (4 1) :attack3 (3 1 7 2 6). -} - -_:bng_11540 { - [] rdf:value 4; :attack (3 1 7 2 6). -} - -_:bng_11541 { - (5 3 1 7 2 6) list:firstRest (5 (3 1 7 2 6)). - (5 1) math:difference 4. -} - -_:bng_11542 { - (4 1) :attack3 (5 3 1 7 2 6). -} - -_:bng_11543 { - [] rdf:value 4; :attack (5 3 1 7 2 6). -} - -_:bng_11544 { - (4) list:select (4 ()). - (_:bng_18041 false true) log:ifThenElseIn (() 1). - (4 8 5 3 1 7 2 6) list:firstRest (4 (8 5 3 1 7 2 6)). - (() (4 8 5 3 1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11545 { - ((4) (8 5 3 1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11546 { - (4 8) list:select (8 (4)). - (_:bng_18042 false true) log:ifThenElseIn (() 1). - (8 5 3 1 7 2 6) list:firstRest (8 (5 3 1 7 2 6)). - ((4) (8 5 3 1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11547 { - ((4 8) (5 3 1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11548 { - (4 5 8) list:select (5 (4 8)). - (_:bng_18043 false true) log:ifThenElseIn (() 1). - (5 3 1 7 2 6) list:firstRest (5 (3 1 7 2 6)). - ((4 8) (5 3 1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11549 { - ((4 5 8) (3 1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11550 { - (3 4 5 8) list:select (3 (4 5 8)). - (_:bng_18044 false true) log:ifThenElseIn (() 1). - (3 1 7 2 6) list:firstRest (3 (1 7 2 6)). - ((4 5 8) (3 1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11551 { - ((3 4 5 8) (1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11552 { - (1 3 4 5 8) list:select (1 (3 4 5 8)). - (_:bng_18045 false true) log:ifThenElseIn (() 1). - (1 7 2 6) list:firstRest (1 (7 2 6)). - ((3 4 5 8) (1 7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11553 { - ((1 3 4 5 8) (7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11554 { - (1 3 4 5 7 8) list:select (7 (1 3 4 5 8)). - (_:bng_18046 false true) log:ifThenElseIn (() 1). - (7 2 6) list:firstRest (7 (2 6)). - ((1 3 4 5 8) (7 2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11555 { - ((1 3 4 5 7 8) (2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11556 { - (1 2 3 4 5 7 8) list:select (2 (1 3 4 5 7 8)). - (_:bng_18047 false true) log:ifThenElseIn (() 1). - (2 6) list:firstRest (2 (6)). - ((1 3 4 5 7 8) (2 6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11557 { - ((1 2 3 4 5 7 8) (6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11558 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11559 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11560 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 8 5 3 1 7 2 6). -} - -_:bng_11561 { - [] rdf:value 8; :queens (4 8 5 3 1 7 2 6). -} - -_:bng_11562 { - (1 7 2 6) list:firstRest (1 (7 2 6)). - (1 3) math:sum 4. -} - -_:bng_11563 { - (4 3) :attack3 (1 7 2 6). -} - -_:bng_11564 { - (3 1 7 2 6) list:firstRest (3 (1 7 2 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7 2 6). -} - -_:bng_11565 { - (4 2) :attack3 (3 1 7 2 6). -} - -_:bng_11566 { - (8 3 1 7 2 6) list:firstRest (8 (3 1 7 2 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 2 6). -} - -_:bng_11567 { - (4 1) :attack3 (8 3 1 7 2 6). -} - -_:bng_11568 { - [] rdf:value 4; :attack (8 3 1 7 2 6). -} - -_:bng_11569 { - (3 1 7 2 6) list:firstRest (3 (1 7 2 6)). - (3 2) math:sum 5. -} - -_:bng_11570 { - (5 2) :attack3 (3 1 7 2 6). -} - -_:bng_11571 { - (8 3 1 7 2 6) list:firstRest (8 (3 1 7 2 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 7 2 6). -} - -_:bng_11572 { - (5 1) :attack3 (8 3 1 7 2 6). -} - -_:bng_11573 { - [] rdf:value 5; :attack (8 3 1 7 2 6). -} - -_:bng_11574 { - (4 1 7 2 6) list:firstRest (4 (1 7 2 6)). - (4 1) math:difference 3. -} - -_:bng_11575 { - (3 1) :attack3 (4 1 7 2 6). -} - -_:bng_11576 { - [] rdf:value 3; :attack (4 1 7 2 6). -} - -_:bng_11577 { - (4 1 7 2 6) list:firstRest (4 (1 7 2 6)). - (4 1) math:sum 5. -} - -_:bng_11578 { - (5 1) :attack3 (4 1 7 2 6). -} - -_:bng_11579 { - [] rdf:value 5; :attack (4 1 7 2 6). -} - -_:bng_11580 { - (7 2 6) list:firstRest (7 (2 6)). - (7 4) math:difference 3. -} - -_:bng_11581 { - (3 4) :attack3 (7 2 6). -} - -_:bng_11582 { - (1 7 2 6) list:firstRest (1 (7 2 6)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 2 6). -} - -_:bng_11583 { - (3 3) :attack3 (1 7 2 6). -} - -_:bng_11584 { - (4 1 7 2 6) list:firstRest (4 (1 7 2 6)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 2 6). -} - -_:bng_11585 { - (3 2) :attack3 (4 1 7 2 6). -} - -_:bng_11586 { - (8 4 1 7 2 6) list:firstRest (8 (4 1 7 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7 2 6). -} - -_:bng_11587 { - (3 1) :attack3 (8 4 1 7 2 6). -} - -_:bng_11588 { - [] rdf:value 3; :attack (8 4 1 7 2 6). -} - -_:bng_11589 { - (3) list:select (3 ()). - (_:bng_18048 false true) log:ifThenElseIn (() 1). - (3 5 8 4 1 7 2 6) list:firstRest (3 (5 8 4 1 7 2 6)). - (() (3 5 8 4 1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11590 { - ((3) (5 8 4 1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11591 { - (3 5) list:select (5 (3)). - (_:bng_18049 false true) log:ifThenElseIn (() 1). - (5 8 4 1 7 2 6) list:firstRest (5 (8 4 1 7 2 6)). - ((3) (5 8 4 1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11592 { - ((3 5) (8 4 1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11593 { - (3 5 8) list:select (8 (3 5)). - (_:bng_18050 false true) log:ifThenElseIn (() 1). - (8 4 1 7 2 6) list:firstRest (8 (4 1 7 2 6)). - ((3 5) (8 4 1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11594 { - ((3 5 8) (4 1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11595 { - (3 4 5 8) list:select (4 (3 5 8)). - (_:bng_18051 false true) log:ifThenElseIn (() 1). - (4 1 7 2 6) list:firstRest (4 (1 7 2 6)). - ((3 5 8) (4 1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11596 { - ((3 4 5 8) (1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11597 { - (1 3 4 5 8) list:select (1 (3 4 5 8)). - (_:bng_18045 false true) log:ifThenElseIn (() 1). - (1 7 2 6) list:firstRest (1 (7 2 6)). - ((3 4 5 8) (1 7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11598 { - ((1 3 4 5 8) (7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11599 { - (1 3 4 5 7 8) list:select (7 (1 3 4 5 8)). - (_:bng_18046 false true) log:ifThenElseIn (() 1). - (7 2 6) list:firstRest (7 (2 6)). - ((1 3 4 5 8) (7 2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11600 { - ((1 3 4 5 7 8) (2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11601 { - (1 2 3 4 5 7 8) list:select (2 (1 3 4 5 7 8)). - (_:bng_18047 false true) log:ifThenElseIn (() 1). - (2 6) list:firstRest (2 (6)). - ((1 3 4 5 7 8) (2 6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11602 { - ((1 2 3 4 5 7 8) (6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11603 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11604 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11605 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 5 8 4 1 7 2 6). -} - -_:bng_11606 { - [] rdf:value 8; :queens (3 5 8 4 1 7 2 6). -} - -_:bng_11607 { - (7 2 6) list:firstRest (7 (2 6)). - (7 2) math:difference 5. -} - -_:bng_11608 { - (5 2) :attack3 (7 2 6). -} - -_:bng_11609 { - (1 7 2 6) list:firstRest (1 (7 2 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 6). -} - -_:bng_11610 { - (5 1) :attack3 (1 7 2 6). -} - -_:bng_11611 { - [] rdf:value 5; :attack (1 7 2 6). -} - -_:bng_11612 { - (1 7 2 6) list:firstRest (1 (7 2 6)). - (1 2) math:sum 3. -} - -_:bng_11613 { - (3 2) :attack3 (1 7 2 6). -} - -_:bng_11614 { - (8 1 7 2 6) list:firstRest (8 (1 7 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 2 6). -} - -_:bng_11615 { - (3 1) :attack3 (8 1 7 2 6). -} - -_:bng_11616 { - [] rdf:value 3; :attack (8 1 7 2 6). -} - -_:bng_11617 { - (7 2 6) list:firstRest (7 (2 6)). - (7 3) math:difference 4. -} - -_:bng_11618 { - (4 3) :attack3 (7 2 6). -} - -_:bng_11619 { - (1 7 2 6) list:firstRest (1 (7 2 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2 6). -} - -_:bng_11620 { - (4 2) :attack3 (1 7 2 6). -} - -_:bng_11621 { - (8 1 7 2 6) list:firstRest (8 (1 7 2 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 2 6). -} - -_:bng_11622 { - (4 1) :attack3 (8 1 7 2 6). -} - -_:bng_11623 { - [] rdf:value 4; :attack (8 1 7 2 6). -} - -_:bng_11624 { - (8 1 7 2 6) list:firstRest (8 (1 7 2 6)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 2 6). -} - -_:bng_11625 { - (3 2) :attack3 (8 1 7 2 6). -} - -_:bng_11626 { - (5 8 1 7 2 6) list:firstRest (5 (8 1 7 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7 2 6). -} - -_:bng_11627 { - (3 1) :attack3 (5 8 1 7 2 6). -} - -_:bng_11628 { - [] rdf:value 3; :attack (5 8 1 7 2 6). -} - -_:bng_11629 { - (5 8 1 7 2 6) list:firstRest (5 (8 1 7 2 6)). - (5 1) math:difference 4. -} - -_:bng_11630 { - (4 1) :attack3 (5 8 1 7 2 6). -} - -_:bng_11631 { - [] rdf:value 4; :attack (5 8 1 7 2 6). -} - -_:bng_11632 { - (7 2 6) list:firstRest (7 (2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6). -} - -_:bng_11633 { - (3 1) :attack3 (7 2 6). -} - -_:bng_11634 { - [] rdf:value 3; :attack (7 2 6). -} - -_:bng_11635 { - (2 6) list:firstRest (2 (6)). - (2 2) math:sum 4. -} - -_:bng_11636 { - (4 2) :attack3 (2 6). -} - -_:bng_11637 { - (7 2 6) list:firstRest (7 (2 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 6). -} - -_:bng_11638 { - (4 1) :attack3 (7 2 6). -} - -_:bng_11639 { - [] rdf:value 4; :attack (7 2 6). -} - -_:bng_11640 { - (5 7 2 6) list:firstRest (5 (7 2 6)). - (5 2) math:difference 3. -} - -_:bng_11641 { - (3 2) :attack3 (5 7 2 6). -} - -_:bng_11642 { - (1 5 7 2 6) list:firstRest (1 (5 7 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 2 6). -} - -_:bng_11643 { - (3 1) :attack3 (1 5 7 2 6). -} - -_:bng_11644 { - [] rdf:value 3; :attack (1 5 7 2 6). -} - -_:bng_11645 { - (5 7 2 6) list:firstRest (5 (7 2 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2 6). -} - -_:bng_11646 { - (4 2) :attack3 (5 7 2 6). -} - -_:bng_11647 { - (1 5 7 2 6) list:firstRest (1 (5 7 2 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 2 6). -} - -_:bng_11648 { - (4 1) :attack3 (1 5 7 2 6). -} - -_:bng_11649 { - [] rdf:value 4; :attack (1 5 7 2 6). -} - -_:bng_11650 { - (1 5 7 2 6) list:firstRest (1 (5 7 2 6)). - (1 2) math:sum 3. -} - -_:bng_11651 { - (3 2) :attack3 (1 5 7 2 6). -} - -_:bng_11652 { - (8 1 5 7 2 6) list:firstRest (8 (1 5 7 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 7 2 6). -} - -_:bng_11653 { - (3 1) :attack3 (8 1 5 7 2 6). -} - -_:bng_11654 { - [] rdf:value 3; :attack (8 1 5 7 2 6). -} - -_:bng_11655 { - (4 8 1 5 7 2 6) list:firstRest (4 (8 1 5 7 2 6)). - (4 1) math:difference 3. -} - -_:bng_11656 { - (3 1) :attack3 (4 8 1 5 7 2 6). -} - -_:bng_11657 { - [] rdf:value 3; :attack (4 8 1 5 7 2 6). -} - -_:bng_11658 { - (7 2 6) list:firstRest (7 (2 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (2 6). -} - -_:bng_11659 { - (1 3) :attack3 (7 2 6). -} - -_:bng_11660 { - (5 7 2 6) list:firstRest (5 (7 2 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 2 6). -} - -_:bng_11661 { - (1 2) :attack3 (5 7 2 6). -} - -_:bng_11662 { - (3 5 7 2 6) list:firstRest (3 (5 7 2 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 7 2 6). -} - -_:bng_11663 { - (1 1) :attack3 (3 5 7 2 6). -} - -_:bng_11664 { - [] rdf:value 1; :attack (3 5 7 2 6). -} - -_:bng_11665 { - (3 5 7 2 6) list:firstRest (3 (5 7 2 6)). - (3 1) math:sum 4. -} - -_:bng_11666 { - (4 1) :attack3 (3 5 7 2 6). -} - -_:bng_11667 { - [] rdf:value 4; :attack (3 5 7 2 6). -} - -_:bng_11668 { - (3 5 7 2 6) list:firstRest (3 (5 7 2 6)). - (3 2) math:difference 1. -} - -_:bng_11669 { - (1 2) :attack3 (3 5 7 2 6). -} - -_:bng_11670 { - (8 3 5 7 2 6) list:firstRest (8 (3 5 7 2 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 7 2 6). -} - -_:bng_11671 { - (1 1) :attack3 (8 3 5 7 2 6). -} - -_:bng_11672 { - [] rdf:value 1; :attack (8 3 5 7 2 6). -} - -_:bng_11673 { - (5 7 2 6) list:firstRest (5 (7 2 6)). - (5 4) math:difference 1. -} - -_:bng_11674 { - (1 4) :attack3 (5 7 2 6). -} - -_:bng_11675 { - (3 5 7 2 6) list:firstRest (3 (5 7 2 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 7 2 6). -} - -_:bng_11676 { - (1 3) :attack3 (3 5 7 2 6). -} - -_:bng_11677 { - (8 3 5 7 2 6) list:firstRest (8 (3 5 7 2 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5 7 2 6). -} - -_:bng_11678 { - (1 2) :attack3 (8 3 5 7 2 6). -} - -_:bng_11679 { - (4 8 3 5 7 2 6) list:firstRest (4 (8 3 5 7 2 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5 7 2 6). -} - -_:bng_11680 { - (1 1) :attack3 (4 8 3 5 7 2 6). -} - -_:bng_11681 { - [] rdf:value 1; :attack (4 8 3 5 7 2 6). -} - -_:bng_11682 { - (5 7 2 6) list:firstRest (5 (7 2 6)). - (5 1) math:difference 4. -} - -_:bng_11683 { - (4 1) :attack3 (5 7 2 6). -} - -_:bng_11684 { - [] rdf:value 4; :attack (5 7 2 6). -} - -_:bng_11685 { - (8 5 7 2 6) list:firstRest (8 (5 7 2 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 7 2 6). -} - -_:bng_11686 { - (1 1) :attack3 (8 5 7 2 6). -} - -_:bng_11687 { - [] rdf:value 1; :attack (8 5 7 2 6). -} - -_:bng_11688 { - (8 5 7 2 6) list:firstRest (8 (5 7 2 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 2 6). -} - -_:bng_11689 { - (3 1) :attack3 (8 5 7 2 6). -} - -_:bng_11690 { - [] rdf:value 3; :attack (8 5 7 2 6). -} - -_:bng_11691 { - (8 5 7 2 6) list:firstRest (8 (5 7 2 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 2 6). -} - -_:bng_11692 { - (4 1) :attack3 (8 5 7 2 6). -} - -_:bng_11693 { - [] rdf:value 4; :attack (8 5 7 2 6). -} - -_:bng_11694 { - (7 2 6) list:firstRest (7 (2 6)). - (7 1) math:sum 8. -} - -_:bng_11695 { - (8 1) :attack3 (7 2 6). -} - -_:bng_11696 { - [] rdf:value 8; :attack (7 2 6). -} - -_:bng_11697 { - (2 6) list:firstRest (2 (6)). - (1 1) math:sum 2 . - (8 2) :attack3 (6). -} - -_:bng_11698 { - (8 1) :attack3 (2 6). -} - -_:bng_11699 { - [] rdf:value 8; :attack (2 6). -} - -_:bng_11700 { - (1 3 6) list:firstRest (1 (3 6)). - (1 1) math:sum 2. -} - -_:bng_11701 { - (2 1) :attack3 (1 3 6). -} - -_:bng_11702 { - [] rdf:value 2; :attack (1 3 6). -} - -_:bng_11703 { - (3 6) list:firstRest (3 (6)). - (3 1) math:sum 4 . - (2 4) :attack3 (6). -} - -_:bng_11704 { - (2 3) :attack3 (3 6). -} - -_:bng_11705 { - (1 3 6) list:firstRest (1 (3 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 6). -} - -_:bng_11706 { - (2 2) :attack3 (1 3 6). -} - -_:bng_11707 { - (4 1 3 6) list:firstRest (4 (1 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 3 6). -} - -_:bng_11708 { - (2 1) :attack3 (4 1 3 6). -} - -_:bng_11709 { - [] rdf:value 2; :attack (4 1 3 6). -} - -_:bng_11710 { - (4 1 3 6) list:firstRest (4 (1 3 6)). - (4 1) math:sum 5. -} - -_:bng_11711 { - (5 1) :attack3 (4 1 3 6). -} - -_:bng_11712 { - [] rdf:value 5; :attack (4 1 3 6). -} - -_:bng_11713 { - (4 1 3 6) list:firstRest (4 (1 3 6)). - (4 2) math:difference 2. -} - -_:bng_11714 { - (2 2) :attack3 (4 1 3 6). -} - -_:bng_11715 { - (7 4 1 3 6) list:firstRest (7 (4 1 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3 6). -} - -_:bng_11716 { - (2 1) :attack3 (7 4 1 3 6). -} - -_:bng_11717 { - [] rdf:value 2; :attack (7 4 1 3 6). -} - -_:bng_11718 { - (4 1 3 6) list:firstRest (4 (1 3 6)). - (4 4) math:sum 8. -} - -_:bng_11719 { - (8 4) :attack3 (4 1 3 6). -} - -_:bng_11720 { - (7 4 1 3 6) list:firstRest (7 (4 1 3 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 1 3 6). -} - -_:bng_11721 { - (8 3) :attack3 (7 4 1 3 6). -} - -_:bng_11722 { - (5 7 4 1 3 6) list:firstRest (5 (7 4 1 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4 1 3 6). -} - -_:bng_11723 { - (8 2) :attack3 (5 7 4 1 3 6). -} - -_:bng_11724 { - (2 5 7 4 1 3 6) list:firstRest (2 (5 7 4 1 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 4 1 3 6). -} - -_:bng_11725 { - (8 1) :attack3 (2 5 7 4 1 3 6). -} - -_:bng_11726 { - [] rdf:value 8; :attack (2 5 7 4 1 3 6). -} - -_:bng_11727 { - (3 6) list:firstRest (3 (6)). - (3 5) math:sum 8. -} - -_:bng_11728 { - (8 5) :attack3 (3 6). -} - -_:bng_11729 { - (1 3 6) list:firstRest (1 (3 6)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 6). -} - -_:bng_11730 { - (8 4) :attack3 (1 3 6). -} - -_:bng_11731 { - (4 1 3 6) list:firstRest (4 (1 3 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3 6). -} - -_:bng_11732 { - (8 3) :attack3 (4 1 3 6). -} - -_:bng_11733 { - (7 4 1 3 6) list:firstRest (7 (4 1 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 1 3 6). -} - -_:bng_11734 { - (8 2) :attack3 (7 4 1 3 6). -} - -_:bng_11735 { - (5 7 4 1 3 6) list:firstRest (5 (7 4 1 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 4 1 3 6). -} - -_:bng_11736 { - (8 1) :attack3 (5 7 4 1 3 6). -} - -_:bng_11737 { - [] rdf:value 8; :attack (5 7 4 1 3 6). -} - -_:bng_11738 { - (7 4 1 3 6) list:firstRest (7 (4 1 3 6)). - (7 1) math:sum 8. -} - -_:bng_11739 { - (8 1) :attack3 (7 4 1 3 6). -} - -_:bng_11740 { - [] rdf:value 8; :attack (7 4 1 3 6). -} - -_:bng_11741 { - (8 4 1 3 6) list:firstRest (8 (4 1 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3 6). -} - -_:bng_11742 { - (2 1) :attack3 (8 4 1 3 6). -} - -_:bng_11743 { - [] rdf:value 2; :attack (8 4 1 3 6). -} - -_:bng_11744 { - (5 8 4 1 3 6) list:firstRest (5 (8 4 1 3 6)). - (5 2) math:sum 7. -} - -_:bng_11745 { - (7 2) :attack3 (5 8 4 1 3 6). -} - -_:bng_11746 { - (2 5 8 4 1 3 6) list:firstRest (2 (5 8 4 1 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 4 1 3 6). -} - -_:bng_11747 { - (7 1) :attack3 (2 5 8 4 1 3 6). -} - -_:bng_11748 { - [] rdf:value 7; :attack (2 5 8 4 1 3 6). -} - -_:bng_11749 { - (4 1 3 6) list:firstRest (4 (1 3 6)). - (4 3) math:sum 7. -} - -_:bng_11750 { - (7 3) :attack3 (4 1 3 6). -} - -_:bng_11751 { - (8 4 1 3 6) list:firstRest (8 (4 1 3 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 3 6). -} - -_:bng_11752 { - (7 2) :attack3 (8 4 1 3 6). -} - -_:bng_11753 { - (5 8 4 1 3 6) list:firstRest (5 (8 4 1 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 4 1 3 6). -} - -_:bng_11754 { - (7 1) :attack3 (5 8 4 1 3 6). -} - -_:bng_11755 { - [] rdf:value 7; :attack (5 8 4 1 3 6). -} - -_:bng_11756 { - (8 4 1 3 6) list:firstRest (8 (4 1 3 6)). - (8 1) math:difference 7. -} - -_:bng_11757 { - (7 1) :attack3 (8 4 1 3 6). -} - -_:bng_11758 { - [] rdf:value 7; :attack (8 4 1 3 6). -} - -_:bng_11759 { - (3 6) list:firstRest (3 (6)). - (3 2) math:sum 5. -} - -_:bng_11760 { - (5 2) :attack3 (3 6). -} - -_:bng_11761 { - (1 3 6) list:firstRest (1 (3 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6). -} - -_:bng_11762 { - (5 1) :attack3 (1 3 6). -} - -_:bng_11763 { - [] rdf:value 5; :attack (1 3 6). -} - -_:bng_11764 { - (7 1 3 6) list:firstRest (7 (1 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 3 6). -} - -_:bng_11765 { - (2 1) :attack3 (7 1 3 6). -} - -_:bng_11766 { - [] rdf:value 2; :attack (7 1 3 6). -} - -_:bng_11767 { - (1 3 6) list:firstRest (1 (3 6)). - (1 4) math:sum 5. -} - -_:bng_11768 { - (5 4) :attack3 (1 3 6). -} - -_:bng_11769 { - (7 1 3 6) list:firstRest (7 (1 3 6)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 3 6). -} - -_:bng_11770 { - (5 3) :attack3 (7 1 3 6). -} - -_:bng_11771 { - (4 7 1 3 6) list:firstRest (4 (7 1 3 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1 3 6). -} - -_:bng_11772 { - (5 2) :attack3 (4 7 1 3 6). -} - -_:bng_11773 { - (2 4 7 1 3 6) list:firstRest (2 (4 7 1 3 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1 3 6). -} - -_:bng_11774 { - (5 1) :attack3 (2 4 7 1 3 6). -} - -_:bng_11775 { - [] rdf:value 5; :attack (2 4 7 1 3 6). -} - -_:bng_11776 { - (7 1 3 6) list:firstRest (7 (1 3 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3 6). -} - -_:bng_11777 { - (8 3) :attack3 (7 1 3 6). -} - -_:bng_11778 { - (4 7 1 3 6) list:firstRest (4 (7 1 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 3 6). -} - -_:bng_11779 { - (8 2) :attack3 (4 7 1 3 6). -} - -_:bng_11780 { - (2 4 7 1 3 6) list:firstRest (2 (4 7 1 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 7 1 3 6). -} - -_:bng_11781 { - (8 1) :attack3 (2 4 7 1 3 6). -} - -_:bng_11782 { - [] rdf:value 8; :attack (2 4 7 1 3 6). -} - -_:bng_11783 { - (4 7 1 3 6) list:firstRest (4 (7 1 3 6)). - (4 1) math:sum 5. -} - -_:bng_11784 { - (5 1) :attack3 (4 7 1 3 6). -} - -_:bng_11785 { - [] rdf:value 5; :attack (4 7 1 3 6). -} - -_:bng_11786 { - (4 7 1 3 6) list:firstRest (4 (7 1 3 6)). - (4 2) math:difference 2. -} - -_:bng_11787 { - (2 2) :attack3 (4 7 1 3 6). -} - -_:bng_11788 { - (8 4 7 1 3 6) list:firstRest (8 (4 7 1 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 3 6). -} - -_:bng_11789 { - (2 1) :attack3 (8 4 7 1 3 6). -} - -_:bng_11790 { - [] rdf:value 2; :attack (8 4 7 1 3 6). -} - -_:bng_11791 { - (8 4 7 1 3 6) list:firstRest (8 (4 7 1 3 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1 3 6). -} - -_:bng_11792 { - (5 1) :attack3 (8 4 7 1 3 6). -} - -_:bng_11793 { - [] rdf:value 5; :attack (8 4 7 1 3 6). -} - -_:bng_11794 { - (7 1 3 6) list:firstRest (7 (1 3 6)). - (7 3) math:difference 4. -} - -_:bng_11795 { - (4 3) :attack3 (7 1 3 6). -} - -_:bng_11796 { - (5 7 1 3 6) list:firstRest (5 (7 1 3 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 1 3 6). -} - -_:bng_11797 { - (4 2) :attack3 (5 7 1 3 6). -} - -_:bng_11798 { - (2 5 7 1 3 6) list:firstRest (2 (5 7 1 3 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1 3 6). -} - -_:bng_11799 { - (4 1) :attack3 (2 5 7 1 3 6). -} - -_:bng_11800 { - [] rdf:value 4; :attack (2 5 7 1 3 6). -} - -_:bng_11801 { - (5 7 1 3 6) list:firstRest (5 (7 1 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 1 3 6). -} - -_:bng_11802 { - (8 2) :attack3 (5 7 1 3 6). -} - -_:bng_11803 { - (2 5 7 1 3 6) list:firstRest (2 (5 7 1 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 1 3 6). -} - -_:bng_11804 { - (8 1) :attack3 (2 5 7 1 3 6). -} - -_:bng_11805 { - [] rdf:value 8; :attack (2 5 7 1 3 6). -} - -_:bng_11806 { - (5 7 1 3 6) list:firstRest (5 (7 1 3 6)). - (5 1) math:difference 4. -} - -_:bng_11807 { - (4 1) :attack3 (5 7 1 3 6). -} - -_:bng_11808 { - [] rdf:value 4; :attack (5 7 1 3 6). -} - -_:bng_11809 { - (4) list:select (4 ()). - (_:bng_18052 false true) log:ifThenElseIn (() 1). - (4 2 8 5 7 1 3 6) list:firstRest (4 (2 8 5 7 1 3 6)). - (() (4 2 8 5 7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11810 { - ((4) (2 8 5 7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11811 { - (2 4) list:select (2 (4)). - (_:bng_18053 false true) log:ifThenElseIn (() 1). - (2 8 5 7 1 3 6) list:firstRest (2 (8 5 7 1 3 6)). - ((4) (2 8 5 7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11812 { - ((2 4) (8 5 7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11813 { - (2 4 8) list:select (8 (2 4)). - (_:bng_18054 false true) log:ifThenElseIn (() 1). - (8 5 7 1 3 6) list:firstRest (8 (5 7 1 3 6)). - ((2 4) (8 5 7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11814 { - ((2 4 8) (5 7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11815 { - (2 4 5 8) list:select (5 (2 4 8)). - (_:bng_18055 false true) log:ifThenElseIn (() 1). - (5 7 1 3 6) list:firstRest (5 (7 1 3 6)). - ((2 4 8) (5 7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11816 { - ((2 4 5 8) (7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11817 { - (2 4 5 7 8) list:select (7 (2 4 5 8)). - (_:bng_18056 false true) log:ifThenElseIn (() 1). - (7 1 3 6) list:firstRest (7 (1 3 6)). - ((2 4 5 8) (7 1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11818 { - ((2 4 5 7 8) (1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11819 { - (1 2 4 5 7 8) list:select (1 (2 4 5 7 8)). - (_:bng_18057 false true) log:ifThenElseIn (() 1). - (1 3 6) list:firstRest (1 (3 6)). - ((2 4 5 7 8) (1 3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11820 { - ((1 2 4 5 7 8) (3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11821 { - (1 2 3 4 5 7 8) list:select (3 (1 2 4 5 7 8)). - (_:bng_18058 false true) log:ifThenElseIn (() 1). - (3 6) list:firstRest (3 (6)). - ((1 2 4 5 7 8) (3 6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11822 { - ((1 2 3 4 5 7 8) (6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11823 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11824 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11825 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 8 5 7 1 3 6). -} - -_:bng_11826 { - [] rdf:value 8; :queens (4 2 8 5 7 1 3 6). -} - -_:bng_11827 { - (8 5 7 1 3 6) list:firstRest (8 (5 7 1 3 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1 3 6). -} - -_:bng_11828 { - (4 1) :attack3 (8 5 7 1 3 6). -} - -_:bng_11829 { - [] rdf:value 4; :attack (8 5 7 1 3 6). -} - -_:bng_11830 { - (7 1 3 6) list:firstRest (7 (1 3 6)). - (7 1) math:sum 8. -} - -_:bng_11831 { - (8 1) :attack3 (7 1 3 6). -} - -_:bng_11832 { - [] rdf:value 8; :attack (7 1 3 6). -} - -_:bng_11833 { - (8 1 3 6) list:firstRest (8 (1 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 3 6). -} - -_:bng_11834 { - (2 1) :attack3 (8 1 3 6). -} - -_:bng_11835 { - [] rdf:value 2; :attack (8 1 3 6). -} - -_:bng_11836 { - (8 1 3 6) list:firstRest (8 (1 3 6)). - (8 3) math:difference 5. -} - -_:bng_11837 { - (5 3) :attack3 (8 1 3 6). -} - -_:bng_11838 { - (4 8 1 3 6) list:firstRest (4 (8 1 3 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1 3 6). -} - -_:bng_11839 { - (5 2) :attack3 (4 8 1 3 6). -} - -_:bng_11840 { - (2 4 8 1 3 6) list:firstRest (2 (4 8 1 3 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8 1 3 6). -} - -_:bng_11841 { - (5 1) :attack3 (2 4 8 1 3 6). -} - -_:bng_11842 { - [] rdf:value 5; :attack (2 4 8 1 3 6). -} - -_:bng_11843 { - (5) list:select (5 ()). - (_:bng_18059 false true) log:ifThenElseIn (() 1). - (5 7 2 4 8 1 3 6) list:firstRest (5 (7 2 4 8 1 3 6)). - (() (5 7 2 4 8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11844 { - ((5) (7 2 4 8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11845 { - (5 7) list:select (7 (5)). - (_:bng_18060 false true) log:ifThenElseIn (() 1). - (7 2 4 8 1 3 6) list:firstRest (7 (2 4 8 1 3 6)). - ((5) (7 2 4 8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11846 { - ((5 7) (2 4 8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11847 { - (2 5 7) list:select (2 (5 7)). - (_:bng_18061 false true) log:ifThenElseIn (() 1). - (2 4 8 1 3 6) list:firstRest (2 (4 8 1 3 6)). - ((5 7) (2 4 8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11848 { - ((2 5 7) (4 8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11849 { - (2 4 5 7) list:select (4 (2 5 7)). - (_:bng_18062 false true) log:ifThenElseIn (() 1). - (4 8 1 3 6) list:firstRest (4 (8 1 3 6)). - ((2 5 7) (4 8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11850 { - ((2 4 5 7) (8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11851 { - (2 4 5 7 8) list:select (8 (2 4 5 7)). - (_:bng_18063 false true) log:ifThenElseIn (() 1). - (8 1 3 6) list:firstRest (8 (1 3 6)). - ((2 4 5 7) (8 1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11852 { - ((2 4 5 7 8) (1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11853 { - (1 2 4 5 7 8) list:select (1 (2 4 5 7 8)). - (_:bng_18057 false true) log:ifThenElseIn (() 1). - (1 3 6) list:firstRest (1 (3 6)). - ((2 4 5 7 8) (1 3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11854 { - ((1 2 4 5 7 8) (3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11855 { - (1 2 3 4 5 7 8) list:select (3 (1 2 4 5 7 8)). - (_:bng_18058 false true) log:ifThenElseIn (() 1). - (3 6) list:firstRest (3 (6)). - ((1 2 4 5 7 8) (3 6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11856 { - ((1 2 3 4 5 7 8) (6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11857 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11858 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11859 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 2 4 8 1 3 6). -} - -_:bng_11860 { - [] rdf:value 8; :queens (5 7 2 4 8 1 3 6). -} - -_:bng_11861 { - (4 8 1 3 6) list:firstRest (4 (8 1 3 6)). - (4 1) math:sum 5. -} - -_:bng_11862 { - (5 1) :attack3 (4 8 1 3 6). -} - -_:bng_11863 { - [] rdf:value 5; :attack (4 8 1 3 6). -} - -_:bng_11864 { - (3 6) list:firstRest (3 (6)). - (3 4) math:sum 7. -} - -_:bng_11865 { - (7 4) :attack3 (3 6). -} - -_:bng_11866 { - (1 3 6) list:firstRest (1 (3 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 6). -} - -_:bng_11867 { - (7 3) :attack3 (1 3 6). -} - -_:bng_11868 { - (8 1 3 6) list:firstRest (8 (1 3 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 6). -} - -_:bng_11869 { - (7 2) :attack3 (8 1 3 6). -} - -_:bng_11870 { - (4 8 1 3 6) list:firstRest (4 (8 1 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 3 6). -} - -_:bng_11871 { - (7 1) :attack3 (4 8 1 3 6). -} - -_:bng_11872 { - [] rdf:value 7; :attack (4 8 1 3 6). -} - -_:bng_11873 { - (7) list:select (7 ()). - (_:bng_18064 false true) log:ifThenElseIn (() 1). - (7 4 2 5 8 1 3 6) list:firstRest (7 (4 2 5 8 1 3 6)). - (() (7 4 2 5 8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11874 { - ((7) (4 2 5 8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11875 { - (4 7) list:select (4 (7)). - (_:bng_18065 false true) log:ifThenElseIn (() 1). - (4 2 5 8 1 3 6) list:firstRest (4 (2 5 8 1 3 6)). - ((7) (4 2 5 8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11876 { - ((4 7) (2 5 8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11877 { - (2 4 7) list:select (2 (4 7)). - (_:bng_18066 false true) log:ifThenElseIn (() 1). - (2 5 8 1 3 6) list:firstRest (2 (5 8 1 3 6)). - ((4 7) (2 5 8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11878 { - ((2 4 7) (5 8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11879 { - (2 4 5 7) list:select (5 (2 4 7)). - (_:bng_18067 false true) log:ifThenElseIn (() 1). - (5 8 1 3 6) list:firstRest (5 (8 1 3 6)). - ((2 4 7) (5 8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11880 { - ((2 4 5 7) (8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11881 { - (2 4 5 7 8) list:select (8 (2 4 5 7)). - (_:bng_18063 false true) log:ifThenElseIn (() 1). - (8 1 3 6) list:firstRest (8 (1 3 6)). - ((2 4 5 7) (8 1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11882 { - ((2 4 5 7 8) (1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11883 { - (1 2 4 5 7 8) list:select (1 (2 4 5 7 8)). - (_:bng_18057 false true) log:ifThenElseIn (() 1). - (1 3 6) list:firstRest (1 (3 6)). - ((2 4 5 7 8) (1 3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11884 { - ((1 2 4 5 7 8) (3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11885 { - (1 2 3 4 5 7 8) list:select (3 (1 2 4 5 7 8)). - (_:bng_18058 false true) log:ifThenElseIn (() 1). - (3 6) list:firstRest (3 (6)). - ((1 2 4 5 7 8) (3 6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11886 { - ((1 2 3 4 5 7 8) (6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11887 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11888 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11889 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 4 2 5 8 1 3 6). -} - -_:bng_11890 { - [] rdf:value 8; :queens (7 4 2 5 8 1 3 6). -} - -_:bng_11891 { - (5 8 1 3 6) list:firstRest (5 (8 1 3 6)). - (5 2) math:sum 7. -} - -_:bng_11892 { - (7 2) :attack3 (5 8 1 3 6). -} - -_:bng_11893 { - (2 5 8 1 3 6) list:firstRest (2 (5 8 1 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1 3 6). -} - -_:bng_11894 { - (7 1) :attack3 (2 5 8 1 3 6). -} - -_:bng_11895 { - [] rdf:value 7; :attack (2 5 8 1 3 6). -} - -_:bng_11896 { - (5 8 1 3 6) list:firstRest (5 (8 1 3 6)). - (5 1) math:difference 4. -} - -_:bng_11897 { - (4 1) :attack3 (5 8 1 3 6). -} - -_:bng_11898 { - [] rdf:value 4; :attack (5 8 1 3 6). -} - -_:bng_11899 { - (5 8 1 3 6) list:firstRest (5 (8 1 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 1 3 6). -} - -_:bng_11900 { - (7 1) :attack3 (5 8 1 3 6). -} - -_:bng_11901 { - [] rdf:value 7; :attack (5 8 1 3 6). -} - -_:bng_11902 { - (8 1 3 6) list:firstRest (8 (1 3 6)). - (8 1) math:difference 7. -} - -_:bng_11903 { - (7 1) :attack3 (8 1 3 6). -} - -_:bng_11904 { - [] rdf:value 7; :attack (8 1 3 6). -} - -_:bng_11905 { - (3 6) list:firstRest (3 (6)). - (3 1) math:difference 2. -} - -_:bng_11906 { - (2 1) :attack3 (3 6). -} - -_:bng_11907 { - [] rdf:value 2; :attack (3 6). -} - -_:bng_11908 { - (3 6) list:firstRest (3 (6)). - (3 1) math:sum 4. -} - -_:bng_11909 { - (4 1) :attack3 (3 6). -} - -_:bng_11910 { - [] rdf:value 4; :attack (3 6). -} - -_:bng_11911 { - (3 6) list:firstRest (3 (6)). - (3 2) math:difference 1. -} - -_:bng_11912 { - (1 2) :attack3 (3 6). -} - -_:bng_11913 { - (5 3 6) list:firstRest (5 (3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6). -} - -_:bng_11914 { - (1 1) :attack3 (5 3 6). -} - -_:bng_11915 { - [] rdf:value 1; :attack (5 3 6). -} - -_:bng_11916 { - (2 5 3 6) list:firstRest (2 (5 3 6)). - (2 1) math:difference 1. -} - -_:bng_11917 { - (1 1) :attack3 (2 5 3 6). -} - -_:bng_11918 { - [] rdf:value 1; :attack (2 5 3 6). -} - -_:bng_11919 { - (3 6) list:firstRest (3 (6)). - (4 1) math:sum 5 . - (1 5) :attack3 (6). -} - -_:bng_11920 { - (1 4) :attack3 (3 6). -} - -_:bng_11921 { - (5 3 6) list:firstRest (5 (3 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 6). -} - -_:bng_11922 { - (1 3) :attack3 (5 3 6). -} - -_:bng_11923 { - (2 5 3 6) list:firstRest (2 (5 3 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 3 6). -} - -_:bng_11924 { - (1 2) :attack3 (2 5 3 6). -} - -_:bng_11925 { - (4 2 5 3 6) list:firstRest (4 (2 5 3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 5 3 6). -} - -_:bng_11926 { - (1 1) :attack3 (4 2 5 3 6). -} - -_:bng_11927 { - [] rdf:value 1; :attack (4 2 5 3 6). -} - -_:bng_11928 { - (5 3 6) list:firstRest (5 (3 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 6). -} - -_:bng_11929 { - (7 3) :attack3 (5 3 6). -} - -_:bng_11930 { - (2 5 3 6) list:firstRest (2 (5 3 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 3 6). -} - -_:bng_11931 { - (7 2) :attack3 (2 5 3 6). -} - -_:bng_11932 { - (4 2 5 3 6) list:firstRest (4 (2 5 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 5 3 6). -} - -_:bng_11933 { - (7 1) :attack3 (4 2 5 3 6). -} - -_:bng_11934 { - [] rdf:value 7; :attack (4 2 5 3 6). -} - -_:bng_11935 { - (5 3 6) list:firstRest (5 (3 6)). - (5 3) math:sum 8. -} - -_:bng_11936 { - (8 3) :attack3 (5 3 6). -} - -_:bng_11937 { - (2 5 3 6) list:firstRest (2 (5 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3 6). -} - -_:bng_11938 { - (8 2) :attack3 (2 5 3 6). -} - -_:bng_11939 { - (4 2 5 3 6) list:firstRest (4 (2 5 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 3 6). -} - -_:bng_11940 { - (8 1) :attack3 (4 2 5 3 6). -} - -_:bng_11941 { - [] rdf:value 8; :attack (4 2 5 3 6). -} - -_:bng_11942 { - (5 3 6) list:firstRest (5 (3 6)). - (5 2) math:sum 7. -} - -_:bng_11943 { - (7 2) :attack3 (5 3 6). -} - -_:bng_11944 { - (2 5 3 6) list:firstRest (2 (5 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 3 6). -} - -_:bng_11945 { - (7 1) :attack3 (2 5 3 6). -} - -_:bng_11946 { - [] rdf:value 7; :attack (2 5 3 6). -} - -_:bng_11947 { - (8 2 5 3 6) list:firstRest (8 (2 5 3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 5 3 6). -} - -_:bng_11948 { - (1 1) :attack3 (8 2 5 3 6). -} - -_:bng_11949 { - [] rdf:value 1; :attack (8 2 5 3 6). -} - -_:bng_11950 { - (2 5 3 6) list:firstRest (2 (5 3 6)). - (2 2) math:sum 4. -} - -_:bng_11951 { - (4 2) :attack3 (2 5 3 6). -} - -_:bng_11952 { - (8 2 5 3 6) list:firstRest (8 (2 5 3 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 3 6). -} - -_:bng_11953 { - (4 1) :attack3 (8 2 5 3 6). -} - -_:bng_11954 { - [] rdf:value 4; :attack (8 2 5 3 6). -} - -_:bng_11955 { - (8 2 5 3 6) list:firstRest (8 (2 5 3 6)). - (8 1) math:difference 7. -} - -_:bng_11956 { - (7 1) :attack3 (8 2 5 3 6). -} - -_:bng_11957 { - [] rdf:value 7; :attack (8 2 5 3 6). -} - -_:bng_11958 { - (5 3 6) list:firstRest (5 (3 6)). - (5 1) math:difference 4. -} - -_:bng_11959 { - (4 1) :attack3 (5 3 6). -} - -_:bng_11960 { - [] rdf:value 4; :attack (5 3 6). -} - -_:bng_11961 { - (1 7 5 3 6) list:firstRest (1 (7 5 3 6)). - (1 1) math:sum 2. -} - -_:bng_11962 { - (2 1) :attack3 (1 7 5 3 6). -} - -_:bng_11963 { - [] rdf:value 2; :attack (1 7 5 3 6). -} - -_:bng_11964 { - (8) list:select (8 ()). - (_:bng_18068 false true) log:ifThenElseIn (() 1). - (8 2 4 1 7 5 3 6) list:firstRest (8 (2 4 1 7 5 3 6)). - (() (8 2 4 1 7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11965 { - ((8) (2 4 1 7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11966 { - (2 8) list:select (2 (8)). - (_:bng_18069 false true) log:ifThenElseIn (() 1). - (2 4 1 7 5 3 6) list:firstRest (2 (4 1 7 5 3 6)). - ((8) (2 4 1 7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11967 { - ((2 8) (4 1 7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11968 { - (2 4 8) list:select (4 (2 8)). - (_:bng_18070 false true) log:ifThenElseIn (() 1). - (4 1 7 5 3 6) list:firstRest (4 (1 7 5 3 6)). - ((2 8) (4 1 7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11969 { - ((2 4 8) (1 7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11970 { - (1 2 4 8) list:select (1 (2 4 8)). - (_:bng_18071 false true) log:ifThenElseIn (() 1). - (1 7 5 3 6) list:firstRest (1 (7 5 3 6)). - ((2 4 8) (1 7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11971 { - ((1 2 4 8) (7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11972 { - (1 2 4 7 8) list:select (7 (1 2 4 8)). - (_:bng_18072 false true) log:ifThenElseIn (() 1). - (7 5 3 6) list:firstRest (7 (5 3 6)). - ((1 2 4 8) (7 5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11973 { - ((1 2 4 7 8) (5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11974 { - (1 2 4 5 7 8) list:select (5 (1 2 4 7 8)). - (_:bng_18073 false true) log:ifThenElseIn (() 1). - (5 3 6) list:firstRest (5 (3 6)). - ((1 2 4 7 8) (5 3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11975 { - ((1 2 4 5 7 8) (3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11976 { - (1 2 3 4 5 7 8) list:select (3 (1 2 4 5 7 8)). - (_:bng_18058 false true) log:ifThenElseIn (() 1). - (3 6) list:firstRest (3 (6)). - ((1 2 4 5 7 8) (3 6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11977 { - ((1 2 3 4 5 7 8) (6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11978 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11979 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11980 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (8 2 4 1 7 5 3 6). -} - -_:bng_11981 { - [] rdf:value 8; :queens (8 2 4 1 7 5 3 6). -} - -_:bng_11982 { - (5 3 6) list:firstRest (5 (3 6)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 6). -} - -_:bng_11983 { - (8 4) :attack3 (5 3 6). -} - -_:bng_11984 { - (7 5 3 6) list:firstRest (7 (5 3 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (5 3 6). -} - -_:bng_11985 { - (8 3) :attack3 (7 5 3 6). -} - -_:bng_11986 { - (1 7 5 3 6) list:firstRest (1 (7 5 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 5 3 6). -} - -_:bng_11987 { - (8 2) :attack3 (1 7 5 3 6). -} - -_:bng_11988 { - (4 1 7 5 3 6) list:firstRest (4 (1 7 5 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 7 5 3 6). -} - -_:bng_11989 { - (8 1) :attack3 (4 1 7 5 3 6). -} - -_:bng_11990 { - [] rdf:value 8; :attack (4 1 7 5 3 6). -} - -_:bng_11991 { - (7 5 3 6) list:firstRest (7 (5 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3 6). -} - -_:bng_11992 { - (8 2) :attack3 (7 5 3 6). -} - -_:bng_11993 { - (1 7 5 3 6) list:firstRest (1 (7 5 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3 6). -} - -_:bng_11994 { - (8 1) :attack3 (1 7 5 3 6). -} - -_:bng_11995 { - [] rdf:value 8; :attack (1 7 5 3 6). -} - -_:bng_11996 { - (5 3 6) list:firstRest (5 (3 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 6). -} - -_:bng_11997 { - (2 2) :attack3 (5 3 6). -} - -_:bng_11998 { - (7 5 3 6) list:firstRest (7 (5 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 3 6). -} - -_:bng_11999 { - (2 1) :attack3 (7 5 3 6). -} - -_:bng_12000 { - [] rdf:value 2; :attack (7 5 3 6). -} - -_:bng_12001 { - (7 5 3 6) list:firstRest (7 (5 3 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 3 6). -} - -_:bng_12002 { - (1 2) :attack3 (7 5 3 6). -} - -_:bng_12003 { - (4 7 5 3 6) list:firstRest (4 (7 5 3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 5 3 6). -} - -_:bng_12004 { - (1 1) :attack3 (4 7 5 3 6). -} - -_:bng_12005 { - [] rdf:value 1; :attack (4 7 5 3 6). -} - -_:bng_12006 { - (5 3 6) list:firstRest (5 (3 6)). - (5 3) math:difference 2. -} - -_:bng_12007 { - (2 3) :attack3 (5 3 6). -} - -_:bng_12008 { - (7 5 3 6) list:firstRest (7 (5 3 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 3 6). -} - -_:bng_12009 { - (2 2) :attack3 (7 5 3 6). -} - -_:bng_12010 { - (4 7 5 3 6) list:firstRest (4 (7 5 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 3 6). -} - -_:bng_12011 { - (2 1) :attack3 (4 7 5 3 6). -} - -_:bng_12012 { - [] rdf:value 2; :attack (4 7 5 3 6). -} - -_:bng_12013 { - (4 7 5 3 6) list:firstRest (4 (7 5 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 5 3 6). -} - -_:bng_12014 { - (8 1) :attack3 (4 7 5 3 6). -} - -_:bng_12015 { - [] rdf:value 8; :attack (4 7 5 3 6). -} - -_:bng_12016 { - (7 5 3 6) list:firstRest (7 (5 3 6)). - (7 1) math:sum 8. -} - -_:bng_12017 { - (8 1) :attack3 (7 5 3 6). -} - -_:bng_12018 { - [] rdf:value 8; :attack (7 5 3 6). -} - -_:bng_12019 { - (1 8 5 3 6) list:firstRest (1 (8 5 3 6)). - (1 1) math:sum 2. -} - -_:bng_12020 { - (2 1) :attack3 (1 8 5 3 6). -} - -_:bng_12021 { - [] rdf:value 2; :attack (1 8 5 3 6). -} - -_:bng_12022 { - (7) list:select (7 ()). - (_:bng_18074 false true) log:ifThenElseIn (() 1). - (7 2 4 1 8 5 3 6) list:firstRest (7 (2 4 1 8 5 3 6)). - (() (7 2 4 1 8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12023 { - ((7) (2 4 1 8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12024 { - (2 7) list:select (2 (7)). - (_:bng_18075 false true) log:ifThenElseIn (() 1). - (2 4 1 8 5 3 6) list:firstRest (2 (4 1 8 5 3 6)). - ((7) (2 4 1 8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12025 { - ((2 7) (4 1 8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12026 { - (2 4 7) list:select (4 (2 7)). - (_:bng_18076 false true) log:ifThenElseIn (() 1). - (4 1 8 5 3 6) list:firstRest (4 (1 8 5 3 6)). - ((2 7) (4 1 8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12027 { - ((2 4 7) (1 8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12028 { - (1 2 4 7) list:select (1 (2 4 7)). - (_:bng_18077 false true) log:ifThenElseIn (() 1). - (1 8 5 3 6) list:firstRest (1 (8 5 3 6)). - ((2 4 7) (1 8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12029 { - ((1 2 4 7) (8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12030 { - (1 2 4 7 8) list:select (8 (1 2 4 7)). - (_:bng_18078 false true) log:ifThenElseIn (() 1). - (8 5 3 6) list:firstRest (8 (5 3 6)). - ((1 2 4 7) (8 5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12031 { - ((1 2 4 7 8) (5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12032 { - (1 2 4 5 7 8) list:select (5 (1 2 4 7 8)). - (_:bng_18073 false true) log:ifThenElseIn (() 1). - (5 3 6) list:firstRest (5 (3 6)). - ((1 2 4 7 8) (5 3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12033 { - ((1 2 4 5 7 8) (3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12034 { - (1 2 3 4 5 7 8) list:select (3 (1 2 4 5 7 8)). - (_:bng_18058 false true) log:ifThenElseIn (() 1). - (3 6) list:firstRest (3 (6)). - ((1 2 4 5 7 8) (3 6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12035 { - ((1 2 3 4 5 7 8) (6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12036 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12037 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12038 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (7 2 4 1 8 5 3 6). -} - -_:bng_12039 { - [] rdf:value 8; :queens (7 2 4 1 8 5 3 6). -} - -_:bng_12040 { - (4 1 8 5 3 6) list:firstRest (4 (1 8 5 3 6)). - (4 2) math:difference 2. -} - -_:bng_12041 { - (2 2) :attack3 (4 1 8 5 3 6). -} - -_:bng_12042 { - (7 4 1 8 5 3 6) list:firstRest (7 (4 1 8 5 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8 5 3 6). -} - -_:bng_12043 { - (2 1) :attack3 (7 4 1 8 5 3 6). -} - -_:bng_12044 { - [] rdf:value 2; :attack (7 4 1 8 5 3 6). -} - -_:bng_12045 { - (8 5 3 6) list:firstRest (8 (5 3 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 3 6). -} - -_:bng_12046 { - (7 2) :attack3 (8 5 3 6). -} - -_:bng_12047 { - (1 8 5 3 6) list:firstRest (1 (8 5 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3 6). -} - -_:bng_12048 { - (7 1) :attack3 (1 8 5 3 6). -} - -_:bng_12049 { - [] rdf:value 7; :attack (1 8 5 3 6). -} - -_:bng_12050 { - (8 5 3 6) list:firstRest (8 (5 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 3 6). -} - -_:bng_12051 { - (2 1) :attack3 (8 5 3 6). -} - -_:bng_12052 { - [] rdf:value 2; :attack (8 5 3 6). -} - -_:bng_12053 { - (8 5 3 6) list:firstRest (8 (5 3 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 3 6). -} - -_:bng_12054 { - (1 2) :attack3 (8 5 3 6). -} - -_:bng_12055 { - (4 8 5 3 6) list:firstRest (4 (8 5 3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 5 3 6). -} - -_:bng_12056 { - (1 1) :attack3 (4 8 5 3 6). -} - -_:bng_12057 { - [] rdf:value 1; :attack (4 8 5 3 6). -} - -_:bng_12058 { - (8 5 3 6) list:firstRest (8 (5 3 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 3 6). -} - -_:bng_12059 { - (2 2) :attack3 (8 5 3 6). -} - -_:bng_12060 { - (4 8 5 3 6) list:firstRest (4 (8 5 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 3 6). -} - -_:bng_12061 { - (2 1) :attack3 (4 8 5 3 6). -} - -_:bng_12062 { - [] rdf:value 2; :attack (4 8 5 3 6). -} - -_:bng_12063 { - (4 8 5 3 6) list:firstRest (4 (8 5 3 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (8 5 3 6). -} - -_:bng_12064 { - (7 1) :attack3 (4 8 5 3 6). -} - -_:bng_12065 { - [] rdf:value 7; :attack (4 8 5 3 6). -} - -_:bng_12066 { - (8 5 3 6) list:firstRest (8 (5 3 6)). - (8 1) math:difference 7. -} - -_:bng_12067 { - (7 1) :attack3 (8 5 3 6). -} - -_:bng_12068 { - [] rdf:value 7; :attack (8 5 3 6). -} - -_:bng_12069 { - (7 3 6) list:firstRest (7 (3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6). -} - -_:bng_12070 { - (1 1) :attack3 (7 3 6). -} - -_:bng_12071 { - [] rdf:value 1; :attack (7 3 6). -} - -_:bng_12072 { - (2 7 3 6) list:firstRest (2 (7 3 6)). - (2 1) math:difference 1. -} - -_:bng_12073 { - (1 1) :attack3 (2 7 3 6). -} - -_:bng_12074 { - [] rdf:value 1; :attack (2 7 3 6). -} - -_:bng_12075 { - (7 3 6) list:firstRest (7 (3 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 6). -} - -_:bng_12076 { - (1 3) :attack3 (7 3 6). -} - -_:bng_12077 { - (2 7 3 6) list:firstRest (2 (7 3 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 3 6). -} - -_:bng_12078 { - (1 2) :attack3 (2 7 3 6). -} - -_:bng_12079 { - (4 2 7 3 6) list:firstRest (4 (2 7 3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 3 6). -} - -_:bng_12080 { - (1 1) :attack3 (4 2 7 3 6). -} - -_:bng_12081 { - [] rdf:value 1; :attack (4 2 7 3 6). -} - -_:bng_12082 { - (4 2 7 3 6) list:firstRest (4 (2 7 3 6)). - (4 1) math:sum 5. -} - -_:bng_12083 { - (5 1) :attack3 (4 2 7 3 6). -} - -_:bng_12084 { - [] rdf:value 5; :attack (4 2 7 3 6). -} - -_:bng_12085 { - (5) list:select (5 ()). - (_:bng_18079 false true) log:ifThenElseIn (() 1). - (5 1 8 4 2 7 3 6) list:firstRest (5 (1 8 4 2 7 3 6)). - (() (5 1 8 4 2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12086 { - ((5) (1 8 4 2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12087 { - (1 5) list:select (1 (5)). - (_:bng_18080 false true) log:ifThenElseIn (() 1). - (1 8 4 2 7 3 6) list:firstRest (1 (8 4 2 7 3 6)). - ((5) (1 8 4 2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12088 { - ((1 5) (8 4 2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12089 { - (1 5 8) list:select (8 (1 5)). - (_:bng_18081 false true) log:ifThenElseIn (() 1). - (8 4 2 7 3 6) list:firstRest (8 (4 2 7 3 6)). - ((1 5) (8 4 2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12090 { - ((1 5 8) (4 2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12091 { - (1 4 5 8) list:select (4 (1 5 8)). - (_:bng_18082 false true) log:ifThenElseIn (() 1). - (4 2 7 3 6) list:firstRest (4 (2 7 3 6)). - ((1 5 8) (4 2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12092 { - ((1 4 5 8) (2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12093 { - (1 2 4 5 8) list:select (2 (1 4 5 8)). - (_:bng_18083 false true) log:ifThenElseIn (() 1). - (2 7 3 6) list:firstRest (2 (7 3 6)). - ((1 4 5 8) (2 7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12094 { - ((1 2 4 5 8) (7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12095 { - (1 2 4 5 7 8) list:select (7 (1 2 4 5 8)). - (_:bng_18084 false true) log:ifThenElseIn (() 1). - (7 3 6) list:firstRest (7 (3 6)). - ((1 2 4 5 8) (7 3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12096 { - ((1 2 4 5 7 8) (3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12097 { - (1 2 3 4 5 7 8) list:select (3 (1 2 4 5 7 8)). - (_:bng_18058 false true) log:ifThenElseIn (() 1). - (3 6) list:firstRest (3 (6)). - ((1 2 4 5 7 8) (3 6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12098 { - ((1 2 3 4 5 7 8) (6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12099 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12100 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12101 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 1 8 4 2 7 3 6). -} - -_:bng_12102 { - [] rdf:value 8; :queens (5 1 8 4 2 7 3 6). -} - -_:bng_12103 { - (2 7 3 6) list:firstRest (2 (7 3 6)). - (2 3) math:sum 5. -} - -_:bng_12104 { - (5 3) :attack3 (2 7 3 6). -} - -_:bng_12105 { - (4 2 7 3 6) list:firstRest (4 (2 7 3 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7 3 6). -} - -_:bng_12106 { - (5 2) :attack3 (4 2 7 3 6). -} - -_:bng_12107 { - (8 4 2 7 3 6) list:firstRest (8 (4 2 7 3 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 7 3 6). -} - -_:bng_12108 { - (5 1) :attack3 (8 4 2 7 3 6). -} - -_:bng_12109 { - [] rdf:value 5; :attack (8 4 2 7 3 6). -} - -_:bng_12110 { - (7 3 6) list:firstRest (7 (3 6)). - (7 2) math:difference 5. -} - -_:bng_12111 { - (5 2) :attack3 (7 3 6). -} - -_:bng_12112 { - (2 7 3 6) list:firstRest (2 (7 3 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 3 6). -} - -_:bng_12113 { - (5 1) :attack3 (2 7 3 6). -} - -_:bng_12114 { - [] rdf:value 5; :attack (2 7 3 6). -} - -_:bng_12115 { - (8 2 7 3 6) list:firstRest (8 (2 7 3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 3 6). -} - -_:bng_12116 { - (1 1) :attack3 (8 2 7 3 6). -} - -_:bng_12117 { - [] rdf:value 1; :attack (8 2 7 3 6). -} - -_:bng_12118 { - (2 7 3 6) list:firstRest (2 (7 3 6)). - (2 2) math:sum 4. -} - -_:bng_12119 { - (4 2) :attack3 (2 7 3 6). -} - -_:bng_12120 { - (8 2 7 3 6) list:firstRest (8 (2 7 3 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 3 6). -} - -_:bng_12121 { - (4 1) :attack3 (8 2 7 3 6). -} - -_:bng_12122 { - [] rdf:value 4; :attack (8 2 7 3 6). -} - -_:bng_12123 { - (4) list:select (4 ()). - (_:bng_18085 false true) log:ifThenElseIn (() 1). - (4 1 5 8 2 7 3 6) list:firstRest (4 (1 5 8 2 7 3 6)). - (() (4 1 5 8 2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12124 { - ((4) (1 5 8 2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12125 { - (1 4) list:select (1 (4)). - (_:bng_18086 false true) log:ifThenElseIn (() 1). - (1 5 8 2 7 3 6) list:firstRest (1 (5 8 2 7 3 6)). - ((4) (1 5 8 2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12126 { - ((1 4) (5 8 2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12127 { - (1 4 5) list:select (5 (1 4)). - (_:bng_18087 false true) log:ifThenElseIn (() 1). - (5 8 2 7 3 6) list:firstRest (5 (8 2 7 3 6)). - ((1 4) (5 8 2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12128 { - ((1 4 5) (8 2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12129 { - (1 4 5 8) list:select (8 (1 4 5)). - (_:bng_18088 false true) log:ifThenElseIn (() 1). - (8 2 7 3 6) list:firstRest (8 (2 7 3 6)). - ((1 4 5) (8 2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12130 { - ((1 4 5 8) (2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12131 { - (1 2 4 5 8) list:select (2 (1 4 5 8)). - (_:bng_18083 false true) log:ifThenElseIn (() 1). - (2 7 3 6) list:firstRest (2 (7 3 6)). - ((1 4 5 8) (2 7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12132 { - ((1 2 4 5 8) (7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12133 { - (1 2 4 5 7 8) list:select (7 (1 2 4 5 8)). - (_:bng_18084 false true) log:ifThenElseIn (() 1). - (7 3 6) list:firstRest (7 (3 6)). - ((1 2 4 5 8) (7 3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12134 { - ((1 2 4 5 7 8) (3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12135 { - (1 2 3 4 5 7 8) list:select (3 (1 2 4 5 7 8)). - (_:bng_18058 false true) log:ifThenElseIn (() 1). - (3 6) list:firstRest (3 (6)). - ((1 2 4 5 7 8) (3 6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12136 { - ((1 2 3 4 5 7 8) (6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12137 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12138 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12139 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 1 5 8 2 7 3 6). -} - -_:bng_12140 { - [] rdf:value 8; :queens (4 1 5 8 2 7 3 6). -} - -_:bng_12141 { - (5 8 2 7 3 6) list:firstRest (5 (8 2 7 3 6)). - (5 1) math:difference 4. -} - -_:bng_12142 { - (4 1) :attack3 (5 8 2 7 3 6). -} - -_:bng_12143 { - [] rdf:value 4; :attack (5 8 2 7 3 6). -} - -_:bng_12144 { - (1 4 7 3 6) list:firstRest (1 (4 7 3 6)). - (1 1) math:sum 2. -} - -_:bng_12145 { - (2 1) :attack3 (1 4 7 3 6). -} - -_:bng_12146 { - [] rdf:value 2; :attack (1 4 7 3 6). -} - -_:bng_12147 { - (4 7 3 6) list:firstRest (4 (7 3 6)). - (4 4) math:sum 8. -} - -_:bng_12148 { - (8 4) :attack3 (4 7 3 6). -} - -_:bng_12149 { - (1 4 7 3 6) list:firstRest (1 (4 7 3 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 7 3 6). -} - -_:bng_12150 { - (8 3) :attack3 (1 4 7 3 6). -} - -_:bng_12151 { - (5 1 4 7 3 6) list:firstRest (5 (1 4 7 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 7 3 6). -} - -_:bng_12152 { - (8 2) :attack3 (5 1 4 7 3 6). -} - -_:bng_12153 { - (2 5 1 4 7 3 6) list:firstRest (2 (5 1 4 7 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 1 4 7 3 6). -} - -_:bng_12154 { - (8 1) :attack3 (2 5 1 4 7 3 6). -} - -_:bng_12155 { - [] rdf:value 8; :attack (2 5 1 4 7 3 6). -} - -_:bng_12156 { - (7 3 6) list:firstRest (7 (3 6)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 6). -} - -_:bng_12157 { - (8 4) :attack3 (7 3 6). -} - -_:bng_12158 { - (4 7 3 6) list:firstRest (4 (7 3 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (7 3 6). -} - -_:bng_12159 { - (8 3) :attack3 (4 7 3 6). -} - -_:bng_12160 { - (1 4 7 3 6) list:firstRest (1 (4 7 3 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (4 7 3 6). -} - -_:bng_12161 { - (8 2) :attack3 (1 4 7 3 6). -} - -_:bng_12162 { - (5 1 4 7 3 6) list:firstRest (5 (1 4 7 3 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 4 7 3 6). -} - -_:bng_12163 { - (8 1) :attack3 (5 1 4 7 3 6). -} - -_:bng_12164 { - [] rdf:value 8; :attack (5 1 4 7 3 6). -} - -_:bng_12165 { - (5) list:select (5 ()). - (_:bng_18089 false true) log:ifThenElseIn (() 1). - (5 2 8 1 4 7 3 6) list:firstRest (5 (2 8 1 4 7 3 6)). - (() (5 2 8 1 4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12166 { - ((5) (2 8 1 4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12167 { - (2 5) list:select (2 (5)). - (_:bng_18090 false true) log:ifThenElseIn (() 1). - (2 8 1 4 7 3 6) list:firstRest (2 (8 1 4 7 3 6)). - ((5) (2 8 1 4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12168 { - ((2 5) (8 1 4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12169 { - (2 5 8) list:select (8 (2 5)). - (_:bng_18091 false true) log:ifThenElseIn (() 1). - (8 1 4 7 3 6) list:firstRest (8 (1 4 7 3 6)). - ((2 5) (8 1 4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12170 { - ((2 5 8) (1 4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12171 { - (1 2 5 8) list:select (1 (2 5 8)). - (_:bng_18092 false true) log:ifThenElseIn (() 1). - (1 4 7 3 6) list:firstRest (1 (4 7 3 6)). - ((2 5 8) (1 4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12172 { - ((1 2 5 8) (4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12173 { - (1 2 4 5 8) list:select (4 (1 2 5 8)). - (_:bng_18093 false true) log:ifThenElseIn (() 1). - (4 7 3 6) list:firstRest (4 (7 3 6)). - ((1 2 5 8) (4 7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12174 { - ((1 2 4 5 8) (7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12175 { - (1 2 4 5 7 8) list:select (7 (1 2 4 5 8)). - (_:bng_18084 false true) log:ifThenElseIn (() 1). - (7 3 6) list:firstRest (7 (3 6)). - ((1 2 4 5 8) (7 3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12176 { - ((1 2 4 5 7 8) (3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12177 { - (1 2 3 4 5 7 8) list:select (3 (1 2 4 5 7 8)). - (_:bng_18058 false true) log:ifThenElseIn (() 1). - (3 6) list:firstRest (3 (6)). - ((1 2 4 5 7 8) (3 6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12178 { - ((1 2 3 4 5 7 8) (6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12179 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12180 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12181 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 2 8 1 4 7 3 6). -} - -_:bng_12182 { - [] rdf:value 8; :queens (5 2 8 1 4 7 3 6). -} - -_:bng_12183 { - (7 3 6) list:firstRest (7 (3 6)). - (7 5) math:difference 2. -} - -_:bng_12184 { - (2 5) :attack3 (7 3 6). -} - -_:bng_12185 { - (4 7 3 6) list:firstRest (4 (7 3 6)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 3 6). -} - -_:bng_12186 { - (2 4) :attack3 (4 7 3 6). -} - -_:bng_12187 { - (1 4 7 3 6) list:firstRest (1 (4 7 3 6)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7 3 6). -} - -_:bng_12188 { - (2 3) :attack3 (1 4 7 3 6). -} - -_:bng_12189 { - (8 1 4 7 3 6) list:firstRest (8 (1 4 7 3 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 7 3 6). -} - -_:bng_12190 { - (2 2) :attack3 (8 1 4 7 3 6). -} - -_:bng_12191 { - (5 8 1 4 7 3 6) list:firstRest (5 (8 1 4 7 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 4 7 3 6). -} - -_:bng_12192 { - (2 1) :attack3 (5 8 1 4 7 3 6). -} - -_:bng_12193 { - [] rdf:value 2; :attack (5 8 1 4 7 3 6). -} - -_:bng_12194 { - (7 3 6) list:firstRest (7 (3 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 6). -} - -_:bng_12195 { - (2 2) :attack3 (7 3 6). -} - -_:bng_12196 { - (4 7 3 6) list:firstRest (4 (7 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 3 6). -} - -_:bng_12197 { - (2 1) :attack3 (4 7 3 6). -} - -_:bng_12198 { - [] rdf:value 2; :attack (4 7 3 6). -} - -_:bng_12199 { - (4 7 3 6) list:firstRest (4 (7 3 6)). - (4 1) math:sum 5. -} - -_:bng_12200 { - (5 1) :attack3 (4 7 3 6). -} - -_:bng_12201 { - [] rdf:value 5; :attack (4 7 3 6). -} - -_:bng_12202 { - (4 7 3 6) list:firstRest (4 (7 3 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 3 6). -} - -_:bng_12203 { - (1 2) :attack3 (4 7 3 6). -} - -_:bng_12204 { - (8 4 7 3 6) list:firstRest (8 (4 7 3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 7 3 6). -} - -_:bng_12205 { - (1 1) :attack3 (8 4 7 3 6). -} - -_:bng_12206 { - [] rdf:value 1; :attack (8 4 7 3 6). -} - -_:bng_12207 { - (4 7 3 6) list:firstRest (4 (7 3 6)). - (4 2) math:difference 2. -} - -_:bng_12208 { - (2 2) :attack3 (4 7 3 6). -} - -_:bng_12209 { - (8 4 7 3 6) list:firstRest (8 (4 7 3 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 3 6). -} - -_:bng_12210 { - (2 1) :attack3 (8 4 7 3 6). -} - -_:bng_12211 { - [] rdf:value 2; :attack (8 4 7 3 6). -} - -_:bng_12212 { - (4 7 3 6) list:firstRest (4 (7 3 6)). - (4 3) math:difference 1. -} - -_:bng_12213 { - (1 3) :attack3 (4 7 3 6). -} - -_:bng_12214 { - (8 4 7 3 6) list:firstRest (8 (4 7 3 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7 3 6). -} - -_:bng_12215 { - (1 2) :attack3 (8 4 7 3 6). -} - -_:bng_12216 { - (5 8 4 7 3 6) list:firstRest (5 (8 4 7 3 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 4 7 3 6). -} - -_:bng_12217 { - (1 1) :attack3 (5 8 4 7 3 6). -} - -_:bng_12218 { - [] rdf:value 1; :attack (5 8 4 7 3 6). -} - -_:bng_12219 { - (2 5 8 4 7 3 6) list:firstRest (2 (5 8 4 7 3 6)). - (2 1) math:difference 1. -} - -_:bng_12220 { - (1 1) :attack3 (2 5 8 4 7 3 6). -} - -_:bng_12221 { - [] rdf:value 1; :attack (2 5 8 4 7 3 6). -} - -_:bng_12222 { - (7 3 6) list:firstRest (7 (3 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6). -} - -_:bng_12223 { - (5 1) :attack3 (7 3 6). -} - -_:bng_12224 { - [] rdf:value 5; :attack (7 3 6). -} - -_:bng_12225 { - (7 3 6) list:firstRest (7 (3 6)). - (7 1) math:sum 8. -} - -_:bng_12226 { - (8 1) :attack3 (7 3 6). -} - -_:bng_12227 { - [] rdf:value 8; :attack (7 3 6). -} - -_:bng_12228 { - (3 6) list:firstRest (3 (6)). - (1 1) math:sum 2 . - (8 2) :attack3 (6). -} - -_:bng_12229 { - (8 1) :attack3 (3 6). -} - -_:bng_12230 { - [] rdf:value 8; :attack (3 6). -} - -_:bng_12231 { - (1 4 6) list:firstRest (1 (4 6)). - (1 1) math:sum 2. -} - -_:bng_12232 { - (2 1) :attack3 (1 4 6). -} - -_:bng_12233 { - [] rdf:value 2; :attack (1 4 6). -} - -_:bng_12234 { - (4 6) list:firstRest (4 (6)). - (2 1) math:sum 3 . - (3 3) :attack3 (6). -} - -_:bng_12235 { - (3 2) :attack3 (4 6). -} - -_:bng_12236 { - (1 4 6) list:firstRest (1 (4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6). -} - -_:bng_12237 { - (3 1) :attack3 (1 4 6). -} - -_:bng_12238 { - [] rdf:value 3; :attack (1 4 6). -} - -_:bng_12239 { - (4 6) list:firstRest (4 (6)). - (3 1) math:sum 4 . - (2 4) :attack3 (6). -} - -_:bng_12240 { - (2 3) :attack3 (4 6). -} - -_:bng_12241 { - (1 4 6) list:firstRest (1 (4 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6). -} - -_:bng_12242 { - (2 2) :attack3 (1 4 6). -} - -_:bng_12243 { - (5 1 4 6) list:firstRest (5 (1 4 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6). -} - -_:bng_12244 { - (2 1) :attack3 (5 1 4 6). -} - -_:bng_12245 { - [] rdf:value 2; :attack (5 1 4 6). -} - -_:bng_12246 { - (1 4 6) list:firstRest (1 (4 6)). - (1 2) math:sum 3. -} - -_:bng_12247 { - (3 2) :attack3 (1 4 6). -} - -_:bng_12248 { - (5 1 4 6) list:firstRest (5 (1 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 6). -} - -_:bng_12249 { - (3 1) :attack3 (5 1 4 6). -} - -_:bng_12250 { - [] rdf:value 3; :attack (5 1 4 6). -} - -_:bng_12251 { - (4 6) list:firstRest (4 (6)). - (4 3) math:sum 7. -} - -_:bng_12252 { - (7 3) :attack3 (4 6). -} - -_:bng_12253 { - (1 4 6) list:firstRest (1 (4 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6). -} - -_:bng_12254 { - (7 2) :attack3 (1 4 6). -} - -_:bng_12255 { - (5 1 4 6) list:firstRest (5 (1 4 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 6). -} - -_:bng_12256 { - (7 1) :attack3 (5 1 4 6). -} - -_:bng_12257 { - [] rdf:value 7; :attack (5 1 4 6). -} - -_:bng_12258 { - (2 8 5 1 4 6) list:firstRest (2 (8 5 1 4 6)). - (2 1) math:sum 3. -} - -_:bng_12259 { - (3 1) :attack3 (2 8 5 1 4 6). -} - -_:bng_12260 { - [] rdf:value 3; :attack (2 8 5 1 4 6). -} - -_:bng_12261 { - (3) list:select (3 ()). - (_:bng_18094 false true) log:ifThenElseIn (() 1). - (3 7 2 8 5 1 4 6) list:firstRest (3 (7 2 8 5 1 4 6)). - (() (3 7 2 8 5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12262 { - ((3) (7 2 8 5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12263 { - (3 7) list:select (7 (3)). - (_:bng_18095 false true) log:ifThenElseIn (() 1). - (7 2 8 5 1 4 6) list:firstRest (7 (2 8 5 1 4 6)). - ((3) (7 2 8 5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12264 { - ((3 7) (2 8 5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12265 { - (2 3 7) list:select (2 (3 7)). - (_:bng_18096 false true) log:ifThenElseIn (() 1). - (2 8 5 1 4 6) list:firstRest (2 (8 5 1 4 6)). - ((3 7) (2 8 5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12266 { - ((2 3 7) (8 5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12267 { - (2 3 7 8) list:select (8 (2 3 7)). - (_:bng_18097 false true) log:ifThenElseIn (() 1). - (8 5 1 4 6) list:firstRest (8 (5 1 4 6)). - ((2 3 7) (8 5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12268 { - ((2 3 7 8) (5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12269 { - (2 3 5 7 8) list:select (5 (2 3 7 8)). - (_:bng_18098 false true) log:ifThenElseIn (() 1). - (5 1 4 6) list:firstRest (5 (1 4 6)). - ((2 3 7 8) (5 1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12270 { - ((2 3 5 7 8) (1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12271 { - (1 2 3 5 7 8) list:select (1 (2 3 5 7 8)). - (_:bng_18099 false true) log:ifThenElseIn (() 1). - (1 4 6) list:firstRest (1 (4 6)). - ((2 3 5 7 8) (1 4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12272 { - ((1 2 3 5 7 8) (4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12273 { - (1 2 3 4 5 7 8) list:select (4 (1 2 3 5 7 8)). - (_:bng_18100 false true) log:ifThenElseIn (() 1). - (4 6) list:firstRest (4 (6)). - ((1 2 3 5 7 8) (4 6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12274 { - ((1 2 3 4 5 7 8) (6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12275 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12276 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12277 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 7 2 8 5 1 4 6). -} - -_:bng_12278 { - [] rdf:value 8; :queens (3 7 2 8 5 1 4 6). -} - -_:bng_12279 { - (5 1 4 6) list:firstRest (5 (1 4 6)). - (5 2) math:difference 3. -} - -_:bng_12280 { - (3 2) :attack3 (5 1 4 6). -} - -_:bng_12281 { - (8 5 1 4 6) list:firstRest (8 (5 1 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 4 6). -} - -_:bng_12282 { - (3 1) :attack3 (8 5 1 4 6). -} - -_:bng_12283 { - [] rdf:value 3; :attack (8 5 1 4 6). -} - -_:bng_12284 { - (8 5 1 4 6) list:firstRest (8 (5 1 4 6)). - (8 1) math:difference 7. -} - -_:bng_12285 { - (7 1) :attack3 (8 5 1 4 6). -} - -_:bng_12286 { - [] rdf:value 7; :attack (8 5 1 4 6). -} - -_:bng_12287 { - (7 1 4 6) list:firstRest (7 (1 4 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6). -} - -_:bng_12288 { - (2 1) :attack3 (7 1 4 6). -} - -_:bng_12289 { - [] rdf:value 2; :attack (7 1 4 6). -} - -_:bng_12290 { - (7 1 4 6) list:firstRest (7 (1 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 6). -} - -_:bng_12291 { - (3 1) :attack3 (7 1 4 6). -} - -_:bng_12292 { - [] rdf:value 3; :attack (7 1 4 6). -} - -_:bng_12293 { - (2 5 7 1 4 6) list:firstRest (2 (5 7 1 4 6)). - (2 1) math:sum 3. -} - -_:bng_12294 { - (3 1) :attack3 (2 5 7 1 4 6). -} - -_:bng_12295 { - [] rdf:value 3; :attack (2 5 7 1 4 6). -} - -_:bng_12296 { - (7 1 4 6) list:firstRest (7 (1 4 6)). - (7 4) math:difference 3. -} - -_:bng_12297 { - (3 4) :attack3 (7 1 4 6). -} - -_:bng_12298 { - (5 7 1 4 6) list:firstRest (5 (7 1 4 6)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 1 4 6). -} - -_:bng_12299 { - (3 3) :attack3 (5 7 1 4 6). -} - -_:bng_12300 { - (2 5 7 1 4 6) list:firstRest (2 (5 7 1 4 6)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7 1 4 6). -} - -_:bng_12301 { - (3 2) :attack3 (2 5 7 1 4 6). -} - -_:bng_12302 { - (8 2 5 7 1 4 6) list:firstRest (8 (2 5 7 1 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7 1 4 6). -} - -_:bng_12303 { - (3 1) :attack3 (8 2 5 7 1 4 6). -} - -_:bng_12304 { - [] rdf:value 3; :attack (8 2 5 7 1 4 6). -} - -_:bng_12305 { - (3 5 7 1 4 6) list:firstRest (3 (5 7 1 4 6)). - (3 1) math:difference 2. -} - -_:bng_12306 { - (2 1) :attack3 (3 5 7 1 4 6). -} - -_:bng_12307 { - [] rdf:value 2; :attack (3 5 7 1 4 6). -} - -_:bng_12308 { - (5 7 1 4 6) list:firstRest (5 (7 1 4 6)). - (5 3) math:difference 2. -} - -_:bng_12309 { - (2 3) :attack3 (5 7 1 4 6). -} - -_:bng_12310 { - (3 5 7 1 4 6) list:firstRest (3 (5 7 1 4 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7 1 4 6). -} - -_:bng_12311 { - (2 2) :attack3 (3 5 7 1 4 6). -} - -_:bng_12312 { - (8 3 5 7 1 4 6) list:firstRest (8 (3 5 7 1 4 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7 1 4 6). -} - -_:bng_12313 { - (2 1) :attack3 (8 3 5 7 1 4 6). -} - -_:bng_12314 { - [] rdf:value 2; :attack (8 3 5 7 1 4 6). -} - -_:bng_12315 { - (4 6) list:firstRest (4 (6)). - (4 4) math:sum 8. -} - -_:bng_12316 { - (8 4) :attack3 (4 6). -} - -_:bng_12317 { - (1 4 6) list:firstRest (1 (4 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 6). -} - -_:bng_12318 { - (8 3) :attack3 (1 4 6). -} - -_:bng_12319 { - (7 1 4 6) list:firstRest (7 (1 4 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 6). -} - -_:bng_12320 { - (8 2) :attack3 (7 1 4 6). -} - -_:bng_12321 { - (5 7 1 4 6) list:firstRest (5 (7 1 4 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 1 4 6). -} - -_:bng_12322 { - (8 1) :attack3 (5 7 1 4 6). -} - -_:bng_12323 { - [] rdf:value 8; :attack (5 7 1 4 6). -} - -_:bng_12324 { - (7 1 4 6) list:firstRest (7 (1 4 6)). - (7 1) math:sum 8. -} - -_:bng_12325 { - (8 1) :attack3 (7 1 4 6). -} - -_:bng_12326 { - [] rdf:value 8; :attack (7 1 4 6). -} - -_:bng_12327 { - (8 1 4 6) list:firstRest (8 (1 4 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6). -} - -_:bng_12328 { - (2 1) :attack3 (8 1 4 6). -} - -_:bng_12329 { - [] rdf:value 2; :attack (8 1 4 6). -} - -_:bng_12330 { - (8 1 4 6) list:firstRest (8 (1 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 6). -} - -_:bng_12331 { - (3 1) :attack3 (8 1 4 6). -} - -_:bng_12332 { - [] rdf:value 3; :attack (8 1 4 6). -} - -_:bng_12333 { - (2 5 8 1 4 6) list:firstRest (2 (5 8 1 4 6)). - (2 1) math:sum 3. -} - -_:bng_12334 { - (3 1) :attack3 (2 5 8 1 4 6). -} - -_:bng_12335 { - [] rdf:value 3; :attack (2 5 8 1 4 6). -} - -_:bng_12336 { - (5 8 1 4 6) list:firstRest (5 (8 1 4 6)). - (5 2) math:sum 7. -} - -_:bng_12337 { - (7 2) :attack3 (5 8 1 4 6). -} - -_:bng_12338 { - (2 5 8 1 4 6) list:firstRest (2 (5 8 1 4 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1 4 6). -} - -_:bng_12339 { - (7 1) :attack3 (2 5 8 1 4 6). -} - -_:bng_12340 { - [] rdf:value 7; :attack (2 5 8 1 4 6). -} - -_:bng_12341 { - (3 5 8 1 4 6) list:firstRest (3 (5 8 1 4 6)). - (3 1) math:difference 2. -} - -_:bng_12342 { - (2 1) :attack3 (3 5 8 1 4 6). -} - -_:bng_12343 { - [] rdf:value 2; :attack (3 5 8 1 4 6). -} - -_:bng_12344 { - (3 5 8 1 4 6) list:firstRest (3 (5 8 1 4 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 1 4 6). -} - -_:bng_12345 { - (7 1) :attack3 (3 5 8 1 4 6). -} - -_:bng_12346 { - [] rdf:value 7; :attack (3 5 8 1 4 6). -} - -_:bng_12347 { - (2 7 5 8 1 4 6) list:firstRest (2 (7 5 8 1 4 6)). - (2 1) math:sum 3. -} - -_:bng_12348 { - (3 1) :attack3 (2 7 5 8 1 4 6). -} - -_:bng_12349 { - [] rdf:value 3; :attack (2 7 5 8 1 4 6). -} - -_:bng_12350 { - (5 8 1 4 6) list:firstRest (5 (8 1 4 6)). - (5 2) math:difference 3. -} - -_:bng_12351 { - (3 2) :attack3 (5 8 1 4 6). -} - -_:bng_12352 { - (7 5 8 1 4 6) list:firstRest (7 (5 8 1 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 1 4 6). -} - -_:bng_12353 { - (3 1) :attack3 (7 5 8 1 4 6). -} - -_:bng_12354 { - [] rdf:value 3; :attack (7 5 8 1 4 6). -} - -_:bng_12355 { - (8 1 4 6) list:firstRest (8 (1 4 6)). - (8 1) math:difference 7. -} - -_:bng_12356 { - (7 1) :attack3 (8 1 4 6). -} - -_:bng_12357 { - [] rdf:value 7; :attack (8 1 4 6). -} - -_:bng_12358 { - (2 4 6) list:firstRest (2 (4 6)). - (2 1) math:difference 1. -} - -_:bng_12359 { - (1 1) :attack3 (2 4 6). -} - -_:bng_12360 { - [] rdf:value 1; :attack (2 4 6). -} - -_:bng_12361 { - (2 4 6) list:firstRest (2 (4 6)). - (2 1) math:sum 3. -} - -_:bng_12362 { - (3 1) :attack3 (2 4 6). -} - -_:bng_12363 { - [] rdf:value 3; :attack (2 4 6). -} - -_:bng_12364 { - (4 6) list:firstRest (4 (6)). - (4 3) math:difference 1. -} - -_:bng_12365 { - (1 3) :attack3 (4 6). -} - -_:bng_12366 { - (2 4 6) list:firstRest (2 (4 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6). -} - -_:bng_12367 { - (1 2) :attack3 (2 4 6). -} - -_:bng_12368 { - (5 2 4 6) list:firstRest (5 (2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6). -} - -_:bng_12369 { - (1 1) :attack3 (5 2 4 6). -} - -_:bng_12370 { - [] rdf:value 1; :attack (5 2 4 6). -} - -_:bng_12371 { - (4 6) list:firstRest (4 (6)). - (4 1) math:sum 5 . - (1 5) :attack3 (6). -} - -_:bng_12372 { - (1 4) :attack3 (4 6). -} - -_:bng_12373 { - (2 4 6) list:firstRest (2 (4 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (4 6). -} - -_:bng_12374 { - (1 3) :attack3 (2 4 6). -} - -_:bng_12375 { - (5 2 4 6) list:firstRest (5 (2 4 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 4 6). -} - -_:bng_12376 { - (1 2) :attack3 (5 2 4 6). -} - -_:bng_12377 { - (3 5 2 4 6) list:firstRest (3 (5 2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 4 6). -} - -_:bng_12378 { - (1 1) :attack3 (3 5 2 4 6). -} - -_:bng_12379 { - [] rdf:value 1; :attack (3 5 2 4 6). -} - -_:bng_12380 { - (5 2 4 6) list:firstRest (5 (2 4 6)). - (5 2) math:sum 7. -} - -_:bng_12381 { - (7 2) :attack3 (5 2 4 6). -} - -_:bng_12382 { - (3 5 2 4 6) list:firstRest (3 (5 2 4 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 4 6). -} - -_:bng_12383 { - (7 1) :attack3 (3 5 2 4 6). -} - -_:bng_12384 { - [] rdf:value 7; :attack (3 5 2 4 6). -} - -_:bng_12385 { - (2 4 6) list:firstRest (2 (4 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 6). -} - -_:bng_12386 { - (8 3) :attack3 (2 4 6). -} - -_:bng_12387 { - (5 2 4 6) list:firstRest (5 (2 4 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 4 6). -} - -_:bng_12388 { - (8 2) :attack3 (5 2 4 6). -} - -_:bng_12389 { - (3 5 2 4 6) list:firstRest (3 (5 2 4 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 2 4 6). -} - -_:bng_12390 { - (8 1) :attack3 (3 5 2 4 6). -} - -_:bng_12391 { - [] rdf:value 8; :attack (3 5 2 4 6). -} - -_:bng_12392 { - (2 4 6) list:firstRest (2 (4 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6). -} - -_:bng_12393 { - (7 2) :attack3 (2 4 6). -} - -_:bng_12394 { - (5 2 4 6) list:firstRest (5 (2 4 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4 6). -} - -_:bng_12395 { - (7 1) :attack3 (5 2 4 6). -} - -_:bng_12396 { - [] rdf:value 7; :attack (5 2 4 6). -} - -_:bng_12397 { - (8 5 2 4 6) list:firstRest (8 (5 2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 4 6). -} - -_:bng_12398 { - (1 1) :attack3 (8 5 2 4 6). -} - -_:bng_12399 { - [] rdf:value 1; :attack (8 5 2 4 6). -} - -_:bng_12400 { - (5 2 4 6) list:firstRest (5 (2 4 6)). - (5 2) math:difference 3. -} - -_:bng_12401 { - (3 2) :attack3 (5 2 4 6). -} - -_:bng_12402 { - (8 5 2 4 6) list:firstRest (8 (5 2 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 4 6). -} - -_:bng_12403 { - (3 1) :attack3 (8 5 2 4 6). -} - -_:bng_12404 { - [] rdf:value 3; :attack (8 5 2 4 6). -} - -_:bng_12405 { - (8 5 2 4 6) list:firstRest (8 (5 2 4 6)). - (8 1) math:difference 7. -} - -_:bng_12406 { - (7 1) :attack3 (8 5 2 4 6). -} - -_:bng_12407 { - [] rdf:value 7; :attack (8 5 2 4 6). -} - -_:bng_12408 { - (7 2 4 6) list:firstRest (7 (2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6). -} - -_:bng_12409 { - (1 1) :attack3 (7 2 4 6). -} - -_:bng_12410 { - [] rdf:value 1; :attack (7 2 4 6). -} - -_:bng_12411 { - (7 2 4 6) list:firstRest (7 (2 4 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 4 6). -} - -_:bng_12412 { - (1 2) :attack3 (7 2 4 6). -} - -_:bng_12413 { - (3 7 2 4 6) list:firstRest (3 (7 2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 2 4 6). -} - -_:bng_12414 { - (1 1) :attack3 (3 7 2 4 6). -} - -_:bng_12415 { - [] rdf:value 1; :attack (3 7 2 4 6). -} - -_:bng_12416 { - (7 2 4 6) list:firstRest (7 (2 4 6)). - (7 2) math:difference 5. -} - -_:bng_12417 { - (5 2) :attack3 (7 2 4 6). -} - -_:bng_12418 { - (3 7 2 4 6) list:firstRest (3 (7 2 4 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 4 6). -} - -_:bng_12419 { - (5 1) :attack3 (3 7 2 4 6). -} - -_:bng_12420 { - [] rdf:value 5; :attack (3 7 2 4 6). -} - -_:bng_12421 { - (7 2 4 6) list:firstRest (7 (2 4 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 4 6). -} - -_:bng_12422 { - (8 2) :attack3 (7 2 4 6). -} - -_:bng_12423 { - (3 7 2 4 6) list:firstRest (3 (7 2 4 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 4 6). -} - -_:bng_12424 { - (8 1) :attack3 (3 7 2 4 6). -} - -_:bng_12425 { - [] rdf:value 8; :attack (3 7 2 4 6). -} - -_:bng_12426 { - (5 7 2 4 6) list:firstRest (5 (7 2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 2 4 6). -} - -_:bng_12427 { - (1 1) :attack3 (5 7 2 4 6). -} - -_:bng_12428 { - [] rdf:value 1; :attack (5 7 2 4 6). -} - -_:bng_12429 { - (5 7 2 4 6) list:firstRest (5 (7 2 4 6)). - (5 3) math:sum 8. -} - -_:bng_12430 { - (8 3) :attack3 (5 7 2 4 6). -} - -_:bng_12431 { - (3 5 7 2 4 6) list:firstRest (3 (5 7 2 4 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7 2 4 6). -} - -_:bng_12432 { - (8 2) :attack3 (3 5 7 2 4 6). -} - -_:bng_12433 { - (1 3 5 7 2 4 6) list:firstRest (1 (3 5 7 2 4 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7 2 4 6). -} - -_:bng_12434 { - (8 1) :attack3 (1 3 5 7 2 4 6). -} - -_:bng_12435 { - [] rdf:value 8; :attack (1 3 5 7 2 4 6). -} - -_:bng_12436 { - (3 5 7 2 4 6) list:firstRest (3 (5 7 2 4 6)). - (3 2) math:difference 1. -} - -_:bng_12437 { - (1 2) :attack3 (3 5 7 2 4 6). -} - -_:bng_12438 { - (8 3 5 7 2 4 6) list:firstRest (8 (3 5 7 2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 7 2 4 6). -} - -_:bng_12439 { - (1 1) :attack3 (8 3 5 7 2 4 6). -} - -_:bng_12440 { - [] rdf:value 1; :attack (8 3 5 7 2 4 6). -} - -_:bng_12441 { - (5 7 2 4 6) list:firstRest (5 (7 2 4 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (7 2 4 6). -} - -_:bng_12442 { - (8 1) :attack3 (5 7 2 4 6). -} - -_:bng_12443 { - [] rdf:value 8; :attack (5 7 2 4 6). -} - -_:bng_12444 { - (7 2 4 6) list:firstRest (7 (2 4 6)). - (7 1) math:sum 8. -} - -_:bng_12445 { - (8 1) :attack3 (7 2 4 6). -} - -_:bng_12446 { - [] rdf:value 8; :attack (7 2 4 6). -} - -_:bng_12447 { - (8 2 4 6) list:firstRest (8 (2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6). -} - -_:bng_12448 { - (1 1) :attack3 (8 2 4 6). -} - -_:bng_12449 { - [] rdf:value 1; :attack (8 2 4 6). -} - -_:bng_12450 { - (8 2 4 6) list:firstRest (8 (2 4 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 4 6). -} - -_:bng_12451 { - (1 2) :attack3 (8 2 4 6). -} - -_:bng_12452 { - (3 8 2 4 6) list:firstRest (3 (8 2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 2 4 6). -} - -_:bng_12453 { - (1 1) :attack3 (3 8 2 4 6). -} - -_:bng_12454 { - [] rdf:value 1; :attack (3 8 2 4 6). -} - -_:bng_12455 { - (2 4 6) list:firstRest (2 (4 6)). - (2 3) math:sum 5. -} - -_:bng_12456 { - (5 3) :attack3 (2 4 6). -} - -_:bng_12457 { - (8 2 4 6) list:firstRest (8 (2 4 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 4 6). -} - -_:bng_12458 { - (5 2) :attack3 (8 2 4 6). -} - -_:bng_12459 { - (3 8 2 4 6) list:firstRest (3 (8 2 4 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 4 6). -} - -_:bng_12460 { - (5 1) :attack3 (3 8 2 4 6). -} - -_:bng_12461 { - [] rdf:value 5; :attack (3 8 2 4 6). -} - -_:bng_12462 { - (3 8 2 4 6) list:firstRest (3 (8 2 4 6)). - (3 2) math:difference 1. -} - -_:bng_12463 { - (1 2) :attack3 (3 8 2 4 6). -} - -_:bng_12464 { - (7 3 8 2 4 6) list:firstRest (7 (3 8 2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 2 4 6). -} - -_:bng_12465 { - (1 1) :attack3 (7 3 8 2 4 6). -} - -_:bng_12466 { - [] rdf:value 1; :attack (7 3 8 2 4 6). -} - -_:bng_12467 { - (3 8 2 4 6) list:firstRest (3 (8 2 4 6)). - (3 2) math:sum 5. -} - -_:bng_12468 { - (5 2) :attack3 (3 8 2 4 6). -} - -_:bng_12469 { - (7 3 8 2 4 6) list:firstRest (7 (3 8 2 4 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 2 4 6). -} - -_:bng_12470 { - (5 1) :attack3 (7 3 8 2 4 6). -} - -_:bng_12471 { - [] rdf:value 5; :attack (7 3 8 2 4 6). -} - -_:bng_12472 { - (5 8 2 4 6) list:firstRest (5 (8 2 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 2 4 6). -} - -_:bng_12473 { - (1 1) :attack3 (5 8 2 4 6). -} - -_:bng_12474 { - [] rdf:value 1; :attack (5 8 2 4 6). -} - -_:bng_12475 { - (2 4 6) list:firstRest (2 (4 6)). - (2 5) math:sum 7. -} - -_:bng_12476 { - (7 5) :attack3 (2 4 6). -} - -_:bng_12477 { - (8 2 4 6) list:firstRest (8 (2 4 6)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 4 6). -} - -_:bng_12478 { - (7 4) :attack3 (8 2 4 6). -} - -_:bng_12479 { - (5 8 2 4 6) list:firstRest (5 (8 2 4 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (8 2 4 6). -} - -_:bng_12480 { - (7 3) :attack3 (5 8 2 4 6). -} - -_:bng_12481 { - (3 5 8 2 4 6) list:firstRest (3 (5 8 2 4 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (5 8 2 4 6). -} - -_:bng_12482 { - (7 2) :attack3 (3 5 8 2 4 6). -} - -_:bng_12483 { - (1 3 5 8 2 4 6) list:firstRest (1 (3 5 8 2 4 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 5 8 2 4 6). -} - -_:bng_12484 { - (7 1) :attack3 (1 3 5 8 2 4 6). -} - -_:bng_12485 { - [] rdf:value 7; :attack (1 3 5 8 2 4 6). -} - -_:bng_12486 { - (5 8 2 4 6) list:firstRest (5 (8 2 4 6)). - (5 2) math:sum 7. -} - -_:bng_12487 { - (7 2) :attack3 (5 8 2 4 6). -} - -_:bng_12488 { - (3 5 8 2 4 6) list:firstRest (3 (5 8 2 4 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 2 4 6). -} - -_:bng_12489 { - (7 1) :attack3 (3 5 8 2 4 6). -} - -_:bng_12490 { - [] rdf:value 7; :attack (3 5 8 2 4 6). -} - -_:bng_12491 { - (3) list:select (3 ()). - (_:bng_18101 false true) log:ifThenElseIn (() 1). - (3 1 7 5 8 2 4 6) list:firstRest (3 (1 7 5 8 2 4 6)). - (() (3 1 7 5 8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12492 { - ((3) (1 7 5 8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12493 { - (1 3) list:select (1 (3)). - (_:bng_18102 false true) log:ifThenElseIn (() 1). - (1 7 5 8 2 4 6) list:firstRest (1 (7 5 8 2 4 6)). - ((3) (1 7 5 8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12494 { - ((1 3) (7 5 8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12495 { - (1 3 7) list:select (7 (1 3)). - (_:bng_18103 false true) log:ifThenElseIn (() 1). - (7 5 8 2 4 6) list:firstRest (7 (5 8 2 4 6)). - ((1 3) (7 5 8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12496 { - ((1 3 7) (5 8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12497 { - (1 3 5 7) list:select (5 (1 3 7)). - (_:bng_18104 false true) log:ifThenElseIn (() 1). - (5 8 2 4 6) list:firstRest (5 (8 2 4 6)). - ((1 3 7) (5 8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12498 { - ((1 3 5 7) (8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12499 { - (1 3 5 7 8) list:select (8 (1 3 5 7)). - (_:bng_18105 false true) log:ifThenElseIn (() 1). - (8 2 4 6) list:firstRest (8 (2 4 6)). - ((1 3 5 7) (8 2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12500 { - ((1 3 5 7 8) (2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12501 { - (1 2 3 5 7 8) list:select (2 (1 3 5 7 8)). - (_:bng_18106 false true) log:ifThenElseIn (() 1). - (2 4 6) list:firstRest (2 (4 6)). - ((1 3 5 7 8) (2 4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12502 { - ((1 2 3 5 7 8) (4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12503 { - (1 2 3 4 5 7 8) list:select (4 (1 2 3 5 7 8)). - (_:bng_18100 false true) log:ifThenElseIn (() 1). - (4 6) list:firstRest (4 (6)). - ((1 2 3 5 7 8) (4 6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12504 { - ((1 2 3 4 5 7 8) (6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12505 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12506 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12507 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 1 7 5 8 2 4 6). -} - -_:bng_12508 { - [] rdf:value 8; :queens (3 1 7 5 8 2 4 6). -} - -_:bng_12509 { - (5 8 2 4 6) list:firstRest (5 (8 2 4 6)). - (5 2) math:difference 3. -} - -_:bng_12510 { - (3 2) :attack3 (5 8 2 4 6). -} - -_:bng_12511 { - (7 5 8 2 4 6) list:firstRest (7 (5 8 2 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 2 4 6). -} - -_:bng_12512 { - (3 1) :attack3 (7 5 8 2 4 6). -} - -_:bng_12513 { - [] rdf:value 3; :attack (7 5 8 2 4 6). -} - -_:bng_12514 { - (8 2 4 6) list:firstRest (8 (2 4 6)). - (8 1) math:difference 7. -} - -_:bng_12515 { - (7 1) :attack3 (8 2 4 6). -} - -_:bng_12516 { - [] rdf:value 7; :attack (8 2 4 6). -} - -_:bng_12517 { - (4 6) list:firstRest (4 (6)). - (4 1) math:difference 3. -} - -_:bng_12518 { - (3 1) :attack3 (4 6). -} - -_:bng_12519 { - [] rdf:value 3; :attack (4 6). -} - -_:bng_12520 { - (4 6) list:firstRest (4 (6)). - (4 1) math:sum 5. -} - -_:bng_12521 { - (5 1) :attack3 (4 6). -} - -_:bng_12522 { - [] rdf:value 5; :attack (4 6). -} - -_:bng_12523 { - (1 7 4 6) list:firstRest (1 (7 4 6)). - (1 1) math:sum 2. -} - -_:bng_12524 { - (2 1) :attack3 (1 7 4 6). -} - -_:bng_12525 { - [] rdf:value 2; :attack (1 7 4 6). -} - -_:bng_12526 { - (3 1 7 4 6) list:firstRest (3 (1 7 4 6)). - (3 1) math:difference 2. -} - -_:bng_12527 { - (2 1) :attack3 (3 1 7 4 6). -} - -_:bng_12528 { - [] rdf:value 2; :attack (3 1 7 4 6). -} - -_:bng_12529 { - (8) list:select (8 ()). - (_:bng_18107 false true) log:ifThenElseIn (() 1). - (8 2 5 3 1 7 4 6) list:firstRest (8 (2 5 3 1 7 4 6)). - (() (8 2 5 3 1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12530 { - ((8) (2 5 3 1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12531 { - (2 8) list:select (2 (8)). - (_:bng_18108 false true) log:ifThenElseIn (() 1). - (2 5 3 1 7 4 6) list:firstRest (2 (5 3 1 7 4 6)). - ((8) (2 5 3 1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12532 { - ((2 8) (5 3 1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12533 { - (2 5 8) list:select (5 (2 8)). - (_:bng_18109 false true) log:ifThenElseIn (() 1). - (5 3 1 7 4 6) list:firstRest (5 (3 1 7 4 6)). - ((2 8) (5 3 1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12534 { - ((2 5 8) (3 1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12535 { - (2 3 5 8) list:select (3 (2 5 8)). - (_:bng_18110 false true) log:ifThenElseIn (() 1). - (3 1 7 4 6) list:firstRest (3 (1 7 4 6)). - ((2 5 8) (3 1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12536 { - ((2 3 5 8) (1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12537 { - (1 2 3 5 8) list:select (1 (2 3 5 8)). - (_:bng_18111 false true) log:ifThenElseIn (() 1). - (1 7 4 6) list:firstRest (1 (7 4 6)). - ((2 3 5 8) (1 7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12538 { - ((1 2 3 5 8) (7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12539 { - (1 2 3 5 7 8) list:select (7 (1 2 3 5 8)). - (_:bng_18112 false true) log:ifThenElseIn (() 1). - (7 4 6) list:firstRest (7 (4 6)). - ((1 2 3 5 8) (7 4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12540 { - ((1 2 3 5 7 8) (4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12541 { - (1 2 3 4 5 7 8) list:select (4 (1 2 3 5 7 8)). - (_:bng_18100 false true) log:ifThenElseIn (() 1). - (4 6) list:firstRest (4 (6)). - ((1 2 3 5 7 8) (4 6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12542 { - ((1 2 3 4 5 7 8) (6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12543 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12544 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12545 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (8 2 5 3 1 7 4 6). -} - -_:bng_12546 { - [] rdf:value 8; :queens (8 2 5 3 1 7 4 6). -} - -_:bng_12547 { - (7 4 6) list:firstRest (7 (4 6)). - (7 5) math:difference 2. -} - -_:bng_12548 { - (2 5) :attack3 (7 4 6). -} - -_:bng_12549 { - (1 7 4 6) list:firstRest (1 (7 4 6)). - (4 1) math:sum 5 . - (2 5) :attack3 (7 4 6). -} - -_:bng_12550 { - (2 4) :attack3 (1 7 4 6). -} - -_:bng_12551 { - (3 1 7 4 6) list:firstRest (3 (1 7 4 6)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 7 4 6). -} - -_:bng_12552 { - (2 3) :attack3 (3 1 7 4 6). -} - -_:bng_12553 { - (5 3 1 7 4 6) list:firstRest (5 (3 1 7 4 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 7 4 6). -} - -_:bng_12554 { - (2 2) :attack3 (5 3 1 7 4 6). -} - -_:bng_12555 { - (8 5 3 1 7 4 6) list:firstRest (8 (5 3 1 7 4 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 3 1 7 4 6). -} - -_:bng_12556 { - (2 1) :attack3 (8 5 3 1 7 4 6). -} - -_:bng_12557 { - [] rdf:value 2; :attack (8 5 3 1 7 4 6). -} - -_:bng_12558 { - (7 4 6) list:firstRest (7 (4 6)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 6). -} - -_:bng_12559 { - (8 3) :attack3 (7 4 6). -} - -_:bng_12560 { - (1 7 4 6) list:firstRest (1 (7 4 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4 6). -} - -_:bng_12561 { - (8 2) :attack3 (1 7 4 6). -} - -_:bng_12562 { - (3 1 7 4 6) list:firstRest (3 (1 7 4 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 7 4 6). -} - -_:bng_12563 { - (8 1) :attack3 (3 1 7 4 6). -} - -_:bng_12564 { - [] rdf:value 8; :attack (3 1 7 4 6). -} - -_:bng_12565 { - (7 4 6) list:firstRest (7 (4 6)). - (7 2) math:difference 5. -} - -_:bng_12566 { - (5 2) :attack3 (7 4 6). -} - -_:bng_12567 { - (1 7 4 6) list:firstRest (1 (7 4 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 6). -} - -_:bng_12568 { - (5 1) :attack3 (1 7 4 6). -} - -_:bng_12569 { - [] rdf:value 5; :attack (1 7 4 6). -} - -_:bng_12570 { - (2 8 1 7 4 6) list:firstRest (2 (8 1 7 4 6)). - (2 1) math:sum 3. -} - -_:bng_12571 { - (3 1) :attack3 (2 8 1 7 4 6). -} - -_:bng_12572 { - [] rdf:value 3; :attack (2 8 1 7 4 6). -} - -_:bng_12573 { - (3) list:select (3 ()). - (_:bng_18113 false true) log:ifThenElseIn (() 1). - (3 5 2 8 1 7 4 6) list:firstRest (3 (5 2 8 1 7 4 6)). - (() (3 5 2 8 1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12574 { - ((3) (5 2 8 1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12575 { - (3 5) list:select (5 (3)). - (_:bng_18114 false true) log:ifThenElseIn (() 1). - (5 2 8 1 7 4 6) list:firstRest (5 (2 8 1 7 4 6)). - ((3) (5 2 8 1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12576 { - ((3 5) (2 8 1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12577 { - (2 3 5) list:select (2 (3 5)). - (_:bng_18115 false true) log:ifThenElseIn (() 1). - (2 8 1 7 4 6) list:firstRest (2 (8 1 7 4 6)). - ((3 5) (2 8 1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12578 { - ((2 3 5) (8 1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12579 { - (2 3 5 8) list:select (8 (2 3 5)). - (_:bng_18116 false true) log:ifThenElseIn (() 1). - (8 1 7 4 6) list:firstRest (8 (1 7 4 6)). - ((2 3 5) (8 1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12580 { - ((2 3 5 8) (1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12581 { - (1 2 3 5 8) list:select (1 (2 3 5 8)). - (_:bng_18111 false true) log:ifThenElseIn (() 1). - (1 7 4 6) list:firstRest (1 (7 4 6)). - ((2 3 5 8) (1 7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12582 { - ((1 2 3 5 8) (7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12583 { - (1 2 3 5 7 8) list:select (7 (1 2 3 5 8)). - (_:bng_18112 false true) log:ifThenElseIn (() 1). - (7 4 6) list:firstRest (7 (4 6)). - ((1 2 3 5 8) (7 4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12584 { - ((1 2 3 5 7 8) (4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12585 { - (1 2 3 4 5 7 8) list:select (4 (1 2 3 5 7 8)). - (_:bng_18100 false true) log:ifThenElseIn (() 1). - (4 6) list:firstRest (4 (6)). - ((1 2 3 5 7 8) (4 6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12586 { - ((1 2 3 4 5 7 8) (6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12587 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12588 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12589 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 5 2 8 1 7 4 6). -} - -_:bng_12590 { - [] rdf:value 8; :queens (3 5 2 8 1 7 4 6). -} - -_:bng_12591 { - (1 7 4 6) list:firstRest (1 (7 4 6)). - (1 2) math:sum 3. -} - -_:bng_12592 { - (3 2) :attack3 (1 7 4 6). -} - -_:bng_12593 { - (8 1 7 4 6) list:firstRest (8 (1 7 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 4 6). -} - -_:bng_12594 { - (3 1) :attack3 (8 1 7 4 6). -} - -_:bng_12595 { - [] rdf:value 3; :attack (8 1 7 4 6). -} - -_:bng_12596 { - (2 5 8 1 7 4 6) list:firstRest (2 (5 8 1 7 4 6)). - (2 1) math:sum 3. -} - -_:bng_12597 { - (3 1) :attack3 (2 5 8 1 7 4 6). -} - -_:bng_12598 { - [] rdf:value 3; :attack (2 5 8 1 7 4 6). -} - -_:bng_12599 { - (7 4 6) list:firstRest (7 (4 6)). - (7 4) math:difference 3. -} - -_:bng_12600 { - (3 4) :attack3 (7 4 6). -} - -_:bng_12601 { - (1 7 4 6) list:firstRest (1 (7 4 6)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 4 6). -} - -_:bng_12602 { - (3 3) :attack3 (1 7 4 6). -} - -_:bng_12603 { - (8 1 7 4 6) list:firstRest (8 (1 7 4 6)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 4 6). -} - -_:bng_12604 { - (3 2) :attack3 (8 1 7 4 6). -} - -_:bng_12605 { - (5 8 1 7 4 6) list:firstRest (5 (8 1 7 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7 4 6). -} - -_:bng_12606 { - (3 1) :attack3 (5 8 1 7 4 6). -} - -_:bng_12607 { - [] rdf:value 3; :attack (5 8 1 7 4 6). -} - -_:bng_12608 { - (4 6) list:firstRest (4 (6)). - (4 2) math:difference 2. -} - -_:bng_12609 { - (2 2) :attack3 (4 6). -} - -_:bng_12610 { - (7 4 6) list:firstRest (7 (4 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 6). -} - -_:bng_12611 { - (2 1) :attack3 (7 4 6). -} - -_:bng_12612 { - [] rdf:value 2; :attack (7 4 6). -} - -_:bng_12613 { - (7 4 6) list:firstRest (7 (4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6). -} - -_:bng_12614 { - (3 1) :attack3 (7 4 6). -} - -_:bng_12615 { - [] rdf:value 3; :attack (7 4 6). -} - -_:bng_12616 { - (7 4 6) list:firstRest (7 (4 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6). -} - -_:bng_12617 { - (1 2) :attack3 (7 4 6). -} - -_:bng_12618 { - (5 7 4 6) list:firstRest (5 (7 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 6). -} - -_:bng_12619 { - (1 1) :attack3 (5 7 4 6). -} - -_:bng_12620 { - [] rdf:value 1; :attack (5 7 4 6). -} - -_:bng_12621 { - (7 4 6) list:firstRest (7 (4 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6). -} - -_:bng_12622 { - (2 2) :attack3 (7 4 6). -} - -_:bng_12623 { - (5 7 4 6) list:firstRest (5 (7 4 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 4 6). -} - -_:bng_12624 { - (2 1) :attack3 (5 7 4 6). -} - -_:bng_12625 { - [] rdf:value 2; :attack (5 7 4 6). -} - -_:bng_12626 { - (7 4 6) list:firstRest (7 (4 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (4 6). -} - -_:bng_12627 { - (1 3) :attack3 (7 4 6). -} - -_:bng_12628 { - (5 7 4 6) list:firstRest (5 (7 4 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 4 6). -} - -_:bng_12629 { - (1 2) :attack3 (5 7 4 6). -} - -_:bng_12630 { - (3 5 7 4 6) list:firstRest (3 (5 7 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 7 4 6). -} - -_:bng_12631 { - (1 1) :attack3 (3 5 7 4 6). -} - -_:bng_12632 { - [] rdf:value 1; :attack (3 5 7 4 6). -} - -_:bng_12633 { - (3 5 7 4 6) list:firstRest (3 (5 7 4 6)). - (3 1) math:difference 2. -} - -_:bng_12634 { - (2 1) :attack3 (3 5 7 4 6). -} - -_:bng_12635 { - [] rdf:value 2; :attack (3 5 7 4 6). -} - -_:bng_12636 { - (5 7 4 6) list:firstRest (5 (7 4 6)). - (2 1) math:sum 3 . - (8 3) :attack3 (7 4 6). -} - -_:bng_12637 { - (8 2) :attack3 (5 7 4 6). -} - -_:bng_12638 { - (3 5 7 4 6) list:firstRest (3 (5 7 4 6)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 7 4 6). -} - -_:bng_12639 { - (8 1) :attack3 (3 5 7 4 6). -} - -_:bng_12640 { - [] rdf:value 8; :attack (3 5 7 4 6). -} - -_:bng_12641 { - (8 5 7 4 6) list:firstRest (8 (5 7 4 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 7 4 6). -} - -_:bng_12642 { - (1 1) :attack3 (8 5 7 4 6). -} - -_:bng_12643 { - [] rdf:value 1; :attack (8 5 7 4 6). -} - -_:bng_12644 { - (2 8 5 7 4 6) list:firstRest (2 (8 5 7 4 6)). - (2 1) math:difference 1. -} - -_:bng_12645 { - (1 1) :attack3 (2 8 5 7 4 6). -} - -_:bng_12646 { - [] rdf:value 1; :attack (2 8 5 7 4 6). -} - -_:bng_12647 { - (2 8 5 7 4 6) list:firstRest (2 (8 5 7 4 6)). - (2 1) math:sum 3. -} - -_:bng_12648 { - (3 1) :attack3 (2 8 5 7 4 6). -} - -_:bng_12649 { - [] rdf:value 3; :attack (2 8 5 7 4 6). -} - -_:bng_12650 { - (5 7 4 6) list:firstRest (5 (7 4 6)). - (5 2) math:difference 3. -} - -_:bng_12651 { - (3 2) :attack3 (5 7 4 6). -} - -_:bng_12652 { - (8 5 7 4 6) list:firstRest (8 (5 7 4 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 4 6). -} - -_:bng_12653 { - (3 1) :attack3 (8 5 7 4 6). -} - -_:bng_12654 { - [] rdf:value 3; :attack (8 5 7 4 6). -} - -_:bng_12655 { - (7 4 6) list:firstRest (7 (4 6)). - (7 1) math:sum 8. -} - -_:bng_12656 { - (8 1) :attack3 (7 4 6). -} - -_:bng_12657 { - [] rdf:value 8; :attack (7 4 6). -} - -_:bng_12658 { - (4 6) list:firstRest (4 (6)). - (1 1) math:sum 2 . - (8 2) :attack3 (6). -} - -_:bng_12659 { - (8 1) :attack3 (4 6). -} - -_:bng_12660 { - [] rdf:value 8; :attack (4 6). -} - -_:bng_12661 { - (6) list:firstRest (6 ()). - (6 1) math:difference 5. -} - -_:bng_12662 { - (5 1) :attack3 (6). -} - -_:bng_12663 { - [] rdf:value 5; :attack (6). -} - -_:bng_12664 { - (6) list:firstRest (6 ()). - (6 1) math:sum 7. -} - -_:bng_12665 { - (7 1) :attack3 (6). -} - -_:bng_12666 { - [] rdf:value 7; :attack (6). -} - -_:bng_12667 { - (1 8 6) list:firstRest (1 (8 6)). - (1 1) math:sum 2. -} - -_:bng_12668 { - (2 1) :attack3 (1 8 6). -} - -_:bng_12669 { - [] rdf:value 2; :attack (1 8 6). -} - -_:bng_12670 { - (8 6) list:firstRest (8 (6)). - (2 1) math:sum 3 . - (3 3) :attack3 (6). -} - -_:bng_12671 { - (3 2) :attack3 (8 6). -} - -_:bng_12672 { - (1 8 6) list:firstRest (1 (8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6). -} - -_:bng_12673 { - (3 1) :attack3 (1 8 6). -} - -_:bng_12674 { - [] rdf:value 3; :attack (1 8 6). -} - -_:bng_12675 { - (8 6) list:firstRest (8 (6)). - (3 1) math:sum 4 . - (2 4) :attack3 (6). -} - -_:bng_12676 { - (2 3) :attack3 (8 6). -} - -_:bng_12677 { - (1 8 6) list:firstRest (1 (8 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6). -} - -_:bng_12678 { - (2 2) :attack3 (1 8 6). -} - -_:bng_12679 { - (4 1 8 6) list:firstRest (4 (1 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 6). -} - -_:bng_12680 { - (2 1) :attack3 (4 1 8 6). -} - -_:bng_12681 { - [] rdf:value 2; :attack (4 1 8 6). -} - -_:bng_12682 { - (4 1 8 6) list:firstRest (4 (1 8 6)). - (4 1) math:difference 3. -} - -_:bng_12683 { - (3 1) :attack3 (4 1 8 6). -} - -_:bng_12684 { - [] rdf:value 3; :attack (4 1 8 6). -} - -_:bng_12685 { - (4 1 8 6) list:firstRest (4 (1 8 6)). - (4 1) math:sum 5. -} - -_:bng_12686 { - (5 1) :attack3 (4 1 8 6). -} - -_:bng_12687 { - [] rdf:value 5; :attack (4 1 8 6). -} - -_:bng_12688 { - (4 1 8 6) list:firstRest (4 (1 8 6)). - (4 2) math:difference 2. -} - -_:bng_12689 { - (2 2) :attack3 (4 1 8 6). -} - -_:bng_12690 { - (7 4 1 8 6) list:firstRest (7 (4 1 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8 6). -} - -_:bng_12691 { - (2 1) :attack3 (7 4 1 8 6). -} - -_:bng_12692 { - [] rdf:value 2; :attack (7 4 1 8 6). -} - -_:bng_12693 { - (3 7 4 1 8 6) list:firstRest (3 (7 4 1 8 6)). - (3 1) math:difference 2. -} - -_:bng_12694 { - (2 1) :attack3 (3 7 4 1 8 6). -} - -_:bng_12695 { - [] rdf:value 2; :attack (3 7 4 1 8 6). -} - -_:bng_12696 { - (7 4 1 8 6) list:firstRest (7 (4 1 8 6)). - (7 2) math:difference 5. -} - -_:bng_12697 { - (5 2) :attack3 (7 4 1 8 6). -} - -_:bng_12698 { - (3 7 4 1 8 6) list:firstRest (3 (7 4 1 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 1 8 6). -} - -_:bng_12699 { - (5 1) :attack3 (3 7 4 1 8 6). -} - -_:bng_12700 { - [] rdf:value 5; :attack (3 7 4 1 8 6). -} - -_:bng_12701 { - (2 5 7 4 1 8 6) list:firstRest (2 (5 7 4 1 8 6)). - (2 1) math:sum 3. -} - -_:bng_12702 { - (3 1) :attack3 (2 5 7 4 1 8 6). -} - -_:bng_12703 { - [] rdf:value 3; :attack (2 5 7 4 1 8 6). -} - -_:bng_12704 { - (8 6) list:firstRest (8 (6)). - (8 5) math:difference 3. -} - -_:bng_12705 { - (3 5) :attack3 (8 6). -} - -_:bng_12706 { - (1 8 6) list:firstRest (1 (8 6)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 6). -} - -_:bng_12707 { - (3 4) :attack3 (1 8 6). -} - -_:bng_12708 { - (4 1 8 6) list:firstRest (4 (1 8 6)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8 6). -} - -_:bng_12709 { - (3 3) :attack3 (4 1 8 6). -} - -_:bng_12710 { - (7 4 1 8 6) list:firstRest (7 (4 1 8 6)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 1 8 6). -} - -_:bng_12711 { - (3 2) :attack3 (7 4 1 8 6). -} - -_:bng_12712 { - (5 7 4 1 8 6) list:firstRest (5 (7 4 1 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 1 8 6). -} - -_:bng_12713 { - (3 1) :attack3 (5 7 4 1 8 6). -} - -_:bng_12714 { - [] rdf:value 3; :attack (5 7 4 1 8 6). -} - -_:bng_12715 { - (5 1 8 6) list:firstRest (5 (1 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 6). -} - -_:bng_12716 { - (2 1) :attack3 (5 1 8 6). -} - -_:bng_12717 { - [] rdf:value 2; :attack (5 1 8 6). -} - -_:bng_12718 { - (1 8 6) list:firstRest (1 (8 6)). - (1 2) math:sum 3. -} - -_:bng_12719 { - (3 2) :attack3 (1 8 6). -} - -_:bng_12720 { - (5 1 8 6) list:firstRest (5 (1 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 6). -} - -_:bng_12721 { - (3 1) :attack3 (5 1 8 6). -} - -_:bng_12722 { - [] rdf:value 3; :attack (5 1 8 6). -} - -_:bng_12723 { - (5 1 8 6) list:firstRest (5 (1 8 6)). - (5 1) math:difference 4. -} - -_:bng_12724 { - (4 1) :attack3 (5 1 8 6). -} - -_:bng_12725 { - [] rdf:value 4; :attack (5 1 8 6). -} - -_:bng_12726 { - (2 7 5 1 8 6) list:firstRest (2 (7 5 1 8 6)). - (2 1) math:sum 3. -} - -_:bng_12727 { - (3 1) :attack3 (2 7 5 1 8 6). -} - -_:bng_12728 { - [] rdf:value 3; :attack (2 7 5 1 8 6). -} - -_:bng_12729 { - (4 2 7 5 1 8 6) list:firstRest (4 (2 7 5 1 8 6)). - (4 1) math:difference 3. -} - -_:bng_12730 { - (3 1) :attack3 (4 2 7 5 1 8 6). -} - -_:bng_12731 { - [] rdf:value 3; :attack (4 2 7 5 1 8 6). -} - -_:bng_12732 { - (5 1 8 6) list:firstRest (5 (1 8 6)). - (5 2) math:difference 3. -} - -_:bng_12733 { - (3 2) :attack3 (5 1 8 6). -} - -_:bng_12734 { - (7 5 1 8 6) list:firstRest (7 (5 1 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 8 6). -} - -_:bng_12735 { - (3 1) :attack3 (7 5 1 8 6). -} - -_:bng_12736 { - [] rdf:value 3; :attack (7 5 1 8 6). -} - -_:bng_12737 { - (1 8 6) list:firstRest (1 (8 6)). - (1 3) math:sum 4. -} - -_:bng_12738 { - (4 3) :attack3 (1 8 6). -} - -_:bng_12739 { - (5 1 8 6) list:firstRest (5 (1 8 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8 6). -} - -_:bng_12740 { - (4 2) :attack3 (5 1 8 6). -} - -_:bng_12741 { - (7 5 1 8 6) list:firstRest (7 (5 1 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 1 8 6). -} - -_:bng_12742 { - (4 1) :attack3 (7 5 1 8 6). -} - -_:bng_12743 { - [] rdf:value 4; :attack (7 5 1 8 6). -} - -_:bng_12744 { - (7 1 8 6) list:firstRest (7 (1 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 6). -} - -_:bng_12745 { - (2 1) :attack3 (7 1 8 6). -} - -_:bng_12746 { - [] rdf:value 2; :attack (7 1 8 6). -} - -_:bng_12747 { - (7 1 8 6) list:firstRest (7 (1 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 6). -} - -_:bng_12748 { - (3 1) :attack3 (7 1 8 6). -} - -_:bng_12749 { - [] rdf:value 3; :attack (7 1 8 6). -} - -_:bng_12750 { - (2 4 7 1 8 6) list:firstRest (2 (4 7 1 8 6)). - (2 1) math:sum 3. -} - -_:bng_12751 { - (3 1) :attack3 (2 4 7 1 8 6). -} - -_:bng_12752 { - [] rdf:value 3; :attack (2 4 7 1 8 6). -} - -_:bng_12753 { - (1 8 6) list:firstRest (1 (8 6)). - (1 4) math:sum 5. -} - -_:bng_12754 { - (5 4) :attack3 (1 8 6). -} - -_:bng_12755 { - (7 1 8 6) list:firstRest (7 (1 8 6)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 8 6). -} - -_:bng_12756 { - (5 3) :attack3 (7 1 8 6). -} - -_:bng_12757 { - (4 7 1 8 6) list:firstRest (4 (7 1 8 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1 8 6). -} - -_:bng_12758 { - (5 2) :attack3 (4 7 1 8 6). -} - -_:bng_12759 { - (2 4 7 1 8 6) list:firstRest (2 (4 7 1 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1 8 6). -} - -_:bng_12760 { - (5 1) :attack3 (2 4 7 1 8 6). -} - -_:bng_12761 { - [] rdf:value 5; :attack (2 4 7 1 8 6). -} - -_:bng_12762 { - (4 7 1 8 6) list:firstRest (4 (7 1 8 6)). - (4 1) math:difference 3. -} - -_:bng_12763 { - (3 1) :attack3 (4 7 1 8 6). -} - -_:bng_12764 { - [] rdf:value 3; :attack (4 7 1 8 6). -} - -_:bng_12765 { - (4 7 1 8 6) list:firstRest (4 (7 1 8 6)). - (4 1) math:sum 5. -} - -_:bng_12766 { - (5 1) :attack3 (4 7 1 8 6). -} - -_:bng_12767 { - [] rdf:value 5; :attack (4 7 1 8 6). -} - -_:bng_12768 { - (8 6) list:firstRest (8 (6)). - (8 3) math:difference 5. -} - -_:bng_12769 { - (5 3) :attack3 (8 6). -} - -_:bng_12770 { - (1 8 6) list:firstRest (1 (8 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 6). -} - -_:bng_12771 { - (5 2) :attack3 (1 8 6). -} - -_:bng_12772 { - (7 1 8 6) list:firstRest (7 (1 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8 6). -} - -_:bng_12773 { - (5 1) :attack3 (7 1 8 6). -} - -_:bng_12774 { - [] rdf:value 5; :attack (7 1 8 6). -} - -_:bng_12775 { - (2 8 6) list:firstRest (2 (8 6)). - (2 1) math:difference 1. -} - -_:bng_12776 { - (1 1) :attack3 (2 8 6). -} - -_:bng_12777 { - [] rdf:value 1; :attack (2 8 6). -} - -_:bng_12778 { - (2 8 6) list:firstRest (2 (8 6)). - (2 1) math:sum 3. -} - -_:bng_12779 { - (3 1) :attack3 (2 8 6). -} - -_:bng_12780 { - [] rdf:value 3; :attack (2 8 6). -} - -_:bng_12781 { - (2 8 6) list:firstRest (2 (8 6)). - (2 5) math:sum 7. -} - -_:bng_12782 { - (7 5) :attack3 (2 8 6). -} - -_:bng_12783 { - (4 2 8 6) list:firstRest (4 (2 8 6)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 8 6). -} - -_:bng_12784 { - (7 4) :attack3 (4 2 8 6). -} - -_:bng_12785 { - (1 4 2 8 6) list:firstRest (1 (4 2 8 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 2 8 6). -} - -_:bng_12786 { - (7 3) :attack3 (1 4 2 8 6). -} - -_:bng_12787 { - (3 1 4 2 8 6) list:firstRest (3 (1 4 2 8 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 4 2 8 6). -} - -_:bng_12788 { - (7 2) :attack3 (3 1 4 2 8 6). -} - -_:bng_12789 { - (5 3 1 4 2 8 6) list:firstRest (5 (3 1 4 2 8 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 1 4 2 8 6). -} - -_:bng_12790 { - (7 1) :attack3 (5 3 1 4 2 8 6). -} - -_:bng_12791 { - [] rdf:value 7; :attack (5 3 1 4 2 8 6). -} - -_:bng_12792 { - (4 2 8 6) list:firstRest (4 (2 8 6)). - (4 3) math:sum 7. -} - -_:bng_12793 { - (7 3) :attack3 (4 2 8 6). -} - -_:bng_12794 { - (1 4 2 8 6) list:firstRest (1 (4 2 8 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2 8 6). -} - -_:bng_12795 { - (7 2) :attack3 (1 4 2 8 6). -} - -_:bng_12796 { - (3 1 4 2 8 6) list:firstRest (3 (1 4 2 8 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 2 8 6). -} - -_:bng_12797 { - (7 1) :attack3 (3 1 4 2 8 6). -} - -_:bng_12798 { - [] rdf:value 7; :attack (3 1 4 2 8 6). -} - -_:bng_12799 { - (2 8 6) list:firstRest (2 (8 6)). - (2 3) math:sum 5. -} - -_:bng_12800 { - (5 3) :attack3 (2 8 6). -} - -_:bng_12801 { - (4 2 8 6) list:firstRest (4 (2 8 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 8 6). -} - -_:bng_12802 { - (5 2) :attack3 (4 2 8 6). -} - -_:bng_12803 { - (1 4 2 8 6) list:firstRest (1 (4 2 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8 6). -} - -_:bng_12804 { - (5 1) :attack3 (1 4 2 8 6). -} - -_:bng_12805 { - [] rdf:value 5; :attack (1 4 2 8 6). -} - -_:bng_12806 { - (1 4 2 8 6) list:firstRest (1 (4 2 8 6)). - (1 2) math:sum 3. -} - -_:bng_12807 { - (3 2) :attack3 (1 4 2 8 6). -} - -_:bng_12808 { - (7 1 4 2 8 6) list:firstRest (7 (1 4 2 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 2 8 6). -} - -_:bng_12809 { - (3 1) :attack3 (7 1 4 2 8 6). -} - -_:bng_12810 { - [] rdf:value 3; :attack (7 1 4 2 8 6). -} - -_:bng_12811 { - (3) list:select (3 ()). - (_:bng_18117 false true) log:ifThenElseIn (() 1). - (3 5 7 1 4 2 8 6) list:firstRest (3 (5 7 1 4 2 8 6)). - (() (3 5 7 1 4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12812 { - ((3) (5 7 1 4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12813 { - (3 5) list:select (5 (3)). - (_:bng_18118 false true) log:ifThenElseIn (() 1). - (5 7 1 4 2 8 6) list:firstRest (5 (7 1 4 2 8 6)). - ((3) (5 7 1 4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12814 { - ((3 5) (7 1 4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12815 { - (3 5 7) list:select (7 (3 5)). - (_:bng_18119 false true) log:ifThenElseIn (() 1). - (7 1 4 2 8 6) list:firstRest (7 (1 4 2 8 6)). - ((3 5) (7 1 4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12816 { - ((3 5 7) (1 4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12817 { - (1 3 5 7) list:select (1 (3 5 7)). - (_:bng_18120 false true) log:ifThenElseIn (() 1). - (1 4 2 8 6) list:firstRest (1 (4 2 8 6)). - ((3 5 7) (1 4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12818 { - ((1 3 5 7) (4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12819 { - (1 3 4 5 7) list:select (4 (1 3 5 7)). - (_:bng_18121 false true) log:ifThenElseIn (() 1). - (4 2 8 6) list:firstRest (4 (2 8 6)). - ((1 3 5 7) (4 2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12820 { - ((1 3 4 5 7) (2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12821 { - (1 2 3 4 5 7) list:select (2 (1 3 4 5 7)). - (_:bng_18122 false true) log:ifThenElseIn (() 1). - (2 8 6) list:firstRest (2 (8 6)). - ((1 3 4 5 7) (2 8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12822 { - ((1 2 3 4 5 7) (8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12823 { - (1 2 3 4 5 7 8) list:select (8 (1 2 3 4 5 7)). - (_:bng_18123 false true) log:ifThenElseIn (() 1). - (8 6) list:firstRest (8 (6)). - ((1 2 3 4 5 7) (8 6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12824 { - ((1 2 3 4 5 7 8) (6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12825 { - (1 2 3 4 5 6 7 8) list:select (6 (1 2 3 4 5 7 8)). - (_:bng_18040 false true) log:ifThenElseIn (() 1). - (6) list:firstRest (6 ()). - ((1 2 3 4 5 7 8) (6)) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12826 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12827 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (3 5 7 1 4 2 8 6). -} - -_:bng_12828 { - [] rdf:value 8; :queens (3 5 7 1 4 2 8 6). -} - -_:bng_12829 { - (4 2 8 6) list:firstRest (4 (2 8 6)). - (4 1) math:difference 3. -} - -_:bng_12830 { - (3 1) :attack3 (4 2 8 6). -} - -_:bng_12831 { - [] rdf:value 3; :attack (4 2 8 6). -} - -_:bng_12832 { - (4 2 8 6) list:firstRest (4 (2 8 6)). - (4 1) math:sum 5. -} - -_:bng_12833 { - (5 1) :attack3 (4 2 8 6). -} - -_:bng_12834 { - [] rdf:value 5; :attack (4 2 8 6). -} - -_:bng_12835 { - (8 6) list:firstRest (8 (6)). - (4 1) math:sum 5 . - (1 5) :attack3 (6). -} - -_:bng_12836 { - (1 4) :attack3 (8 6). -} - -_:bng_12837 { - (2 8 6) list:firstRest (2 (8 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6). -} - -_:bng_12838 { - (1 3) :attack3 (2 8 6). -} - -_:bng_12839 { - (4 2 8 6) list:firstRest (4 (2 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 6). -} - -_:bng_12840 { - (1 2) :attack3 (4 2 8 6). -} - -_:bng_12841 { - (7 4 2 8 6) list:firstRest (7 (4 2 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 8 6). -} - -_:bng_12842 { - (1 1) :attack3 (7 4 2 8 6). -} - -_:bng_12843 { - [] rdf:value 1; :attack (7 4 2 8 6). -} - -_:bng_12844 { - (4 2 8 6) list:firstRest (4 (2 8 6)). - (4 3) math:difference 1. -} - -_:bng_12845 { - (1 3) :attack3 (4 2 8 6). -} - -_:bng_12846 { - (7 4 2 8 6) list:firstRest (7 (4 2 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 8 6). -} - -_:bng_12847 { - (1 2) :attack3 (7 4 2 8 6). -} - -_:bng_12848 { - (3 7 4 2 8 6) list:firstRest (3 (7 4 2 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 2 8 6). -} - -_:bng_12849 { - (1 1) :attack3 (3 7 4 2 8 6). -} - -_:bng_12850 { - [] rdf:value 1; :attack (3 7 4 2 8 6). -} - -_:bng_12851 { - (7 4 2 8 6) list:firstRest (7 (4 2 8 6)). - (7 2) math:difference 5. -} - -_:bng_12852 { - (5 2) :attack3 (7 4 2 8 6). -} - -_:bng_12853 { - (3 7 4 2 8 6) list:firstRest (3 (7 4 2 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 2 8 6). -} - -_:bng_12854 { - (5 1) :attack3 (3 7 4 2 8 6). -} - -_:bng_12855 { - [] rdf:value 5; :attack (3 7 4 2 8 6). -} - -_:bng_12856 { - (7 4 2 8 6) list:firstRest (7 (4 2 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8 6). -} - -_:bng_12857 { - (5 1) :attack3 (7 4 2 8 6). -} - -_:bng_12858 { - [] rdf:value 5; :attack (7 4 2 8 6). -} - -_:bng_12859 { - (5 2 8 6) list:firstRest (5 (2 8 6)). - (5 2) math:difference 3. -} - -_:bng_12860 { - (3 2) :attack3 (5 2 8 6). -} - -_:bng_12861 { - (1 5 2 8 6) list:firstRest (1 (5 2 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 8 6). -} - -_:bng_12862 { - (3 1) :attack3 (1 5 2 8 6). -} - -_:bng_12863 { - [] rdf:value 3; :attack (1 5 2 8 6). -} - -_:bng_12864 { - (8 6) list:firstRest (8 (6)). - (8 4) math:difference 4. -} - -_:bng_12865 { - (4 4) :attack3 (8 6). -} - -_:bng_12866 { - (2 8 6) list:firstRest (2 (8 6)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 6). -} - -_:bng_12867 { - (4 3) :attack3 (2 8 6). -} - -_:bng_12868 { - (5 2 8 6) list:firstRest (5 (2 8 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8 6). -} - -_:bng_12869 { - (4 2) :attack3 (5 2 8 6). -} - -_:bng_12870 { - (1 5 2 8 6) list:firstRest (1 (5 2 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8 6). -} - -_:bng_12871 { - (4 1) :attack3 (1 5 2 8 6). -} - -_:bng_12872 { - [] rdf:value 4; :attack (1 5 2 8 6). -} - -_:bng_12873 { - (5 2 8 6) list:firstRest (5 (2 8 6)). - (5 2) math:sum 7. -} - -_:bng_12874 { - (7 2) :attack3 (5 2 8 6). -} - -_:bng_12875 { - (1 5 2 8 6) list:firstRest (1 (5 2 8 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8 6). -} - -_:bng_12876 { - (7 1) :attack3 (1 5 2 8 6). -} - -_:bng_12877 { - [] rdf:value 7; :attack (1 5 2 8 6). -} - -_:bng_12878 { - (5 2 8 6) list:firstRest (5 (2 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 6). -} - -_:bng_12879 { - (1 2) :attack3 (5 2 8 6). -} - -_:bng_12880 { - (3 5 2 8 6) list:firstRest (3 (5 2 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 8 6). -} - -_:bng_12881 { - (1 1) :attack3 (3 5 2 8 6). -} - -_:bng_12882 { - [] rdf:value 1; :attack (3 5 2 8 6). -} - -_:bng_12883 { - (3 5 2 8 6) list:firstRest (3 (5 2 8 6)). - (3 1) math:sum 4. -} - -_:bng_12884 { - (4 1) :attack3 (3 5 2 8 6). -} - -_:bng_12885 { - [] rdf:value 4; :attack (3 5 2 8 6). -} - -_:bng_12886 { - (3 5 2 8 6) list:firstRest (3 (5 2 8 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8 6). -} - -_:bng_12887 { - (7 1) :attack3 (3 5 2 8 6). -} - -_:bng_12888 { - [] rdf:value 7; :attack (3 5 2 8 6). -} - -_:bng_12889 { - (5 2 8 6) list:firstRest (5 (2 8 6)). - (5 1) math:difference 4. -} - -_:bng_12890 { - (4 1) :attack3 (5 2 8 6). -} - -_:bng_12891 { - [] rdf:value 4; :attack (5 2 8 6). -} - -_:bng_12892 { - (7 5 2 8 6) list:firstRest (7 (5 2 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 8 6). -} - -_:bng_12893 { - (1 1) :attack3 (7 5 2 8 6). -} - -_:bng_12894 { - [] rdf:value 1; :attack (7 5 2 8 6). -} - -_:bng_12895 { - (7 5 2 8 6) list:firstRest (7 (5 2 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 8 6). -} - -_:bng_12896 { - (3 1) :attack3 (7 5 2 8 6). -} - -_:bng_12897 { - [] rdf:value 3; :attack (7 5 2 8 6). -} - -_:bng_12898 { - (7 5 2 8 6) list:firstRest (7 (5 2 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8 6). -} - -_:bng_12899 { - (4 1) :attack3 (7 5 2 8 6). -} - -_:bng_12900 { - [] rdf:value 4; :attack (7 5 2 8 6). -} - -_:bng_12901 { - (3 1 7 2 8 6) list:firstRest (3 (1 7 2 8 6)). - (3 1) math:sum 4. -} - -_:bng_12902 { - (4 1) :attack3 (3 1 7 2 8 6). -} - -_:bng_12903 { - [] rdf:value 4; :attack (3 1 7 2 8 6). -} - -_:bng_12904 { - (5 3 1 7 2 8 6) list:firstRest (5 (3 1 7 2 8 6)). - (5 1) math:difference 4. -} - -_:bng_12905 { - (4 1) :attack3 (5 3 1 7 2 8 6). -} - -_:bng_12906 { - [] rdf:value 4; :attack (5 3 1 7 2 8 6). -} - -_:bng_12907 { - (7 2 8 6) list:firstRest (7 (2 8 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8 6). -} - -_:bng_12908 { - (4 2) :attack3 (7 2 8 6). -} - -_:bng_12909 { - (1 7 2 8 6) list:firstRest (1 (7 2 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 2 8 6). -} - -_:bng_12910 { - (4 1) :attack3 (1 7 2 8 6). -} - -_:bng_12911 { - [] rdf:value 4; :attack (1 7 2 8 6). -} - -_:bng_12912 { - (7 2 8 6) list:firstRest (7 (2 8 6)). - (7 2) math:difference 5. -} - -_:bng_12913 { - (5 2) :attack3 (7 2 8 6). -} - -_:bng_12914 { - (1 7 2 8 6) list:firstRest (1 (7 2 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8 6). -} - -_:bng_12915 { - (5 1) :attack3 (1 7 2 8 6). -} - -_:bng_12916 { - [] rdf:value 5; :attack (1 7 2 8 6). -} - -_:bng_12917 { - (7 2 8 6) list:firstRest (7 (2 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 6). -} - -_:bng_12918 { - (1 2) :attack3 (7 2 8 6). -} - -_:bng_12919 { - (3 7 2 8 6) list:firstRest (3 (7 2 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 2 8 6). -} - -_:bng_12920 { - (1 1) :attack3 (3 7 2 8 6). -} - -_:bng_12921 { - [] rdf:value 1; :attack (3 7 2 8 6). -} - -_:bng_12922 { - (3 7 2 8 6) list:firstRest (3 (7 2 8 6)). - (3 1) math:sum 4. -} - -_:bng_12923 { - (4 1) :attack3 (3 7 2 8 6). -} - -_:bng_12924 { - [] rdf:value 4; :attack (3 7 2 8 6). -} - -_:bng_12925 { - (3 7 2 8 6) list:firstRest (3 (7 2 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8 6). -} - -_:bng_12926 { - (5 1) :attack3 (3 7 2 8 6). -} - -_:bng_12927 { - [] rdf:value 5; :attack (3 7 2 8 6). -} - -_:bng_12928 { - (2 8 6) list:firstRest (2 (8 6)). - (2 2) math:sum 4. -} - -_:bng_12929 { - (4 2) :attack3 (2 8 6). -} - -_:bng_12930 { - (7 2 8 6) list:firstRest (7 (2 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 8 6). -} - -_:bng_12931 { - (4 1) :attack3 (7 2 8 6). -} - -_:bng_12932 { - [] rdf:value 4; :attack (7 2 8 6). -} - -_:bng_12933 { - (2 8 6) list:firstRest (2 (8 6)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 6). -} - -_:bng_12934 { - (5 2) :attack3 (2 8 6). -} - -_:bng_12935 { - (7 2 8 6) list:firstRest (7 (2 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8 6). -} - -_:bng_12936 { - (5 1) :attack3 (7 2 8 6). -} - -_:bng_12937 { - [] rdf:value 5; :attack (7 2 8 6). -} - -_:bng_12938 { - (1 3 8 6) list:firstRest (1 (3 8 6)). - (1 1) math:sum 2. -} - -_:bng_12939 { - (2 1) :attack3 (1 3 8 6). -} - -_:bng_12940 { - [] rdf:value 2; :attack (1 3 8 6). -} - -_:bng_12941 { - (4 1 3 8 6) list:firstRest (4 (1 3 8 6)). - (4 3) math:sum 7. -} - -_:bng_12942 { - (7 3) :attack3 (4 1 3 8 6). -} - -_:bng_12943 { - (2 4 1 3 8 6) list:firstRest (2 (4 1 3 8 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 3 8 6). -} - -_:bng_12944 { - (7 2) :attack3 (2 4 1 3 8 6). -} - -_:bng_12945 { - (5 2 4 1 3 8 6) list:firstRest (5 (2 4 1 3 8 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4 1 3 8 6). -} - -_:bng_12946 { - (7 1) :attack3 (5 2 4 1 3 8 6). -} - -_:bng_12947 { - [] rdf:value 7; :attack (5 2 4 1 3 8 6). -} - -_:bng_12948 { - (3 8 6) list:firstRest (3 (8 6)). - (3 4) math:sum 7. -} - -_:bng_12949 { - (7 4) :attack3 (3 8 6). -} - -_:bng_12950 { - (1 3 8 6) list:firstRest (1 (3 8 6)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 8 6). -} - -_:bng_12951 { - (7 3) :attack3 (1 3 8 6). -} - -_:bng_12952 { - (4 1 3 8 6) list:firstRest (4 (1 3 8 6)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 8 6). -} - -_:bng_12953 { - (7 2) :attack3 (4 1 3 8 6). -} - -_:bng_12954 { - (2 4 1 3 8 6) list:firstRest (2 (4 1 3 8 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 1 3 8 6). -} - -_:bng_12955 { - (7 1) :attack3 (2 4 1 3 8 6). -} - -_:bng_12956 { - [] rdf:value 7; :attack (2 4 1 3 8 6). -} - -_:bng_12957 { - (4 1 3 8 6) list:firstRest (4 (1 3 8 6)). - (4 1) math:sum 5. -} - -_:bng_12958 { - (5 1) :attack3 (4 1 3 8 6). -} - -_:bng_12959 { - [] rdf:value 5; :attack (4 1 3 8 6). -} - -_:bng_12960 { - (4 1 3 8 6) list:firstRest (4 (1 3 8 6)). - (4 2) math:difference 2. -} - -_:bng_12961 { - (2 2) :attack3 (4 1 3 8 6). -} - -_:bng_12962 { - (7 4 1 3 8 6) list:firstRest (7 (4 1 3 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3 8 6). -} - -_:bng_12963 { - (2 1) :attack3 (7 4 1 3 8 6). -} - -_:bng_12964 { - [] rdf:value 2; :attack (7 4 1 3 8 6). -} - -_:bng_12965 { - (8 6) list:firstRest (8 (6)). - (8 6) math:difference 2. -} - -_:bng_12966 { - (2 6) :attack3 (8 6). -} - -_:bng_12967 { - (3 8 6) list:firstRest (3 (8 6)). - (5 1) math:sum 6 . - (2 6) :attack3 (8 6). -} - -_:bng_12968 { - (2 5) :attack3 (3 8 6). -} - -_:bng_12969 { - (1 3 8 6) list:firstRest (1 (3 8 6)). - (4 1) math:sum 5 . - (2 5) :attack3 (3 8 6). -} - -_:bng_12970 { - (2 4) :attack3 (1 3 8 6). -} - -_:bng_12971 { - (4 1 3 8 6) list:firstRest (4 (1 3 8 6)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 3 8 6). -} - -_:bng_12972 { - (2 3) :attack3 (4 1 3 8 6). -} - -_:bng_12973 { - (7 4 1 3 8 6) list:firstRest (7 (4 1 3 8 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 1 3 8 6). -} - -_:bng_12974 { - (2 2) :attack3 (7 4 1 3 8 6). -} - -_:bng_12975 { - (5 7 4 1 3 8 6) list:firstRest (5 (7 4 1 3 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 4 1 3 8 6). -} - -_:bng_12976 { - (2 1) :attack3 (5 7 4 1 3 8 6). -} - -_:bng_12977 { - [] rdf:value 2; :attack (5 7 4 1 3 8 6). -} - -_:bng_12978 { - (3 8 6) list:firstRest (3 (8 6)). - (3 2) math:sum 5. -} - -_:bng_12979 { - (5 2) :attack3 (3 8 6). -} - -_:bng_12980 { - (1 3 8 6) list:firstRest (1 (3 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 6). -} - -_:bng_12981 { - (5 1) :attack3 (1 3 8 6). -} - -_:bng_12982 { - [] rdf:value 5; :attack (1 3 8 6). -} - -_:bng_12983 { - (1 3 8 6) list:firstRest (1 (3 8 6)). - (1 3) math:sum 4. -} - -_:bng_12984 { - (4 3) :attack3 (1 3 8 6). -} - -_:bng_12985 { - (7 1 3 8 6) list:firstRest (7 (1 3 8 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 3 8 6). -} - -_:bng_12986 { - (4 2) :attack3 (7 1 3 8 6). -} - -_:bng_12987 { - (2 7 1 3 8 6) list:firstRest (2 (7 1 3 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 3 8 6). -} - -_:bng_12988 { - (4 1) :attack3 (2 7 1 3 8 6). -} - -_:bng_12989 { - [] rdf:value 4; :attack (2 7 1 3 8 6). -} - -_:bng_12990 { - (7 1 3 8 6) list:firstRest (7 (1 3 8 6)). - (7 2) math:difference 5. -} - -_:bng_12991 { - (5 2) :attack3 (7 1 3 8 6). -} - -_:bng_12992 { - (2 7 1 3 8 6) list:firstRest (2 (7 1 3 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 3 8 6). -} - -_:bng_12993 { - (5 1) :attack3 (2 7 1 3 8 6). -} - -_:bng_12994 { - [] rdf:value 5; :attack (2 7 1 3 8 6). -} - -_:bng_12995 { - (3 8 6) list:firstRest (3 (8 6)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 6). -} - -_:bng_12996 { - (4 3) :attack3 (3 8 6). -} - -_:bng_12997 { - (1 3 8 6) list:firstRest (1 (3 8 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (3 8 6). -} - -_:bng_12998 { - (4 2) :attack3 (1 3 8 6). -} - -_:bng_12999 { - (7 1 3 8 6) list:firstRest (7 (1 3 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 3 8 6). -} - -_:bng_13000 { - (4 1) :attack3 (7 1 3 8 6). -} - -_:bng_13001 { - [] rdf:value 4; :attack (7 1 3 8 6). -} - -_:bng_13002 { - (7 1 3 8 6) list:firstRest (7 (1 3 8 6)). - (7 3) math:difference 4. -} - -_:bng_13003 { - (4 3) :attack3 (7 1 3 8 6). -} - -_:bng_13004 { - (5 7 1 3 8 6) list:firstRest (5 (7 1 3 8 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 1 3 8 6). -} - -_:bng_13005 { - (4 2) :attack3 (5 7 1 3 8 6). -} - -_:bng_13006 { - (2 5 7 1 3 8 6) list:firstRest (2 (5 7 1 3 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1 3 8 6). -} - -_:bng_13007 { - (4 1) :attack3 (2 5 7 1 3 8 6). -} - -_:bng_13008 { - [] rdf:value 4; :attack (2 5 7 1 3 8 6). -} - -_:bng_13009 { - (5 7 1 3 8 6) list:firstRest (5 (7 1 3 8 6)). - (5 1) math:difference 4. -} - -_:bng_13010 { - (4 1) :attack3 (5 7 1 3 8 6). -} - -_:bng_13011 { - [] rdf:value 4; :attack (5 7 1 3 8 6). -} - -_:bng_13012 { - (3 8 6) list:firstRest (3 (8 6)). - (3 1) math:difference 2. -} - -_:bng_13013 { - (2 1) :attack3 (3 8 6). -} - -_:bng_13014 { - [] rdf:value 2; :attack (3 8 6). -} - -_:bng_13015 { - (3 8 6) list:firstRest (3 (8 6)). - (3 1) math:sum 4. -} - -_:bng_13016 { - (4 1) :attack3 (3 8 6). -} - -_:bng_13017 { - [] rdf:value 4; :attack (3 8 6). -} - -_:bng_13018 { - (3 8 6) list:firstRest (3 (8 6)). - (3 2) math:difference 1. -} - -_:bng_13019 { - (1 2) :attack3 (3 8 6). -} - -_:bng_13020 { - (5 3 8 6) list:firstRest (5 (3 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 6). -} - -_:bng_13021 { - (1 1) :attack3 (5 3 8 6). -} - -_:bng_13022 { - [] rdf:value 1; :attack (5 3 8 6). -} - -_:bng_13023 { - (3 8 6) list:firstRest (3 (8 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6). -} - -_:bng_13024 { - (2 2) :attack3 (3 8 6). -} - -_:bng_13025 { - (5 3 8 6) list:firstRest (5 (3 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 6). -} - -_:bng_13026 { - (2 1) :attack3 (5 3 8 6). -} - -_:bng_13027 { - [] rdf:value 2; :attack (5 3 8 6). -} - -_:bng_13028 { - (5 3 8 6) list:firstRest (5 (3 8 6)). - (5 1) math:difference 4. -} - -_:bng_13029 { - (4 1) :attack3 (5 3 8 6). -} - -_:bng_13030 { - [] rdf:value 4; :attack (5 3 8 6). -} - -_:bng_13031 { - (3 8 6) list:firstRest (3 (8 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6). -} - -_:bng_13032 { - (1 3) :attack3 (3 8 6). -} - -_:bng_13033 { - (5 3 8 6) list:firstRest (5 (3 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 8 6). -} - -_:bng_13034 { - (1 2) :attack3 (5 3 8 6). -} - -_:bng_13035 { - (7 5 3 8 6) list:firstRest (7 (5 3 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 3 8 6). -} - -_:bng_13036 { - (1 1) :attack3 (7 5 3 8 6). -} - -_:bng_13037 { - [] rdf:value 1; :attack (7 5 3 8 6). -} - -_:bng_13038 { - (2 7 5 3 8 6) list:firstRest (2 (7 5 3 8 6)). - (2 1) math:difference 1. -} - -_:bng_13039 { - (1 1) :attack3 (2 7 5 3 8 6). -} - -_:bng_13040 { - [] rdf:value 1; :attack (2 7 5 3 8 6). -} - -_:bng_13041 { - (5 3 8 6) list:firstRest (5 (3 8 6)). - (5 4) math:difference 1. -} - -_:bng_13042 { - (1 4) :attack3 (5 3 8 6). -} - -_:bng_13043 { - (7 5 3 8 6) list:firstRest (7 (5 3 8 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 3 8 6). -} - -_:bng_13044 { - (1 3) :attack3 (7 5 3 8 6). -} - -_:bng_13045 { - (2 7 5 3 8 6) list:firstRest (2 (7 5 3 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5 3 8 6). -} - -_:bng_13046 { - (1 2) :attack3 (2 7 5 3 8 6). -} - -_:bng_13047 { - (4 2 7 5 3 8 6) list:firstRest (4 (2 7 5 3 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5 3 8 6). -} - -_:bng_13048 { - (1 1) :attack3 (4 2 7 5 3 8 6). -} - -_:bng_13049 { - [] rdf:value 1; :attack (4 2 7 5 3 8 6). -} - -_:bng_13050 { - (5 3 8 6) list:firstRest (5 (3 8 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (3 8 6). -} - -_:bng_13051 { - (4 2) :attack3 (5 3 8 6). -} - -_:bng_13052 { - (7 5 3 8 6) list:firstRest (7 (5 3 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 3 8 6). -} - -_:bng_13053 { - (4 1) :attack3 (7 5 3 8 6). -} - -_:bng_13054 { - [] rdf:value 4; :attack (7 5 3 8 6). -} - -_:bng_13055 { - (7 3 8 6) list:firstRest (7 (3 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 6). -} - -_:bng_13056 { - (1 1) :attack3 (7 3 8 6). -} - -_:bng_13057 { - [] rdf:value 1; :attack (7 3 8 6). -} - -_:bng_13058 { - (7 3 8 6) list:firstRest (7 (3 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 6). -} - -_:bng_13059 { - (2 1) :attack3 (7 3 8 6). -} - -_:bng_13060 { - [] rdf:value 2; :attack (7 3 8 6). -} - -_:bng_13061 { - (7 3 8 6) list:firstRest (7 (3 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 8 6). -} - -_:bng_13062 { - (1 2) :attack3 (7 3 8 6). -} - -_:bng_13063 { - (4 7 3 8 6) list:firstRest (4 (7 3 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 3 8 6). -} - -_:bng_13064 { - (1 1) :attack3 (4 7 3 8 6). -} - -_:bng_13065 { - [] rdf:value 1; :attack (4 7 3 8 6). -} - -_:bng_13066 { - (2 4 7 3 8 6) list:firstRest (2 (4 7 3 8 6)). - (2 1) math:difference 1. -} - -_:bng_13067 { - (1 1) :attack3 (2 4 7 3 8 6). -} - -_:bng_13068 { - [] rdf:value 1; :attack (2 4 7 3 8 6). -} - -_:bng_13069 { - (4 7 3 8 6) list:firstRest (4 (7 3 8 6)). - (4 3) math:difference 1. -} - -_:bng_13070 { - (1 3) :attack3 (4 7 3 8 6). -} - -_:bng_13071 { - (2 4 7 3 8 6) list:firstRest (2 (4 7 3 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7 3 8 6). -} - -_:bng_13072 { - (1 2) :attack3 (2 4 7 3 8 6). -} - -_:bng_13073 { - (5 2 4 7 3 8 6) list:firstRest (5 (2 4 7 3 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 7 3 8 6). -} - -_:bng_13074 { - (1 1) :attack3 (5 2 4 7 3 8 6). -} - -_:bng_13075 { - [] rdf:value 1; :attack (5 2 4 7 3 8 6). -} - -_:bng_13076 { - (4 7 3 8 6) list:firstRest (4 (7 3 8 6)). - (4 1) math:sum 5. -} - -_:bng_13077 { - (5 1) :attack3 (4 7 3 8 6). -} - -_:bng_13078 { - [] rdf:value 5; :attack (4 7 3 8 6). -} - -_:bng_13079 { - (7 3 8 6) list:firstRest (7 (3 8 6)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 6). -} - -_:bng_13080 { - (5 1) :attack3 (7 3 8 6). -} - -_:bng_13081 { - [] rdf:value 5; :attack (7 3 8 6). -} - -_:bng_13082 { - (8 6) list:firstRest (8 (6)). - (1 1) math:sum 2 . - (4 2) :attack3 (6). -} - -_:bng_13083 { - (4 1) :attack3 (8 6). -} - -_:bng_13084 { - [] rdf:value 4; :attack (8 6). -} - -_:bng_13085 { - (1 5 8 6) list:firstRest (1 (5 8 6)). - (1 1) math:sum 2. -} - -_:bng_13086 { - (2 1) :attack3 (1 5 8 6). -} - -_:bng_13087 { - [] rdf:value 2; :attack (1 5 8 6). -} - -_:bng_13088 { - (5 8 6) list:firstRest (5 (8 6)). - (5 2) math:difference 3. -} - -_:bng_13089 { - (3 2) :attack3 (5 8 6). -} - -_:bng_13090 { - (1 5 8 6) list:firstRest (1 (5 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 6). -} - -_:bng_13091 { - (3 1) :attack3 (1 5 8 6). -} - -_:bng_13092 { - [] rdf:value 3; :attack (1 5 8 6). -} - -_:bng_13093 { - (5 8 6) list:firstRest (5 (8 6)). - (5 3) math:difference 2. -} - -_:bng_13094 { - (2 3) :attack3 (5 8 6). -} - -_:bng_13095 { - (1 5 8 6) list:firstRest (1 (5 8 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 6). -} - -_:bng_13096 { - (2 2) :attack3 (1 5 8 6). -} - -_:bng_13097 { - (4 1 5 8 6) list:firstRest (4 (1 5 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5 8 6). -} - -_:bng_13098 { - (2 1) :attack3 (4 1 5 8 6). -} - -_:bng_13099 { - [] rdf:value 2; :attack (4 1 5 8 6). -} - -_:bng_13100 { - (4 1 5 8 6) list:firstRest (4 (1 5 8 6)). - (4 1) math:difference 3. -} - -_:bng_13101 { - (3 1) :attack3 (4 1 5 8 6). -} - -_:bng_13102 { - [] rdf:value 3; :attack (4 1 5 8 6). -} - -_:bng_13103 { - (4 1 5 8 6) list:firstRest (4 (1 5 8 6)). - (4 2) math:difference 2. -} - -_:bng_13104 { - (2 2) :attack3 (4 1 5 8 6). -} - -_:bng_13105 { - (7 4 1 5 8 6) list:firstRest (7 (4 1 5 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 5 8 6). -} - -_:bng_13106 { - (2 1) :attack3 (7 4 1 5 8 6). -} - -_:bng_13107 { - [] rdf:value 2; :attack (7 4 1 5 8 6). -} - -_:bng_13108 { - (5 8 6) list:firstRest (5 (8 6)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 6). -} - -_:bng_13109 { - (3 4) :attack3 (5 8 6). -} - -_:bng_13110 { - (1 5 8 6) list:firstRest (1 (5 8 6)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8 6). -} - -_:bng_13111 { - (3 3) :attack3 (1 5 8 6). -} - -_:bng_13112 { - (4 1 5 8 6) list:firstRest (4 (1 5 8 6)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 5 8 6). -} - -_:bng_13113 { - (3 2) :attack3 (4 1 5 8 6). -} - -_:bng_13114 { - (7 4 1 5 8 6) list:firstRest (7 (4 1 5 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 5 8 6). -} - -_:bng_13115 { - (3 1) :attack3 (7 4 1 5 8 6). -} - -_:bng_13116 { - [] rdf:value 3; :attack (7 4 1 5 8 6). -} - -_:bng_13117 { - (5 8 6) list:firstRest (5 (8 6)). - (5 2) math:sum 7. -} - -_:bng_13118 { - (7 2) :attack3 (5 8 6). -} - -_:bng_13119 { - (1 5 8 6) list:firstRest (1 (5 8 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6). -} - -_:bng_13120 { - (7 1) :attack3 (1 5 8 6). -} - -_:bng_13121 { - [] rdf:value 7; :attack (1 5 8 6). -} - -_:bng_13122 { - (2 5 8 6) list:firstRest (2 (5 8 6)). - (2 1) math:difference 1. -} - -_:bng_13123 { - (1 1) :attack3 (2 5 8 6). -} - -_:bng_13124 { - [] rdf:value 1; :attack (2 5 8 6). -} - -_:bng_13125 { - (2 5 8 6) list:firstRest (2 (5 8 6)). - (2 1) math:sum 3. -} - -_:bng_13126 { - (3 1) :attack3 (2 5 8 6). -} - -_:bng_13127 { - [] rdf:value 3; :attack (2 5 8 6). -} - -_:bng_13128 { - (5 8 6) list:firstRest (5 (8 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6). -} - -_:bng_13129 { - (1 3) :attack3 (5 8 6). -} - -_:bng_13130 { - (2 5 8 6) list:firstRest (2 (5 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 8 6). -} - -_:bng_13131 { - (1 2) :attack3 (2 5 8 6). -} - -_:bng_13132 { - (4 2 5 8 6) list:firstRest (4 (2 5 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 5 8 6). -} - -_:bng_13133 { - (1 1) :attack3 (4 2 5 8 6). -} - -_:bng_13134 { - [] rdf:value 1; :attack (4 2 5 8 6). -} - -_:bng_13135 { - (4 2 5 8 6) list:firstRest (4 (2 5 8 6)). - (4 1) math:difference 3. -} - -_:bng_13136 { - (3 1) :attack3 (4 2 5 8 6). -} - -_:bng_13137 { - [] rdf:value 3; :attack (4 2 5 8 6). -} - -_:bng_13138 { - (5 8 6) list:firstRest (5 (8 6)). - (5 4) math:difference 1. -} - -_:bng_13139 { - (1 4) :attack3 (5 8 6). -} - -_:bng_13140 { - (2 5 8 6) list:firstRest (2 (5 8 6)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 8 6). -} - -_:bng_13141 { - (1 3) :attack3 (2 5 8 6). -} - -_:bng_13142 { - (4 2 5 8 6) list:firstRest (4 (2 5 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 8 6). -} - -_:bng_13143 { - (1 2) :attack3 (4 2 5 8 6). -} - -_:bng_13144 { - (7 4 2 5 8 6) list:firstRest (7 (4 2 5 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 5 8 6). -} - -_:bng_13145 { - (1 1) :attack3 (7 4 2 5 8 6). -} - -_:bng_13146 { - [] rdf:value 1; :attack (7 4 2 5 8 6). -} - -_:bng_13147 { - (2 5 8 6) list:firstRest (2 (5 8 6)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8 6). -} - -_:bng_13148 { - (3 3) :attack3 (2 5 8 6). -} - -_:bng_13149 { - (4 2 5 8 6) list:firstRest (4 (2 5 8 6)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 5 8 6). -} - -_:bng_13150 { - (3 2) :attack3 (4 2 5 8 6). -} - -_:bng_13151 { - (7 4 2 5 8 6) list:firstRest (7 (4 2 5 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 5 8 6). -} - -_:bng_13152 { - (3 1) :attack3 (7 4 2 5 8 6). -} - -_:bng_13153 { - [] rdf:value 3; :attack (7 4 2 5 8 6). -} - -_:bng_13154 { - (2 5 8 6) list:firstRest (2 (5 8 6)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8 6). -} - -_:bng_13155 { - (7 1) :attack3 (2 5 8 6). -} - -_:bng_13156 { - [] rdf:value 7; :attack (2 5 8 6). -} - -_:bng_13157 { - (5 8 6) list:firstRest (5 (8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6). -} - -_:bng_13158 { - (3 1) :attack3 (5 8 6). -} - -_:bng_13159 { - [] rdf:value 3; :attack (5 8 6). -} - -_:bng_13160 { - (5 8 6) list:firstRest (5 (8 6)). - (5 1) math:difference 4. -} - -_:bng_13161 { - (4 1) :attack3 (5 8 6). -} - -_:bng_13162 { - [] rdf:value 4; :attack (5 8 6). -} - -_:bng_13163 { - (1 7 5 8 6) list:firstRest (1 (7 5 8 6)). - (1 1) math:sum 2. -} - -_:bng_13164 { - (2 1) :attack3 (1 7 5 8 6). -} - -_:bng_13165 { - [] rdf:value 2; :attack (1 7 5 8 6). -} - -_:bng_13166 { - (3 1 7 5 8 6) list:firstRest (3 (1 7 5 8 6)). - (3 1) math:difference 2. -} - -_:bng_13167 { - (2 1) :attack3 (3 1 7 5 8 6). -} - -_:bng_13168 { - [] rdf:value 2; :attack (3 1 7 5 8 6). -} - -_:bng_13169 { - (3 1 7 5 8 6) list:firstRest (3 (1 7 5 8 6)). - (3 1) math:sum 4. -} - -_:bng_13170 { - (4 1) :attack3 (3 1 7 5 8 6). -} - -_:bng_13171 { - [] rdf:value 4; :attack (3 1 7 5 8 6). -} - -_:bng_13172 { - (5 8 6) list:firstRest (5 (8 6)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 6). -} - -_:bng_13173 { - (4 3) :attack3 (5 8 6). -} - -_:bng_13174 { - (7 5 8 6) list:firstRest (7 (5 8 6)). - (2 1) math:sum 3 . - (4 3) :attack3 (5 8 6). -} - -_:bng_13175 { - (4 2) :attack3 (7 5 8 6). -} - -_:bng_13176 { - (1 7 5 8 6) list:firstRest (1 (7 5 8 6)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 5 8 6). -} - -_:bng_13177 { - (4 1) :attack3 (1 7 5 8 6). -} - -_:bng_13178 { - [] rdf:value 4; :attack (1 7 5 8 6). -} - -_:bng_13179 { - (5 8 6) list:firstRest (5 (8 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6). -} - -_:bng_13180 { - (2 2) :attack3 (5 8 6). -} - -_:bng_13181 { - (7 5 8 6) list:firstRest (7 (5 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 8 6). -} - -_:bng_13182 { - (2 1) :attack3 (7 5 8 6). -} - -_:bng_13183 { - [] rdf:value 2; :attack (7 5 8 6). -} - -_:bng_13184 { - (7 5 8 6) list:firstRest (7 (5 8 6)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 6). -} - -_:bng_13185 { - (3 1) :attack3 (7 5 8 6). -} - -_:bng_13186 { - [] rdf:value 3; :attack (7 5 8 6). -} - -_:bng_13187 { - (7 5 8 6) list:firstRest (7 (5 8 6)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 8 6). -} - -_:bng_13188 { - (1 2) :attack3 (7 5 8 6). -} - -_:bng_13189 { - (4 7 5 8 6) list:firstRest (4 (7 5 8 6)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 5 8 6). -} - -_:bng_13190 { - (1 1) :attack3 (4 7 5 8 6). -} - -_:bng_13191 { - [] rdf:value 1; :attack (4 7 5 8 6). -} - -_:bng_13192 { - (7 5 8 6) list:firstRest (7 (5 8 6)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 6). -} - -_:bng_13193 { - (2 2) :attack3 (7 5 8 6). -} - -_:bng_13194 { - (4 7 5 8 6) list:firstRest (4 (7 5 8 6)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 8 6). -} - -_:bng_13195 { - (2 1) :attack3 (4 7 5 8 6). -} - -_:bng_13196 { - [] rdf:value 2; :attack (4 7 5 8 6). -} - -_:bng_13197 { - (4 7 5 8 6) list:firstRest (4 (7 5 8 6)). - (4 1) math:difference 3. -} - -_:bng_13198 { - (3 1) :attack3 (4 7 5 8 6). -} - -_:bng_13199 { - [] rdf:value 3; :attack (4 7 5 8 6). -} - -_:bng_13200 { - (8 6) list:firstRest (8 (6)). - (8 1) math:difference 7. -} - -_:bng_13201 { - (7 1) :attack3 (8 6). -} - -_:bng_13202 { - [] rdf:value 7; :attack (8 6). -} - -_:bng_13203 { - (1 7) list:firstRest (1 (7)). - (1 1) math:sum 2. -} - -_:bng_13204 { - (2 1) :attack3 (1 7). -} - -_:bng_13205 { - [] rdf:value 2; :attack (1 7). -} - -_:bng_13206 { - (3 1 7) list:firstRest (3 (1 7)). - (3 1) math:difference 2. -} - -_:bng_13207 { - (2 1) :attack3 (3 1 7). -} - -_:bng_13208 { - [] rdf:value 2; :attack (3 1 7). -} - -_:bng_13209 { - (3 1 7) list:firstRest (3 (1 7)). - (3 1) math:sum 4. -} - -_:bng_13210 { - (4 1) :attack3 (3 1 7). -} - -_:bng_13211 { - [] rdf:value 4; :attack (3 1 7). -} - -_:bng_13212 { - (1 7) list:firstRest (1 (7)). - (1 5) math:sum 6. -} - -_:bng_13213 { - (6 5) :attack3 (1 7). -} - -_:bng_13214 { - (3 1 7) list:firstRest (3 (1 7)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 7). -} - -_:bng_13215 { - (6 4) :attack3 (3 1 7). -} - -_:bng_13216 { - (5 3 1 7) list:firstRest (5 (3 1 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (3 1 7). -} - -_:bng_13217 { - (6 3) :attack3 (5 3 1 7). -} - -_:bng_13218 { - (2 5 3 1 7) list:firstRest (2 (5 3 1 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 3 1 7). -} - -_:bng_13219 { - (6 2) :attack3 (2 5 3 1 7). -} - -_:bng_13220 { - (4 2 5 3 1 7) list:firstRest (4 (2 5 3 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 3 1 7). -} - -_:bng_13221 { - (6 1) :attack3 (4 2 5 3 1 7). -} - -_:bng_13222 { - [] rdf:value 6; :attack (4 2 5 3 1 7). -} - -_:bng_13223 { - (5 3 1 7) list:firstRest (5 (3 1 7)). - (5 3) math:sum 8. -} - -_:bng_13224 { - (8 3) :attack3 (5 3 1 7). -} - -_:bng_13225 { - (2 5 3 1 7) list:firstRest (2 (5 3 1 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 3 1 7). -} - -_:bng_13226 { - (8 2) :attack3 (2 5 3 1 7). -} - -_:bng_13227 { - (4 2 5 3 1 7) list:firstRest (4 (2 5 3 1 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 3 1 7). -} - -_:bng_13228 { - (8 1) :attack3 (4 2 5 3 1 7). -} - -_:bng_13229 { - [] rdf:value 8; :attack (4 2 5 3 1 7). -} - -_:bng_13230 { - (3 1 7) list:firstRest (3 (1 7)). - (3 3) math:sum 6. -} - -_:bng_13231 { - (6 3) :attack3 (3 1 7). -} - -_:bng_13232 { - (5 3 1 7) list:firstRest (5 (3 1 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 1 7). -} - -_:bng_13233 { - (6 2) :attack3 (5 3 1 7). -} - -_:bng_13234 { - (2 5 3 1 7) list:firstRest (2 (5 3 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 1 7). -} - -_:bng_13235 { - (6 1) :attack3 (2 5 3 1 7). -} - -_:bng_13236 { - [] rdf:value 6; :attack (2 5 3 1 7). -} - -_:bng_13237 { - (2 5 3 1 7) list:firstRest (2 (5 3 1 7)). - (2 2) math:sum 4. -} - -_:bng_13238 { - (4 2) :attack3 (2 5 3 1 7). -} - -_:bng_13239 { - (8 2 5 3 1 7) list:firstRest (8 (2 5 3 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 3 1 7). -} - -_:bng_13240 { - (4 1) :attack3 (8 2 5 3 1 7). -} - -_:bng_13241 { - [] rdf:value 4; :attack (8 2 5 3 1 7). -} - -_:bng_13242 { - (8 2 5 3 1 7) list:firstRest (8 (2 5 3 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 3 1 7). -} - -_:bng_13243 { - (6 1) :attack3 (8 2 5 3 1 7). -} - -_:bng_13244 { - [] rdf:value 6; :attack (8 2 5 3 1 7). -} - -_:bng_13245 { - (5 3 1 7) list:firstRest (5 (3 1 7)). - (5 1) math:difference 4. -} - -_:bng_13246 { - (4 1) :attack3 (5 3 1 7). -} - -_:bng_13247 { - [] rdf:value 4; :attack (5 3 1 7). -} - -_:bng_13248 { - (5 3 1 7) list:firstRest (5 (3 1 7)). - (5 1) math:sum 6. -} - -_:bng_13249 { - (6 1) :attack3 (5 3 1 7). -} - -_:bng_13250 { - [] rdf:value 6; :attack (5 3 1 7). -} - -_:bng_13251 { - (7) list:firstRest (7 ()). - (7 5) math:difference 2. -} - -_:bng_13252 { - (2 5) :attack3 (7). -} - -_:bng_13253 { - (1 7) list:firstRest (1 (7)). - (4 1) math:sum 5 . - (2 5) :attack3 (7). -} - -_:bng_13254 { - (2 4) :attack3 (1 7). -} - -_:bng_13255 { - (3 1 7) list:firstRest (3 (1 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 7). -} - -_:bng_13256 { - (2 3) :attack3 (3 1 7). -} - -_:bng_13257 { - (5 3 1 7) list:firstRest (5 (3 1 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 7). -} - -_:bng_13258 { - (2 2) :attack3 (5 3 1 7). -} - -_:bng_13259 { - (8 5 3 1 7) list:firstRest (8 (5 3 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 3 1 7). -} - -_:bng_13260 { - (2 1) :attack3 (8 5 3 1 7). -} - -_:bng_13261 { - [] rdf:value 2; :attack (8 5 3 1 7). -} - -_:bng_13262 { - (5 3 1 7) list:firstRest (5 (3 1 7)). - (5 3) math:difference 2. -} - -_:bng_13263 { - (2 3) :attack3 (5 3 1 7). -} - -_:bng_13264 { - (8 5 3 1 7) list:firstRest (8 (5 3 1 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 3 1 7). -} - -_:bng_13265 { - (2 2) :attack3 (8 5 3 1 7). -} - -_:bng_13266 { - (4 8 5 3 1 7) list:firstRest (4 (8 5 3 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 3 1 7). -} - -_:bng_13267 { - (2 1) :attack3 (4 8 5 3 1 7). -} - -_:bng_13268 { - [] rdf:value 2; :attack (4 8 5 3 1 7). -} - -_:bng_13269 { - (8 5 3 1 7) list:firstRest (8 (5 3 1 7)). - (8 2) math:difference 6. -} - -_:bng_13270 { - (6 2) :attack3 (8 5 3 1 7). -} - -_:bng_13271 { - (4 8 5 3 1 7) list:firstRest (4 (8 5 3 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 3 1 7). -} - -_:bng_13272 { - (6 1) :attack3 (4 8 5 3 1 7). -} - -_:bng_13273 { - [] rdf:value 6; :attack (4 8 5 3 1 7). -} - -_:bng_13274 { - (8 5 3 1 7) list:firstRest (8 (5 3 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 1 7). -} - -_:bng_13275 { - (6 1) :attack3 (8 5 3 1 7). -} - -_:bng_13276 { - [] rdf:value 6; :attack (8 5 3 1 7). -} - -_:bng_13277 { - (6 3 1 7) list:firstRest (6 (3 1 7)). - (6 2) math:difference 4. -} - -_:bng_13278 { - (4 2) :attack3 (6 3 1 7). -} - -_:bng_13279 { - (2 6 3 1 7) list:firstRest (2 (6 3 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 1 7). -} - -_:bng_13280 { - (4 1) :attack3 (2 6 3 1 7). -} - -_:bng_13281 { - [] rdf:value 4; :attack (2 6 3 1 7). -} - -_:bng_13282 { - (1 7) list:firstRest (1 (7)). - (1 4) math:sum 5. -} - -_:bng_13283 { - (5 4) :attack3 (1 7). -} - -_:bng_13284 { - (3 1 7) list:firstRest (3 (1 7)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 7). -} - -_:bng_13285 { - (5 3) :attack3 (3 1 7). -} - -_:bng_13286 { - (6 3 1 7) list:firstRest (6 (3 1 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (3 1 7). -} - -_:bng_13287 { - (5 2) :attack3 (6 3 1 7). -} - -_:bng_13288 { - (2 6 3 1 7) list:firstRest (2 (6 3 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 3 1 7). -} - -_:bng_13289 { - (5 1) :attack3 (2 6 3 1 7). -} - -_:bng_13290 { - [] rdf:value 5; :attack (2 6 3 1 7). -} - -_:bng_13291 { - (6 3 1 7) list:firstRest (6 (3 1 7)). - (6 2) math:sum 8. -} - -_:bng_13292 { - (8 2) :attack3 (6 3 1 7). -} - -_:bng_13293 { - (2 6 3 1 7) list:firstRest (2 (6 3 1 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 1 7). -} - -_:bng_13294 { - (8 1) :attack3 (2 6 3 1 7). -} - -_:bng_13295 { - [] rdf:value 8; :attack (2 6 3 1 7). -} - -_:bng_13296 { - (1 7) list:firstRest (1 (7)). - (1 3) math:sum 4. -} - -_:bng_13297 { - (4 3) :attack3 (1 7). -} - -_:bng_13298 { - (3 1 7) list:firstRest (3 (1 7)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7). -} - -_:bng_13299 { - (4 2) :attack3 (3 1 7). -} - -_:bng_13300 { - (6 3 1 7) list:firstRest (6 (3 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7). -} - -_:bng_13301 { - (4 1) :attack3 (6 3 1 7). -} - -_:bng_13302 { - [] rdf:value 4; :attack (6 3 1 7). -} - -_:bng_13303 { - (6 3 1 7) list:firstRest (6 (3 1 7)). - (6 1) math:difference 5. -} - -_:bng_13304 { - (5 1) :attack3 (6 3 1 7). -} - -_:bng_13305 { - [] rdf:value 5; :attack (6 3 1 7). -} - -_:bng_13306 { - (6 3 1 7) list:firstRest (6 (3 1 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 7). -} - -_:bng_13307 { - (2 2) :attack3 (6 3 1 7). -} - -_:bng_13308 { - (8 6 3 1 7) list:firstRest (8 (6 3 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 3 1 7). -} - -_:bng_13309 { - (2 1) :attack3 (8 6 3 1 7). -} - -_:bng_13310 { - [] rdf:value 2; :attack (8 6 3 1 7). -} - -_:bng_13311 { - (8 6 3 1 7) list:firstRest (8 (6 3 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 1 7). -} - -_:bng_13312 { - (4 1) :attack3 (8 6 3 1 7). -} - -_:bng_13313 { - [] rdf:value 4; :attack (8 6 3 1 7). -} - -_:bng_13314 { - (8 6 3 1 7) list:firstRest (8 (6 3 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 3 1 7). -} - -_:bng_13315 { - (5 1) :attack3 (8 6 3 1 7). -} - -_:bng_13316 { - [] rdf:value 5; :attack (8 6 3 1 7). -} - -_:bng_13317 { - (4 2 8 3 1 7) list:firstRest (4 (2 8 3 1 7)). - (4 1) math:sum 5. -} - -_:bng_13318 { - (5 1) :attack3 (4 2 8 3 1 7). -} - -_:bng_13319 { - [] rdf:value 5; :attack (4 2 8 3 1 7). -} - -_:bng_13320 { - (8 3 1 7) list:firstRest (8 (3 1 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (3 1 7). -} - -_:bng_13321 { - (6 3) :attack3 (8 3 1 7). -} - -_:bng_13322 { - (2 8 3 1 7) list:firstRest (2 (8 3 1 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 3 1 7). -} - -_:bng_13323 { - (6 2) :attack3 (2 8 3 1 7). -} - -_:bng_13324 { - (4 2 8 3 1 7) list:firstRest (4 (2 8 3 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 8 3 1 7). -} - -_:bng_13325 { - (6 1) :attack3 (4 2 8 3 1 7). -} - -_:bng_13326 { - [] rdf:value 6; :attack (4 2 8 3 1 7). -} - -_:bng_13327 { - (8 3 1 7) list:firstRest (8 (3 1 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (3 1 7). -} - -_:bng_13328 { - (5 2) :attack3 (8 3 1 7). -} - -_:bng_13329 { - (2 8 3 1 7) list:firstRest (2 (8 3 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 3 1 7). -} - -_:bng_13330 { - (5 1) :attack3 (2 8 3 1 7). -} - -_:bng_13331 { - [] rdf:value 5; :attack (2 8 3 1 7). -} - -_:bng_13332 { - (8 3 1 7) list:firstRest (8 (3 1 7)). - (8 2) math:difference 6. -} - -_:bng_13333 { - (6 2) :attack3 (8 3 1 7). -} - -_:bng_13334 { - (2 8 3 1 7) list:firstRest (2 (8 3 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 1 7). -} - -_:bng_13335 { - (6 1) :attack3 (2 8 3 1 7). -} - -_:bng_13336 { - [] rdf:value 6; :attack (2 8 3 1 7). -} - -_:bng_13337 { - (8 3 1 7) list:firstRest (8 (3 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7). -} - -_:bng_13338 { - (4 1) :attack3 (8 3 1 7). -} - -_:bng_13339 { - [] rdf:value 4; :attack (8 3 1 7). -} - -_:bng_13340 { - (3 1 7) list:firstRest (3 (1 7)). - (3 2) math:sum 5. -} - -_:bng_13341 { - (5 2) :attack3 (3 1 7). -} - -_:bng_13342 { - (8 3 1 7) list:firstRest (8 (3 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 7). -} - -_:bng_13343 { - (5 1) :attack3 (8 3 1 7). -} - -_:bng_13344 { - [] rdf:value 5; :attack (8 3 1 7). -} - -_:bng_13345 { - (8 3 1 7) list:firstRest (8 (3 1 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 7). -} - -_:bng_13346 { - (2 2) :attack3 (8 3 1 7). -} - -_:bng_13347 { - (6 8 3 1 7) list:firstRest (6 (8 3 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 3 1 7). -} - -_:bng_13348 { - (2 1) :attack3 (6 8 3 1 7). -} - -_:bng_13349 { - [] rdf:value 2; :attack (6 8 3 1 7). -} - -_:bng_13350 { - (5) list:select (5 ()). - (_:bng_18124 false true) log:ifThenElseIn (() 1). - (5 2 4 6 8 3 1 7) list:firstRest (5 (2 4 6 8 3 1 7)). - (() (5 2 4 6 8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13351 { - ((5) (2 4 6 8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13352 { - (2 5) list:select (2 (5)). - (_:bng_18125 false true) log:ifThenElseIn (() 1). - (2 4 6 8 3 1 7) list:firstRest (2 (4 6 8 3 1 7)). - ((5) (2 4 6 8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13353 { - ((2 5) (4 6 8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13354 { - (2 4 5) list:select (4 (2 5)). - (_:bng_18126 false true) log:ifThenElseIn (() 1). - (4 6 8 3 1 7) list:firstRest (4 (6 8 3 1 7)). - ((2 5) (4 6 8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13355 { - ((2 4 5) (6 8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13356 { - (2 4 5 6) list:select (6 (2 4 5)). - (_:bng_18127 false true) log:ifThenElseIn (() 1). - (6 8 3 1 7) list:firstRest (6 (8 3 1 7)). - ((2 4 5) (6 8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13357 { - ((2 4 5 6) (8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13358 { - (2 4 5 6 8) list:select (8 (2 4 5 6)). - (_:bng_18128 false true) log:ifThenElseIn (() 1). - (8 3 1 7) list:firstRest (8 (3 1 7)). - ((2 4 5 6) (8 3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13359 { - ((2 4 5 6 8) (3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13360 { - (2 3 4 5 6 8) list:select (3 (2 4 5 6 8)). - (_:bng_18129 false true) log:ifThenElseIn (() 1). - (3 1 7) list:firstRest (3 (1 7)). - ((2 4 5 6 8) (3 1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13361 { - ((2 3 4 5 6 8) (1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13362 { - (1 2 3 4 5 6 8) list:select (1 (2 3 4 5 6 8)). - (_:bng_18130 false true) log:ifThenElseIn (() 1). - (1 7) list:firstRest (1 (7)). - ((2 3 4 5 6 8) (1 7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13363 { - ((1 2 3 4 5 6 8) (7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13364 { - (1 2 3 4 5 6 7 8) list:select (7 (1 2 3 4 5 6 8)). - (_:bng_18131 false true) log:ifThenElseIn (() 1). - (7) list:firstRest (7 ()). - ((1 2 3 4 5 6 8) (7)) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13365 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13366 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 2 4 6 8 3 1 7). -} - -_:bng_13367 { - [] rdf:value 8; :queens (5 2 4 6 8 3 1 7). -} - -_:bng_13368 { - (4 6 8 3 1 7) list:firstRest (4 (6 8 3 1 7)). - (4 1) math:sum 5. -} - -_:bng_13369 { - (5 1) :attack3 (4 6 8 3 1 7). -} - -_:bng_13370 { - [] rdf:value 5; :attack (4 6 8 3 1 7). -} - -_:bng_13371 { - (6 8 3 1 7) list:firstRest (6 (8 3 1 7)). - (6 1) math:difference 5. -} - -_:bng_13372 { - (5 1) :attack3 (6 8 3 1 7). -} - -_:bng_13373 { - [] rdf:value 5; :attack (6 8 3 1 7). -} - -_:bng_13374 { - (2 4 1 7) list:firstRest (2 (4 1 7)). - (2 1) math:sum 3. -} - -_:bng_13375 { - (3 1) :attack3 (2 4 1 7). -} - -_:bng_13376 { - [] rdf:value 3; :attack (2 4 1 7). -} - -_:bng_13377 { - (4 1 7) list:firstRest (4 (1 7)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 7). -} - -_:bng_13378 { - (6 4) :attack3 (4 1 7). -} - -_:bng_13379 { - (2 4 1 7) list:firstRest (2 (4 1 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (4 1 7). -} - -_:bng_13380 { - (6 3) :attack3 (2 4 1 7). -} - -_:bng_13381 { - (5 2 4 1 7) list:firstRest (5 (2 4 1 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (2 4 1 7). -} - -_:bng_13382 { - (6 2) :attack3 (5 2 4 1 7). -} - -_:bng_13383 { - (3 5 2 4 1 7) list:firstRest (3 (5 2 4 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 2 4 1 7). -} - -_:bng_13384 { - (6 1) :attack3 (3 5 2 4 1 7). -} - -_:bng_13385 { - [] rdf:value 6; :attack (3 5 2 4 1 7). -} - -_:bng_13386 { - (4 1 7) list:firstRest (4 (1 7)). - (4 4) math:sum 8. -} - -_:bng_13387 { - (8 4) :attack3 (4 1 7). -} - -_:bng_13388 { - (2 4 1 7) list:firstRest (2 (4 1 7)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 1 7). -} - -_:bng_13389 { - (8 3) :attack3 (2 4 1 7). -} - -_:bng_13390 { - (5 2 4 1 7) list:firstRest (5 (2 4 1 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 4 1 7). -} - -_:bng_13391 { - (8 2) :attack3 (5 2 4 1 7). -} - -_:bng_13392 { - (3 5 2 4 1 7) list:firstRest (3 (5 2 4 1 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 2 4 1 7). -} - -_:bng_13393 { - (8 1) :attack3 (3 5 2 4 1 7). -} - -_:bng_13394 { - [] rdf:value 8; :attack (3 5 2 4 1 7). -} - -_:bng_13395 { - (5 2 4 1 7) list:firstRest (5 (2 4 1 7)). - (5 1) math:sum 6. -} - -_:bng_13396 { - (6 1) :attack3 (5 2 4 1 7). -} - -_:bng_13397 { - [] rdf:value 6; :attack (5 2 4 1 7). -} - -_:bng_13398 { - (5 2 4 1 7) list:firstRest (5 (2 4 1 7)). - (5 2) math:difference 3. -} - -_:bng_13399 { - (3 2) :attack3 (5 2 4 1 7). -} - -_:bng_13400 { - (8 5 2 4 1 7) list:firstRest (8 (5 2 4 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 4 1 7). -} - -_:bng_13401 { - (3 1) :attack3 (8 5 2 4 1 7). -} - -_:bng_13402 { - [] rdf:value 3; :attack (8 5 2 4 1 7). -} - -_:bng_13403 { - (8 5 2 4 1 7) list:firstRest (8 (5 2 4 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 2 4 1 7). -} - -_:bng_13404 { - (6 1) :attack3 (8 5 2 4 1 7). -} - -_:bng_13405 { - [] rdf:value 6; :attack (8 5 2 4 1 7). -} - -_:bng_13406 { - (4 1 7) list:firstRest (4 (1 7)). - (4 2) math:sum 6. -} - -_:bng_13407 { - (6 2) :attack3 (4 1 7). -} - -_:bng_13408 { - (2 4 1 7) list:firstRest (2 (4 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 7). -} - -_:bng_13409 { - (6 1) :attack3 (2 4 1 7). -} - -_:bng_13410 { - [] rdf:value 6; :attack (2 4 1 7). -} - -_:bng_13411 { - (2 4 1 7) list:firstRest (2 (4 1 7)). - (2 3) math:sum 5. -} - -_:bng_13412 { - (5 3) :attack3 (2 4 1 7). -} - -_:bng_13413 { - (8 2 4 1 7) list:firstRest (8 (2 4 1 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 4 1 7). -} - -_:bng_13414 { - (5 2) :attack3 (8 2 4 1 7). -} - -_:bng_13415 { - (3 8 2 4 1 7) list:firstRest (3 (8 2 4 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 4 1 7). -} - -_:bng_13416 { - (5 1) :attack3 (3 8 2 4 1 7). -} - -_:bng_13417 { - [] rdf:value 5; :attack (3 8 2 4 1 7). -} - -_:bng_13418 { - (8 2 4 1 7) list:firstRest (8 (2 4 1 7)). - (8 2) math:difference 6. -} - -_:bng_13419 { - (6 2) :attack3 (8 2 4 1 7). -} - -_:bng_13420 { - (3 8 2 4 1 7) list:firstRest (3 (8 2 4 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 4 1 7). -} - -_:bng_13421 { - (6 1) :attack3 (3 8 2 4 1 7). -} - -_:bng_13422 { - [] rdf:value 6; :attack (3 8 2 4 1 7). -} - -_:bng_13423 { - (4 1 7) list:firstRest (4 (1 7)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 7). -} - -_:bng_13424 { - (5 3) :attack3 (4 1 7). -} - -_:bng_13425 { - (2 4 1 7) list:firstRest (2 (4 1 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (4 1 7). -} - -_:bng_13426 { - (5 2) :attack3 (2 4 1 7). -} - -_:bng_13427 { - (8 2 4 1 7) list:firstRest (8 (2 4 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 4 1 7). -} - -_:bng_13428 { - (5 1) :attack3 (8 2 4 1 7). -} - -_:bng_13429 { - [] rdf:value 5; :attack (8 2 4 1 7). -} - -_:bng_13430 { - (8 2 4 1 7) list:firstRest (8 (2 4 1 7)). - (8 3) math:difference 5. -} - -_:bng_13431 { - (5 3) :attack3 (8 2 4 1 7). -} - -_:bng_13432 { - (6 8 2 4 1 7) list:firstRest (6 (8 2 4 1 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 2 4 1 7). -} - -_:bng_13433 { - (5 2) :attack3 (6 8 2 4 1 7). -} - -_:bng_13434 { - (3 6 8 2 4 1 7) list:firstRest (3 (6 8 2 4 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2 4 1 7). -} - -_:bng_13435 { - (5 1) :attack3 (3 6 8 2 4 1 7). -} - -_:bng_13436 { - [] rdf:value 5; :attack (3 6 8 2 4 1 7). -} - -_:bng_13437 { - (6 8 2 4 1 7) list:firstRest (6 (8 2 4 1 7)). - (6 1) math:difference 5. -} - -_:bng_13438 { - (5 1) :attack3 (6 8 2 4 1 7). -} - -_:bng_13439 { - [] rdf:value 5; :attack (6 8 2 4 1 7). -} - -_:bng_13440 { - (4 1 7) list:firstRest (4 (1 7)). - (4 1) math:difference 3. -} - -_:bng_13441 { - (3 1) :attack3 (4 1 7). -} - -_:bng_13442 { - [] rdf:value 3; :attack (4 1 7). -} - -_:bng_13443 { - (4 1 7) list:firstRest (4 (1 7)). - (4 1) math:sum 5. -} - -_:bng_13444 { - (5 1) :attack3 (4 1 7). -} - -_:bng_13445 { - [] rdf:value 5; :attack (4 1 7). -} - -_:bng_13446 { - (4 1 7) list:firstRest (4 (1 7)). - (4 2) math:difference 2. -} - -_:bng_13447 { - (2 2) :attack3 (4 1 7). -} - -_:bng_13448 { - (6 4 1 7) list:firstRest (6 (4 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 7). -} - -_:bng_13449 { - (2 1) :attack3 (6 4 1 7). -} - -_:bng_13450 { - [] rdf:value 2; :attack (6 4 1 7). -} - -_:bng_13451 { - (7) list:firstRest (7 ()). - (7 4) math:difference 3. -} - -_:bng_13452 { - (3 4) :attack3 (7). -} - -_:bng_13453 { - (1 7) list:firstRest (1 (7)). - (3 1) math:sum 4 . - (3 4) :attack3 (7). -} - -_:bng_13454 { - (3 3) :attack3 (1 7). -} - -_:bng_13455 { - (4 1 7) list:firstRest (4 (1 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7). -} - -_:bng_13456 { - (3 2) :attack3 (4 1 7). -} - -_:bng_13457 { - (6 4 1 7) list:firstRest (6 (4 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7). -} - -_:bng_13458 { - (3 1) :attack3 (6 4 1 7). -} - -_:bng_13459 { - [] rdf:value 3; :attack (6 4 1 7). -} - -_:bng_13460 { - (6 4 1 7) list:firstRest (6 (4 1 7)). - (6 1) math:difference 5. -} - -_:bng_13461 { - (5 1) :attack3 (6 4 1 7). -} - -_:bng_13462 { - [] rdf:value 5; :attack (6 4 1 7). -} - -_:bng_13463 { - (4 1 7) list:firstRest (4 (1 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 7). -} - -_:bng_13464 { - (2 3) :attack3 (4 1 7). -} - -_:bng_13465 { - (6 4 1 7) list:firstRest (6 (4 1 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 1 7). -} - -_:bng_13466 { - (2 2) :attack3 (6 4 1 7). -} - -_:bng_13467 { - (8 6 4 1 7) list:firstRest (8 (6 4 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 4 1 7). -} - -_:bng_13468 { - (2 1) :attack3 (8 6 4 1 7). -} - -_:bng_13469 { - [] rdf:value 2; :attack (8 6 4 1 7). -} - -_:bng_13470 { - (3 8 6 4 1 7) list:firstRest (3 (8 6 4 1 7)). - (3 1) math:difference 2. -} - -_:bng_13471 { - (2 1) :attack3 (3 8 6 4 1 7). -} - -_:bng_13472 { - [] rdf:value 2; :attack (3 8 6 4 1 7). -} - -_:bng_13473 { - (6 4 1 7) list:firstRest (6 (4 1 7)). - (6 4) math:difference 2. -} - -_:bng_13474 { - (2 4) :attack3 (6 4 1 7). -} - -_:bng_13475 { - (8 6 4 1 7) list:firstRest (8 (6 4 1 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 4 1 7). -} - -_:bng_13476 { - (2 3) :attack3 (8 6 4 1 7). -} - -_:bng_13477 { - (3 8 6 4 1 7) list:firstRest (3 (8 6 4 1 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 4 1 7). -} - -_:bng_13478 { - (2 2) :attack3 (3 8 6 4 1 7). -} - -_:bng_13479 { - (5 3 8 6 4 1 7) list:firstRest (5 (3 8 6 4 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 6 4 1 7). -} - -_:bng_13480 { - (2 1) :attack3 (5 3 8 6 4 1 7). -} - -_:bng_13481 { - [] rdf:value 2; :attack (5 3 8 6 4 1 7). -} - -_:bng_13482 { - (6 4 1 7) list:firstRest (6 (4 1 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (4 1 7). -} - -_:bng_13483 { - (5 2) :attack3 (6 4 1 7). -} - -_:bng_13484 { - (8 6 4 1 7) list:firstRest (8 (6 4 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 4 1 7). -} - -_:bng_13485 { - (5 1) :attack3 (8 6 4 1 7). -} - -_:bng_13486 { - [] rdf:value 5; :attack (8 6 4 1 7). -} - -_:bng_13487 { - (8 4 1 7) list:firstRest (8 (4 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 7). -} - -_:bng_13488 { - (2 1) :attack3 (8 4 1 7). -} - -_:bng_13489 { - [] rdf:value 2; :attack (8 4 1 7). -} - -_:bng_13490 { - (8 4 1 7) list:firstRest (8 (4 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7). -} - -_:bng_13491 { - (3 1) :attack3 (8 4 1 7). -} - -_:bng_13492 { - [] rdf:value 3; :attack (8 4 1 7). -} - -_:bng_13493 { - (8 4 1 7) list:firstRest (8 (4 1 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 1 7). -} - -_:bng_13494 { - (2 2) :attack3 (8 4 1 7). -} - -_:bng_13495 { - (5 8 4 1 7) list:firstRest (5 (8 4 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 4 1 7). -} - -_:bng_13496 { - (2 1) :attack3 (5 8 4 1 7). -} - -_:bng_13497 { - [] rdf:value 2; :attack (5 8 4 1 7). -} - -_:bng_13498 { - (3 5 8 4 1 7) list:firstRest (3 (5 8 4 1 7)). - (3 1) math:difference 2. -} - -_:bng_13499 { - (2 1) :attack3 (3 5 8 4 1 7). -} - -_:bng_13500 { - [] rdf:value 2; :attack (3 5 8 4 1 7). -} - -_:bng_13501 { - (8 4 1 7) list:firstRest (8 (4 1 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (4 1 7). -} - -_:bng_13502 { - (6 3) :attack3 (8 4 1 7). -} - -_:bng_13503 { - (5 8 4 1 7) list:firstRest (5 (8 4 1 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 4 1 7). -} - -_:bng_13504 { - (6 2) :attack3 (5 8 4 1 7). -} - -_:bng_13505 { - (3 5 8 4 1 7) list:firstRest (3 (5 8 4 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 4 1 7). -} - -_:bng_13506 { - (6 1) :attack3 (3 5 8 4 1 7). -} - -_:bng_13507 { - [] rdf:value 6; :attack (3 5 8 4 1 7). -} - -_:bng_13508 { - (5 8 4 1 7) list:firstRest (5 (8 4 1 7)). - (5 1) math:sum 6. -} - -_:bng_13509 { - (6 1) :attack3 (5 8 4 1 7). -} - -_:bng_13510 { - [] rdf:value 6; :attack (5 8 4 1 7). -} - -_:bng_13511 { - (8 4 1 7) list:firstRest (8 (4 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 7). -} - -_:bng_13512 { - (6 1) :attack3 (8 4 1 7). -} - -_:bng_13513 { - [] rdf:value 6; :attack (8 4 1 7). -} - -_:bng_13514 { - (7) list:firstRest (7 ()). - (7 2) math:difference 5. -} - -_:bng_13515 { - (5 2) :attack3 (7). -} - -_:bng_13516 { - (1 7) list:firstRest (1 (7)). - (1 1) math:sum 2 . - (5 2) :attack3 (7). -} - -_:bng_13517 { - (5 1) :attack3 (1 7). -} - -_:bng_13518 { - [] rdf:value 5; :attack (1 7). -} - -_:bng_13519 { - (2 6 1 7) list:firstRest (2 (6 1 7)). - (2 1) math:sum 3. -} - -_:bng_13520 { - (3 1) :attack3 (2 6 1 7). -} - -_:bng_13521 { - [] rdf:value 3; :attack (2 6 1 7). -} - -_:bng_13522 { - (6 1 7) list:firstRest (6 (1 7)). - (6 2) math:difference 4. -} - -_:bng_13523 { - (4 2) :attack3 (6 1 7). -} - -_:bng_13524 { - (2 6 1 7) list:firstRest (2 (6 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 7). -} - -_:bng_13525 { - (4 1) :attack3 (2 6 1 7). -} - -_:bng_13526 { - [] rdf:value 4; :attack (2 6 1 7). -} - -_:bng_13527 { - (6 1 7) list:firstRest (6 (1 7)). - (6 3) math:difference 3. -} - -_:bng_13528 { - (3 3) :attack3 (6 1 7). -} - -_:bng_13529 { - (2 6 1 7) list:firstRest (2 (6 1 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1 7). -} - -_:bng_13530 { - (3 2) :attack3 (2 6 1 7). -} - -_:bng_13531 { - (5 2 6 1 7) list:firstRest (5 (2 6 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 1 7). -} - -_:bng_13532 { - (3 1) :attack3 (5 2 6 1 7). -} - -_:bng_13533 { - [] rdf:value 3; :attack (5 2 6 1 7). -} - -_:bng_13534 { - (5 2 6 1 7) list:firstRest (5 (2 6 1 7)). - (5 1) math:difference 4. -} - -_:bng_13535 { - (4 1) :attack3 (5 2 6 1 7). -} - -_:bng_13536 { - [] rdf:value 4; :attack (5 2 6 1 7). -} - -_:bng_13537 { - (5 2 6 1 7) list:firstRest (5 (2 6 1 7)). - (5 2) math:difference 3. -} - -_:bng_13538 { - (3 2) :attack3 (5 2 6 1 7). -} - -_:bng_13539 { - (8 5 2 6 1 7) list:firstRest (8 (5 2 6 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 6 1 7). -} - -_:bng_13540 { - (3 1) :attack3 (8 5 2 6 1 7). -} - -_:bng_13541 { - [] rdf:value 3; :attack (8 5 2 6 1 7). -} - -_:bng_13542 { - (4 8 5 2 6 1 7) list:firstRest (4 (8 5 2 6 1 7)). - (4 1) math:difference 3. -} - -_:bng_13543 { - (3 1) :attack3 (4 8 5 2 6 1 7). -} - -_:bng_13544 { - [] rdf:value 3; :attack (4 8 5 2 6 1 7). -} - -_:bng_13545 { - (6 1 7) list:firstRest (6 (1 7)). - (6 2) math:sum 8. -} - -_:bng_13546 { - (8 2) :attack3 (6 1 7). -} - -_:bng_13547 { - (2 6 1 7) list:firstRest (2 (6 1 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 7). -} - -_:bng_13548 { - (8 1) :attack3 (2 6 1 7). -} - -_:bng_13549 { - [] rdf:value 8; :attack (2 6 1 7). -} - -_:bng_13550 { - (1 7) list:firstRest (1 (7)). - (1 2) math:sum 3. -} - -_:bng_13551 { - (3 2) :attack3 (1 7). -} - -_:bng_13552 { - (6 1 7) list:firstRest (6 (1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7). -} - -_:bng_13553 { - (3 1) :attack3 (6 1 7). -} - -_:bng_13554 { - [] rdf:value 3; :attack (6 1 7). -} - -_:bng_13555 { - (7) list:firstRest (7 ()). - (7 3) math:difference 4. -} - -_:bng_13556 { - (4 3) :attack3 (7). -} - -_:bng_13557 { - (1 7) list:firstRest (1 (7)). - (2 1) math:sum 3 . - (4 3) :attack3 (7). -} - -_:bng_13558 { - (4 2) :attack3 (1 7). -} - -_:bng_13559 { - (6 1 7) list:firstRest (6 (1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7). -} - -_:bng_13560 { - (4 1) :attack3 (6 1 7). -} - -_:bng_13561 { - [] rdf:value 4; :attack (6 1 7). -} - -_:bng_13562 { - (6 1 7) list:firstRest (6 (1 7)). - (6 1) math:difference 5. -} - -_:bng_13563 { - (5 1) :attack3 (6 1 7). -} - -_:bng_13564 { - [] rdf:value 5; :attack (6 1 7). -} - -_:bng_13565 { - (2 8 6 1 7) list:firstRest (2 (8 6 1 7)). - (2 1) math:sum 3. -} - -_:bng_13566 { - (3 1) :attack3 (2 8 6 1 7). -} - -_:bng_13567 { - [] rdf:value 3; :attack (2 8 6 1 7). -} - -_:bng_13568 { - (4 2 8 6 1 7) list:firstRest (4 (2 8 6 1 7)). - (4 1) math:difference 3. -} - -_:bng_13569 { - (3 1) :attack3 (4 2 8 6 1 7). -} - -_:bng_13570 { - [] rdf:value 3; :attack (4 2 8 6 1 7). -} - -_:bng_13571 { - (4 2 8 6 1 7) list:firstRest (4 (2 8 6 1 7)). - (4 1) math:sum 5. -} - -_:bng_13572 { - (5 1) :attack3 (4 2 8 6 1 7). -} - -_:bng_13573 { - [] rdf:value 5; :attack (4 2 8 6 1 7). -} - -_:bng_13574 { - (6 1 7) list:firstRest (6 (1 7)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 7). -} - -_:bng_13575 { - (5 3) :attack3 (6 1 7). -} - -_:bng_13576 { - (8 6 1 7) list:firstRest (8 (6 1 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (6 1 7). -} - -_:bng_13577 { - (5 2) :attack3 (8 6 1 7). -} - -_:bng_13578 { - (2 8 6 1 7) list:firstRest (2 (8 6 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 6 1 7). -} - -_:bng_13579 { - (5 1) :attack3 (2 8 6 1 7). -} - -_:bng_13580 { - [] rdf:value 5; :attack (2 8 6 1 7). -} - -_:bng_13581 { - (6 1 7) list:firstRest (6 (1 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7). -} - -_:bng_13582 { - (3 2) :attack3 (6 1 7). -} - -_:bng_13583 { - (8 6 1 7) list:firstRest (8 (6 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 1 7). -} - -_:bng_13584 { - (3 1) :attack3 (8 6 1 7). -} - -_:bng_13585 { - [] rdf:value 3; :attack (8 6 1 7). -} - -_:bng_13586 { - (8 6 1 7) list:firstRest (8 (6 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 7). -} - -_:bng_13587 { - (4 1) :attack3 (8 6 1 7). -} - -_:bng_13588 { - [] rdf:value 4; :attack (8 6 1 7). -} - -_:bng_13589 { - (6 1 7) list:firstRest (6 (1 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 7). -} - -_:bng_13590 { - (2 3) :attack3 (6 1 7). -} - -_:bng_13591 { - (8 6 1 7) list:firstRest (8 (6 1 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (6 1 7). -} - -_:bng_13592 { - (2 2) :attack3 (8 6 1 7). -} - -_:bng_13593 { - (5 8 6 1 7) list:firstRest (5 (8 6 1 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 6 1 7). -} - -_:bng_13594 { - (2 1) :attack3 (5 8 6 1 7). -} - -_:bng_13595 { - [] rdf:value 2; :attack (5 8 6 1 7). -} - -_:bng_13596 { - (8 6 1 7) list:firstRest (8 (6 1 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1 7). -} - -_:bng_13597 { - (3 2) :attack3 (8 6 1 7). -} - -_:bng_13598 { - (5 8 6 1 7) list:firstRest (5 (8 6 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 1 7). -} - -_:bng_13599 { - (3 1) :attack3 (5 8 6 1 7). -} - -_:bng_13600 { - [] rdf:value 3; :attack (5 8 6 1 7). -} - -_:bng_13601 { - (5 8 6 1 7) list:firstRest (5 (8 6 1 7)). - (5 1) math:difference 4. -} - -_:bng_13602 { - (4 1) :attack3 (5 8 6 1 7). -} - -_:bng_13603 { - [] rdf:value 4; :attack (5 8 6 1 7). -} - -_:bng_13604 { - (2 8 1 7) list:firstRest (2 (8 1 7)). - (2 1) math:sum 3. -} - -_:bng_13605 { - (3 1) :attack3 (2 8 1 7). -} - -_:bng_13606 { - [] rdf:value 3; :attack (2 8 1 7). -} - -_:bng_13607 { - (8 1 7) list:firstRest (8 (1 7)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7). -} - -_:bng_13608 { - (4 2) :attack3 (8 1 7). -} - -_:bng_13609 { - (2 8 1 7) list:firstRest (2 (8 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1 7). -} - -_:bng_13610 { - (4 1) :attack3 (2 8 1 7). -} - -_:bng_13611 { - [] rdf:value 4; :attack (2 8 1 7). -} - -_:bng_13612 { - (3 5 2 8 1 7) list:firstRest (3 (5 2 8 1 7)). - (3 1) math:sum 4. -} - -_:bng_13613 { - (4 1) :attack3 (3 5 2 8 1 7). -} - -_:bng_13614 { - [] rdf:value 4; :attack (3 5 2 8 1 7). -} - -_:bng_13615 { - (8 1 7) list:firstRest (8 (1 7)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 7). -} - -_:bng_13616 { - (6 4) :attack3 (8 1 7). -} - -_:bng_13617 { - (2 8 1 7) list:firstRest (2 (8 1 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1 7). -} - -_:bng_13618 { - (6 3) :attack3 (2 8 1 7). -} - -_:bng_13619 { - (5 2 8 1 7) list:firstRest (5 (2 8 1 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (2 8 1 7). -} - -_:bng_13620 { - (6 2) :attack3 (5 2 8 1 7). -} - -_:bng_13621 { - (3 5 2 8 1 7) list:firstRest (3 (5 2 8 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 2 8 1 7). -} - -_:bng_13622 { - (6 1) :attack3 (3 5 2 8 1 7). -} - -_:bng_13623 { - [] rdf:value 6; :attack (3 5 2 8 1 7). -} - -_:bng_13624 { - (5 2 8 1 7) list:firstRest (5 (2 8 1 7)). - (5 1) math:difference 4. -} - -_:bng_13625 { - (4 1) :attack3 (5 2 8 1 7). -} - -_:bng_13626 { - [] rdf:value 4; :attack (5 2 8 1 7). -} - -_:bng_13627 { - (5 2 8 1 7) list:firstRest (5 (2 8 1 7)). - (5 1) math:sum 6. -} - -_:bng_13628 { - (6 1) :attack3 (5 2 8 1 7). -} - -_:bng_13629 { - [] rdf:value 6; :attack (5 2 8 1 7). -} - -_:bng_13630 { - (8 1 7) list:firstRest (8 (1 7)). - (8 2) math:difference 6. -} - -_:bng_13631 { - (6 2) :attack3 (8 1 7). -} - -_:bng_13632 { - (2 8 1 7) list:firstRest (2 (8 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 7). -} - -_:bng_13633 { - (6 1) :attack3 (2 8 1 7). -} - -_:bng_13634 { - [] rdf:value 6; :attack (2 8 1 7). -} - -_:bng_13635 { - (8 1 7) list:firstRest (8 (1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7). -} - -_:bng_13636 { - (3 1) :attack3 (8 1 7). -} - -_:bng_13637 { - [] rdf:value 3; :attack (8 1 7). -} - -_:bng_13638 { - (8 1 7) list:firstRest (8 (1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7). -} - -_:bng_13639 { - (4 1) :attack3 (8 1 7). -} - -_:bng_13640 { - [] rdf:value 4; :attack (8 1 7). -} - -_:bng_13641 { - (2 5 8 1 7) list:firstRest (2 (5 8 1 7)). - (2 1) math:sum 3. -} - -_:bng_13642 { - (3 1) :attack3 (2 5 8 1 7). -} - -_:bng_13643 { - [] rdf:value 3; :attack (2 5 8 1 7). -} - -_:bng_13644 { - (4 2 5 8 1 7) list:firstRest (4 (2 5 8 1 7)). - (4 1) math:difference 3. -} - -_:bng_13645 { - (3 1) :attack3 (4 2 5 8 1 7). -} - -_:bng_13646 { - [] rdf:value 3; :attack (4 2 5 8 1 7). -} - -_:bng_13647 { - (5 8 1 7) list:firstRest (5 (8 1 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1 7). -} - -_:bng_13648 { - (6 3) :attack3 (5 8 1 7). -} - -_:bng_13649 { - (2 5 8 1 7) list:firstRest (2 (5 8 1 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 8 1 7). -} - -_:bng_13650 { - (6 2) :attack3 (2 5 8 1 7). -} - -_:bng_13651 { - (4 2 5 8 1 7) list:firstRest (4 (2 5 8 1 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 5 8 1 7). -} - -_:bng_13652 { - (6 1) :attack3 (4 2 5 8 1 7). -} - -_:bng_13653 { - [] rdf:value 6; :attack (4 2 5 8 1 7). -} - -_:bng_13654 { - (3 6 2 5 8 1 7) list:firstRest (3 (6 2 5 8 1 7)). - (3 1) math:sum 4. -} - -_:bng_13655 { - (4 1) :attack3 (3 6 2 5 8 1 7). -} - -_:bng_13656 { - [] rdf:value 4; :attack (3 6 2 5 8 1 7). -} - -_:bng_13657 { - (2 5 8 1 7) list:firstRest (2 (5 8 1 7)). - (2 2) math:sum 4. -} - -_:bng_13658 { - (4 2) :attack3 (2 5 8 1 7). -} - -_:bng_13659 { - (6 2 5 8 1 7) list:firstRest (6 (2 5 8 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 8 1 7). -} - -_:bng_13660 { - (4 1) :attack3 (6 2 5 8 1 7). -} - -_:bng_13661 { - [] rdf:value 4; :attack (6 2 5 8 1 7). -} - -_:bng_13662 { - (8 1 7) list:firstRest (8 (1 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7). -} - -_:bng_13663 { - (3 2) :attack3 (8 1 7). -} - -_:bng_13664 { - (5 8 1 7) list:firstRest (5 (8 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7). -} - -_:bng_13665 { - (3 1) :attack3 (5 8 1 7). -} - -_:bng_13666 { - [] rdf:value 3; :attack (5 8 1 7). -} - -_:bng_13667 { - (5 8 1 7) list:firstRest (5 (8 1 7)). - (5 1) math:difference 4. -} - -_:bng_13668 { - (4 1) :attack3 (5 8 1 7). -} - -_:bng_13669 { - [] rdf:value 4; :attack (5 8 1 7). -} - -_:bng_13670 { - (5 8 1 7) list:firstRest (5 (8 1 7)). - (5 1) math:sum 6. -} - -_:bng_13671 { - (6 1) :attack3 (5 8 1 7). -} - -_:bng_13672 { - [] rdf:value 6; :attack (5 8 1 7). -} - -_:bng_13673 { - (2 6 8 1 7) list:firstRest (2 (6 8 1 7)). - (2 1) math:sum 3. -} - -_:bng_13674 { - (3 1) :attack3 (2 6 8 1 7). -} - -_:bng_13675 { - [] rdf:value 3; :attack (2 6 8 1 7). -} - -_:bng_13676 { - (6 8 1 7) list:firstRest (6 (8 1 7)). - (6 2) math:difference 4. -} - -_:bng_13677 { - (4 2) :attack3 (6 8 1 7). -} - -_:bng_13678 { - (2 6 8 1 7) list:firstRest (2 (6 8 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 1 7). -} - -_:bng_13679 { - (4 1) :attack3 (2 6 8 1 7). -} - -_:bng_13680 { - [] rdf:value 4; :attack (2 6 8 1 7). -} - -_:bng_13681 { - (8 1 7) list:firstRest (8 (1 7)). - (8 3) math:difference 5. -} - -_:bng_13682 { - (5 3) :attack3 (8 1 7). -} - -_:bng_13683 { - (6 8 1 7) list:firstRest (6 (8 1 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1 7). -} - -_:bng_13684 { - (5 2) :attack3 (6 8 1 7). -} - -_:bng_13685 { - (2 6 8 1 7) list:firstRest (2 (6 8 1 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 1 7). -} - -_:bng_13686 { - (5 1) :attack3 (2 6 8 1 7). -} - -_:bng_13687 { - [] rdf:value 5; :attack (2 6 8 1 7). -} - -_:bng_13688 { - (6 8 1 7) list:firstRest (6 (8 1 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 1 7). -} - -_:bng_13689 { - (3 1) :attack3 (6 8 1 7). -} - -_:bng_13690 { - [] rdf:value 3; :attack (6 8 1 7). -} - -_:bng_13691 { - (6 8 1 7) list:firstRest (6 (8 1 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1 7). -} - -_:bng_13692 { - (4 1) :attack3 (6 8 1 7). -} - -_:bng_13693 { - [] rdf:value 4; :attack (6 8 1 7). -} - -_:bng_13694 { - (6 8 1 7) list:firstRest (6 (8 1 7)). - (6 1) math:difference 5. -} - -_:bng_13695 { - (5 1) :attack3 (6 8 1 7). -} - -_:bng_13696 { - [] rdf:value 5; :attack (6 8 1 7). -} - -_:bng_13697 { - (2 7) list:firstRest (2 (7)). - (2 1) math:difference 1. -} - -_:bng_13698 { - (1 1) :attack3 (2 7). -} - -_:bng_13699 { - [] rdf:value 1; :attack (2 7). -} - -_:bng_13700 { - (2 7) list:firstRest (2 (7)). - (2 1) math:sum 3. -} - -_:bng_13701 { - (3 1) :attack3 (2 7). -} - -_:bng_13702 { - [] rdf:value 3; :attack (2 7). -} - -_:bng_13703 { - (2 7) list:firstRest (2 (7)). - (3 1) math:sum 4 . - (3 4) :attack3 (7). -} - -_:bng_13704 { - (3 3) :attack3 (2 7). -} - -_:bng_13705 { - (4 2 7) list:firstRest (4 (2 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 7). -} - -_:bng_13706 { - (3 2) :attack3 (4 2 7). -} - -_:bng_13707 { - (1 4 2 7) list:firstRest (1 (4 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 7). -} - -_:bng_13708 { - (3 1) :attack3 (1 4 2 7). -} - -_:bng_13709 { - [] rdf:value 3; :attack (1 4 2 7). -} - -_:bng_13710 { - (2 7) list:firstRest (2 (7)). - (2 3) math:sum 5. -} - -_:bng_13711 { - (5 3) :attack3 (2 7). -} - -_:bng_13712 { - (4 2 7) list:firstRest (4 (2 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7). -} - -_:bng_13713 { - (5 2) :attack3 (4 2 7). -} - -_:bng_13714 { - (1 4 2 7) list:firstRest (1 (4 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 7). -} - -_:bng_13715 { - (5 1) :attack3 (1 4 2 7). -} - -_:bng_13716 { - [] rdf:value 5; :attack (1 4 2 7). -} - -_:bng_13717 { - (4 2 7) list:firstRest (4 (2 7)). - (4 2) math:sum 6. -} - -_:bng_13718 { - (6 2) :attack3 (4 2 7). -} - -_:bng_13719 { - (1 4 2 7) list:firstRest (1 (4 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 7). -} - -_:bng_13720 { - (6 1) :attack3 (1 4 2 7). -} - -_:bng_13721 { - [] rdf:value 6; :attack (1 4 2 7). -} - -_:bng_13722 { - (1 4 2 7) list:firstRest (1 (4 2 7)). - (1 2) math:sum 3. -} - -_:bng_13723 { - (3 2) :attack3 (1 4 2 7). -} - -_:bng_13724 { - (8 1 4 2 7) list:firstRest (8 (1 4 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 2 7). -} - -_:bng_13725 { - (3 1) :attack3 (8 1 4 2 7). -} - -_:bng_13726 { - [] rdf:value 3; :attack (8 1 4 2 7). -} - -_:bng_13727 { - (6) list:select (6 ()). - (_:bng_18132 false true) log:ifThenElseIn (() 1). - (6 3 5 8 1 4 2 7) list:firstRest (6 (3 5 8 1 4 2 7)). - (() (6 3 5 8 1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13728 { - ((6) (3 5 8 1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13729 { - (3 6) list:select (3 (6)). - (_:bng_18133 false true) log:ifThenElseIn (() 1). - (3 5 8 1 4 2 7) list:firstRest (3 (5 8 1 4 2 7)). - ((6) (3 5 8 1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13730 { - ((3 6) (5 8 1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13731 { - (3 5 6) list:select (5 (3 6)). - (_:bng_18134 false true) log:ifThenElseIn (() 1). - (5 8 1 4 2 7) list:firstRest (5 (8 1 4 2 7)). - ((3 6) (5 8 1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13732 { - ((3 5 6) (8 1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13733 { - (3 5 6 8) list:select (8 (3 5 6)). - (_:bng_18135 false true) log:ifThenElseIn (() 1). - (8 1 4 2 7) list:firstRest (8 (1 4 2 7)). - ((3 5 6) (8 1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13734 { - ((3 5 6 8) (1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13735 { - (1 3 5 6 8) list:select (1 (3 5 6 8)). - (_:bng_18136 false true) log:ifThenElseIn (() 1). - (1 4 2 7) list:firstRest (1 (4 2 7)). - ((3 5 6 8) (1 4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13736 { - ((1 3 5 6 8) (4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13737 { - (1 3 4 5 6 8) list:select (4 (1 3 5 6 8)). - (_:bng_18137 false true) log:ifThenElseIn (() 1). - (4 2 7) list:firstRest (4 (2 7)). - ((1 3 5 6 8) (4 2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13738 { - ((1 3 4 5 6 8) (2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13739 { - (1 2 3 4 5 6 8) list:select (2 (1 3 4 5 6 8)). - (_:bng_18138 false true) log:ifThenElseIn (() 1). - (2 7) list:firstRest (2 (7)). - ((1 3 4 5 6 8) (2 7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13740 { - ((1 2 3 4 5 6 8) (7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13741 { - (1 2 3 4 5 6 7 8) list:select (7 (1 2 3 4 5 6 8)). - (_:bng_18131 false true) log:ifThenElseIn (() 1). - (7) list:firstRest (7 ()). - ((1 2 3 4 5 6 8) (7)) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13742 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13743 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 5 8 1 4 2 7). -} - -_:bng_13744 { - [] rdf:value 8; :queens (6 3 5 8 1 4 2 7). -} - -_:bng_13745 { - (5 8 1 4 2 7) list:firstRest (5 (8 1 4 2 7)). - (5 1) math:sum 6. -} - -_:bng_13746 { - (6 1) :attack3 (5 8 1 4 2 7). -} - -_:bng_13747 { - [] rdf:value 6; :attack (5 8 1 4 2 7). -} - -_:bng_13748 { - (2 7) list:firstRest (2 (7)). - (2 4) math:sum 6. -} - -_:bng_13749 { - (6 4) :attack3 (2 7). -} - -_:bng_13750 { - (4 2 7) list:firstRest (4 (2 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 7). -} - -_:bng_13751 { - (6 3) :attack3 (4 2 7). -} - -_:bng_13752 { - (1 4 2 7) list:firstRest (1 (4 2 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2 7). -} - -_:bng_13753 { - (6 2) :attack3 (1 4 2 7). -} - -_:bng_13754 { - (8 1 4 2 7) list:firstRest (8 (1 4 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 4 2 7). -} - -_:bng_13755 { - (6 1) :attack3 (8 1 4 2 7). -} - -_:bng_13756 { - [] rdf:value 6; :attack (8 1 4 2 7). -} - -_:bng_13757 { - (4 2 7) list:firstRest (4 (2 7)). - (4 1) math:difference 3. -} - -_:bng_13758 { - (3 1) :attack3 (4 2 7). -} - -_:bng_13759 { - [] rdf:value 3; :attack (4 2 7). -} - -_:bng_13760 { - (4 2 7) list:firstRest (4 (2 7)). - (4 1) math:sum 5. -} - -_:bng_13761 { - (5 1) :attack3 (4 2 7). -} - -_:bng_13762 { - [] rdf:value 5; :attack (4 2 7). -} - -_:bng_13763 { - (2 7) list:firstRest (2 (7)). - (2 6) math:sum 8. -} - -_:bng_13764 { - (8 6) :attack3 (2 7). -} - -_:bng_13765 { - (4 2 7) list:firstRest (4 (2 7)). - (5 1) math:sum 6 . - (8 6) :attack3 (2 7). -} - -_:bng_13766 { - (8 5) :attack3 (4 2 7). -} - -_:bng_13767 { - (6 4 2 7) list:firstRest (6 (4 2 7)). - (4 1) math:sum 5 . - (8 5) :attack3 (4 2 7). -} - -_:bng_13768 { - (8 4) :attack3 (6 4 2 7). -} - -_:bng_13769 { - (1 6 4 2 7) list:firstRest (1 (6 4 2 7)). - (3 1) math:sum 4 . - (8 4) :attack3 (6 4 2 7). -} - -_:bng_13770 { - (8 3) :attack3 (1 6 4 2 7). -} - -_:bng_13771 { - (3 1 6 4 2 7) list:firstRest (3 (1 6 4 2 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 6 4 2 7). -} - -_:bng_13772 { - (8 2) :attack3 (3 1 6 4 2 7). -} - -_:bng_13773 { - (5 3 1 6 4 2 7) list:firstRest (5 (3 1 6 4 2 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 6 4 2 7). -} - -_:bng_13774 { - (8 1) :attack3 (5 3 1 6 4 2 7). -} - -_:bng_13775 { - [] rdf:value 8; :attack (5 3 1 6 4 2 7). -} - -_:bng_13776 { - (4 2 7) list:firstRest (4 (2 7)). - (4 4) math:sum 8. -} - -_:bng_13777 { - (8 4) :attack3 (4 2 7). -} - -_:bng_13778 { - (6 4 2 7) list:firstRest (6 (4 2 7)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 2 7). -} - -_:bng_13779 { - (8 3) :attack3 (6 4 2 7). -} - -_:bng_13780 { - (1 6 4 2 7) list:firstRest (1 (6 4 2 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4 2 7). -} - -_:bng_13781 { - (8 2) :attack3 (1 6 4 2 7). -} - -_:bng_13782 { - (3 1 6 4 2 7) list:firstRest (3 (1 6 4 2 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4 2 7). -} - -_:bng_13783 { - (8 1) :attack3 (3 1 6 4 2 7). -} - -_:bng_13784 { - [] rdf:value 8; :attack (3 1 6 4 2 7). -} - -_:bng_13785 { - (1 6 4 2 7) list:firstRest (1 (6 4 2 7)). - (1 2) math:sum 3. -} - -_:bng_13786 { - (3 2) :attack3 (1 6 4 2 7). -} - -_:bng_13787 { - (5 1 6 4 2 7) list:firstRest (5 (1 6 4 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 4 2 7). -} - -_:bng_13788 { - (3 1) :attack3 (5 1 6 4 2 7). -} - -_:bng_13789 { - [] rdf:value 3; :attack (5 1 6 4 2 7). -} - -_:bng_13790 { - (5 1 6 4 2 7) list:firstRest (5 (1 6 4 2 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4 2 7). -} - -_:bng_13791 { - (8 1) :attack3 (5 1 6 4 2 7). -} - -_:bng_13792 { - [] rdf:value 8; :attack (5 1 6 4 2 7). -} - -_:bng_13793 { - (6 4 2 7) list:firstRest (6 (4 2 7)). - (6 2) math:sum 8. -} - -_:bng_13794 { - (8 2) :attack3 (6 4 2 7). -} - -_:bng_13795 { - (1 6 4 2 7) list:firstRest (1 (6 4 2 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 2 7). -} - -_:bng_13796 { - (8 1) :attack3 (1 6 4 2 7). -} - -_:bng_13797 { - [] rdf:value 8; :attack (1 6 4 2 7). -} - -_:bng_13798 { - (6 4 2 7) list:firstRest (6 (4 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 7). -} - -_:bng_13799 { - (3 1) :attack3 (6 4 2 7). -} - -_:bng_13800 { - [] rdf:value 3; :attack (6 4 2 7). -} - -_:bng_13801 { - (6 4 2 7) list:firstRest (6 (4 2 7)). - (6 1) math:difference 5. -} - -_:bng_13802 { - (5 1) :attack3 (6 4 2 7). -} - -_:bng_13803 { - [] rdf:value 5; :attack (6 4 2 7). -} - -_:bng_13804 { - (4 2 7) list:firstRest (4 (2 7)). - (4 3) math:difference 1. -} - -_:bng_13805 { - (1 3) :attack3 (4 2 7). -} - -_:bng_13806 { - (6 4 2 7) list:firstRest (6 (4 2 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 7). -} - -_:bng_13807 { - (1 2) :attack3 (6 4 2 7). -} - -_:bng_13808 { - (8 6 4 2 7) list:firstRest (8 (6 4 2 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2 7). -} - -_:bng_13809 { - (1 1) :attack3 (8 6 4 2 7). -} - -_:bng_13810 { - [] rdf:value 1; :attack (8 6 4 2 7). -} - -_:bng_13811 { - (7) list:firstRest (7 ()). - (7 6) math:difference 1. -} - -_:bng_13812 { - (1 6) :attack3 (7). -} - -_:bng_13813 { - (2 7) list:firstRest (2 (7)). - (5 1) math:sum 6 . - (1 6) :attack3 (7). -} - -_:bng_13814 { - (1 5) :attack3 (2 7). -} - -_:bng_13815 { - (4 2 7) list:firstRest (4 (2 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (2 7). -} - -_:bng_13816 { - (1 4) :attack3 (4 2 7). -} - -_:bng_13817 { - (6 4 2 7) list:firstRest (6 (4 2 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (4 2 7). -} - -_:bng_13818 { - (1 3) :attack3 (6 4 2 7). -} - -_:bng_13819 { - (8 6 4 2 7) list:firstRest (8 (6 4 2 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (6 4 2 7). -} - -_:bng_13820 { - (1 2) :attack3 (8 6 4 2 7). -} - -_:bng_13821 { - (3 8 6 4 2 7) list:firstRest (3 (8 6 4 2 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 6 4 2 7). -} - -_:bng_13822 { - (1 1) :attack3 (3 8 6 4 2 7). -} - -_:bng_13823 { - [] rdf:value 1; :attack (3 8 6 4 2 7). -} - -_:bng_13824 { - (3 8 6 4 2 7) list:firstRest (3 (8 6 4 2 7)). - (3 2) math:difference 1. -} - -_:bng_13825 { - (1 2) :attack3 (3 8 6 4 2 7). -} - -_:bng_13826 { - (5 3 8 6 4 2 7) list:firstRest (5 (3 8 6 4 2 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 6 4 2 7). -} - -_:bng_13827 { - (1 1) :attack3 (5 3 8 6 4 2 7). -} - -_:bng_13828 { - [] rdf:value 1; :attack (5 3 8 6 4 2 7). -} - -_:bng_13829 { - (5 8 6 4 2 7) list:firstRest (5 (8 6 4 2 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 6 4 2 7). -} - -_:bng_13830 { - (1 1) :attack3 (5 8 6 4 2 7). -} - -_:bng_13831 { - [] rdf:value 1; :attack (5 8 6 4 2 7). -} - -_:bng_13832 { - (6 4 2 7) list:firstRest (6 (4 2 7)). - (6 3) math:difference 3. -} - -_:bng_13833 { - (3 3) :attack3 (6 4 2 7). -} - -_:bng_13834 { - (8 6 4 2 7) list:firstRest (8 (6 4 2 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 4 2 7). -} - -_:bng_13835 { - (3 2) :attack3 (8 6 4 2 7). -} - -_:bng_13836 { - (5 8 6 4 2 7) list:firstRest (5 (8 6 4 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 4 2 7). -} - -_:bng_13837 { - (3 1) :attack3 (5 8 6 4 2 7). -} - -_:bng_13838 { - [] rdf:value 3; :attack (5 8 6 4 2 7). -} - -_:bng_13839 { - (8 4 2 7) list:firstRest (8 (4 2 7)). - (8 3) math:difference 5. -} - -_:bng_13840 { - (5 3) :attack3 (8 4 2 7). -} - -_:bng_13841 { - (1 8 4 2 7) list:firstRest (1 (8 4 2 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 4 2 7). -} - -_:bng_13842 { - (5 2) :attack3 (1 8 4 2 7). -} - -_:bng_13843 { - (3 1 8 4 2 7) list:firstRest (3 (1 8 4 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8 4 2 7). -} - -_:bng_13844 { - (5 1) :attack3 (3 1 8 4 2 7). -} - -_:bng_13845 { - [] rdf:value 5; :attack (3 1 8 4 2 7). -} - -_:bng_13846 { - (6 3 1 8 4 2 7) list:firstRest (6 (3 1 8 4 2 7)). - (6 1) math:difference 5. -} - -_:bng_13847 { - (5 1) :attack3 (6 3 1 8 4 2 7). -} - -_:bng_13848 { - [] rdf:value 5; :attack (6 3 1 8 4 2 7). -} - -_:bng_13849 { - (1 8 4 2 7) list:firstRest (1 (8 4 2 7)). - (1 2) math:sum 3. -} - -_:bng_13850 { - (3 2) :attack3 (1 8 4 2 7). -} - -_:bng_13851 { - (5 1 8 4 2 7) list:firstRest (5 (1 8 4 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 4 2 7). -} - -_:bng_13852 { - (3 1) :attack3 (5 1 8 4 2 7). -} - -_:bng_13853 { - [] rdf:value 3; :attack (5 1 8 4 2 7). -} - -_:bng_13854 { - (5 1 8 4 2 7) list:firstRest (5 (1 8 4 2 7)). - (5 1) math:sum 6. -} - -_:bng_13855 { - (6 1) :attack3 (5 1 8 4 2 7). -} - -_:bng_13856 { - [] rdf:value 6; :attack (5 1 8 4 2 7). -} - -_:bng_13857 { - (8 4 2 7) list:firstRest (8 (4 2 7)). - (8 2) math:difference 6. -} - -_:bng_13858 { - (6 2) :attack3 (8 4 2 7). -} - -_:bng_13859 { - (1 8 4 2 7) list:firstRest (1 (8 4 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 2 7). -} - -_:bng_13860 { - (6 1) :attack3 (1 8 4 2 7). -} - -_:bng_13861 { - [] rdf:value 6; :attack (1 8 4 2 7). -} - -_:bng_13862 { - (8 4 2 7) list:firstRest (8 (4 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 7). -} - -_:bng_13863 { - (3 1) :attack3 (8 4 2 7). -} - -_:bng_13864 { - [] rdf:value 3; :attack (8 4 2 7). -} - -_:bng_13865 { - (8 4 2 7) list:firstRest (8 (4 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 7). -} - -_:bng_13866 { - (5 1) :attack3 (8 4 2 7). -} - -_:bng_13867 { - [] rdf:value 5; :attack (8 4 2 7). -} - -_:bng_13868 { - (8 4 2 7) list:firstRest (8 (4 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 7). -} - -_:bng_13869 { - (6 1) :attack3 (8 4 2 7). -} - -_:bng_13870 { - [] rdf:value 6; :attack (8 4 2 7). -} - -_:bng_13871 { - (2 7) list:firstRest (2 (7)). - (1 1) math:sum 2 . - (5 2) :attack3 (7). -} - -_:bng_13872 { - (5 1) :attack3 (2 7). -} - -_:bng_13873 { - [] rdf:value 5; :attack (2 7). -} - -_:bng_13874 { - (6 2 7) list:firstRest (6 (2 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 7). -} - -_:bng_13875 { - (3 2) :attack3 (6 2 7). -} - -_:bng_13876 { - (1 6 2 7) list:firstRest (1 (6 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 2 7). -} - -_:bng_13877 { - (3 1) :attack3 (1 6 2 7). -} - -_:bng_13878 { - [] rdf:value 3; :attack (1 6 2 7). -} - -_:bng_13879 { - (6 2 7) list:firstRest (6 (2 7)). - (6 2) math:difference 4. -} - -_:bng_13880 { - (4 2) :attack3 (6 2 7). -} - -_:bng_13881 { - (1 6 2 7) list:firstRest (1 (6 2 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2 7). -} - -_:bng_13882 { - (4 1) :attack3 (1 6 2 7). -} - -_:bng_13883 { - [] rdf:value 4; :attack (1 6 2 7). -} - -_:bng_13884 { - (6 2 7) list:firstRest (6 (2 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7). -} - -_:bng_13885 { - (5 2) :attack3 (6 2 7). -} - -_:bng_13886 { - (1 6 2 7) list:firstRest (1 (6 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2 7). -} - -_:bng_13887 { - (5 1) :attack3 (1 6 2 7). -} - -_:bng_13888 { - [] rdf:value 5; :attack (1 6 2 7). -} - -_:bng_13889 { - (6 2 7) list:firstRest (6 (2 7)). - (6 2) math:sum 8. -} - -_:bng_13890 { - (8 2) :attack3 (6 2 7). -} - -_:bng_13891 { - (1 6 2 7) list:firstRest (1 (6 2 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 7). -} - -_:bng_13892 { - (8 1) :attack3 (1 6 2 7). -} - -_:bng_13893 { - [] rdf:value 8; :attack (1 6 2 7). -} - -_:bng_13894 { - (4 1 3 6 2 7) list:firstRest (4 (1 3 6 2 7)). - (4 1) math:sum 5. -} - -_:bng_13895 { - (5 1) :attack3 (4 1 3 6 2 7). -} - -_:bng_13896 { - [] rdf:value 5; :attack (4 1 3 6 2 7). -} - -_:bng_13897 { - (5) list:select (5 ()). - (_:bng_18139 false true) log:ifThenElseIn (() 1). - (5 8 4 1 3 6 2 7) list:firstRest (5 (8 4 1 3 6 2 7)). - (() (5 8 4 1 3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13898 { - ((5) (8 4 1 3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13899 { - (5 8) list:select (8 (5)). - (_:bng_18140 false true) log:ifThenElseIn (() 1). - (8 4 1 3 6 2 7) list:firstRest (8 (4 1 3 6 2 7)). - ((5) (8 4 1 3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13900 { - ((5 8) (4 1 3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13901 { - (4 5 8) list:select (4 (5 8)). - (_:bng_18141 false true) log:ifThenElseIn (() 1). - (4 1 3 6 2 7) list:firstRest (4 (1 3 6 2 7)). - ((5 8) (4 1 3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13902 { - ((4 5 8) (1 3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13903 { - (1 4 5 8) list:select (1 (4 5 8)). - (_:bng_18142 false true) log:ifThenElseIn (() 1). - (1 3 6 2 7) list:firstRest (1 (3 6 2 7)). - ((4 5 8) (1 3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13904 { - ((1 4 5 8) (3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13905 { - (1 3 4 5 8) list:select (3 (1 4 5 8)). - (_:bng_18143 false true) log:ifThenElseIn (() 1). - (3 6 2 7) list:firstRest (3 (6 2 7)). - ((1 4 5 8) (3 6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13906 { - ((1 3 4 5 8) (6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13907 { - (1 3 4 5 6 8) list:select (6 (1 3 4 5 8)). - (_:bng_18144 false true) log:ifThenElseIn (() 1). - (6 2 7) list:firstRest (6 (2 7)). - ((1 3 4 5 8) (6 2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13908 { - ((1 3 4 5 6 8) (2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13909 { - (1 2 3 4 5 6 8) list:select (2 (1 3 4 5 6 8)). - (_:bng_18138 false true) log:ifThenElseIn (() 1). - (2 7) list:firstRest (2 (7)). - ((1 3 4 5 6 8) (2 7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13910 { - ((1 2 3 4 5 6 8) (7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13911 { - (1 2 3 4 5 6 7 8) list:select (7 (1 2 3 4 5 6 8)). - (_:bng_18131 false true) log:ifThenElseIn (() 1). - (7) list:firstRest (7 ()). - ((1 2 3 4 5 6 8) (7)) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13912 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13913 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 8 4 1 3 6 2 7). -} - -_:bng_13914 { - [] rdf:value 8; :queens (5 8 4 1 3 6 2 7). -} - -_:bng_13915 { - (3 6 2 7) list:firstRest (3 (6 2 7)). - (3 2) math:sum 5. -} - -_:bng_13916 { - (5 2) :attack3 (3 6 2 7). -} - -_:bng_13917 { - (1 3 6 2 7) list:firstRest (1 (3 6 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 2 7). -} - -_:bng_13918 { - (5 1) :attack3 (1 3 6 2 7). -} - -_:bng_13919 { - [] rdf:value 5; :attack (1 3 6 2 7). -} - -_:bng_13920 { - (4 8 1 3 6 2 7) list:firstRest (4 (8 1 3 6 2 7)). - (4 1) math:sum 5. -} - -_:bng_13921 { - (5 1) :attack3 (4 8 1 3 6 2 7). -} - -_:bng_13922 { - [] rdf:value 5; :attack (4 8 1 3 6 2 7). -} - -_:bng_13923 { - (5 8 1 3 6 2 7) list:firstRest (5 (8 1 3 6 2 7)). - (5 1) math:difference 4. -} - -_:bng_13924 { - (4 1) :attack3 (5 8 1 3 6 2 7). -} - -_:bng_13925 { - [] rdf:value 4; :attack (5 8 1 3 6 2 7). -} - -_:bng_13926 { - (3 6 2 7) list:firstRest (3 (6 2 7)). - (3 1) math:sum 4. -} - -_:bng_13927 { - (4 1) :attack3 (3 6 2 7). -} - -_:bng_13928 { - [] rdf:value 4; :attack (3 6 2 7). -} - -_:bng_13929 { - (3 6 2 7) list:firstRest (3 (6 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2 7). -} - -_:bng_13930 { - (5 1) :attack3 (3 6 2 7). -} - -_:bng_13931 { - [] rdf:value 5; :attack (3 6 2 7). -} - -_:bng_13932 { - (3 6 2 7) list:firstRest (3 (6 2 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 7). -} - -_:bng_13933 { - (8 1) :attack3 (3 6 2 7). -} - -_:bng_13934 { - [] rdf:value 8; :attack (3 6 2 7). -} - -_:bng_13935 { - (2 7) list:firstRest (2 (7)). - (2 2) math:sum 4. -} - -_:bng_13936 { - (4 2) :attack3 (2 7). -} - -_:bng_13937 { - (6 2 7) list:firstRest (6 (2 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7). -} - -_:bng_13938 { - (4 1) :attack3 (6 2 7). -} - -_:bng_13939 { - [] rdf:value 4; :attack (6 2 7). -} - -_:bng_13940 { - (6 2 7) list:firstRest (6 (2 7)). - (6 1) math:difference 5. -} - -_:bng_13941 { - (5 1) :attack3 (6 2 7). -} - -_:bng_13942 { - [] rdf:value 5; :attack (6 2 7). -} - -_:bng_13943 { - (6 2 7) list:firstRest (6 (2 7)). - (6 3) math:difference 3. -} - -_:bng_13944 { - (3 3) :attack3 (6 2 7). -} - -_:bng_13945 { - (8 6 2 7) list:firstRest (8 (6 2 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 2 7). -} - -_:bng_13946 { - (3 2) :attack3 (8 6 2 7). -} - -_:bng_13947 { - (1 8 6 2 7) list:firstRest (1 (8 6 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 2 7). -} - -_:bng_13948 { - (3 1) :attack3 (1 8 6 2 7). -} - -_:bng_13949 { - [] rdf:value 3; :attack (1 8 6 2 7). -} - -_:bng_13950 { - (4 1 8 6 2 7) list:firstRest (4 (1 8 6 2 7)). - (4 1) math:difference 3. -} - -_:bng_13951 { - (3 1) :attack3 (4 1 8 6 2 7). -} - -_:bng_13952 { - [] rdf:value 3; :attack (4 1 8 6 2 7). -} - -_:bng_13953 { - (4 1 8 6 2 7) list:firstRest (4 (1 8 6 2 7)). - (4 1) math:sum 5. -} - -_:bng_13954 { - (5 1) :attack3 (4 1 8 6 2 7). -} - -_:bng_13955 { - [] rdf:value 5; :attack (4 1 8 6 2 7). -} - -_:bng_13956 { - (1 8 6 2 7) list:firstRest (1 (8 6 2 7)). - (1 2) math:sum 3. -} - -_:bng_13957 { - (3 2) :attack3 (1 8 6 2 7). -} - -_:bng_13958 { - (5 1 8 6 2 7) list:firstRest (5 (1 8 6 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 6 2 7). -} - -_:bng_13959 { - (3 1) :attack3 (5 1 8 6 2 7). -} - -_:bng_13960 { - [] rdf:value 3; :attack (5 1 8 6 2 7). -} - -_:bng_13961 { - (5 1 8 6 2 7) list:firstRest (5 (1 8 6 2 7)). - (5 1) math:difference 4. -} - -_:bng_13962 { - (4 1) :attack3 (5 1 8 6 2 7). -} - -_:bng_13963 { - [] rdf:value 4; :attack (5 1 8 6 2 7). -} - -_:bng_13964 { - (8 6 2 7) list:firstRest (8 (6 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 2 7). -} - -_:bng_13965 { - (3 1) :attack3 (8 6 2 7). -} - -_:bng_13966 { - [] rdf:value 3; :attack (8 6 2 7). -} - -_:bng_13967 { - (8 6 2 7) list:firstRest (8 (6 2 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2 7). -} - -_:bng_13968 { - (4 1) :attack3 (8 6 2 7). -} - -_:bng_13969 { - [] rdf:value 4; :attack (8 6 2 7). -} - -_:bng_13970 { - (8 6 2 7) list:firstRest (8 (6 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2 7). -} - -_:bng_13971 { - (5 1) :attack3 (8 6 2 7). -} - -_:bng_13972 { - [] rdf:value 5; :attack (8 6 2 7). -} - -_:bng_13973 { - (8 2 7) list:firstRest (8 (2 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 7). -} - -_:bng_13974 { - (3 2) :attack3 (8 2 7). -} - -_:bng_13975 { - (1 8 2 7) list:firstRest (1 (8 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 2 7). -} - -_:bng_13976 { - (3 1) :attack3 (1 8 2 7). -} - -_:bng_13977 { - [] rdf:value 3; :attack (1 8 2 7). -} - -_:bng_13978 { - (4 1 8 2 7) list:firstRest (4 (1 8 2 7)). - (4 1) math:difference 3. -} - -_:bng_13979 { - (3 1) :attack3 (4 1 8 2 7). -} - -_:bng_13980 { - [] rdf:value 3; :attack (4 1 8 2 7). -} - -_:bng_13981 { - (4 1 8 2 7) list:firstRest (4 (1 8 2 7)). - (4 1) math:sum 5. -} - -_:bng_13982 { - (5 1) :attack3 (4 1 8 2 7). -} - -_:bng_13983 { - [] rdf:value 5; :attack (4 1 8 2 7). -} - -_:bng_13984 { - (8 2 7) list:firstRest (8 (2 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 7). -} - -_:bng_13985 { - (6 3) :attack3 (8 2 7). -} - -_:bng_13986 { - (1 8 2 7) list:firstRest (1 (8 2 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 7). -} - -_:bng_13987 { - (6 2) :attack3 (1 8 2 7). -} - -_:bng_13988 { - (4 1 8 2 7) list:firstRest (4 (1 8 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2 7). -} - -_:bng_13989 { - (6 1) :attack3 (4 1 8 2 7). -} - -_:bng_13990 { - [] rdf:value 6; :attack (4 1 8 2 7). -} - -_:bng_13991 { - (8 2 7) list:firstRest (8 (2 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7). -} - -_:bng_13992 { - (5 2) :attack3 (8 2 7). -} - -_:bng_13993 { - (1 8 2 7) list:firstRest (1 (8 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 7). -} - -_:bng_13994 { - (5 1) :attack3 (1 8 2 7). -} - -_:bng_13995 { - [] rdf:value 5; :attack (1 8 2 7). -} - -_:bng_13996 { - (8 2 7) list:firstRest (8 (2 7)). - (8 2) math:difference 6. -} - -_:bng_13997 { - (6 2) :attack3 (8 2 7). -} - -_:bng_13998 { - (1 8 2 7) list:firstRest (1 (8 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 7). -} - -_:bng_13999 { - (6 1) :attack3 (1 8 2 7). -} - -_:bng_14000 { - [] rdf:value 6; :attack (1 8 2 7). -} - -_:bng_14001 { - (4 1 3 8 2 7) list:firstRest (4 (1 3 8 2 7)). - (4 1) math:sum 5. -} - -_:bng_14002 { - (5 1) :attack3 (4 1 3 8 2 7). -} - -_:bng_14003 { - [] rdf:value 5; :attack (4 1 3 8 2 7). -} - -_:bng_14004 { - (3 8 2 7) list:firstRest (3 (8 2 7)). - (3 3) math:sum 6. -} - -_:bng_14005 { - (6 3) :attack3 (3 8 2 7). -} - -_:bng_14006 { - (1 3 8 2 7) list:firstRest (1 (3 8 2 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 8 2 7). -} - -_:bng_14007 { - (6 2) :attack3 (1 3 8 2 7). -} - -_:bng_14008 { - (4 1 3 8 2 7) list:firstRest (4 (1 3 8 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 8 2 7). -} - -_:bng_14009 { - (6 1) :attack3 (4 1 3 8 2 7). -} - -_:bng_14010 { - [] rdf:value 6; :attack (4 1 3 8 2 7). -} - -_:bng_14011 { - (3 8 2 7) list:firstRest (3 (8 2 7)). - (3 2) math:sum 5. -} - -_:bng_14012 { - (5 2) :attack3 (3 8 2 7). -} - -_:bng_14013 { - (1 3 8 2 7) list:firstRest (1 (3 8 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8 2 7). -} - -_:bng_14014 { - (5 1) :attack3 (1 3 8 2 7). -} - -_:bng_14015 { - [] rdf:value 5; :attack (1 3 8 2 7). -} - -_:bng_14016 { - (3 8 2 7) list:firstRest (3 (8 2 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 7). -} - -_:bng_14017 { - (6 2) :attack3 (3 8 2 7). -} - -_:bng_14018 { - (1 3 8 2 7) list:firstRest (1 (3 8 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 8 2 7). -} - -_:bng_14019 { - (6 1) :attack3 (1 3 8 2 7). -} - -_:bng_14020 { - [] rdf:value 6; :attack (1 3 8 2 7). -} - -_:bng_14021 { - (3 8 2 7) list:firstRest (3 (8 2 7)). - (3 1) math:sum 4. -} - -_:bng_14022 { - (4 1) :attack3 (3 8 2 7). -} - -_:bng_14023 { - [] rdf:value 4; :attack (3 8 2 7). -} - -_:bng_14024 { - (3 8 2 7) list:firstRest (3 (8 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (8 2 7). -} - -_:bng_14025 { - (5 1) :attack3 (3 8 2 7). -} - -_:bng_14026 { - [] rdf:value 5; :attack (3 8 2 7). -} - -_:bng_14027 { - (3 8 2 7) list:firstRest (3 (8 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 7). -} - -_:bng_14028 { - (6 1) :attack3 (3 8 2 7). -} - -_:bng_14029 { - [] rdf:value 6; :attack (3 8 2 7). -} - -_:bng_14030 { - (8 2 7) list:firstRest (8 (2 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7). -} - -_:bng_14031 { - (4 1) :attack3 (8 2 7). -} - -_:bng_14032 { - [] rdf:value 4; :attack (8 2 7). -} - -_:bng_14033 { - (5 8 2 7) list:firstRest (5 (8 2 7)). - (5 2) math:difference 3. -} - -_:bng_14034 { - (3 2) :attack3 (5 8 2 7). -} - -_:bng_14035 { - (1 5 8 2 7) list:firstRest (1 (5 8 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 2 7). -} - -_:bng_14036 { - (3 1) :attack3 (1 5 8 2 7). -} - -_:bng_14037 { - [] rdf:value 3; :attack (1 5 8 2 7). -} - -_:bng_14038 { - (4 1 5 8 2 7) list:firstRest (4 (1 5 8 2 7)). - (4 1) math:difference 3. -} - -_:bng_14039 { - (3 1) :attack3 (4 1 5 8 2 7). -} - -_:bng_14040 { - [] rdf:value 3; :attack (4 1 5 8 2 7). -} - -_:bng_14041 { - (8 2 7) list:firstRest (8 (2 7)). - (8 5) math:difference 3. -} - -_:bng_14042 { - (3 5) :attack3 (8 2 7). -} - -_:bng_14043 { - (5 8 2 7) list:firstRest (5 (8 2 7)). - (4 1) math:sum 5 . - (3 5) :attack3 (8 2 7). -} - -_:bng_14044 { - (3 4) :attack3 (5 8 2 7). -} - -_:bng_14045 { - (1 5 8 2 7) list:firstRest (1 (5 8 2 7)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8 2 7). -} - -_:bng_14046 { - (3 3) :attack3 (1 5 8 2 7). -} - -_:bng_14047 { - (4 1 5 8 2 7) list:firstRest (4 (1 5 8 2 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 5 8 2 7). -} - -_:bng_14048 { - (3 2) :attack3 (4 1 5 8 2 7). -} - -_:bng_14049 { - (6 4 1 5 8 2 7) list:firstRest (6 (4 1 5 8 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 5 8 2 7). -} - -_:bng_14050 { - (3 1) :attack3 (6 4 1 5 8 2 7). -} - -_:bng_14051 { - [] rdf:value 3; :attack (6 4 1 5 8 2 7). -} - -_:bng_14052 { - (5 8 2 7) list:firstRest (5 (8 2 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 7). -} - -_:bng_14053 { - (6 2) :attack3 (5 8 2 7). -} - -_:bng_14054 { - (1 5 8 2 7) list:firstRest (1 (5 8 2 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2 7). -} - -_:bng_14055 { - (6 1) :attack3 (1 5 8 2 7). -} - -_:bng_14056 { - [] rdf:value 6; :attack (1 5 8 2 7). -} - -_:bng_14057 { - (5 8 2 7) list:firstRest (5 (8 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 2 7). -} - -_:bng_14058 { - (3 1) :attack3 (5 8 2 7). -} - -_:bng_14059 { - [] rdf:value 3; :attack (5 8 2 7). -} - -_:bng_14060 { - (5 8 2 7) list:firstRest (5 (8 2 7)). - (5 1) math:difference 4. -} - -_:bng_14061 { - (4 1) :attack3 (5 8 2 7). -} - -_:bng_14062 { - [] rdf:value 4; :attack (5 8 2 7). -} - -_:bng_14063 { - (5 8 2 7) list:firstRest (5 (8 2 7)). - (5 1) math:sum 6. -} - -_:bng_14064 { - (6 1) :attack3 (5 8 2 7). -} - -_:bng_14065 { - [] rdf:value 6; :attack (5 8 2 7). -} - -_:bng_14066 { - (3 1 6 8 2 7) list:firstRest (3 (1 6 8 2 7)). - (3 1) math:sum 4. -} - -_:bng_14067 { - (4 1) :attack3 (3 1 6 8 2 7). -} - -_:bng_14068 { - [] rdf:value 4; :attack (3 1 6 8 2 7). -} - -_:bng_14069 { - (5 3 1 6 8 2 7) list:firstRest (5 (3 1 6 8 2 7)). - (5 1) math:difference 4. -} - -_:bng_14070 { - (4 1) :attack3 (5 3 1 6 8 2 7). -} - -_:bng_14071 { - [] rdf:value 4; :attack (5 3 1 6 8 2 7). -} - -_:bng_14072 { - (6 8 2 7) list:firstRest (6 (8 2 7)). - (6 2) math:difference 4. -} - -_:bng_14073 { - (4 2) :attack3 (6 8 2 7). -} - -_:bng_14074 { - (1 6 8 2 7) list:firstRest (1 (6 8 2 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 2 7). -} - -_:bng_14075 { - (4 1) :attack3 (1 6 8 2 7). -} - -_:bng_14076 { - [] rdf:value 4; :attack (1 6 8 2 7). -} - -_:bng_14077 { - (8 2 7) list:firstRest (8 (2 7)). - (8 3) math:difference 5. -} - -_:bng_14078 { - (5 3) :attack3 (8 2 7). -} - -_:bng_14079 { - (6 8 2 7) list:firstRest (6 (8 2 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 2 7). -} - -_:bng_14080 { - (5 2) :attack3 (6 8 2 7). -} - -_:bng_14081 { - (1 6 8 2 7) list:firstRest (1 (6 8 2 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2 7). -} - -_:bng_14082 { - (5 1) :attack3 (1 6 8 2 7). -} - -_:bng_14083 { - [] rdf:value 5; :attack (1 6 8 2 7). -} - -_:bng_14084 { - (6 8 2 7) list:firstRest (6 (8 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 2 7). -} - -_:bng_14085 { - (3 1) :attack3 (6 8 2 7). -} - -_:bng_14086 { - [] rdf:value 3; :attack (6 8 2 7). -} - -_:bng_14087 { - (6 8 2 7) list:firstRest (6 (8 2 7)). - (6 3) math:difference 3. -} - -_:bng_14088 { - (3 3) :attack3 (6 8 2 7). -} - -_:bng_14089 { - (4 6 8 2 7) list:firstRest (4 (6 8 2 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8 2 7). -} - -_:bng_14090 { - (3 2) :attack3 (4 6 8 2 7). -} - -_:bng_14091 { - (1 4 6 8 2 7) list:firstRest (1 (4 6 8 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8 2 7). -} - -_:bng_14092 { - (3 1) :attack3 (1 4 6 8 2 7). -} - -_:bng_14093 { - [] rdf:value 3; :attack (1 4 6 8 2 7). -} - -_:bng_14094 { - (1 4 6 8 2 7) list:firstRest (1 (4 6 8 2 7)). - (1 2) math:sum 3. -} - -_:bng_14095 { - (3 2) :attack3 (1 4 6 8 2 7). -} - -_:bng_14096 { - (5 1 4 6 8 2 7) list:firstRest (5 (1 4 6 8 2 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 6 8 2 7). -} - -_:bng_14097 { - (3 1) :attack3 (5 1 4 6 8 2 7). -} - -_:bng_14098 { - [] rdf:value 3; :attack (5 1 4 6 8 2 7). -} - -_:bng_14099 { - (4 6 8 2 7) list:firstRest (4 (6 8 2 7)). - (4 1) math:difference 3. -} - -_:bng_14100 { - (3 1) :attack3 (4 6 8 2 7). -} - -_:bng_14101 { - [] rdf:value 3; :attack (4 6 8 2 7). -} - -_:bng_14102 { - (4 6 8 2 7) list:firstRest (4 (6 8 2 7)). - (4 1) math:sum 5. -} - -_:bng_14103 { - (5 1) :attack3 (4 6 8 2 7). -} - -_:bng_14104 { - [] rdf:value 5; :attack (4 6 8 2 7). -} - -_:bng_14105 { - (6 8 2 7) list:firstRest (6 (8 2 7)). - (6 1) math:difference 5. -} - -_:bng_14106 { - (5 1) :attack3 (6 8 2 7). -} - -_:bng_14107 { - [] rdf:value 5; :attack (6 8 2 7). -} - -_:bng_14108 { - (1 3 7) list:firstRest (1 (3 7)). - (1 1) math:sum 2. -} - -_:bng_14109 { - (2 1) :attack3 (1 3 7). -} - -_:bng_14110 { - [] rdf:value 2; :attack (1 3 7). -} - -_:bng_14111 { - (3 7) list:firstRest (3 (7)). - (2 1) math:sum 3 . - (4 3) :attack3 (7). -} - -_:bng_14112 { - (4 2) :attack3 (3 7). -} - -_:bng_14113 { - (1 3 7) list:firstRest (1 (3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7). -} - -_:bng_14114 { - (4 1) :attack3 (1 3 7). -} - -_:bng_14115 { - [] rdf:value 4; :attack (1 3 7). -} - -_:bng_14116 { - (3 7) list:firstRest (3 (7)). - (3 2) math:sum 5. -} - -_:bng_14117 { - (5 2) :attack3 (3 7). -} - -_:bng_14118 { - (1 3 7) list:firstRest (1 (3 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7). -} - -_:bng_14119 { - (5 1) :attack3 (1 3 7). -} - -_:bng_14120 { - [] rdf:value 5; :attack (1 3 7). -} - -_:bng_14121 { - (6 1 3 7) list:firstRest (6 (1 3 7)). - (6 2) math:difference 4. -} - -_:bng_14122 { - (4 2) :attack3 (6 1 3 7). -} - -_:bng_14123 { - (2 6 1 3 7) list:firstRest (2 (6 1 3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3 7). -} - -_:bng_14124 { - (4 1) :attack3 (2 6 1 3 7). -} - -_:bng_14125 { - [] rdf:value 4; :attack (2 6 1 3 7). -} - -_:bng_14126 { - (5 2 6 1 3 7) list:firstRest (5 (2 6 1 3 7)). - (5 1) math:difference 4. -} - -_:bng_14127 { - (4 1) :attack3 (5 2 6 1 3 7). -} - -_:bng_14128 { - [] rdf:value 4; :attack (5 2 6 1 3 7). -} - -_:bng_14129 { - (3 7) list:firstRest (3 (7)). - (3 5) math:sum 8. -} - -_:bng_14130 { - (8 5) :attack3 (3 7). -} - -_:bng_14131 { - (1 3 7) list:firstRest (1 (3 7)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 7). -} - -_:bng_14132 { - (8 4) :attack3 (1 3 7). -} - -_:bng_14133 { - (6 1 3 7) list:firstRest (6 (1 3 7)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3 7). -} - -_:bng_14134 { - (8 3) :attack3 (6 1 3 7). -} - -_:bng_14135 { - (2 6 1 3 7) list:firstRest (2 (6 1 3 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 1 3 7). -} - -_:bng_14136 { - (8 2) :attack3 (2 6 1 3 7). -} - -_:bng_14137 { - (5 2 6 1 3 7) list:firstRest (5 (2 6 1 3 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 6 1 3 7). -} - -_:bng_14138 { - (8 1) :attack3 (5 2 6 1 3 7). -} - -_:bng_14139 { - [] rdf:value 8; :attack (5 2 6 1 3 7). -} - -_:bng_14140 { - (6 1 3 7) list:firstRest (6 (1 3 7)). - (6 2) math:sum 8. -} - -_:bng_14141 { - (8 2) :attack3 (6 1 3 7). -} - -_:bng_14142 { - (2 6 1 3 7) list:firstRest (2 (6 1 3 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 3 7). -} - -_:bng_14143 { - (8 1) :attack3 (2 6 1 3 7). -} - -_:bng_14144 { - [] rdf:value 8; :attack (2 6 1 3 7). -} - -_:bng_14145 { - (3 7) list:firstRest (3 (7)). - (4 1) math:sum 5 . - (2 5) :attack3 (7). -} - -_:bng_14146 { - (2 4) :attack3 (3 7). -} - -_:bng_14147 { - (1 3 7) list:firstRest (1 (3 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (3 7). -} - -_:bng_14148 { - (2 3) :attack3 (1 3 7). -} - -_:bng_14149 { - (6 1 3 7) list:firstRest (6 (1 3 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 3 7). -} - -_:bng_14150 { - (2 2) :attack3 (6 1 3 7). -} - -_:bng_14151 { - (4 6 1 3 7) list:firstRest (4 (6 1 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 1 3 7). -} - -_:bng_14152 { - (2 1) :attack3 (4 6 1 3 7). -} - -_:bng_14153 { - [] rdf:value 2; :attack (4 6 1 3 7). -} - -_:bng_14154 { - (4 6 1 3 7) list:firstRest (4 (6 1 3 7)). - (4 1) math:sum 5. -} - -_:bng_14155 { - (5 1) :attack3 (4 6 1 3 7). -} - -_:bng_14156 { - [] rdf:value 5; :attack (4 6 1 3 7). -} - -_:bng_14157 { - (4 6 1 3 7) list:firstRest (4 (6 1 3 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 3 7). -} - -_:bng_14158 { - (8 1) :attack3 (4 6 1 3 7). -} - -_:bng_14159 { - [] rdf:value 8; :attack (4 6 1 3 7). -} - -_:bng_14160 { - (6 1 3 7) list:firstRest (6 (1 3 7)). - (6 1) math:difference 5. -} - -_:bng_14161 { - (5 1) :attack3 (6 1 3 7). -} - -_:bng_14162 { - [] rdf:value 5; :attack (6 1 3 7). -} - -_:bng_14163 { - (8 6 1 3 7) list:firstRest (8 (6 1 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 1 3 7). -} - -_:bng_14164 { - (2 1) :attack3 (8 6 1 3 7). -} - -_:bng_14165 { - [] rdf:value 2; :attack (8 6 1 3 7). -} - -_:bng_14166 { - (8 6 1 3 7) list:firstRest (8 (6 1 3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3 7). -} - -_:bng_14167 { - (4 1) :attack3 (8 6 1 3 7). -} - -_:bng_14168 { - [] rdf:value 4; :attack (8 6 1 3 7). -} - -_:bng_14169 { - (4) list:select (4 ()). - (_:bng_18145 false true) log:ifThenElseIn (() 1). - (4 2 5 8 6 1 3 7) list:firstRest (4 (2 5 8 6 1 3 7)). - (() (4 2 5 8 6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14170 { - ((4) (2 5 8 6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14171 { - (2 4) list:select (2 (4)). - (_:bng_18146 false true) log:ifThenElseIn (() 1). - (2 5 8 6 1 3 7) list:firstRest (2 (5 8 6 1 3 7)). - ((4) (2 5 8 6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14172 { - ((2 4) (5 8 6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14173 { - (2 4 5) list:select (5 (2 4)). - (_:bng_18147 false true) log:ifThenElseIn (() 1). - (5 8 6 1 3 7) list:firstRest (5 (8 6 1 3 7)). - ((2 4) (5 8 6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14174 { - ((2 4 5) (8 6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14175 { - (2 4 5 8) list:select (8 (2 4 5)). - (_:bng_18148 false true) log:ifThenElseIn (() 1). - (8 6 1 3 7) list:firstRest (8 (6 1 3 7)). - ((2 4 5) (8 6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14176 { - ((2 4 5 8) (6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14177 { - (2 4 5 6 8) list:select (6 (2 4 5 8)). - (_:bng_18149 false true) log:ifThenElseIn (() 1). - (6 1 3 7) list:firstRest (6 (1 3 7)). - ((2 4 5 8) (6 1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14178 { - ((2 4 5 6 8) (1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14179 { - (1 2 4 5 6 8) list:select (1 (2 4 5 6 8)). - (_:bng_18150 false true) log:ifThenElseIn (() 1). - (1 3 7) list:firstRest (1 (3 7)). - ((2 4 5 6 8) (1 3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14180 { - ((1 2 4 5 6 8) (3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14181 { - (1 2 3 4 5 6 8) list:select (3 (1 2 4 5 6 8)). - (_:bng_18151 false true) log:ifThenElseIn (() 1). - (3 7) list:firstRest (3 (7)). - ((1 2 4 5 6 8) (3 7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14182 { - ((1 2 3 4 5 6 8) (7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14183 { - (1 2 3 4 5 6 7 8) list:select (7 (1 2 3 4 5 6 8)). - (_:bng_18131 false true) log:ifThenElseIn (() 1). - (7) list:firstRest (7 ()). - ((1 2 3 4 5 6 8) (7)) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14184 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14185 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 5 8 6 1 3 7). -} - -_:bng_14186 { - [] rdf:value 8; :queens (4 2 5 8 6 1 3 7). -} - -_:bng_14187 { - (5 8 6 1 3 7) list:firstRest (5 (8 6 1 3 7)). - (5 1) math:difference 4. -} - -_:bng_14188 { - (4 1) :attack3 (5 8 6 1 3 7). -} - -_:bng_14189 { - [] rdf:value 4; :attack (5 8 6 1 3 7). -} - -_:bng_14190 { - (1 3 7) list:firstRest (1 (3 7)). - (1 3) math:sum 4. -} - -_:bng_14191 { - (4 3) :attack3 (1 3 7). -} - -_:bng_14192 { - (8 1 3 7) list:firstRest (8 (1 3 7)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 3 7). -} - -_:bng_14193 { - (4 2) :attack3 (8 1 3 7). -} - -_:bng_14194 { - (2 8 1 3 7) list:firstRest (2 (8 1 3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1 3 7). -} - -_:bng_14195 { - (4 1) :attack3 (2 8 1 3 7). -} - -_:bng_14196 { - [] rdf:value 4; :attack (2 8 1 3 7). -} - -_:bng_14197 { - (5 2 8 1 3 7) list:firstRest (5 (2 8 1 3 7)). - (5 1) math:difference 4. -} - -_:bng_14198 { - (4 1) :attack3 (5 2 8 1 3 7). -} - -_:bng_14199 { - [] rdf:value 4; :attack (5 2 8 1 3 7). -} - -_:bng_14200 { - (5 2 8 1 3 7) list:firstRest (5 (2 8 1 3 7)). - (5 1) math:sum 6. -} - -_:bng_14201 { - (6 1) :attack3 (5 2 8 1 3 7). -} - -_:bng_14202 { - [] rdf:value 6; :attack (5 2 8 1 3 7). -} - -_:bng_14203 { - (8 1 3 7) list:firstRest (8 (1 3 7)). - (8 2) math:difference 6. -} - -_:bng_14204 { - (6 2) :attack3 (8 1 3 7). -} - -_:bng_14205 { - (2 8 1 3 7) list:firstRest (2 (8 1 3 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 3 7). -} - -_:bng_14206 { - (6 1) :attack3 (2 8 1 3 7). -} - -_:bng_14207 { - [] rdf:value 6; :attack (2 8 1 3 7). -} - -_:bng_14208 { - (8 1 3 7) list:firstRest (8 (1 3 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 3 7). -} - -_:bng_14209 { - (2 2) :attack3 (8 1 3 7). -} - -_:bng_14210 { - (4 8 1 3 7) list:firstRest (4 (8 1 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 3 7). -} - -_:bng_14211 { - (2 1) :attack3 (4 8 1 3 7). -} - -_:bng_14212 { - [] rdf:value 2; :attack (4 8 1 3 7). -} - -_:bng_14213 { - (4 8 1 3 7) list:firstRest (4 (8 1 3 7)). - (4 1) math:sum 5. -} - -_:bng_14214 { - (5 1) :attack3 (4 8 1 3 7). -} - -_:bng_14215 { - [] rdf:value 5; :attack (4 8 1 3 7). -} - -_:bng_14216 { - (4 8 1 3 7) list:firstRest (4 (8 1 3 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 3 7). -} - -_:bng_14217 { - (6 1) :attack3 (4 8 1 3 7). -} - -_:bng_14218 { - [] rdf:value 6; :attack (4 8 1 3 7). -} - -_:bng_14219 { - (5 8 1 3 7) list:firstRest (5 (8 1 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 3 7). -} - -_:bng_14220 { - (2 1) :attack3 (5 8 1 3 7). -} - -_:bng_14221 { - [] rdf:value 2; :attack (5 8 1 3 7). -} - -_:bng_14222 { - (5 8 1 3 7) list:firstRest (5 (8 1 3 7)). - (5 1) math:difference 4. -} - -_:bng_14223 { - (4 1) :attack3 (5 8 1 3 7). -} - -_:bng_14224 { - [] rdf:value 4; :attack (5 8 1 3 7). -} - -_:bng_14225 { - (5 8 1 3 7) list:firstRest (5 (8 1 3 7)). - (5 1) math:sum 6. -} - -_:bng_14226 { - (6 1) :attack3 (5 8 1 3 7). -} - -_:bng_14227 { - [] rdf:value 6; :attack (5 8 1 3 7). -} - -_:bng_14228 { - (3 7) list:firstRest (3 (7)). - (3 3) math:sum 6. -} - -_:bng_14229 { - (6 3) :attack3 (3 7). -} - -_:bng_14230 { - (1 3 7) list:firstRest (1 (3 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 7). -} - -_:bng_14231 { - (6 2) :attack3 (1 3 7). -} - -_:bng_14232 { - (8 1 3 7) list:firstRest (8 (1 3 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 7). -} - -_:bng_14233 { - (6 1) :attack3 (8 1 3 7). -} - -_:bng_14234 { - [] rdf:value 6; :attack (8 1 3 7). -} - -_:bng_14235 { - (3 7) list:firstRest (3 (7)). - (3 1) math:difference 2. -} - -_:bng_14236 { - (2 1) :attack3 (3 7). -} - -_:bng_14237 { - [] rdf:value 2; :attack (3 7). -} - -_:bng_14238 { - (3 7) list:firstRest (3 (7)). - (3 1) math:sum 4. -} - -_:bng_14239 { - (4 1) :attack3 (3 7). -} - -_:bng_14240 { - [] rdf:value 4; :attack (3 7). -} - -_:bng_14241 { - (3 7) list:firstRest (3 (7)). - (1 1) math:sum 2 . - (5 2) :attack3 (7). -} - -_:bng_14242 { - (5 1) :attack3 (3 7). -} - -_:bng_14243 { - [] rdf:value 5; :attack (3 7). -} - -_:bng_14244 { - (3 7) list:firstRest (3 (7)). - (3 2) math:difference 1. -} - -_:bng_14245 { - (1 2) :attack3 (3 7). -} - -_:bng_14246 { - (6 3 7) list:firstRest (6 (3 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7). -} - -_:bng_14247 { - (1 1) :attack3 (6 3 7). -} - -_:bng_14248 { - [] rdf:value 1; :attack (6 3 7). -} - -_:bng_14249 { - (2 6 3 7) list:firstRest (2 (6 3 7)). - (2 1) math:difference 1. -} - -_:bng_14250 { - (1 1) :attack3 (2 6 3 7). -} - -_:bng_14251 { - [] rdf:value 1; :attack (2 6 3 7). -} - -_:bng_14252 { - (6 3 7) list:firstRest (6 (3 7)). - (6 2) math:difference 4. -} - -_:bng_14253 { - (4 2) :attack3 (6 3 7). -} - -_:bng_14254 { - (2 6 3 7) list:firstRest (2 (6 3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 7). -} - -_:bng_14255 { - (4 1) :attack3 (2 6 3 7). -} - -_:bng_14256 { - [] rdf:value 4; :attack (2 6 3 7). -} - -_:bng_14257 { - (5 2 6 3 7) list:firstRest (5 (2 6 3 7)). - (5 3) math:sum 8. -} - -_:bng_14258 { - (8 3) :attack3 (5 2 6 3 7). -} - -_:bng_14259 { - (1 5 2 6 3 7) list:firstRest (1 (5 2 6 3 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 2 6 3 7). -} - -_:bng_14260 { - (8 2) :attack3 (1 5 2 6 3 7). -} - -_:bng_14261 { - (4 1 5 2 6 3 7) list:firstRest (4 (1 5 2 6 3 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 5 2 6 3 7). -} - -_:bng_14262 { - (8 1) :attack3 (4 1 5 2 6 3 7). -} - -_:bng_14263 { - [] rdf:value 8; :attack (4 1 5 2 6 3 7). -} - -_:bng_14264 { - (6 3 7) list:firstRest (6 (3 7)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 7). -} - -_:bng_14265 { - (8 4) :attack3 (6 3 7). -} - -_:bng_14266 { - (2 6 3 7) list:firstRest (2 (6 3 7)). - (3 1) math:sum 4 . - (8 4) :attack3 (6 3 7). -} - -_:bng_14267 { - (8 3) :attack3 (2 6 3 7). -} - -_:bng_14268 { - (5 2 6 3 7) list:firstRest (5 (2 6 3 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (2 6 3 7). -} - -_:bng_14269 { - (8 2) :attack3 (5 2 6 3 7). -} - -_:bng_14270 { - (1 5 2 6 3 7) list:firstRest (1 (5 2 6 3 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 2 6 3 7). -} - -_:bng_14271 { - (8 1) :attack3 (1 5 2 6 3 7). -} - -_:bng_14272 { - [] rdf:value 8; :attack (1 5 2 6 3 7). -} - -_:bng_14273 { - (5 2 6 3 7) list:firstRest (5 (2 6 3 7)). - (5 1) math:difference 4. -} - -_:bng_14274 { - (4 1) :attack3 (5 2 6 3 7). -} - -_:bng_14275 { - [] rdf:value 4; :attack (5 2 6 3 7). -} - -_:bng_14276 { - (3 7) list:firstRest (3 (7)). - (5 1) math:sum 6 . - (1 6) :attack3 (7). -} - -_:bng_14277 { - (1 5) :attack3 (3 7). -} - -_:bng_14278 { - (6 3 7) list:firstRest (6 (3 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (3 7). -} - -_:bng_14279 { - (1 4) :attack3 (6 3 7). -} - -_:bng_14280 { - (2 6 3 7) list:firstRest (2 (6 3 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (6 3 7). -} - -_:bng_14281 { - (1 3) :attack3 (2 6 3 7). -} - -_:bng_14282 { - (5 2 6 3 7) list:firstRest (5 (2 6 3 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 6 3 7). -} - -_:bng_14283 { - (1 2) :attack3 (5 2 6 3 7). -} - -_:bng_14284 { - (8 5 2 6 3 7) list:firstRest (8 (5 2 6 3 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 6 3 7). -} - -_:bng_14285 { - (1 1) :attack3 (8 5 2 6 3 7). -} - -_:bng_14286 { - [] rdf:value 1; :attack (8 5 2 6 3 7). -} - -_:bng_14287 { - (6 3 7) list:firstRest (6 (3 7)). - (6 5) math:difference 1. -} - -_:bng_14288 { - (1 5) :attack3 (6 3 7). -} - -_:bng_14289 { - (2 6 3 7) list:firstRest (2 (6 3 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 3 7). -} - -_:bng_14290 { - (1 4) :attack3 (2 6 3 7). -} - -_:bng_14291 { - (5 2 6 3 7) list:firstRest (5 (2 6 3 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (2 6 3 7). -} - -_:bng_14292 { - (1 3) :attack3 (5 2 6 3 7). -} - -_:bng_14293 { - (8 5 2 6 3 7) list:firstRest (8 (5 2 6 3 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 2 6 3 7). -} - -_:bng_14294 { - (1 2) :attack3 (8 5 2 6 3 7). -} - -_:bng_14295 { - (4 8 5 2 6 3 7) list:firstRest (4 (8 5 2 6 3 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 5 2 6 3 7). -} - -_:bng_14296 { - (1 1) :attack3 (4 8 5 2 6 3 7). -} - -_:bng_14297 { - [] rdf:value 1; :attack (4 8 5 2 6 3 7). -} - -_:bng_14298 { - (6 3 7) list:firstRest (6 (3 7)). - (6 2) math:sum 8. -} - -_:bng_14299 { - (8 2) :attack3 (6 3 7). -} - -_:bng_14300 { - (2 6 3 7) list:firstRest (2 (6 3 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 7). -} - -_:bng_14301 { - (8 1) :attack3 (2 6 3 7). -} - -_:bng_14302 { - [] rdf:value 8; :attack (2 6 3 7). -} - -_:bng_14303 { - (6 3 7) list:firstRest (6 (3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7). -} - -_:bng_14304 { - (4 1) :attack3 (6 3 7). -} - -_:bng_14305 { - [] rdf:value 4; :attack (6 3 7). -} - -_:bng_14306 { - (6 3 7) list:firstRest (6 (3 7)). - (6 1) math:difference 5. -} - -_:bng_14307 { - (5 1) :attack3 (6 3 7). -} - -_:bng_14308 { - [] rdf:value 5; :attack (6 3 7). -} - -_:bng_14309 { - (1 8 6 3 7) list:firstRest (1 (8 6 3 7)). - (1 1) math:sum 2. -} - -_:bng_14310 { - (2 1) :attack3 (1 8 6 3 7). -} - -_:bng_14311 { - [] rdf:value 2; :attack (1 8 6 3 7). -} - -_:bng_14312 { - (6 3 7) list:firstRest (6 (3 7)). - (6 4) math:difference 2. -} - -_:bng_14313 { - (2 4) :attack3 (6 3 7). -} - -_:bng_14314 { - (8 6 3 7) list:firstRest (8 (6 3 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 3 7). -} - -_:bng_14315 { - (2 3) :attack3 (8 6 3 7). -} - -_:bng_14316 { - (1 8 6 3 7) list:firstRest (1 (8 6 3 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 6 3 7). -} - -_:bng_14317 { - (2 2) :attack3 (1 8 6 3 7). -} - -_:bng_14318 { - (4 1 8 6 3 7) list:firstRest (4 (1 8 6 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 6 3 7). -} - -_:bng_14319 { - (2 1) :attack3 (4 1 8 6 3 7). -} - -_:bng_14320 { - [] rdf:value 2; :attack (4 1 8 6 3 7). -} - -_:bng_14321 { - (4 1 8 6 3 7) list:firstRest (4 (1 8 6 3 7)). - (4 1) math:sum 5. -} - -_:bng_14322 { - (5 1) :attack3 (4 1 8 6 3 7). -} - -_:bng_14323 { - [] rdf:value 5; :attack (4 1 8 6 3 7). -} - -_:bng_14324 { - (5 1 8 6 3 7) list:firstRest (5 (1 8 6 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 6 3 7). -} - -_:bng_14325 { - (2 1) :attack3 (5 1 8 6 3 7). -} - -_:bng_14326 { - [] rdf:value 2; :attack (5 1 8 6 3 7). -} - -_:bng_14327 { - (5 1 8 6 3 7) list:firstRest (5 (1 8 6 3 7)). - (5 1) math:difference 4. -} - -_:bng_14328 { - (4 1) :attack3 (5 1 8 6 3 7). -} - -_:bng_14329 { - [] rdf:value 4; :attack (5 1 8 6 3 7). -} - -_:bng_14330 { - (2 8 6 3 7) list:firstRest (2 (8 6 3 7)). - (2 1) math:difference 1. -} - -_:bng_14331 { - (1 1) :attack3 (2 8 6 3 7). -} - -_:bng_14332 { - [] rdf:value 1; :attack (2 8 6 3 7). -} - -_:bng_14333 { - (8 6 3 7) list:firstRest (8 (6 3 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (6 3 7). -} - -_:bng_14334 { - (1 3) :attack3 (8 6 3 7). -} - -_:bng_14335 { - (2 8 6 3 7) list:firstRest (2 (8 6 3 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 6 3 7). -} - -_:bng_14336 { - (1 2) :attack3 (2 8 6 3 7). -} - -_:bng_14337 { - (4 2 8 6 3 7) list:firstRest (4 (2 8 6 3 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 8 6 3 7). -} - -_:bng_14338 { - (1 1) :attack3 (4 2 8 6 3 7). -} - -_:bng_14339 { - [] rdf:value 1; :attack (4 2 8 6 3 7). -} - -_:bng_14340 { - (4 2 8 6 3 7) list:firstRest (4 (2 8 6 3 7)). - (4 1) math:sum 5. -} - -_:bng_14341 { - (5 1) :attack3 (4 2 8 6 3 7). -} - -_:bng_14342 { - [] rdf:value 5; :attack (4 2 8 6 3 7). -} - -_:bng_14343 { - (5 2 8 6 3 7) list:firstRest (5 (2 8 6 3 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 8 6 3 7). -} - -_:bng_14344 { - (1 1) :attack3 (5 2 8 6 3 7). -} - -_:bng_14345 { - [] rdf:value 1; :attack (5 2 8 6 3 7). -} - -_:bng_14346 { - (5 2 8 6 3 7) list:firstRest (5 (2 8 6 3 7)). - (5 1) math:difference 4. -} - -_:bng_14347 { - (4 1) :attack3 (5 2 8 6 3 7). -} - -_:bng_14348 { - [] rdf:value 4; :attack (5 2 8 6 3 7). -} - -_:bng_14349 { - (8 6 3 7) list:firstRest (8 (6 3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 7). -} - -_:bng_14350 { - (4 1) :attack3 (8 6 3 7). -} - -_:bng_14351 { - [] rdf:value 4; :attack (8 6 3 7). -} - -_:bng_14352 { - (1 5 8 6 3 7) list:firstRest (1 (5 8 6 3 7)). - (1 1) math:sum 2. -} - -_:bng_14353 { - (2 1) :attack3 (1 5 8 6 3 7). -} - -_:bng_14354 { - [] rdf:value 2; :attack (1 5 8 6 3 7). -} - -_:bng_14355 { - (5 8 6 3 7) list:firstRest (5 (8 6 3 7)). - (5 3) math:difference 2. -} - -_:bng_14356 { - (2 3) :attack3 (5 8 6 3 7). -} - -_:bng_14357 { - (1 5 8 6 3 7) list:firstRest (1 (5 8 6 3 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 6 3 7). -} - -_:bng_14358 { - (2 2) :attack3 (1 5 8 6 3 7). -} - -_:bng_14359 { - (4 1 5 8 6 3 7) list:firstRest (4 (1 5 8 6 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5 8 6 3 7). -} - -_:bng_14360 { - (2 1) :attack3 (4 1 5 8 6 3 7). -} - -_:bng_14361 { - [] rdf:value 2; :attack (4 1 5 8 6 3 7). -} - -_:bng_14362 { - (6 3 7) list:firstRest (6 (3 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (3 7). -} - -_:bng_14363 { - (2 3) :attack3 (6 3 7). -} - -_:bng_14364 { - (8 6 3 7) list:firstRest (8 (6 3 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (6 3 7). -} - -_:bng_14365 { - (2 2) :attack3 (8 6 3 7). -} - -_:bng_14366 { - (5 8 6 3 7) list:firstRest (5 (8 6 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 6 3 7). -} - -_:bng_14367 { - (2 1) :attack3 (5 8 6 3 7). -} - -_:bng_14368 { - [] rdf:value 2; :attack (5 8 6 3 7). -} - -_:bng_14369 { - (5 8 6 3 7) list:firstRest (5 (8 6 3 7)). - (5 1) math:difference 4. -} - -_:bng_14370 { - (4 1) :attack3 (5 8 6 3 7). -} - -_:bng_14371 { - [] rdf:value 4; :attack (5 8 6 3 7). -} - -_:bng_14372 { - (8 3 7) list:firstRest (8 (3 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7). -} - -_:bng_14373 { - (1 1) :attack3 (8 3 7). -} - -_:bng_14374 { - [] rdf:value 1; :attack (8 3 7). -} - -_:bng_14375 { - (2 8 3 7) list:firstRest (2 (8 3 7)). - (2 1) math:difference 1. -} - -_:bng_14376 { - (1 1) :attack3 (2 8 3 7). -} - -_:bng_14377 { - [] rdf:value 1; :attack (2 8 3 7). -} - -_:bng_14378 { - (2 8 3 7) list:firstRest (2 (8 3 7)). - (2 3) math:sum 5. -} - -_:bng_14379 { - (5 3) :attack3 (2 8 3 7). -} - -_:bng_14380 { - (4 2 8 3 7) list:firstRest (4 (2 8 3 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 8 3 7). -} - -_:bng_14381 { - (5 2) :attack3 (4 2 8 3 7). -} - -_:bng_14382 { - (1 4 2 8 3 7) list:firstRest (1 (4 2 8 3 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8 3 7). -} - -_:bng_14383 { - (5 1) :attack3 (1 4 2 8 3 7). -} - -_:bng_14384 { - [] rdf:value 5; :attack (1 4 2 8 3 7). -} - -_:bng_14385 { - (4 2 8 3 7) list:firstRest (4 (2 8 3 7)). - (4 2) math:sum 6. -} - -_:bng_14386 { - (6 2) :attack3 (4 2 8 3 7). -} - -_:bng_14387 { - (1 4 2 8 3 7) list:firstRest (1 (4 2 8 3 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 8 3 7). -} - -_:bng_14388 { - (6 1) :attack3 (1 4 2 8 3 7). -} - -_:bng_14389 { - [] rdf:value 6; :attack (1 4 2 8 3 7). -} - -_:bng_14390 { - (4 2 8 3 7) list:firstRest (4 (2 8 3 7)). - (4 1) math:sum 5. -} - -_:bng_14391 { - (5 1) :attack3 (4 2 8 3 7). -} - -_:bng_14392 { - [] rdf:value 5; :attack (4 2 8 3 7). -} - -_:bng_14393 { - (8 3 7) list:firstRest (8 (3 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (3 7). -} - -_:bng_14394 { - (1 4) :attack3 (8 3 7). -} - -_:bng_14395 { - (2 8 3 7) list:firstRest (2 (8 3 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 3 7). -} - -_:bng_14396 { - (1 3) :attack3 (2 8 3 7). -} - -_:bng_14397 { - (4 2 8 3 7) list:firstRest (4 (2 8 3 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 3 7). -} - -_:bng_14398 { - (1 2) :attack3 (4 2 8 3 7). -} - -_:bng_14399 { - (6 4 2 8 3 7) list:firstRest (6 (4 2 8 3 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 8 3 7). -} - -_:bng_14400 { - (1 1) :attack3 (6 4 2 8 3 7). -} - -_:bng_14401 { - [] rdf:value 1; :attack (6 4 2 8 3 7). -} - -_:bng_14402 { - (6 4 2 8 3 7) list:firstRest (6 (4 2 8 3 7)). - (6 1) math:difference 5. -} - -_:bng_14403 { - (5 1) :attack3 (6 4 2 8 3 7). -} - -_:bng_14404 { - [] rdf:value 5; :attack (6 4 2 8 3 7). -} - -_:bng_14405 { - (8 3 7) list:firstRest (8 (3 7)). - (8 4) math:difference 4. -} - -_:bng_14406 { - (4 4) :attack3 (8 3 7). -} - -_:bng_14407 { - (2 8 3 7) list:firstRest (2 (8 3 7)). - (3 1) math:sum 4 . - (4 4) :attack3 (8 3 7). -} - -_:bng_14408 { - (4 3) :attack3 (2 8 3 7). -} - -_:bng_14409 { - (5 2 8 3 7) list:firstRest (5 (2 8 3 7)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8 3 7). -} - -_:bng_14410 { - (4 2) :attack3 (5 2 8 3 7). -} - -_:bng_14411 { - (1 5 2 8 3 7) list:firstRest (1 (5 2 8 3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8 3 7). -} - -_:bng_14412 { - (4 1) :attack3 (1 5 2 8 3 7). -} - -_:bng_14413 { - [] rdf:value 4; :attack (1 5 2 8 3 7). -} - -_:bng_14414 { - (4) list:select (4 ()). - (_:bng_18152 false true) log:ifThenElseIn (() 1). - (4 6 1 5 2 8 3 7) list:firstRest (4 (6 1 5 2 8 3 7)). - (() (4 6 1 5 2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14415 { - ((4) (6 1 5 2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14416 { - (4 6) list:select (6 (4)). - (_:bng_18153 false true) log:ifThenElseIn (() 1). - (6 1 5 2 8 3 7) list:firstRest (6 (1 5 2 8 3 7)). - ((4) (6 1 5 2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14417 { - ((4 6) (1 5 2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14418 { - (1 4 6) list:select (1 (4 6)). - (_:bng_18154 false true) log:ifThenElseIn (() 1). - (1 5 2 8 3 7) list:firstRest (1 (5 2 8 3 7)). - ((4 6) (1 5 2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14419 { - ((1 4 6) (5 2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14420 { - (1 4 5 6) list:select (5 (1 4 6)). - (_:bng_18155 false true) log:ifThenElseIn (() 1). - (5 2 8 3 7) list:firstRest (5 (2 8 3 7)). - ((1 4 6) (5 2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14421 { - ((1 4 5 6) (2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14422 { - (1 2 4 5 6) list:select (2 (1 4 5 6)). - (_:bng_18156 false true) log:ifThenElseIn (() 1). - (2 8 3 7) list:firstRest (2 (8 3 7)). - ((1 4 5 6) (2 8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14423 { - ((1 2 4 5 6) (8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14424 { - (1 2 4 5 6 8) list:select (8 (1 2 4 5 6)). - (_:bng_18157 false true) log:ifThenElseIn (() 1). - (8 3 7) list:firstRest (8 (3 7)). - ((1 2 4 5 6) (8 3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14425 { - ((1 2 4 5 6 8) (3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14426 { - (1 2 3 4 5 6 8) list:select (3 (1 2 4 5 6 8)). - (_:bng_18151 false true) log:ifThenElseIn (() 1). - (3 7) list:firstRest (3 (7)). - ((1 2 4 5 6 8) (3 7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14427 { - ((1 2 3 4 5 6 8) (7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14428 { - (1 2 3 4 5 6 7 8) list:select (7 (1 2 3 4 5 6 8)). - (_:bng_18131 false true) log:ifThenElseIn (() 1). - (7) list:firstRest (7 ()). - ((1 2 3 4 5 6 8) (7)) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14429 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14430 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 6 1 5 2 8 3 7). -} - -_:bng_14431 { - [] rdf:value 8; :queens (4 6 1 5 2 8 3 7). -} - -_:bng_14432 { - (5 2 8 3 7) list:firstRest (5 (2 8 3 7)). - (5 1) math:difference 4. -} - -_:bng_14433 { - (4 1) :attack3 (5 2 8 3 7). -} - -_:bng_14434 { - [] rdf:value 4; :attack (5 2 8 3 7). -} - -_:bng_14435 { - (5 2 8 3 7) list:firstRest (5 (2 8 3 7)). - (5 1) math:sum 6. -} - -_:bng_14436 { - (6 1) :attack3 (5 2 8 3 7). -} - -_:bng_14437 { - [] rdf:value 6; :attack (5 2 8 3 7). -} - -_:bng_14438 { - (8 3 7) list:firstRest (8 (3 7)). - (8 2) math:difference 6. -} - -_:bng_14439 { - (6 2) :attack3 (8 3 7). -} - -_:bng_14440 { - (2 8 3 7) list:firstRest (2 (8 3 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 7). -} - -_:bng_14441 { - (6 1) :attack3 (2 8 3 7). -} - -_:bng_14442 { - [] rdf:value 6; :attack (2 8 3 7). -} - -_:bng_14443 { - (8 3 7) list:firstRest (8 (3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7). -} - -_:bng_14444 { - (4 1) :attack3 (8 3 7). -} - -_:bng_14445 { - [] rdf:value 4; :attack (8 3 7). -} - -_:bng_14446 { - (8 3 7) list:firstRest (8 (3 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7). -} - -_:bng_14447 { - (5 1) :attack3 (8 3 7). -} - -_:bng_14448 { - [] rdf:value 5; :attack (8 3 7). -} - -_:bng_14449 { - (1 6 8 3 7) list:firstRest (1 (6 8 3 7)). - (1 1) math:sum 2. -} - -_:bng_14450 { - (2 1) :attack3 (1 6 8 3 7). -} - -_:bng_14451 { - [] rdf:value 2; :attack (1 6 8 3 7). -} - -_:bng_14452 { - (6 8 3 7) list:firstRest (6 (8 3 7)). - (6 2) math:difference 4. -} - -_:bng_14453 { - (4 2) :attack3 (6 8 3 7). -} - -_:bng_14454 { - (1 6 8 3 7) list:firstRest (1 (6 8 3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 3 7). -} - -_:bng_14455 { - (4 1) :attack3 (1 6 8 3 7). -} - -_:bng_14456 { - [] rdf:value 4; :attack (1 6 8 3 7). -} - -_:bng_14457 { - (8 3 7) list:firstRest (8 (3 7)). - (8 3) math:difference 5. -} - -_:bng_14458 { - (5 3) :attack3 (8 3 7). -} - -_:bng_14459 { - (6 8 3 7) list:firstRest (6 (8 3 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3 7). -} - -_:bng_14460 { - (5 2) :attack3 (6 8 3 7). -} - -_:bng_14461 { - (1 6 8 3 7) list:firstRest (1 (6 8 3 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3 7). -} - -_:bng_14462 { - (5 1) :attack3 (1 6 8 3 7). -} - -_:bng_14463 { - [] rdf:value 5; :attack (1 6 8 3 7). -} - -_:bng_14464 { - (2 6 8 3 7) list:firstRest (2 (6 8 3 7)). - (2 1) math:difference 1. -} - -_:bng_14465 { - (1 1) :attack3 (2 6 8 3 7). -} - -_:bng_14466 { - [] rdf:value 1; :attack (2 6 8 3 7). -} - -_:bng_14467 { - (2 6 8 3 7) list:firstRest (2 (6 8 3 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 3 7). -} - -_:bng_14468 { - (4 1) :attack3 (2 6 8 3 7). -} - -_:bng_14469 { - [] rdf:value 4; :attack (2 6 8 3 7). -} - -_:bng_14470 { - (2 6 8 3 7) list:firstRest (2 (6 8 3 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3 7). -} - -_:bng_14471 { - (5 1) :attack3 (2 6 8 3 7). -} - -_:bng_14472 { - [] rdf:value 5; :attack (2 6 8 3 7). -} - -_:bng_14473 { - (1 4 6 8 3 7) list:firstRest (1 (4 6 8 3 7)). - (1 1) math:sum 2. -} - -_:bng_14474 { - (2 1) :attack3 (1 4 6 8 3 7). -} - -_:bng_14475 { - [] rdf:value 2; :attack (1 4 6 8 3 7). -} - -_:bng_14476 { - (6 8 3 7) list:firstRest (6 (8 3 7)). - (6 4) math:difference 2. -} - -_:bng_14477 { - (2 4) :attack3 (6 8 3 7). -} - -_:bng_14478 { - (4 6 8 3 7) list:firstRest (4 (6 8 3 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 8 3 7). -} - -_:bng_14479 { - (2 3) :attack3 (4 6 8 3 7). -} - -_:bng_14480 { - (1 4 6 8 3 7) list:firstRest (1 (4 6 8 3 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6 8 3 7). -} - -_:bng_14481 { - (2 2) :attack3 (1 4 6 8 3 7). -} - -_:bng_14482 { - (5 1 4 6 8 3 7) list:firstRest (5 (1 4 6 8 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6 8 3 7). -} - -_:bng_14483 { - (2 1) :attack3 (5 1 4 6 8 3 7). -} - -_:bng_14484 { - [] rdf:value 2; :attack (5 1 4 6 8 3 7). -} - -_:bng_14485 { - (8 3 7) list:firstRest (8 (3 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (3 7). -} - -_:bng_14486 { - (2 3) :attack3 (8 3 7). -} - -_:bng_14487 { - (6 8 3 7) list:firstRest (6 (8 3 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 3 7). -} - -_:bng_14488 { - (2 2) :attack3 (6 8 3 7). -} - -_:bng_14489 { - (4 6 8 3 7) list:firstRest (4 (6 8 3 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 8 3 7). -} - -_:bng_14490 { - (2 1) :attack3 (4 6 8 3 7). -} - -_:bng_14491 { - [] rdf:value 2; :attack (4 6 8 3 7). -} - -_:bng_14492 { - (4 6 8 3 7) list:firstRest (4 (6 8 3 7)). - (4 1) math:sum 5. -} - -_:bng_14493 { - (5 1) :attack3 (4 6 8 3 7). -} - -_:bng_14494 { - [] rdf:value 5; :attack (4 6 8 3 7). -} - -_:bng_14495 { - (6 8 3 7) list:firstRest (6 (8 3 7)). - (6 1) math:difference 5. -} - -_:bng_14496 { - (5 1) :attack3 (6 8 3 7). -} - -_:bng_14497 { - [] rdf:value 5; :attack (6 8 3 7). -} - -_:bng_14498 { - (1 4 7) list:firstRest (1 (4 7)). - (1 1) math:sum 2. -} - -_:bng_14499 { - (2 1) :attack3 (1 4 7). -} - -_:bng_14500 { - [] rdf:value 2; :attack (1 4 7). -} - -_:bng_14501 { - (3 1 4 7) list:firstRest (3 (1 4 7)). - (3 1) math:difference 2. -} - -_:bng_14502 { - (2 1) :attack3 (3 1 4 7). -} - -_:bng_14503 { - [] rdf:value 2; :attack (3 1 4 7). -} - -_:bng_14504 { - (4 7) list:firstRest (4 (7)). - (4 1) math:sum 5 . - (2 5) :attack3 (7). -} - -_:bng_14505 { - (2 4) :attack3 (4 7). -} - -_:bng_14506 { - (1 4 7) list:firstRest (1 (4 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7). -} - -_:bng_14507 { - (2 3) :attack3 (1 4 7). -} - -_:bng_14508 { - (3 1 4 7) list:firstRest (3 (1 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 7). -} - -_:bng_14509 { - (2 2) :attack3 (3 1 4 7). -} - -_:bng_14510 { - (5 3 1 4 7) list:firstRest (5 (3 1 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 4 7). -} - -_:bng_14511 { - (2 1) :attack3 (5 3 1 4 7). -} - -_:bng_14512 { - [] rdf:value 2; :attack (5 3 1 4 7). -} - -_:bng_14513 { - (5 3 1 4 7) list:firstRest (5 (3 1 4 7)). - (5 1) math:sum 6. -} - -_:bng_14514 { - (6 1) :attack3 (5 3 1 4 7). -} - -_:bng_14515 { - [] rdf:value 6; :attack (5 3 1 4 7). -} - -_:bng_14516 { - (4 7) list:firstRest (4 (7)). - (4 4) math:sum 8. -} - -_:bng_14517 { - (8 4) :attack3 (4 7). -} - -_:bng_14518 { - (1 4 7) list:firstRest (1 (4 7)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 7). -} - -_:bng_14519 { - (8 3) :attack3 (1 4 7). -} - -_:bng_14520 { - (3 1 4 7) list:firstRest (3 (1 4 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 7). -} - -_:bng_14521 { - (8 2) :attack3 (3 1 4 7). -} - -_:bng_14522 { - (5 3 1 4 7) list:firstRest (5 (3 1 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 4 7). -} - -_:bng_14523 { - (8 1) :attack3 (5 3 1 4 7). -} - -_:bng_14524 { - [] rdf:value 8; :attack (5 3 1 4 7). -} - -_:bng_14525 { - (6 3 1 4 7) list:firstRest (6 (3 1 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 4 7). -} - -_:bng_14526 { - (2 1) :attack3 (6 3 1 4 7). -} - -_:bng_14527 { - [] rdf:value 2; :attack (6 3 1 4 7). -} - -_:bng_14528 { - (6 3 1 4 7) list:firstRest (6 (3 1 4 7)). - (6 1) math:difference 5. -} - -_:bng_14529 { - (5 1) :attack3 (6 3 1 4 7). -} - -_:bng_14530 { - [] rdf:value 5; :attack (6 3 1 4 7). -} - -_:bng_14531 { - (6 3 1 4 7) list:firstRest (6 (3 1 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 1 4 7). -} - -_:bng_14532 { - (8 1) :attack3 (6 3 1 4 7). -} - -_:bng_14533 { - [] rdf:value 8; :attack (6 3 1 4 7). -} - -_:bng_14534 { - (8 3 1 4 7) list:firstRest (8 (3 1 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 4 7). -} - -_:bng_14535 { - (2 1) :attack3 (8 3 1 4 7). -} - -_:bng_14536 { - [] rdf:value 2; :attack (8 3 1 4 7). -} - -_:bng_14537 { - (3 1 4 7) list:firstRest (3 (1 4 7)). - (3 2) math:sum 5. -} - -_:bng_14538 { - (5 2) :attack3 (3 1 4 7). -} - -_:bng_14539 { - (8 3 1 4 7) list:firstRest (8 (3 1 4 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 4 7). -} - -_:bng_14540 { - (5 1) :attack3 (8 3 1 4 7). -} - -_:bng_14541 { - [] rdf:value 5; :attack (8 3 1 4 7). -} - -_:bng_14542 { - (8 3 1 4 7) list:firstRest (8 (3 1 4 7)). - (8 3) math:difference 5. -} - -_:bng_14543 { - (5 3) :attack3 (8 3 1 4 7). -} - -_:bng_14544 { - (6 8 3 1 4 7) list:firstRest (6 (8 3 1 4 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 3 1 4 7). -} - -_:bng_14545 { - (5 2) :attack3 (6 8 3 1 4 7). -} - -_:bng_14546 { - (2 6 8 3 1 4 7) list:firstRest (2 (6 8 3 1 4 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 3 1 4 7). -} - -_:bng_14547 { - (5 1) :attack3 (2 6 8 3 1 4 7). -} - -_:bng_14548 { - [] rdf:value 5; :attack (2 6 8 3 1 4 7). -} - -_:bng_14549 { - (6 8 3 1 4 7) list:firstRest (6 (8 3 1 4 7)). - (6 1) math:difference 5. -} - -_:bng_14550 { - (5 1) :attack3 (6 8 3 1 4 7). -} - -_:bng_14551 { - [] rdf:value 5; :attack (6 8 3 1 4 7). -} - -_:bng_14552 { - (2 5 1 4 7) list:firstRest (2 (5 1 4 7)). - (2 1) math:sum 3. -} - -_:bng_14553 { - (3 1) :attack3 (2 5 1 4 7). -} - -_:bng_14554 { - [] rdf:value 3; :attack (2 5 1 4 7). -} - -_:bng_14555 { - (6 2 5 1 4 7) list:firstRest (6 (2 5 1 4 7)). - (6 2) math:sum 8. -} - -_:bng_14556 { - (8 2) :attack3 (6 2 5 1 4 7). -} - -_:bng_14557 { - (3 6 2 5 1 4 7) list:firstRest (3 (6 2 5 1 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 5 1 4 7). -} - -_:bng_14558 { - (8 1) :attack3 (3 6 2 5 1 4 7). -} - -_:bng_14559 { - [] rdf:value 8; :attack (3 6 2 5 1 4 7). -} - -_:bng_14560 { - (5 1 4 7) list:firstRest (5 (1 4 7)). - (5 3) math:sum 8. -} - -_:bng_14561 { - (8 3) :attack3 (5 1 4 7). -} - -_:bng_14562 { - (2 5 1 4 7) list:firstRest (2 (5 1 4 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 1 4 7). -} - -_:bng_14563 { - (8 2) :attack3 (2 5 1 4 7). -} - -_:bng_14564 { - (6 2 5 1 4 7) list:firstRest (6 (2 5 1 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 1 4 7). -} - -_:bng_14565 { - (8 1) :attack3 (6 2 5 1 4 7). -} - -_:bng_14566 { - [] rdf:value 8; :attack (6 2 5 1 4 7). -} - -_:bng_14567 { - (5 1 4 7) list:firstRest (5 (1 4 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (1 4 7). -} - -_:bng_14568 { - (8 2) :attack3 (5 1 4 7). -} - -_:bng_14569 { - (2 5 1 4 7) list:firstRest (2 (5 1 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (5 1 4 7). -} - -_:bng_14570 { - (8 1) :attack3 (2 5 1 4 7). -} - -_:bng_14571 { - [] rdf:value 8; :attack (2 5 1 4 7). -} - -_:bng_14572 { - (1 4 7) list:firstRest (1 (4 7)). - (1 2) math:sum 3. -} - -_:bng_14573 { - (3 2) :attack3 (1 4 7). -} - -_:bng_14574 { - (5 1 4 7) list:firstRest (5 (1 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 7). -} - -_:bng_14575 { - (3 1) :attack3 (5 1 4 7). -} - -_:bng_14576 { - [] rdf:value 3; :attack (5 1 4 7). -} - -_:bng_14577 { - (5 1 4 7) list:firstRest (5 (1 4 7)). - (5 1) math:sum 6. -} - -_:bng_14578 { - (6 1) :attack3 (5 1 4 7). -} - -_:bng_14579 { - [] rdf:value 6; :attack (5 1 4 7). -} - -_:bng_14580 { - (5 1 4 7) list:firstRest (5 (1 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 7). -} - -_:bng_14581 { - (2 2) :attack3 (5 1 4 7). -} - -_:bng_14582 { - (8 5 1 4 7) list:firstRest (8 (5 1 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 1 4 7). -} - -_:bng_14583 { - (2 1) :attack3 (8 5 1 4 7). -} - -_:bng_14584 { - [] rdf:value 2; :attack (8 5 1 4 7). -} - -_:bng_14585 { - (5 1 4 7) list:firstRest (5 (1 4 7)). - (5 2) math:difference 3. -} - -_:bng_14586 { - (3 2) :attack3 (5 1 4 7). -} - -_:bng_14587 { - (8 5 1 4 7) list:firstRest (8 (5 1 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 4 7). -} - -_:bng_14588 { - (3 1) :attack3 (8 5 1 4 7). -} - -_:bng_14589 { - [] rdf:value 3; :attack (8 5 1 4 7). -} - -_:bng_14590 { - (5 1 4 7) list:firstRest (5 (1 4 7)). - (5 3) math:difference 2. -} - -_:bng_14591 { - (2 3) :attack3 (5 1 4 7). -} - -_:bng_14592 { - (8 5 1 4 7) list:firstRest (8 (5 1 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 1 4 7). -} - -_:bng_14593 { - (2 2) :attack3 (8 5 1 4 7). -} - -_:bng_14594 { - (6 8 5 1 4 7) list:firstRest (6 (8 5 1 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 1 4 7). -} - -_:bng_14595 { - (2 1) :attack3 (6 8 5 1 4 7). -} - -_:bng_14596 { - [] rdf:value 2; :attack (6 8 5 1 4 7). -} - -_:bng_14597 { - (3 6 8 5 1 4 7) list:firstRest (3 (6 8 5 1 4 7)). - (3 1) math:difference 2. -} - -_:bng_14598 { - (2 1) :attack3 (3 6 8 5 1 4 7). -} - -_:bng_14599 { - [] rdf:value 2; :attack (3 6 8 5 1 4 7). -} - -_:bng_14600 { - (4 7) list:firstRest (4 (7)). - (4 2) math:sum 6. -} - -_:bng_14601 { - (6 2) :attack3 (4 7). -} - -_:bng_14602 { - (1 4 7) list:firstRest (1 (4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7). -} - -_:bng_14603 { - (6 1) :attack3 (1 4 7). -} - -_:bng_14604 { - [] rdf:value 6; :attack (1 4 7). -} - -_:bng_14605 { - (2 8 1 4 7) list:firstRest (2 (8 1 4 7)). - (2 1) math:sum 3. -} - -_:bng_14606 { - (3 1) :attack3 (2 8 1 4 7). -} - -_:bng_14607 { - [] rdf:value 3; :attack (2 8 1 4 7). -} - -_:bng_14608 { - (1 4 7) list:firstRest (1 (4 7)). - (1 5) math:sum 6. -} - -_:bng_14609 { - (6 5) :attack3 (1 4 7). -} - -_:bng_14610 { - (8 1 4 7) list:firstRest (8 (1 4 7)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 4 7). -} - -_:bng_14611 { - (6 4) :attack3 (8 1 4 7). -} - -_:bng_14612 { - (2 8 1 4 7) list:firstRest (2 (8 1 4 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (8 1 4 7). -} - -_:bng_14613 { - (6 3) :attack3 (2 8 1 4 7). -} - -_:bng_14614 { - (5 2 8 1 4 7) list:firstRest (5 (2 8 1 4 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (2 8 1 4 7). -} - -_:bng_14615 { - (6 2) :attack3 (5 2 8 1 4 7). -} - -_:bng_14616 { - (3 5 2 8 1 4 7) list:firstRest (3 (5 2 8 1 4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 2 8 1 4 7). -} - -_:bng_14617 { - (6 1) :attack3 (3 5 2 8 1 4 7). -} - -_:bng_14618 { - [] rdf:value 6; :attack (3 5 2 8 1 4 7). -} - -_:bng_14619 { - (5 2 8 1 4 7) list:firstRest (5 (2 8 1 4 7)). - (5 1) math:sum 6. -} - -_:bng_14620 { - (6 1) :attack3 (5 2 8 1 4 7). -} - -_:bng_14621 { - [] rdf:value 6; :attack (5 2 8 1 4 7). -} - -_:bng_14622 { - (8 1 4 7) list:firstRest (8 (1 4 7)). - (8 2) math:difference 6. -} - -_:bng_14623 { - (6 2) :attack3 (8 1 4 7). -} - -_:bng_14624 { - (2 8 1 4 7) list:firstRest (2 (8 1 4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 4 7). -} - -_:bng_14625 { - (6 1) :attack3 (2 8 1 4 7). -} - -_:bng_14626 { - [] rdf:value 6; :attack (2 8 1 4 7). -} - -_:bng_14627 { - (8 1 4 7) list:firstRest (8 (1 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 7). -} - -_:bng_14628 { - (3 1) :attack3 (8 1 4 7). -} - -_:bng_14629 { - [] rdf:value 3; :attack (8 1 4 7). -} - -_:bng_14630 { - (8 1 4 7) list:firstRest (8 (1 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 7). -} - -_:bng_14631 { - (2 2) :attack3 (8 1 4 7). -} - -_:bng_14632 { - (5 8 1 4 7) list:firstRest (5 (8 1 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 4 7). -} - -_:bng_14633 { - (2 1) :attack3 (5 8 1 4 7). -} - -_:bng_14634 { - [] rdf:value 2; :attack (5 8 1 4 7). -} - -_:bng_14635 { - (3 5 8 1 4 7) list:firstRest (3 (5 8 1 4 7)). - (3 1) math:difference 2. -} - -_:bng_14636 { - (2 1) :attack3 (3 5 8 1 4 7). -} - -_:bng_14637 { - [] rdf:value 2; :attack (3 5 8 1 4 7). -} - -_:bng_14638 { - (5 8 1 4 7) list:firstRest (5 (8 1 4 7)). - (5 3) math:difference 2. -} - -_:bng_14639 { - (2 3) :attack3 (5 8 1 4 7). -} - -_:bng_14640 { - (3 5 8 1 4 7) list:firstRest (3 (5 8 1 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8 1 4 7). -} - -_:bng_14641 { - (2 2) :attack3 (3 5 8 1 4 7). -} - -_:bng_14642 { - (6 3 5 8 1 4 7) list:firstRest (6 (3 5 8 1 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 8 1 4 7). -} - -_:bng_14643 { - (2 1) :attack3 (6 3 5 8 1 4 7). -} - -_:bng_14644 { - [] rdf:value 2; :attack (6 3 5 8 1 4 7). -} - -_:bng_14645 { - (5 8 1 4 7) list:firstRest (5 (8 1 4 7)). - (5 1) math:sum 6. -} - -_:bng_14646 { - (6 1) :attack3 (5 8 1 4 7). -} - -_:bng_14647 { - [] rdf:value 6; :attack (5 8 1 4 7). -} - -_:bng_14648 { - (6 8 1 4 7) list:firstRest (6 (8 1 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 4 7). -} - -_:bng_14649 { - (2 1) :attack3 (6 8 1 4 7). -} - -_:bng_14650 { - [] rdf:value 2; :attack (6 8 1 4 7). -} - -_:bng_14651 { - (3 6 8 1 4 7) list:firstRest (3 (6 8 1 4 7)). - (3 1) math:difference 2. -} - -_:bng_14652 { - (2 1) :attack3 (3 6 8 1 4 7). -} - -_:bng_14653 { - [] rdf:value 2; :attack (3 6 8 1 4 7). -} - -_:bng_14654 { - (8 1 4 7) list:firstRest (8 (1 4 7)). - (8 3) math:difference 5. -} - -_:bng_14655 { - (5 3) :attack3 (8 1 4 7). -} - -_:bng_14656 { - (6 8 1 4 7) list:firstRest (6 (8 1 4 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 1 4 7). -} - -_:bng_14657 { - (5 2) :attack3 (6 8 1 4 7). -} - -_:bng_14658 { - (3 6 8 1 4 7) list:firstRest (3 (6 8 1 4 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 1 4 7). -} - -_:bng_14659 { - (5 1) :attack3 (3 6 8 1 4 7). -} - -_:bng_14660 { - [] rdf:value 5; :attack (3 6 8 1 4 7). -} - -_:bng_14661 { - (6 8 1 4 7) list:firstRest (6 (8 1 4 7)). - (6 1) math:difference 5. -} - -_:bng_14662 { - (5 1) :attack3 (6 8 1 4 7). -} - -_:bng_14663 { - [] rdf:value 5; :attack (6 8 1 4 7). -} - -_:bng_14664 { - (2 4 7) list:firstRest (2 (4 7)). - (2 1) math:difference 1. -} - -_:bng_14665 { - (1 1) :attack3 (2 4 7). -} - -_:bng_14666 { - [] rdf:value 1; :attack (2 4 7). -} - -_:bng_14667 { - (2 4 7) list:firstRest (2 (4 7)). - (2 1) math:sum 3. -} - -_:bng_14668 { - (3 1) :attack3 (2 4 7). -} - -_:bng_14669 { - [] rdf:value 3; :attack (2 4 7). -} - -_:bng_14670 { - (4 7) list:firstRest (4 (7)). - (4 3) math:difference 1. -} - -_:bng_14671 { - (1 3) :attack3 (4 7). -} - -_:bng_14672 { - (2 4 7) list:firstRest (2 (4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7). -} - -_:bng_14673 { - (1 2) :attack3 (2 4 7). -} - -_:bng_14674 { - (5 2 4 7) list:firstRest (5 (2 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 7). -} - -_:bng_14675 { - (1 1) :attack3 (5 2 4 7). -} - -_:bng_14676 { - [] rdf:value 1; :attack (5 2 4 7). -} - -_:bng_14677 { - (4 7) list:firstRest (4 (7)). - (3 1) math:sum 4 . - (3 4) :attack3 (7). -} - -_:bng_14678 { - (3 3) :attack3 (4 7). -} - -_:bng_14679 { - (2 4 7) list:firstRest (2 (4 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 7). -} - -_:bng_14680 { - (3 2) :attack3 (2 4 7). -} - -_:bng_14681 { - (5 2 4 7) list:firstRest (5 (2 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 7). -} - -_:bng_14682 { - (3 1) :attack3 (5 2 4 7). -} - -_:bng_14683 { - [] rdf:value 3; :attack (5 2 4 7). -} - -_:bng_14684 { - (5 2 4 7) list:firstRest (5 (2 4 7)). - (5 1) math:sum 6. -} - -_:bng_14685 { - (6 1) :attack3 (5 2 4 7). -} - -_:bng_14686 { - [] rdf:value 6; :attack (5 2 4 7). -} - -_:bng_14687 { - (6) list:select (6 ()). - (_:bng_18158 false true) log:ifThenElseIn (() 1). - (6 3 1 8 5 2 4 7) list:firstRest (6 (3 1 8 5 2 4 7)). - (() (6 3 1 8 5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14688 { - ((6) (3 1 8 5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14689 { - (3 6) list:select (3 (6)). - (_:bng_18159 false true) log:ifThenElseIn (() 1). - (3 1 8 5 2 4 7) list:firstRest (3 (1 8 5 2 4 7)). - ((6) (3 1 8 5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14690 { - ((3 6) (1 8 5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14691 { - (1 3 6) list:select (1 (3 6)). - (_:bng_18160 false true) log:ifThenElseIn (() 1). - (1 8 5 2 4 7) list:firstRest (1 (8 5 2 4 7)). - ((3 6) (1 8 5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14692 { - ((1 3 6) (8 5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14693 { - (1 3 6 8) list:select (8 (1 3 6)). - (_:bng_18161 false true) log:ifThenElseIn (() 1). - (8 5 2 4 7) list:firstRest (8 (5 2 4 7)). - ((1 3 6) (8 5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14694 { - ((1 3 6 8) (5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14695 { - (1 3 5 6 8) list:select (5 (1 3 6 8)). - (_:bng_18162 false true) log:ifThenElseIn (() 1). - (5 2 4 7) list:firstRest (5 (2 4 7)). - ((1 3 6 8) (5 2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14696 { - ((1 3 5 6 8) (2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14697 { - (1 2 3 5 6 8) list:select (2 (1 3 5 6 8)). - (_:bng_18163 false true) log:ifThenElseIn (() 1). - (2 4 7) list:firstRest (2 (4 7)). - ((1 3 5 6 8) (2 4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14698 { - ((1 2 3 5 6 8) (4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14699 { - (1 2 3 4 5 6 8) list:select (4 (1 2 3 5 6 8)). - (_:bng_18164 false true) log:ifThenElseIn (() 1). - (4 7) list:firstRest (4 (7)). - ((1 2 3 5 6 8) (4 7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14700 { - ((1 2 3 4 5 6 8) (7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14701 { - (1 2 3 4 5 6 7 8) list:select (7 (1 2 3 4 5 6 8)). - (_:bng_18131 false true) log:ifThenElseIn (() 1). - (7) list:firstRest (7 ()). - ((1 2 3 4 5 6 8) (7)) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14702 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14703 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 1 8 5 2 4 7). -} - -_:bng_14704 { - [] rdf:value 8; :queens (6 3 1 8 5 2 4 7). -} - -_:bng_14705 { - (8 5 2 4 7) list:firstRest (8 (5 2 4 7)). - (8 2) math:difference 6. -} - -_:bng_14706 { - (6 2) :attack3 (8 5 2 4 7). -} - -_:bng_14707 { - (1 8 5 2 4 7) list:firstRest (1 (8 5 2 4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 2 4 7). -} - -_:bng_14708 { - (6 1) :attack3 (1 8 5 2 4 7). -} - -_:bng_14709 { - [] rdf:value 6; :attack (1 8 5 2 4 7). -} - -_:bng_14710 { - (5 2 4 7) list:firstRest (5 (2 4 7)). - (5 2) math:difference 3. -} - -_:bng_14711 { - (3 2) :attack3 (5 2 4 7). -} - -_:bng_14712 { - (8 5 2 4 7) list:firstRest (8 (5 2 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 4 7). -} - -_:bng_14713 { - (3 1) :attack3 (8 5 2 4 7). -} - -_:bng_14714 { - [] rdf:value 3; :attack (8 5 2 4 7). -} - -_:bng_14715 { - (4 7) list:firstRest (4 (7)). - (5 1) math:sum 6 . - (1 6) :attack3 (7). -} - -_:bng_14716 { - (1 5) :attack3 (4 7). -} - -_:bng_14717 { - (2 4 7) list:firstRest (2 (4 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (4 7). -} - -_:bng_14718 { - (1 4) :attack3 (2 4 7). -} - -_:bng_14719 { - (5 2 4 7) list:firstRest (5 (2 4 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (2 4 7). -} - -_:bng_14720 { - (1 3) :attack3 (5 2 4 7). -} - -_:bng_14721 { - (8 5 2 4 7) list:firstRest (8 (5 2 4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 2 4 7). -} - -_:bng_14722 { - (1 2) :attack3 (8 5 2 4 7). -} - -_:bng_14723 { - (6 8 5 2 4 7) list:firstRest (6 (8 5 2 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 5 2 4 7). -} - -_:bng_14724 { - (1 1) :attack3 (6 8 5 2 4 7). -} - -_:bng_14725 { - [] rdf:value 1; :attack (6 8 5 2 4 7). -} - -_:bng_14726 { - (5 2 4 7) list:firstRest (5 (2 4 7)). - (5 4) math:difference 1. -} - -_:bng_14727 { - (1 4) :attack3 (5 2 4 7). -} - -_:bng_14728 { - (8 5 2 4 7) list:firstRest (8 (5 2 4 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 2 4 7). -} - -_:bng_14729 { - (1 3) :attack3 (8 5 2 4 7). -} - -_:bng_14730 { - (6 8 5 2 4 7) list:firstRest (6 (8 5 2 4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 2 4 7). -} - -_:bng_14731 { - (1 2) :attack3 (6 8 5 2 4 7). -} - -_:bng_14732 { - (3 6 8 5 2 4 7) list:firstRest (3 (6 8 5 2 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 5 2 4 7). -} - -_:bng_14733 { - (1 1) :attack3 (3 6 8 5 2 4 7). -} - -_:bng_14734 { - [] rdf:value 1; :attack (3 6 8 5 2 4 7). -} - -_:bng_14735 { - (2 4 7) list:firstRest (2 (4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7). -} - -_:bng_14736 { - (6 1) :attack3 (2 4 7). -} - -_:bng_14737 { - [] rdf:value 6; :attack (2 4 7). -} - -_:bng_14738 { - (8 2 4 7) list:firstRest (8 (2 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 7). -} - -_:bng_14739 { - (1 1) :attack3 (8 2 4 7). -} - -_:bng_14740 { - [] rdf:value 1; :attack (8 2 4 7). -} - -_:bng_14741 { - (8 2 4 7) list:firstRest (8 (2 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 7). -} - -_:bng_14742 { - (3 1) :attack3 (8 2 4 7). -} - -_:bng_14743 { - [] rdf:value 3; :attack (8 2 4 7). -} - -_:bng_14744 { - (5 8 2 4 7) list:firstRest (5 (8 2 4 7)). - (5 2) math:difference 3. -} - -_:bng_14745 { - (3 2) :attack3 (5 8 2 4 7). -} - -_:bng_14746 { - (1 5 8 2 4 7) list:firstRest (1 (5 8 2 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 2 4 7). -} - -_:bng_14747 { - (3 1) :attack3 (1 5 8 2 4 7). -} - -_:bng_14748 { - [] rdf:value 3; :attack (1 5 8 2 4 7). -} - -_:bng_14749 { - (2 4 7) list:firstRest (2 (4 7)). - (2 4) math:sum 6. -} - -_:bng_14750 { - (6 4) :attack3 (2 4 7). -} - -_:bng_14751 { - (8 2 4 7) list:firstRest (8 (2 4 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 4 7). -} - -_:bng_14752 { - (6 3) :attack3 (8 2 4 7). -} - -_:bng_14753 { - (5 8 2 4 7) list:firstRest (5 (8 2 4 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 4 7). -} - -_:bng_14754 { - (6 2) :attack3 (5 8 2 4 7). -} - -_:bng_14755 { - (1 5 8 2 4 7) list:firstRest (1 (5 8 2 4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2 4 7). -} - -_:bng_14756 { - (6 1) :attack3 (1 5 8 2 4 7). -} - -_:bng_14757 { - [] rdf:value 6; :attack (1 5 8 2 4 7). -} - -_:bng_14758 { - (8 2 4 7) list:firstRest (8 (2 4 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (2 4 7). -} - -_:bng_14759 { - (1 3) :attack3 (8 2 4 7). -} - -_:bng_14760 { - (5 8 2 4 7) list:firstRest (5 (8 2 4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 2 4 7). -} - -_:bng_14761 { - (1 2) :attack3 (5 8 2 4 7). -} - -_:bng_14762 { - (3 5 8 2 4 7) list:firstRest (3 (5 8 2 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 8 2 4 7). -} - -_:bng_14763 { - (1 1) :attack3 (3 5 8 2 4 7). -} - -_:bng_14764 { - [] rdf:value 1; :attack (3 5 8 2 4 7). -} - -_:bng_14765 { - (3 5 8 2 4 7) list:firstRest (3 (5 8 2 4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 8 2 4 7). -} - -_:bng_14766 { - (6 1) :attack3 (3 5 8 2 4 7). -} - -_:bng_14767 { - [] rdf:value 6; :attack (3 5 8 2 4 7). -} - -_:bng_14768 { - (5 8 2 4 7) list:firstRest (5 (8 2 4 7)). - (5 1) math:sum 6. -} - -_:bng_14769 { - (6 1) :attack3 (5 8 2 4 7). -} - -_:bng_14770 { - [] rdf:value 6; :attack (5 8 2 4 7). -} - -_:bng_14771 { - (5) list:select (5 ()). - (_:bng_18165 false true) log:ifThenElseIn (() 1). - (5 3 1 6 8 2 4 7) list:firstRest (5 (3 1 6 8 2 4 7)). - (() (5 3 1 6 8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14772 { - ((5) (3 1 6 8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14773 { - (3 5) list:select (3 (5)). - (_:bng_18166 false true) log:ifThenElseIn (() 1). - (3 1 6 8 2 4 7) list:firstRest (3 (1 6 8 2 4 7)). - ((5) (3 1 6 8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14774 { - ((3 5) (1 6 8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14775 { - (1 3 5) list:select (1 (3 5)). - (_:bng_18167 false true) log:ifThenElseIn (() 1). - (1 6 8 2 4 7) list:firstRest (1 (6 8 2 4 7)). - ((3 5) (1 6 8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14776 { - ((1 3 5) (6 8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14777 { - (1 3 5 6) list:select (6 (1 3 5)). - (_:bng_18168 false true) log:ifThenElseIn (() 1). - (6 8 2 4 7) list:firstRest (6 (8 2 4 7)). - ((1 3 5) (6 8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14778 { - ((1 3 5 6) (8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14779 { - (1 3 5 6 8) list:select (8 (1 3 5 6)). - (_:bng_18169 false true) log:ifThenElseIn (() 1). - (8 2 4 7) list:firstRest (8 (2 4 7)). - ((1 3 5 6) (8 2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14780 { - ((1 3 5 6 8) (2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14781 { - (1 2 3 5 6 8) list:select (2 (1 3 5 6 8)). - (_:bng_18163 false true) log:ifThenElseIn (() 1). - (2 4 7) list:firstRest (2 (4 7)). - ((1 3 5 6 8) (2 4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14782 { - ((1 2 3 5 6 8) (4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14783 { - (1 2 3 4 5 6 8) list:select (4 (1 2 3 5 6 8)). - (_:bng_18164 false true) log:ifThenElseIn (() 1). - (4 7) list:firstRest (4 (7)). - ((1 2 3 5 6 8) (4 7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14784 { - ((1 2 3 4 5 6 8) (7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14785 { - (1 2 3 4 5 6 7 8) list:select (7 (1 2 3 4 5 6 8)). - (_:bng_18131 false true) log:ifThenElseIn (() 1). - (7) list:firstRest (7 ()). - ((1 2 3 4 5 6 8) (7)) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14786 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14787 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 3 1 6 8 2 4 7). -} - -_:bng_14788 { - [] rdf:value 8; :queens (5 3 1 6 8 2 4 7). -} - -_:bng_14789 { - (8 2 4 7) list:firstRest (8 (2 4 7)). - (8 3) math:difference 5. -} - -_:bng_14790 { - (5 3) :attack3 (8 2 4 7). -} - -_:bng_14791 { - (6 8 2 4 7) list:firstRest (6 (8 2 4 7)). - (2 1) math:sum 3 . - (5 3) :attack3 (8 2 4 7). -} - -_:bng_14792 { - (5 2) :attack3 (6 8 2 4 7). -} - -_:bng_14793 { - (1 6 8 2 4 7) list:firstRest (1 (6 8 2 4 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2 4 7). -} - -_:bng_14794 { - (5 1) :attack3 (1 6 8 2 4 7). -} - -_:bng_14795 { - [] rdf:value 5; :attack (1 6 8 2 4 7). -} - -_:bng_14796 { - (6 8 2 4 7) list:firstRest (6 (8 2 4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 2 4 7). -} - -_:bng_14797 { - (1 2) :attack3 (6 8 2 4 7). -} - -_:bng_14798 { - (3 6 8 2 4 7) list:firstRest (3 (6 8 2 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 2 4 7). -} - -_:bng_14799 { - (1 1) :attack3 (3 6 8 2 4 7). -} - -_:bng_14800 { - [] rdf:value 1; :attack (3 6 8 2 4 7). -} - -_:bng_14801 { - (3 6 8 2 4 7) list:firstRest (3 (6 8 2 4 7)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8 2 4 7). -} - -_:bng_14802 { - (5 1) :attack3 (3 6 8 2 4 7). -} - -_:bng_14803 { - [] rdf:value 5; :attack (3 6 8 2 4 7). -} - -_:bng_14804 { - (6 8 2 4 7) list:firstRest (6 (8 2 4 7)). - (6 1) math:difference 5. -} - -_:bng_14805 { - (5 1) :attack3 (6 8 2 4 7). -} - -_:bng_14806 { - [] rdf:value 5; :attack (6 8 2 4 7). -} - -_:bng_14807 { - (4 7) list:firstRest (4 (7)). - (4 1) math:difference 3. -} - -_:bng_14808 { - (3 1) :attack3 (4 7). -} - -_:bng_14809 { - [] rdf:value 3; :attack (4 7). -} - -_:bng_14810 { - (4 7) list:firstRest (4 (7)). - (4 1) math:sum 5. -} - -_:bng_14811 { - (5 1) :attack3 (4 7). -} - -_:bng_14812 { - [] rdf:value 5; :attack (4 7). -} - -_:bng_14813 { - (1 6 4 7) list:firstRest (1 (6 4 7)). - (1 1) math:sum 2. -} - -_:bng_14814 { - (2 1) :attack3 (1 6 4 7). -} - -_:bng_14815 { - [] rdf:value 2; :attack (1 6 4 7). -} - -_:bng_14816 { - (6 4 7) list:firstRest (6 (4 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 7). -} - -_:bng_14817 { - (3 2) :attack3 (6 4 7). -} - -_:bng_14818 { - (1 6 4 7) list:firstRest (1 (6 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 4 7). -} - -_:bng_14819 { - (3 1) :attack3 (1 6 4 7). -} - -_:bng_14820 { - [] rdf:value 3; :attack (1 6 4 7). -} - -_:bng_14821 { - (6 4 7) list:firstRest (6 (4 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7). -} - -_:bng_14822 { - (2 3) :attack3 (6 4 7). -} - -_:bng_14823 { - (1 6 4 7) list:firstRest (1 (6 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (6 4 7). -} - -_:bng_14824 { - (2 2) :attack3 (1 6 4 7). -} - -_:bng_14825 { - (5 1 6 4 7) list:firstRest (5 (1 6 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 6 4 7). -} - -_:bng_14826 { - (2 1) :attack3 (5 1 6 4 7). -} - -_:bng_14827 { - [] rdf:value 2; :attack (5 1 6 4 7). -} - -_:bng_14828 { - (1 6 4 7) list:firstRest (1 (6 4 7)). - (1 2) math:sum 3. -} - -_:bng_14829 { - (3 2) :attack3 (1 6 4 7). -} - -_:bng_14830 { - (5 1 6 4 7) list:firstRest (5 (1 6 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 4 7). -} - -_:bng_14831 { - (3 1) :attack3 (5 1 6 4 7). -} - -_:bng_14832 { - [] rdf:value 3; :attack (5 1 6 4 7). -} - -_:bng_14833 { - (6 4 7) list:firstRest (6 (4 7)). - (3 1) math:sum 4 . - (8 4) :attack3 (4 7). -} - -_:bng_14834 { - (8 3) :attack3 (6 4 7). -} - -_:bng_14835 { - (1 6 4 7) list:firstRest (1 (6 4 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4 7). -} - -_:bng_14836 { - (8 2) :attack3 (1 6 4 7). -} - -_:bng_14837 { - (5 1 6 4 7) list:firstRest (5 (1 6 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 6 4 7). -} - -_:bng_14838 { - (8 1) :attack3 (5 1 6 4 7). -} - -_:bng_14839 { - [] rdf:value 8; :attack (5 1 6 4 7). -} - -_:bng_14840 { - (6 4 7) list:firstRest (6 (4 7)). - (6 2) math:sum 8. -} - -_:bng_14841 { - (8 2) :attack3 (6 4 7). -} - -_:bng_14842 { - (1 6 4 7) list:firstRest (1 (6 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 7). -} - -_:bng_14843 { - (8 1) :attack3 (1 6 4 7). -} - -_:bng_14844 { - [] rdf:value 8; :attack (1 6 4 7). -} - -_:bng_14845 { - (4 7) list:firstRest (4 (7)). - (4 2) math:difference 2. -} - -_:bng_14846 { - (2 2) :attack3 (4 7). -} - -_:bng_14847 { - (6 4 7) list:firstRest (6 (4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7). -} - -_:bng_14848 { - (2 1) :attack3 (6 4 7). -} - -_:bng_14849 { - [] rdf:value 2; :attack (6 4 7). -} - -_:bng_14850 { - (6 4 7) list:firstRest (6 (4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7). -} - -_:bng_14851 { - (1 2) :attack3 (6 4 7). -} - -_:bng_14852 { - (3 6 4 7) list:firstRest (3 (6 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 7). -} - -_:bng_14853 { - (1 1) :attack3 (3 6 4 7). -} - -_:bng_14854 { - [] rdf:value 1; :attack (3 6 4 7). -} - -_:bng_14855 { - (3 6 4 7) list:firstRest (3 (6 4 7)). - (3 1) math:difference 2. -} - -_:bng_14856 { - (2 1) :attack3 (3 6 4 7). -} - -_:bng_14857 { - [] rdf:value 2; :attack (3 6 4 7). -} - -_:bng_14858 { - (3 6 4 7) list:firstRest (3 (6 4 7)). - (3 2) math:difference 1. -} - -_:bng_14859 { - (1 2) :attack3 (3 6 4 7). -} - -_:bng_14860 { - (5 3 6 4 7) list:firstRest (5 (3 6 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 4 7). -} - -_:bng_14861 { - (1 1) :attack3 (5 3 6 4 7). -} - -_:bng_14862 { - [] rdf:value 1; :attack (5 3 6 4 7). -} - -_:bng_14863 { - (3 6 4 7) list:firstRest (3 (6 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (6 4 7). -} - -_:bng_14864 { - (2 2) :attack3 (3 6 4 7). -} - -_:bng_14865 { - (5 3 6 4 7) list:firstRest (5 (3 6 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 6 4 7). -} - -_:bng_14866 { - (2 1) :attack3 (5 3 6 4 7). -} - -_:bng_14867 { - [] rdf:value 2; :attack (5 3 6 4 7). -} - -_:bng_14868 { - (3 6 4 7) list:firstRest (3 (6 4 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 4 7). -} - -_:bng_14869 { - (8 2) :attack3 (3 6 4 7). -} - -_:bng_14870 { - (5 3 6 4 7) list:firstRest (5 (3 6 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 6 4 7). -} - -_:bng_14871 { - (8 1) :attack3 (5 3 6 4 7). -} - -_:bng_14872 { - [] rdf:value 8; :attack (5 3 6 4 7). -} - -_:bng_14873 { - (3 6 4 7) list:firstRest (3 (6 4 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 4 7). -} - -_:bng_14874 { - (8 1) :attack3 (3 6 4 7). -} - -_:bng_14875 { - [] rdf:value 8; :attack (3 6 4 7). -} - -_:bng_14876 { - (6 4 7) list:firstRest (6 (4 7)). - (6 1) math:difference 5. -} - -_:bng_14877 { - (5 1) :attack3 (6 4 7). -} - -_:bng_14878 { - [] rdf:value 5; :attack (6 4 7). -} - -_:bng_14879 { - (8 6 4 7) list:firstRest (8 (6 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 7). -} - -_:bng_14880 { - (1 1) :attack3 (8 6 4 7). -} - -_:bng_14881 { - [] rdf:value 1; :attack (8 6 4 7). -} - -_:bng_14882 { - (2 8 6 4 7) list:firstRest (2 (8 6 4 7)). - (2 1) math:difference 1. -} - -_:bng_14883 { - (1 1) :attack3 (2 8 6 4 7). -} - -_:bng_14884 { - [] rdf:value 1; :attack (2 8 6 4 7). -} - -_:bng_14885 { - (2 8 6 4 7) list:firstRest (2 (8 6 4 7)). - (2 1) math:sum 3. -} - -_:bng_14886 { - (3 1) :attack3 (2 8 6 4 7). -} - -_:bng_14887 { - [] rdf:value 3; :attack (2 8 6 4 7). -} - -_:bng_14888 { - (6 4 7) list:firstRest (6 (4 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (4 7). -} - -_:bng_14889 { - (1 4) :attack3 (6 4 7). -} - -_:bng_14890 { - (8 6 4 7) list:firstRest (8 (6 4 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (6 4 7). -} - -_:bng_14891 { - (1 3) :attack3 (8 6 4 7). -} - -_:bng_14892 { - (2 8 6 4 7) list:firstRest (2 (8 6 4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 6 4 7). -} - -_:bng_14893 { - (1 2) :attack3 (2 8 6 4 7). -} - -_:bng_14894 { - (5 2 8 6 4 7) list:firstRest (5 (2 8 6 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 8 6 4 7). -} - -_:bng_14895 { - (1 1) :attack3 (5 2 8 6 4 7). -} - -_:bng_14896 { - [] rdf:value 1; :attack (5 2 8 6 4 7). -} - -_:bng_14897 { - (6 4 7) list:firstRest (6 (4 7)). - (6 5) math:difference 1. -} - -_:bng_14898 { - (1 5) :attack3 (6 4 7). -} - -_:bng_14899 { - (8 6 4 7) list:firstRest (8 (6 4 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 4 7). -} - -_:bng_14900 { - (1 4) :attack3 (8 6 4 7). -} - -_:bng_14901 { - (2 8 6 4 7) list:firstRest (2 (8 6 4 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 6 4 7). -} - -_:bng_14902 { - (1 3) :attack3 (2 8 6 4 7). -} - -_:bng_14903 { - (5 2 8 6 4 7) list:firstRest (5 (2 8 6 4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 6 4 7). -} - -_:bng_14904 { - (1 2) :attack3 (5 2 8 6 4 7). -} - -_:bng_14905 { - (3 5 2 8 6 4 7) list:firstRest (3 (5 2 8 6 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 2 8 6 4 7). -} - -_:bng_14906 { - (1 1) :attack3 (3 5 2 8 6 4 7). -} - -_:bng_14907 { - [] rdf:value 1; :attack (3 5 2 8 6 4 7). -} - -_:bng_14908 { - (8 6 4 7) list:firstRest (8 (6 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 4 7). -} - -_:bng_14909 { - (3 1) :attack3 (8 6 4 7). -} - -_:bng_14910 { - [] rdf:value 3; :attack (8 6 4 7). -} - -_:bng_14911 { - (1 5 8 6 4 7) list:firstRest (1 (5 8 6 4 7)). - (1 1) math:sum 2. -} - -_:bng_14912 { - (2 1) :attack3 (1 5 8 6 4 7). -} - -_:bng_14913 { - [] rdf:value 2; :attack (1 5 8 6 4 7). -} - -_:bng_14914 { - (5 8 6 4 7) list:firstRest (5 (8 6 4 7)). - (5 2) math:difference 3. -} - -_:bng_14915 { - (3 2) :attack3 (5 8 6 4 7). -} - -_:bng_14916 { - (1 5 8 6 4 7) list:firstRest (1 (5 8 6 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8 6 4 7). -} - -_:bng_14917 { - (3 1) :attack3 (1 5 8 6 4 7). -} - -_:bng_14918 { - [] rdf:value 3; :attack (1 5 8 6 4 7). -} - -_:bng_14919 { - (8 6 4 7) list:firstRest (8 (6 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (6 4 7). -} - -_:bng_14920 { - (2 2) :attack3 (8 6 4 7). -} - -_:bng_14921 { - (5 8 6 4 7) list:firstRest (5 (8 6 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 6 4 7). -} - -_:bng_14922 { - (2 1) :attack3 (5 8 6 4 7). -} - -_:bng_14923 { - [] rdf:value 2; :attack (5 8 6 4 7). -} - -_:bng_14924 { - (6 4 7) list:firstRest (6 (4 7)). - (6 3) math:difference 3. -} - -_:bng_14925 { - (3 3) :attack3 (6 4 7). -} - -_:bng_14926 { - (8 6 4 7) list:firstRest (8 (6 4 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 4 7). -} - -_:bng_14927 { - (3 2) :attack3 (8 6 4 7). -} - -_:bng_14928 { - (5 8 6 4 7) list:firstRest (5 (8 6 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 6 4 7). -} - -_:bng_14929 { - (3 1) :attack3 (5 8 6 4 7). -} - -_:bng_14930 { - [] rdf:value 3; :attack (5 8 6 4 7). -} - -_:bng_14931 { - (1 8 4 7) list:firstRest (1 (8 4 7)). - (1 1) math:sum 2. -} - -_:bng_14932 { - (2 1) :attack3 (1 8 4 7). -} - -_:bng_14933 { - [] rdf:value 2; :attack (1 8 4 7). -} - -_:bng_14934 { - (8 4 7) list:firstRest (8 (4 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 7). -} - -_:bng_14935 { - (3 2) :attack3 (8 4 7). -} - -_:bng_14936 { - (1 8 4 7) list:firstRest (1 (8 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 4 7). -} - -_:bng_14937 { - (3 1) :attack3 (1 8 4 7). -} - -_:bng_14938 { - [] rdf:value 3; :attack (1 8 4 7). -} - -_:bng_14939 { - (8 4 7) list:firstRest (8 (4 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 7). -} - -_:bng_14940 { - (2 3) :attack3 (8 4 7). -} - -_:bng_14941 { - (1 8 4 7) list:firstRest (1 (8 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 4 7). -} - -_:bng_14942 { - (2 2) :attack3 (1 8 4 7). -} - -_:bng_14943 { - (5 1 8 4 7) list:firstRest (5 (1 8 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 4 7). -} - -_:bng_14944 { - (2 1) :attack3 (5 1 8 4 7). -} - -_:bng_14945 { - [] rdf:value 2; :attack (5 1 8 4 7). -} - -_:bng_14946 { - (1 8 4 7) list:firstRest (1 (8 4 7)). - (1 2) math:sum 3. -} - -_:bng_14947 { - (3 2) :attack3 (1 8 4 7). -} - -_:bng_14948 { - (5 1 8 4 7) list:firstRest (5 (1 8 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8 4 7). -} - -_:bng_14949 { - (3 1) :attack3 (5 1 8 4 7). -} - -_:bng_14950 { - [] rdf:value 3; :attack (5 1 8 4 7). -} - -_:bng_14951 { - (5 1 8 4 7) list:firstRest (5 (1 8 4 7)). - (5 1) math:sum 6. -} - -_:bng_14952 { - (6 1) :attack3 (5 1 8 4 7). -} - -_:bng_14953 { - [] rdf:value 6; :attack (5 1 8 4 7). -} - -_:bng_14954 { - (8 4 7) list:firstRest (8 (4 7)). - (8 2) math:difference 6. -} - -_:bng_14955 { - (6 2) :attack3 (8 4 7). -} - -_:bng_14956 { - (1 8 4 7) list:firstRest (1 (8 4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 7). -} - -_:bng_14957 { - (6 1) :attack3 (1 8 4 7). -} - -_:bng_14958 { - [] rdf:value 6; :attack (1 8 4 7). -} - -_:bng_14959 { - (8 4 7) list:firstRest (8 (4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7). -} - -_:bng_14960 { - (2 1) :attack3 (8 4 7). -} - -_:bng_14961 { - [] rdf:value 2; :attack (8 4 7). -} - -_:bng_14962 { - (8 4 7) list:firstRest (8 (4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7). -} - -_:bng_14963 { - (1 2) :attack3 (8 4 7). -} - -_:bng_14964 { - (3 8 4 7) list:firstRest (3 (8 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 4 7). -} - -_:bng_14965 { - (1 1) :attack3 (3 8 4 7). -} - -_:bng_14966 { - [] rdf:value 1; :attack (3 8 4 7). -} - -_:bng_14967 { - (3 8 4 7) list:firstRest (3 (8 4 7)). - (3 1) math:difference 2. -} - -_:bng_14968 { - (2 1) :attack3 (3 8 4 7). -} - -_:bng_14969 { - [] rdf:value 2; :attack (3 8 4 7). -} - -_:bng_14970 { - (3 8 4 7) list:firstRest (3 (8 4 7)). - (3 2) math:difference 1. -} - -_:bng_14971 { - (1 2) :attack3 (3 8 4 7). -} - -_:bng_14972 { - (5 3 8 4 7) list:firstRest (5 (3 8 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8 4 7). -} - -_:bng_14973 { - (1 1) :attack3 (5 3 8 4 7). -} - -_:bng_14974 { - [] rdf:value 1; :attack (5 3 8 4 7). -} - -_:bng_14975 { - (3 8 4 7) list:firstRest (3 (8 4 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 4 7). -} - -_:bng_14976 { - (2 2) :attack3 (3 8 4 7). -} - -_:bng_14977 { - (5 3 8 4 7) list:firstRest (5 (3 8 4 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 8 4 7). -} - -_:bng_14978 { - (2 1) :attack3 (5 3 8 4 7). -} - -_:bng_14979 { - [] rdf:value 2; :attack (5 3 8 4 7). -} - -_:bng_14980 { - (5 3 8 4 7) list:firstRest (5 (3 8 4 7)). - (5 1) math:sum 6. -} - -_:bng_14981 { - (6 1) :attack3 (5 3 8 4 7). -} - -_:bng_14982 { - [] rdf:value 6; :attack (5 3 8 4 7). -} - -_:bng_14983 { - (3 8 4 7) list:firstRest (3 (8 4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 4 7). -} - -_:bng_14984 { - (6 1) :attack3 (3 8 4 7). -} - -_:bng_14985 { - [] rdf:value 6; :attack (3 8 4 7). -} - -_:bng_14986 { - (5 8 4 7) list:firstRest (5 (8 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 4 7). -} - -_:bng_14987 { - (1 1) :attack3 (5 8 4 7). -} - -_:bng_14988 { - [] rdf:value 1; :attack (5 8 4 7). -} - -_:bng_14989 { - (2 5 8 4 7) list:firstRest (2 (5 8 4 7)). - (2 1) math:difference 1. -} - -_:bng_14990 { - (1 1) :attack3 (2 5 8 4 7). -} - -_:bng_14991 { - [] rdf:value 1; :attack (2 5 8 4 7). -} - -_:bng_14992 { - (2 5 8 4 7) list:firstRest (2 (5 8 4 7)). - (2 1) math:sum 3. -} - -_:bng_14993 { - (3 1) :attack3 (2 5 8 4 7). -} - -_:bng_14994 { - [] rdf:value 3; :attack (2 5 8 4 7). -} - -_:bng_14995 { - (8 4 7) list:firstRest (8 (4 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (4 7). -} - -_:bng_14996 { - (1 4) :attack3 (8 4 7). -} - -_:bng_14997 { - (5 8 4 7) list:firstRest (5 (8 4 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 4 7). -} - -_:bng_14998 { - (1 3) :attack3 (5 8 4 7). -} - -_:bng_14999 { - (2 5 8 4 7) list:firstRest (2 (5 8 4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (5 8 4 7). -} - -_:bng_15000 { - (1 2) :attack3 (2 5 8 4 7). -} - -_:bng_15001 { - (6 2 5 8 4 7) list:firstRest (6 (2 5 8 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 5 8 4 7). -} - -_:bng_15002 { - (1 1) :attack3 (6 2 5 8 4 7). -} - -_:bng_15003 { - [] rdf:value 1; :attack (6 2 5 8 4 7). -} - -_:bng_15004 { - (5 8 4 7) list:firstRest (5 (8 4 7)). - (5 4) math:difference 1. -} - -_:bng_15005 { - (1 4) :attack3 (5 8 4 7). -} - -_:bng_15006 { - (2 5 8 4 7) list:firstRest (2 (5 8 4 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 8 4 7). -} - -_:bng_15007 { - (1 3) :attack3 (2 5 8 4 7). -} - -_:bng_15008 { - (6 2 5 8 4 7) list:firstRest (6 (2 5 8 4 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 8 4 7). -} - -_:bng_15009 { - (1 2) :attack3 (6 2 5 8 4 7). -} - -_:bng_15010 { - (3 6 2 5 8 4 7) list:firstRest (3 (6 2 5 8 4 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 2 5 8 4 7). -} - -_:bng_15011 { - (1 1) :attack3 (3 6 2 5 8 4 7). -} - -_:bng_15012 { - [] rdf:value 1; :attack (3 6 2 5 8 4 7). -} - -_:bng_15013 { - (5 8 4 7) list:firstRest (5 (8 4 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 4 7). -} - -_:bng_15014 { - (3 1) :attack3 (5 8 4 7). -} - -_:bng_15015 { - [] rdf:value 3; :attack (5 8 4 7). -} - -_:bng_15016 { - (5 8 4 7) list:firstRest (5 (8 4 7)). - (5 1) math:sum 6. -} - -_:bng_15017 { - (6 1) :attack3 (5 8 4 7). -} - -_:bng_15018 { - [] rdf:value 6; :attack (5 8 4 7). -} - -_:bng_15019 { - (8 4 7) list:firstRest (8 (4 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7). -} - -_:bng_15020 { - (6 1) :attack3 (8 4 7). -} - -_:bng_15021 { - [] rdf:value 6; :attack (8 4 7). -} - -_:bng_15022 { - (1 5 7) list:firstRest (1 (5 7)). - (1 1) math:sum 2. -} - -_:bng_15023 { - (2 1) :attack3 (1 5 7). -} - -_:bng_15024 { - [] rdf:value 2; :attack (1 5 7). -} - -_:bng_15025 { - (5 7) list:firstRest (5 (7)). - (5 2) math:difference 3. -} - -_:bng_15026 { - (3 2) :attack3 (5 7). -} - -_:bng_15027 { - (1 5 7) list:firstRest (1 (5 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7). -} - -_:bng_15028 { - (3 1) :attack3 (1 5 7). -} - -_:bng_15029 { - [] rdf:value 3; :attack (1 5 7). -} - -_:bng_15030 { - (5 7) list:firstRest (5 (7)). - (2 1) math:sum 3 . - (4 3) :attack3 (7). -} - -_:bng_15031 { - (4 2) :attack3 (5 7). -} - -_:bng_15032 { - (1 5 7) list:firstRest (1 (5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7). -} - -_:bng_15033 { - (4 1) :attack3 (1 5 7). -} - -_:bng_15034 { - [] rdf:value 4; :attack (1 5 7). -} - -_:bng_15035 { - (5 7) list:firstRest (5 (7)). - (5 3) math:difference 2. -} - -_:bng_15036 { - (2 3) :attack3 (5 7). -} - -_:bng_15037 { - (1 5 7) list:firstRest (1 (5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7). -} - -_:bng_15038 { - (2 2) :attack3 (1 5 7). -} - -_:bng_15039 { - (6 1 5 7) list:firstRest (6 (1 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5 7). -} - -_:bng_15040 { - (2 1) :attack3 (6 1 5 7). -} - -_:bng_15041 { - [] rdf:value 2; :attack (6 1 5 7). -} - -_:bng_15042 { - (1 5 7) list:firstRest (1 (5 7)). - (1 2) math:sum 3. -} - -_:bng_15043 { - (3 2) :attack3 (1 5 7). -} - -_:bng_15044 { - (6 1 5 7) list:firstRest (6 (1 5 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 7). -} - -_:bng_15045 { - (3 1) :attack3 (6 1 5 7). -} - -_:bng_15046 { - [] rdf:value 3; :attack (6 1 5 7). -} - -_:bng_15047 { - (5 7) list:firstRest (5 (7)). - (4 1) math:sum 5 . - (2 5) :attack3 (7). -} - -_:bng_15048 { - (2 4) :attack3 (5 7). -} - -_:bng_15049 { - (1 5 7) list:firstRest (1 (5 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 7). -} - -_:bng_15050 { - (2 3) :attack3 (1 5 7). -} - -_:bng_15051 { - (6 1 5 7) list:firstRest (6 (1 5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 5 7). -} - -_:bng_15052 { - (2 2) :attack3 (6 1 5 7). -} - -_:bng_15053 { - (4 6 1 5 7) list:firstRest (4 (6 1 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 1 5 7). -} - -_:bng_15054 { - (2 1) :attack3 (4 6 1 5 7). -} - -_:bng_15055 { - [] rdf:value 2; :attack (4 6 1 5 7). -} - -_:bng_15056 { - (4 6 1 5 7) list:firstRest (4 (6 1 5 7)). - (4 1) math:difference 3. -} - -_:bng_15057 { - (3 1) :attack3 (4 6 1 5 7). -} - -_:bng_15058 { - [] rdf:value 3; :attack (4 6 1 5 7). -} - -_:bng_15059 { - (6 1 5 7) list:firstRest (6 (1 5 7)). - (6 2) math:sum 8. -} - -_:bng_15060 { - (8 2) :attack3 (6 1 5 7). -} - -_:bng_15061 { - (4 6 1 5 7) list:firstRest (4 (6 1 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 5 7). -} - -_:bng_15062 { - (8 1) :attack3 (4 6 1 5 7). -} - -_:bng_15063 { - [] rdf:value 8; :attack (4 6 1 5 7). -} - -_:bng_15064 { - (5 7) list:firstRest (5 (7)). - (5 3) math:sum 8. -} - -_:bng_15065 { - (8 3) :attack3 (5 7). -} - -_:bng_15066 { - (1 5 7) list:firstRest (1 (5 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7). -} - -_:bng_15067 { - (8 2) :attack3 (1 5 7). -} - -_:bng_15068 { - (6 1 5 7) list:firstRest (6 (1 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (1 5 7). -} - -_:bng_15069 { - (8 1) :attack3 (6 1 5 7). -} - -_:bng_15070 { - [] rdf:value 8; :attack (6 1 5 7). -} - -_:bng_15071 { - (8 1 5 7) list:firstRest (8 (1 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5 7). -} - -_:bng_15072 { - (2 1) :attack3 (8 1 5 7). -} - -_:bng_15073 { - [] rdf:value 2; :attack (8 1 5 7). -} - -_:bng_15074 { - (8 1 5 7) list:firstRest (8 (1 5 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 7). -} - -_:bng_15075 { - (3 1) :attack3 (8 1 5 7). -} - -_:bng_15076 { - [] rdf:value 3; :attack (8 1 5 7). -} - -_:bng_15077 { - (8 1 5 7) list:firstRest (8 (1 5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 5 7). -} - -_:bng_15078 { - (2 2) :attack3 (8 1 5 7). -} - -_:bng_15079 { - (4 8 1 5 7) list:firstRest (4 (8 1 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 5 7). -} - -_:bng_15080 { - (2 1) :attack3 (4 8 1 5 7). -} - -_:bng_15081 { - [] rdf:value 2; :attack (4 8 1 5 7). -} - -_:bng_15082 { - (4 8 1 5 7) list:firstRest (4 (8 1 5 7)). - (4 1) math:difference 3. -} - -_:bng_15083 { - (3 1) :attack3 (4 8 1 5 7). -} - -_:bng_15084 { - [] rdf:value 3; :attack (4 8 1 5 7). -} - -_:bng_15085 { - (8 1 5 7) list:firstRest (8 (1 5 7)). - (8 2) math:difference 6. -} - -_:bng_15086 { - (6 2) :attack3 (8 1 5 7). -} - -_:bng_15087 { - (4 8 1 5 7) list:firstRest (4 (8 1 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 1 5 7). -} - -_:bng_15088 { - (6 1) :attack3 (4 8 1 5 7). -} - -_:bng_15089 { - [] rdf:value 6; :attack (4 8 1 5 7). -} - -_:bng_15090 { - (6 8 1 5 7) list:firstRest (6 (8 1 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 1 5 7). -} - -_:bng_15091 { - (2 1) :attack3 (6 8 1 5 7). -} - -_:bng_15092 { - [] rdf:value 2; :attack (6 8 1 5 7). -} - -_:bng_15093 { - (3 6 8 1 5 7) list:firstRest (3 (6 8 1 5 7)). - (3 1) math:difference 2. -} - -_:bng_15094 { - (2 1) :attack3 (3 6 8 1 5 7). -} - -_:bng_15095 { - [] rdf:value 2; :attack (3 6 8 1 5 7). -} - -_:bng_15096 { - (3 6 8 1 5 7) list:firstRest (3 (6 8 1 5 7)). - (3 1) math:sum 4. -} - -_:bng_15097 { - (4 1) :attack3 (3 6 8 1 5 7). -} - -_:bng_15098 { - [] rdf:value 4; :attack (3 6 8 1 5 7). -} - -_:bng_15099 { - (1 5 7) list:firstRest (1 (5 7)). - (1 3) math:sum 4. -} - -_:bng_15100 { - (4 3) :attack3 (1 5 7). -} - -_:bng_15101 { - (8 1 5 7) list:firstRest (8 (1 5 7)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 5 7). -} - -_:bng_15102 { - (4 2) :attack3 (8 1 5 7). -} - -_:bng_15103 { - (6 8 1 5 7) list:firstRest (6 (8 1 5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (8 1 5 7). -} - -_:bng_15104 { - (4 1) :attack3 (6 8 1 5 7). -} - -_:bng_15105 { - [] rdf:value 4; :attack (6 8 1 5 7). -} - -_:bng_15106 { - (2 5 7) list:firstRest (2 (5 7)). - (2 1) math:difference 1. -} - -_:bng_15107 { - (1 1) :attack3 (2 5 7). -} - -_:bng_15108 { - [] rdf:value 1; :attack (2 5 7). -} - -_:bng_15109 { - (2 5 7) list:firstRest (2 (5 7)). - (2 1) math:sum 3. -} - -_:bng_15110 { - (3 1) :attack3 (2 5 7). -} - -_:bng_15111 { - [] rdf:value 3; :attack (2 5 7). -} - -_:bng_15112 { - (2 5 7) list:firstRest (2 (5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7). -} - -_:bng_15113 { - (4 1) :attack3 (2 5 7). -} - -_:bng_15114 { - [] rdf:value 4; :attack (2 5 7). -} - -_:bng_15115 { - (3 1 6 2 5 7) list:firstRest (3 (1 6 2 5 7)). - (3 1) math:sum 4. -} - -_:bng_15116 { - (4 1) :attack3 (3 1 6 2 5 7). -} - -_:bng_15117 { - [] rdf:value 4; :attack (3 1 6 2 5 7). -} - -_:bng_15118 { - (1 6 2 5 7) list:firstRest (1 (6 2 5 7)). - (1 3) math:sum 4. -} - -_:bng_15119 { - (4 3) :attack3 (1 6 2 5 7). -} - -_:bng_15120 { - (3 1 6 2 5 7) list:firstRest (3 (1 6 2 5 7)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6 2 5 7). -} - -_:bng_15121 { - (4 2) :attack3 (3 1 6 2 5 7). -} - -_:bng_15122 { - (8 3 1 6 2 5 7) list:firstRest (8 (3 1 6 2 5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6 2 5 7). -} - -_:bng_15123 { - (4 1) :attack3 (8 3 1 6 2 5 7). -} - -_:bng_15124 { - [] rdf:value 4; :attack (8 3 1 6 2 5 7). -} - -_:bng_15125 { - (6 2 5 7) list:firstRest (6 (2 5 7)). - (6 2) math:difference 4. -} - -_:bng_15126 { - (4 2) :attack3 (6 2 5 7). -} - -_:bng_15127 { - (1 6 2 5 7) list:firstRest (1 (6 2 5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2 5 7). -} - -_:bng_15128 { - (4 1) :attack3 (1 6 2 5 7). -} - -_:bng_15129 { - [] rdf:value 4; :attack (1 6 2 5 7). -} - -_:bng_15130 { - (6 2 5 7) list:firstRest (6 (2 5 7)). - (6 2) math:sum 8. -} - -_:bng_15131 { - (8 2) :attack3 (6 2 5 7). -} - -_:bng_15132 { - (1 6 2 5 7) list:firstRest (1 (6 2 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 2 5 7). -} - -_:bng_15133 { - (8 1) :attack3 (1 6 2 5 7). -} - -_:bng_15134 { - [] rdf:value 8; :attack (1 6 2 5 7). -} - -_:bng_15135 { - (5 7) list:firstRest (5 (7)). - (3 1) math:sum 4 . - (3 4) :attack3 (7). -} - -_:bng_15136 { - (3 3) :attack3 (5 7). -} - -_:bng_15137 { - (2 5 7) list:firstRest (2 (5 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7). -} - -_:bng_15138 { - (3 2) :attack3 (2 5 7). -} - -_:bng_15139 { - (6 2 5 7) list:firstRest (6 (2 5 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7). -} - -_:bng_15140 { - (3 1) :attack3 (6 2 5 7). -} - -_:bng_15141 { - [] rdf:value 3; :attack (6 2 5 7). -} - -_:bng_15142 { - (2 5 7) list:firstRest (2 (5 7)). - (2 2) math:sum 4. -} - -_:bng_15143 { - (4 2) :attack3 (2 5 7). -} - -_:bng_15144 { - (6 2 5 7) list:firstRest (6 (2 5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 7). -} - -_:bng_15145 { - (4 1) :attack3 (6 2 5 7). -} - -_:bng_15146 { - [] rdf:value 4; :attack (6 2 5 7). -} - -_:bng_15147 { - (2 5 7) list:firstRest (2 (5 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7). -} - -_:bng_15148 { - (8 2) :attack3 (2 5 7). -} - -_:bng_15149 { - (6 2 5 7) list:firstRest (6 (2 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (2 5 7). -} - -_:bng_15150 { - (8 1) :attack3 (6 2 5 7). -} - -_:bng_15151 { - [] rdf:value 8; :attack (6 2 5 7). -} - -_:bng_15152 { - (3 1 8 2 5 7) list:firstRest (3 (1 8 2 5 7)). - (3 1) math:sum 4. -} - -_:bng_15153 { - (4 1) :attack3 (3 1 8 2 5 7). -} - -_:bng_15154 { - [] rdf:value 4; :attack (3 1 8 2 5 7). -} - -_:bng_15155 { - (2 5 7) list:firstRest (2 (5 7)). - (2 4) math:sum 6. -} - -_:bng_15156 { - (6 4) :attack3 (2 5 7). -} - -_:bng_15157 { - (8 2 5 7) list:firstRest (8 (2 5 7)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 5 7). -} - -_:bng_15158 { - (6 3) :attack3 (8 2 5 7). -} - -_:bng_15159 { - (1 8 2 5 7) list:firstRest (1 (8 2 5 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (8 2 5 7). -} - -_:bng_15160 { - (6 2) :attack3 (1 8 2 5 7). -} - -_:bng_15161 { - (3 1 8 2 5 7) list:firstRest (3 (1 8 2 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2 5 7). -} - -_:bng_15162 { - (6 1) :attack3 (3 1 8 2 5 7). -} - -_:bng_15163 { - [] rdf:value 6; :attack (3 1 8 2 5 7). -} - -_:bng_15164 { - (4 1 8 2 5 7) list:firstRest (4 (1 8 2 5 7)). - (4 1) math:difference 3. -} - -_:bng_15165 { - (3 1) :attack3 (4 1 8 2 5 7). -} - -_:bng_15166 { - [] rdf:value 3; :attack (4 1 8 2 5 7). -} - -_:bng_15167 { - (4 1 8 2 5 7) list:firstRest (4 (1 8 2 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 8 2 5 7). -} - -_:bng_15168 { - (6 1) :attack3 (4 1 8 2 5 7). -} - -_:bng_15169 { - [] rdf:value 6; :attack (4 1 8 2 5 7). -} - -_:bng_15170 { - (8 2 5 7) list:firstRest (8 (2 5 7)). - (8 2) math:difference 6. -} - -_:bng_15171 { - (6 2) :attack3 (8 2 5 7). -} - -_:bng_15172 { - (1 8 2 5 7) list:firstRest (1 (8 2 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 2 5 7). -} - -_:bng_15173 { - (6 1) :attack3 (1 8 2 5 7). -} - -_:bng_15174 { - [] rdf:value 6; :attack (1 8 2 5 7). -} - -_:bng_15175 { - (8 2 5 7) list:firstRest (8 (2 5 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7). -} - -_:bng_15176 { - (3 1) :attack3 (8 2 5 7). -} - -_:bng_15177 { - [] rdf:value 3; :attack (8 2 5 7). -} - -_:bng_15178 { - (8 2 5 7) list:firstRest (8 (2 5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 7). -} - -_:bng_15179 { - (4 1) :attack3 (8 2 5 7). -} - -_:bng_15180 { - [] rdf:value 4; :attack (8 2 5 7). -} - -_:bng_15181 { - (5 7) list:firstRest (5 (7)). - (5 4) math:difference 1. -} - -_:bng_15182 { - (1 4) :attack3 (5 7). -} - -_:bng_15183 { - (2 5 7) list:firstRest (2 (5 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 7). -} - -_:bng_15184 { - (1 3) :attack3 (2 5 7). -} - -_:bng_15185 { - (8 2 5 7) list:firstRest (8 (2 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 7). -} - -_:bng_15186 { - (1 2) :attack3 (8 2 5 7). -} - -_:bng_15187 { - (6 8 2 5 7) list:firstRest (6 (8 2 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 2 5 7). -} - -_:bng_15188 { - (1 1) :attack3 (6 8 2 5 7). -} - -_:bng_15189 { - [] rdf:value 1; :attack (6 8 2 5 7). -} - -_:bng_15190 { - (5 7) list:firstRest (5 (7)). - (5 1) math:sum 6 . - (1 6) :attack3 (7). -} - -_:bng_15191 { - (1 5) :attack3 (5 7). -} - -_:bng_15192 { - (2 5 7) list:firstRest (2 (5 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (5 7). -} - -_:bng_15193 { - (1 4) :attack3 (2 5 7). -} - -_:bng_15194 { - (8 2 5 7) list:firstRest (8 (2 5 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (2 5 7). -} - -_:bng_15195 { - (1 3) :attack3 (8 2 5 7). -} - -_:bng_15196 { - (6 8 2 5 7) list:firstRest (6 (8 2 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 2 5 7). -} - -_:bng_15197 { - (1 2) :attack3 (6 8 2 5 7). -} - -_:bng_15198 { - (3 6 8 2 5 7) list:firstRest (3 (6 8 2 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 2 5 7). -} - -_:bng_15199 { - (1 1) :attack3 (3 6 8 2 5 7). -} - -_:bng_15200 { - [] rdf:value 1; :attack (3 6 8 2 5 7). -} - -_:bng_15201 { - (3 6 8 2 5 7) list:firstRest (3 (6 8 2 5 7)). - (3 1) math:sum 4. -} - -_:bng_15202 { - (4 1) :attack3 (3 6 8 2 5 7). -} - -_:bng_15203 { - [] rdf:value 4; :attack (3 6 8 2 5 7). -} - -_:bng_15204 { - (4 6 8 2 5 7) list:firstRest (4 (6 8 2 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 2 5 7). -} - -_:bng_15205 { - (1 1) :attack3 (4 6 8 2 5 7). -} - -_:bng_15206 { - [] rdf:value 1; :attack (4 6 8 2 5 7). -} - -_:bng_15207 { - (4 6 8 2 5 7) list:firstRest (4 (6 8 2 5 7)). - (4 1) math:difference 3. -} - -_:bng_15208 { - (3 1) :attack3 (4 6 8 2 5 7). -} - -_:bng_15209 { - [] rdf:value 3; :attack (4 6 8 2 5 7). -} - -_:bng_15210 { - (1 3 5 7) list:firstRest (1 (3 5 7)). - (1 1) math:sum 2. -} - -_:bng_15211 { - (2 1) :attack3 (1 3 5 7). -} - -_:bng_15212 { - [] rdf:value 2; :attack (1 3 5 7). -} - -_:bng_15213 { - (3 5 7) list:firstRest (3 (5 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 7). -} - -_:bng_15214 { - (2 3) :attack3 (3 5 7). -} - -_:bng_15215 { - (1 3 5 7) list:firstRest (1 (3 5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 5 7). -} - -_:bng_15216 { - (2 2) :attack3 (1 3 5 7). -} - -_:bng_15217 { - (4 1 3 5 7) list:firstRest (4 (1 3 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 3 5 7). -} - -_:bng_15218 { - (2 1) :attack3 (4 1 3 5 7). -} - -_:bng_15219 { - [] rdf:value 2; :attack (4 1 3 5 7). -} - -_:bng_15220 { - (3 5 7) list:firstRest (3 (5 7)). - (3 3) math:sum 6. -} - -_:bng_15221 { - (6 3) :attack3 (3 5 7). -} - -_:bng_15222 { - (1 3 5 7) list:firstRest (1 (3 5 7)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 5 7). -} - -_:bng_15223 { - (6 2) :attack3 (1 3 5 7). -} - -_:bng_15224 { - (4 1 3 5 7) list:firstRest (4 (1 3 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 5 7). -} - -_:bng_15225 { - (6 1) :attack3 (4 1 3 5 7). -} - -_:bng_15226 { - [] rdf:value 6; :attack (4 1 3 5 7). -} - -_:bng_15227 { - (4 1 3 5 7) list:firstRest (4 (1 3 5 7)). - (4 2) math:difference 2. -} - -_:bng_15228 { - (2 2) :attack3 (4 1 3 5 7). -} - -_:bng_15229 { - (8 4 1 3 5 7) list:firstRest (8 (4 1 3 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3 5 7). -} - -_:bng_15230 { - (2 1) :attack3 (8 4 1 3 5 7). -} - -_:bng_15231 { - [] rdf:value 2; :attack (8 4 1 3 5 7). -} - -_:bng_15232 { - (4 1 3 5 7) list:firstRest (4 (1 3 5 7)). - (4 2) math:sum 6. -} - -_:bng_15233 { - (6 2) :attack3 (4 1 3 5 7). -} - -_:bng_15234 { - (8 4 1 3 5 7) list:firstRest (8 (4 1 3 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 3 5 7). -} - -_:bng_15235 { - (6 1) :attack3 (8 4 1 3 5 7). -} - -_:bng_15236 { - [] rdf:value 6; :attack (8 4 1 3 5 7). -} - -_:bng_15237 { - (6 1 3 5 7) list:firstRest (6 (1 3 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 3 5 7). -} - -_:bng_15238 { - (2 1) :attack3 (6 1 3 5 7). -} - -_:bng_15239 { - [] rdf:value 2; :attack (6 1 3 5 7). -} - -_:bng_15240 { - (3 5 7) list:firstRest (3 (5 7)). - (3 5) math:sum 8. -} - -_:bng_15241 { - (8 5) :attack3 (3 5 7). -} - -_:bng_15242 { - (1 3 5 7) list:firstRest (1 (3 5 7)). - (4 1) math:sum 5 . - (8 5) :attack3 (3 5 7). -} - -_:bng_15243 { - (8 4) :attack3 (1 3 5 7). -} - -_:bng_15244 { - (6 1 3 5 7) list:firstRest (6 (1 3 5 7)). - (3 1) math:sum 4 . - (8 4) :attack3 (1 3 5 7). -} - -_:bng_15245 { - (8 3) :attack3 (6 1 3 5 7). -} - -_:bng_15246 { - (4 6 1 3 5 7) list:firstRest (4 (6 1 3 5 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (6 1 3 5 7). -} - -_:bng_15247 { - (8 2) :attack3 (4 6 1 3 5 7). -} - -_:bng_15248 { - (2 4 6 1 3 5 7) list:firstRest (2 (4 6 1 3 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (4 6 1 3 5 7). -} - -_:bng_15249 { - (8 1) :attack3 (2 4 6 1 3 5 7). -} - -_:bng_15250 { - [] rdf:value 8; :attack (2 4 6 1 3 5 7). -} - -_:bng_15251 { - (6 1 3 5 7) list:firstRest (6 (1 3 5 7)). - (6 2) math:sum 8. -} - -_:bng_15252 { - (8 2) :attack3 (6 1 3 5 7). -} - -_:bng_15253 { - (4 6 1 3 5 7) list:firstRest (4 (6 1 3 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 1 3 5 7). -} - -_:bng_15254 { - (8 1) :attack3 (4 6 1 3 5 7). -} - -_:bng_15255 { - [] rdf:value 8; :attack (4 6 1 3 5 7). -} - -_:bng_15256 { - (4) list:select (4 ()). - (_:bng_18170 false true) log:ifThenElseIn (() 1). - (4 2 8 6 1 3 5 7) list:firstRest (4 (2 8 6 1 3 5 7)). - (() (4 2 8 6 1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15257 { - ((4) (2 8 6 1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15258 { - (2 4) list:select (2 (4)). - (_:bng_18171 false true) log:ifThenElseIn (() 1). - (2 8 6 1 3 5 7) list:firstRest (2 (8 6 1 3 5 7)). - ((4) (2 8 6 1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15259 { - ((2 4) (8 6 1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15260 { - (2 4 8) list:select (8 (2 4)). - (_:bng_18172 false true) log:ifThenElseIn (() 1). - (8 6 1 3 5 7) list:firstRest (8 (6 1 3 5 7)). - ((2 4) (8 6 1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15261 { - ((2 4 8) (6 1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15262 { - (2 4 6 8) list:select (6 (2 4 8)). - (_:bng_18173 false true) log:ifThenElseIn (() 1). - (6 1 3 5 7) list:firstRest (6 (1 3 5 7)). - ((2 4 8) (6 1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15263 { - ((2 4 6 8) (1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15264 { - (1 2 4 6 8) list:select (1 (2 4 6 8)). - (_:bng_18174 false true) log:ifThenElseIn (() 1). - (1 3 5 7) list:firstRest (1 (3 5 7)). - ((2 4 6 8) (1 3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15265 { - ((1 2 4 6 8) (3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15266 { - (1 2 3 4 6 8) list:select (3 (1 2 4 6 8)). - (_:bng_18175 false true) log:ifThenElseIn (() 1). - (3 5 7) list:firstRest (3 (5 7)). - ((1 2 4 6 8) (3 5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15267 { - ((1 2 3 4 6 8) (5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15268 { - (1 2 3 4 5 6 8) list:select (5 (1 2 3 4 6 8)). - (_:bng_18176 false true) log:ifThenElseIn (() 1). - (5 7) list:firstRest (5 (7)). - ((1 2 3 4 6 8) (5 7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15269 { - ((1 2 3 4 5 6 8) (7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15270 { - (1 2 3 4 5 6 7 8) list:select (7 (1 2 3 4 5 6 8)). - (_:bng_18131 false true) log:ifThenElseIn (() 1). - (7) list:firstRest (7 ()). - ((1 2 3 4 5 6 8) (7)) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15271 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15272 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 2 8 6 1 3 5 7). -} - -_:bng_15273 { - [] rdf:value 8; :queens (4 2 8 6 1 3 5 7). -} - -_:bng_15274 { - (6 1 3 5 7) list:firstRest (6 (1 3 5 7)). - (6 2) math:difference 4. -} - -_:bng_15275 { - (4 2) :attack3 (6 1 3 5 7). -} - -_:bng_15276 { - (8 6 1 3 5 7) list:firstRest (8 (6 1 3 5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3 5 7). -} - -_:bng_15277 { - (4 1) :attack3 (8 6 1 3 5 7). -} - -_:bng_15278 { - [] rdf:value 4; :attack (8 6 1 3 5 7). -} - -_:bng_15279 { - (3 5 7) list:firstRest (3 (5 7)). - (2 1) math:sum 3 . - (8 3) :attack3 (5 7). -} - -_:bng_15280 { - (8 2) :attack3 (3 5 7). -} - -_:bng_15281 { - (1 3 5 7) list:firstRest (1 (3 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7). -} - -_:bng_15282 { - (8 1) :attack3 (1 3 5 7). -} - -_:bng_15283 { - [] rdf:value 8; :attack (1 3 5 7). -} - -_:bng_15284 { - (3 5 7) list:firstRest (3 (5 7)). - (3 1) math:difference 2. -} - -_:bng_15285 { - (2 1) :attack3 (3 5 7). -} - -_:bng_15286 { - [] rdf:value 2; :attack (3 5 7). -} - -_:bng_15287 { - (3 5 7) list:firstRest (3 (5 7)). - (3 1) math:sum 4. -} - -_:bng_15288 { - (4 1) :attack3 (3 5 7). -} - -_:bng_15289 { - [] rdf:value 4; :attack (3 5 7). -} - -_:bng_15290 { - (3 5 7) list:firstRest (3 (5 7)). - (3 2) math:difference 1. -} - -_:bng_15291 { - (1 2) :attack3 (3 5 7). -} - -_:bng_15292 { - (6 3 5 7) list:firstRest (6 (3 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 7). -} - -_:bng_15293 { - (1 1) :attack3 (6 3 5 7). -} - -_:bng_15294 { - [] rdf:value 1; :attack (6 3 5 7). -} - -_:bng_15295 { - (3 5 7) list:firstRest (3 (5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7). -} - -_:bng_15296 { - (2 2) :attack3 (3 5 7). -} - -_:bng_15297 { - (6 3 5 7) list:firstRest (6 (3 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7). -} - -_:bng_15298 { - (2 1) :attack3 (6 3 5 7). -} - -_:bng_15299 { - [] rdf:value 2; :attack (6 3 5 7). -} - -_:bng_15300 { - (3 5 7) list:firstRest (3 (5 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 7). -} - -_:bng_15301 { - (1 3) :attack3 (3 5 7). -} - -_:bng_15302 { - (6 3 5 7) list:firstRest (6 (3 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5 7). -} - -_:bng_15303 { - (1 2) :attack3 (6 3 5 7). -} - -_:bng_15304 { - (4 6 3 5 7) list:firstRest (4 (6 3 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 3 5 7). -} - -_:bng_15305 { - (1 1) :attack3 (4 6 3 5 7). -} - -_:bng_15306 { - [] rdf:value 1; :attack (4 6 3 5 7). -} - -_:bng_15307 { - (6 3 5 7) list:firstRest (6 (3 5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 5 7). -} - -_:bng_15308 { - (2 2) :attack3 (6 3 5 7). -} - -_:bng_15309 { - (4 6 3 5 7) list:firstRest (4 (6 3 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 3 5 7). -} - -_:bng_15310 { - (2 1) :attack3 (4 6 3 5 7). -} - -_:bng_15311 { - [] rdf:value 2; :attack (4 6 3 5 7). -} - -_:bng_15312 { - (6 3 5 7) list:firstRest (6 (3 5 7)). - (6 2) math:sum 8. -} - -_:bng_15313 { - (8 2) :attack3 (6 3 5 7). -} - -_:bng_15314 { - (4 6 3 5 7) list:firstRest (4 (6 3 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (6 3 5 7). -} - -_:bng_15315 { - (8 1) :attack3 (4 6 3 5 7). -} - -_:bng_15316 { - [] rdf:value 8; :attack (4 6 3 5 7). -} - -_:bng_15317 { - (6 3 5 7) list:firstRest (6 (3 5 7)). - (1 1) math:sum 2 . - (8 2) :attack3 (3 5 7). -} - -_:bng_15318 { - (8 1) :attack3 (6 3 5 7). -} - -_:bng_15319 { - [] rdf:value 8; :attack (6 3 5 7). -} - -_:bng_15320 { - (8 3 5 7) list:firstRest (8 (3 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 7). -} - -_:bng_15321 { - (1 1) :attack3 (8 3 5 7). -} - -_:bng_15322 { - [] rdf:value 1; :attack (8 3 5 7). -} - -_:bng_15323 { - (8 3 5 7) list:firstRest (8 (3 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 7). -} - -_:bng_15324 { - (2 1) :attack3 (8 3 5 7). -} - -_:bng_15325 { - [] rdf:value 2; :attack (8 3 5 7). -} - -_:bng_15326 { - (8 3 5 7) list:firstRest (8 (3 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5 7). -} - -_:bng_15327 { - (1 2) :attack3 (8 3 5 7). -} - -_:bng_15328 { - (4 8 3 5 7) list:firstRest (4 (8 3 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5 7). -} - -_:bng_15329 { - (1 1) :attack3 (4 8 3 5 7). -} - -_:bng_15330 { - [] rdf:value 1; :attack (4 8 3 5 7). -} - -_:bng_15331 { - (8 3 5 7) list:firstRest (8 (3 5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 5 7). -} - -_:bng_15332 { - (2 2) :attack3 (8 3 5 7). -} - -_:bng_15333 { - (4 8 3 5 7) list:firstRest (4 (8 3 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 3 5 7). -} - -_:bng_15334 { - (2 1) :attack3 (4 8 3 5 7). -} - -_:bng_15335 { - [] rdf:value 2; :attack (4 8 3 5 7). -} - -_:bng_15336 { - (8 3 5 7) list:firstRest (8 (3 5 7)). - (8 2) math:difference 6. -} - -_:bng_15337 { - (6 2) :attack3 (8 3 5 7). -} - -_:bng_15338 { - (4 8 3 5 7) list:firstRest (4 (8 3 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 3 5 7). -} - -_:bng_15339 { - (6 1) :attack3 (4 8 3 5 7). -} - -_:bng_15340 { - [] rdf:value 6; :attack (4 8 3 5 7). -} - -_:bng_15341 { - (6 8 3 5 7) list:firstRest (6 (8 3 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (8 3 5 7). -} - -_:bng_15342 { - (1 1) :attack3 (6 8 3 5 7). -} - -_:bng_15343 { - [] rdf:value 1; :attack (6 8 3 5 7). -} - -_:bng_15344 { - (6 8 3 5 7) list:firstRest (6 (8 3 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 3 5 7). -} - -_:bng_15345 { - (2 1) :attack3 (6 8 3 5 7). -} - -_:bng_15346 { - [] rdf:value 2; :attack (6 8 3 5 7). -} - -_:bng_15347 { - (3 5 7) list:firstRest (3 (5 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (5 7). -} - -_:bng_15348 { - (1 4) :attack3 (3 5 7). -} - -_:bng_15349 { - (8 3 5 7) list:firstRest (8 (3 5 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 5 7). -} - -_:bng_15350 { - (1 3) :attack3 (8 3 5 7). -} - -_:bng_15351 { - (6 8 3 5 7) list:firstRest (6 (8 3 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 3 5 7). -} - -_:bng_15352 { - (1 2) :attack3 (6 8 3 5 7). -} - -_:bng_15353 { - (4 6 8 3 5 7) list:firstRest (4 (6 8 3 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 3 5 7). -} - -_:bng_15354 { - (1 1) :attack3 (4 6 8 3 5 7). -} - -_:bng_15355 { - [] rdf:value 1; :attack (4 6 8 3 5 7). -} - -_:bng_15356 { - (2 4 6 8 3 5 7) list:firstRest (2 (4 6 8 3 5 7)). - (2 1) math:difference 1. -} - -_:bng_15357 { - (1 1) :attack3 (2 4 6 8 3 5 7). -} - -_:bng_15358 { - [] rdf:value 1; :attack (2 4 6 8 3 5 7). -} - -_:bng_15359 { - (5 7) list:firstRest (5 (7)). - (5 1) math:difference 4. -} - -_:bng_15360 { - (4 1) :attack3 (5 7). -} - -_:bng_15361 { - [] rdf:value 4; :attack (5 7). -} - -_:bng_15362 { - (5 7) list:firstRest (5 (7)). - (5 1) math:sum 6. -} - -_:bng_15363 { - (6 1) :attack3 (5 7). -} - -_:bng_15364 { - [] rdf:value 6; :attack (5 7). -} - -_:bng_15365 { - (1 8 5 7) list:firstRest (1 (8 5 7)). - (1 1) math:sum 2. -} - -_:bng_15366 { - (2 1) :attack3 (1 8 5 7). -} - -_:bng_15367 { - [] rdf:value 2; :attack (1 8 5 7). -} - -_:bng_15368 { - (8 5 7) list:firstRest (8 (5 7)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7). -} - -_:bng_15369 { - (3 2) :attack3 (8 5 7). -} - -_:bng_15370 { - (1 8 5 7) list:firstRest (1 (8 5 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 5 7). -} - -_:bng_15371 { - (3 1) :attack3 (1 8 5 7). -} - -_:bng_15372 { - [] rdf:value 3; :attack (1 8 5 7). -} - -_:bng_15373 { - (8 5 7) list:firstRest (8 (5 7)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 7). -} - -_:bng_15374 { - (2 3) :attack3 (8 5 7). -} - -_:bng_15375 { - (1 8 5 7) list:firstRest (1 (8 5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 5 7). -} - -_:bng_15376 { - (2 2) :attack3 (1 8 5 7). -} - -_:bng_15377 { - (4 1 8 5 7) list:firstRest (4 (1 8 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 8 5 7). -} - -_:bng_15378 { - (2 1) :attack3 (4 1 8 5 7). -} - -_:bng_15379 { - [] rdf:value 2; :attack (4 1 8 5 7). -} - -_:bng_15380 { - (4 1 8 5 7) list:firstRest (4 (1 8 5 7)). - (4 1) math:difference 3. -} - -_:bng_15381 { - (3 1) :attack3 (4 1 8 5 7). -} - -_:bng_15382 { - [] rdf:value 3; :attack (4 1 8 5 7). -} - -_:bng_15383 { - (4 1 8 5 7) list:firstRest (4 (1 8 5 7)). - (4 2) math:difference 2. -} - -_:bng_15384 { - (2 2) :attack3 (4 1 8 5 7). -} - -_:bng_15385 { - (6 4 1 8 5 7) list:firstRest (6 (4 1 8 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8 5 7). -} - -_:bng_15386 { - (2 1) :attack3 (6 4 1 8 5 7). -} - -_:bng_15387 { - [] rdf:value 2; :attack (6 4 1 8 5 7). -} - -_:bng_15388 { - (3 6 4 1 8 5 7) list:firstRest (3 (6 4 1 8 5 7)). - (3 1) math:difference 2. -} - -_:bng_15389 { - (2 1) :attack3 (3 6 4 1 8 5 7). -} - -_:bng_15390 { - [] rdf:value 2; :attack (3 6 4 1 8 5 7). -} - -_:bng_15391 { - (8 5 7) list:firstRest (8 (5 7)). - (8 2) math:difference 6. -} - -_:bng_15392 { - (6 2) :attack3 (8 5 7). -} - -_:bng_15393 { - (1 8 5 7) list:firstRest (1 (8 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 7). -} - -_:bng_15394 { - (6 1) :attack3 (1 8 5 7). -} - -_:bng_15395 { - [] rdf:value 6; :attack (1 8 5 7). -} - -_:bng_15396 { - (2 8 5 7) list:firstRest (2 (8 5 7)). - (2 1) math:difference 1. -} - -_:bng_15397 { - (1 1) :attack3 (2 8 5 7). -} - -_:bng_15398 { - [] rdf:value 1; :attack (2 8 5 7). -} - -_:bng_15399 { - (2 8 5 7) list:firstRest (2 (8 5 7)). - (2 1) math:sum 3. -} - -_:bng_15400 { - (3 1) :attack3 (2 8 5 7). -} - -_:bng_15401 { - [] rdf:value 3; :attack (2 8 5 7). -} - -_:bng_15402 { - (8 5 7) list:firstRest (8 (5 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 7). -} - -_:bng_15403 { - (1 3) :attack3 (8 5 7). -} - -_:bng_15404 { - (2 8 5 7) list:firstRest (2 (8 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 7). -} - -_:bng_15405 { - (1 2) :attack3 (2 8 5 7). -} - -_:bng_15406 { - (4 2 8 5 7) list:firstRest (4 (2 8 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 8 5 7). -} - -_:bng_15407 { - (1 1) :attack3 (4 2 8 5 7). -} - -_:bng_15408 { - [] rdf:value 1; :attack (4 2 8 5 7). -} - -_:bng_15409 { - (4 2 8 5 7) list:firstRest (4 (2 8 5 7)). - (4 1) math:difference 3. -} - -_:bng_15410 { - (3 1) :attack3 (4 2 8 5 7). -} - -_:bng_15411 { - [] rdf:value 3; :attack (4 2 8 5 7). -} - -_:bng_15412 { - (8 5 7) list:firstRest (8 (5 7)). - (4 1) math:sum 5 . - (1 5) :attack3 (5 7). -} - -_:bng_15413 { - (1 4) :attack3 (8 5 7). -} - -_:bng_15414 { - (2 8 5 7) list:firstRest (2 (8 5 7)). - (3 1) math:sum 4 . - (1 4) :attack3 (8 5 7). -} - -_:bng_15415 { - (1 3) :attack3 (2 8 5 7). -} - -_:bng_15416 { - (4 2 8 5 7) list:firstRest (4 (2 8 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 8 5 7). -} - -_:bng_15417 { - (1 2) :attack3 (4 2 8 5 7). -} - -_:bng_15418 { - (6 4 2 8 5 7) list:firstRest (6 (4 2 8 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 8 5 7). -} - -_:bng_15419 { - (1 1) :attack3 (6 4 2 8 5 7). -} - -_:bng_15420 { - [] rdf:value 1; :attack (6 4 2 8 5 7). -} - -_:bng_15421 { - (4 2 8 5 7) list:firstRest (4 (2 8 5 7)). - (4 3) math:difference 1. -} - -_:bng_15422 { - (1 3) :attack3 (4 2 8 5 7). -} - -_:bng_15423 { - (6 4 2 8 5 7) list:firstRest (6 (4 2 8 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 8 5 7). -} - -_:bng_15424 { - (1 2) :attack3 (6 4 2 8 5 7). -} - -_:bng_15425 { - (3 6 4 2 8 5 7) list:firstRest (3 (6 4 2 8 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2 8 5 7). -} - -_:bng_15426 { - (1 1) :attack3 (3 6 4 2 8 5 7). -} - -_:bng_15427 { - [] rdf:value 1; :attack (3 6 4 2 8 5 7). -} - -_:bng_15428 { - (2 8 5 7) list:firstRest (2 (8 5 7)). - (1 1) math:sum 2 . - (6 2) :attack3 (8 5 7). -} - -_:bng_15429 { - (6 1) :attack3 (2 8 5 7). -} - -_:bng_15430 { - [] rdf:value 6; :attack (2 8 5 7). -} - -_:bng_15431 { - (8 5 7) list:firstRest (8 (5 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7). -} - -_:bng_15432 { - (3 1) :attack3 (8 5 7). -} - -_:bng_15433 { - [] rdf:value 3; :attack (8 5 7). -} - -_:bng_15434 { - (8 5 7) list:firstRest (8 (5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7). -} - -_:bng_15435 { - (4 1) :attack3 (8 5 7). -} - -_:bng_15436 { - [] rdf:value 4; :attack (8 5 7). -} - -_:bng_15437 { - (1 6 8 5 7) list:firstRest (1 (6 8 5 7)). - (1 1) math:sum 2. -} - -_:bng_15438 { - (2 1) :attack3 (1 6 8 5 7). -} - -_:bng_15439 { - [] rdf:value 2; :attack (1 6 8 5 7). -} - -_:bng_15440 { - (3 1 6 8 5 7) list:firstRest (3 (1 6 8 5 7)). - (3 1) math:difference 2. -} - -_:bng_15441 { - (2 1) :attack3 (3 1 6 8 5 7). -} - -_:bng_15442 { - [] rdf:value 2; :attack (3 1 6 8 5 7). -} - -_:bng_15443 { - (3 1 6 8 5 7) list:firstRest (3 (1 6 8 5 7)). - (3 1) math:sum 4. -} - -_:bng_15444 { - (4 1) :attack3 (3 1 6 8 5 7). -} - -_:bng_15445 { - [] rdf:value 4; :attack (3 1 6 8 5 7). -} - -_:bng_15446 { - (6 8 5 7) list:firstRest (6 (8 5 7)). - (6 2) math:difference 4. -} - -_:bng_15447 { - (4 2) :attack3 (6 8 5 7). -} - -_:bng_15448 { - (1 6 8 5 7) list:firstRest (1 (6 8 5 7)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8 5 7). -} - -_:bng_15449 { - (4 1) :attack3 (1 6 8 5 7). -} - -_:bng_15450 { - [] rdf:value 4; :attack (1 6 8 5 7). -} - -_:bng_15451 { - (8 5 7) list:firstRest (8 (5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 7). -} - -_:bng_15452 { - (2 2) :attack3 (8 5 7). -} - -_:bng_15453 { - (6 8 5 7) list:firstRest (6 (8 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (8 5 7). -} - -_:bng_15454 { - (2 1) :attack3 (6 8 5 7). -} - -_:bng_15455 { - [] rdf:value 2; :attack (6 8 5 7). -} - -_:bng_15456 { - (6 8 5 7) list:firstRest (6 (8 5 7)). - (1 1) math:sum 2 . - (3 2) :attack3 (8 5 7). -} - -_:bng_15457 { - (3 1) :attack3 (6 8 5 7). -} - -_:bng_15458 { - [] rdf:value 3; :attack (6 8 5 7). -} - -_:bng_15459 { - (6 8 5 7) list:firstRest (6 (8 5 7)). - (2 1) math:sum 3 . - (1 3) :attack3 (8 5 7). -} - -_:bng_15460 { - (1 2) :attack3 (6 8 5 7). -} - -_:bng_15461 { - (4 6 8 5 7) list:firstRest (4 (6 8 5 7)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 8 5 7). -} - -_:bng_15462 { - (1 1) :attack3 (4 6 8 5 7). -} - -_:bng_15463 { - [] rdf:value 1; :attack (4 6 8 5 7). -} - -_:bng_15464 { - (6 8 5 7) list:firstRest (6 (8 5 7)). - (2 1) math:sum 3 . - (2 3) :attack3 (8 5 7). -} - -_:bng_15465 { - (2 2) :attack3 (6 8 5 7). -} - -_:bng_15466 { - (4 6 8 5 7) list:firstRest (4 (6 8 5 7)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 8 5 7). -} - -_:bng_15467 { - (2 1) :attack3 (4 6 8 5 7). -} - -_:bng_15468 { - [] rdf:value 2; :attack (4 6 8 5 7). -} - -_:bng_15469 { - (4 6 8 5 7) list:firstRest (4 (6 8 5 7)). - (4 1) math:difference 3. -} - -_:bng_15470 { - (3 1) :attack3 (4 6 8 5 7). -} - -_:bng_15471 { - [] rdf:value 3; :attack (4 6 8 5 7). -} - -_:bng_15472 { - (7) list:firstRest (7 ()). - (7 1) math:difference 6. -} - -_:bng_15473 { - (6 1) :attack3 (7). -} - -_:bng_15474 { - [] rdf:value 6; :attack (7). -} - -_:bng_15475 { - (7) list:firstRest (7 ()). - (7 1) math:sum 8. -} - -_:bng_15476 { - (8 1) :attack3 (7). -} - -_:bng_15477 { - [] rdf:value 8; :attack (7). -} - -_:bng_15478 { - (1 8) list:firstRest (1 (8)). - (1 1) math:sum 2. -} - -_:bng_15479 { - (2 1) :attack3 (1 8). -} - -_:bng_15480 { - [] rdf:value 2; :attack (1 8). -} - -_:bng_15481 { - (3 1 8) list:firstRest (3 (1 8)). - (3 1) math:difference 2. -} - -_:bng_15482 { - (2 1) :attack3 (3 1 8). -} - -_:bng_15483 { - [] rdf:value 2; :attack (3 1 8). -} - -_:bng_15484 { - (3 1 8) list:firstRest (3 (1 8)). - (3 1) math:sum 4. -} - -_:bng_15485 { - (4 1) :attack3 (3 1 8). -} - -_:bng_15486 { - [] rdf:value 4; :attack (3 1 8). -} - -_:bng_15487 { - (8) list:firstRest (8 ()). - (8 3) math:difference 5. -} - -_:bng_15488 { - (5 3) :attack3 (8). -} - -_:bng_15489 { - (1 8) list:firstRest (1 (8)). - (2 1) math:sum 3 . - (5 3) :attack3 (8). -} - -_:bng_15490 { - (5 2) :attack3 (1 8). -} - -_:bng_15491 { - (3 1 8) list:firstRest (3 (1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8). -} - -_:bng_15492 { - (5 1) :attack3 (3 1 8). -} - -_:bng_15493 { - [] rdf:value 5; :attack (3 1 8). -} - -_:bng_15494 { - (6 3 1 8) list:firstRest (6 (3 1 8)). - (6 2) math:difference 4. -} - -_:bng_15495 { - (4 2) :attack3 (6 3 1 8). -} - -_:bng_15496 { - (2 6 3 1 8) list:firstRest (2 (6 3 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 3 1 8). -} - -_:bng_15497 { - (4 1) :attack3 (2 6 3 1 8). -} - -_:bng_15498 { - [] rdf:value 4; :attack (2 6 3 1 8). -} - -_:bng_15499 { - (1 8) list:firstRest (1 (8)). - (1 4) math:sum 5. -} - -_:bng_15500 { - (5 4) :attack3 (1 8). -} - -_:bng_15501 { - (3 1 8) list:firstRest (3 (1 8)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 8). -} - -_:bng_15502 { - (5 3) :attack3 (3 1 8). -} - -_:bng_15503 { - (6 3 1 8) list:firstRest (6 (3 1 8)). - (2 1) math:sum 3 . - (5 3) :attack3 (3 1 8). -} - -_:bng_15504 { - (5 2) :attack3 (6 3 1 8). -} - -_:bng_15505 { - (2 6 3 1 8) list:firstRest (2 (6 3 1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 3 1 8). -} - -_:bng_15506 { - (5 1) :attack3 (2 6 3 1 8). -} - -_:bng_15507 { - [] rdf:value 5; :attack (2 6 3 1 8). -} - -_:bng_15508 { - (2 6 3 1 8) list:firstRest (2 (6 3 1 8)). - (2 2) math:sum 4. -} - -_:bng_15509 { - (4 2) :attack3 (2 6 3 1 8). -} - -_:bng_15510 { - (7 2 6 3 1 8) list:firstRest (7 (2 6 3 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 6 3 1 8). -} - -_:bng_15511 { - (4 1) :attack3 (7 2 6 3 1 8). -} - -_:bng_15512 { - [] rdf:value 4; :attack (7 2 6 3 1 8). -} - -_:bng_15513 { - (5 7 2 6 3 1 8) list:firstRest (5 (7 2 6 3 1 8)). - (5 1) math:difference 4. -} - -_:bng_15514 { - (4 1) :attack3 (5 7 2 6 3 1 8). -} - -_:bng_15515 { - [] rdf:value 4; :attack (5 7 2 6 3 1 8). -} - -_:bng_15516 { - (1 8) list:firstRest (1 (8)). - (1 3) math:sum 4. -} - -_:bng_15517 { - (4 3) :attack3 (1 8). -} - -_:bng_15518 { - (3 1 8) list:firstRest (3 (1 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8). -} - -_:bng_15519 { - (4 2) :attack3 (3 1 8). -} - -_:bng_15520 { - (6 3 1 8) list:firstRest (6 (3 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 8). -} - -_:bng_15521 { - (4 1) :attack3 (6 3 1 8). -} - -_:bng_15522 { - [] rdf:value 4; :attack (6 3 1 8). -} - -_:bng_15523 { - (6 3 1 8) list:firstRest (6 (3 1 8)). - (6 1) math:difference 5. -} - -_:bng_15524 { - (5 1) :attack3 (6 3 1 8). -} - -_:bng_15525 { - [] rdf:value 5; :attack (6 3 1 8). -} - -_:bng_15526 { - (6 3 1 8) list:firstRest (6 (3 1 8)). - (6 1) math:sum 7. -} - -_:bng_15527 { - (7 1) :attack3 (6 3 1 8). -} - -_:bng_15528 { - [] rdf:value 7; :attack (6 3 1 8). -} - -_:bng_15529 { - (4 2 7 3 1 8) list:firstRest (4 (2 7 3 1 8)). - (4 1) math:sum 5. -} - -_:bng_15530 { - (5 1) :attack3 (4 2 7 3 1 8). -} - -_:bng_15531 { - [] rdf:value 5; :attack (4 2 7 3 1 8). -} - -_:bng_15532 { - (1 8) list:firstRest (1 (8)). - (1 5) math:sum 6. -} - -_:bng_15533 { - (6 5) :attack3 (1 8). -} - -_:bng_15534 { - (3 1 8) list:firstRest (3 (1 8)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 8). -} - -_:bng_15535 { - (6 4) :attack3 (3 1 8). -} - -_:bng_15536 { - (7 3 1 8) list:firstRest (7 (3 1 8)). - (3 1) math:sum 4 . - (6 4) :attack3 (3 1 8). -} - -_:bng_15537 { - (6 3) :attack3 (7 3 1 8). -} - -_:bng_15538 { - (2 7 3 1 8) list:firstRest (2 (7 3 1 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 3 1 8). -} - -_:bng_15539 { - (6 2) :attack3 (2 7 3 1 8). -} - -_:bng_15540 { - (4 2 7 3 1 8) list:firstRest (4 (2 7 3 1 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 7 3 1 8). -} - -_:bng_15541 { - (6 1) :attack3 (4 2 7 3 1 8). -} - -_:bng_15542 { - [] rdf:value 6; :attack (4 2 7 3 1 8). -} - -_:bng_15543 { - (7 3 1 8) list:firstRest (7 (3 1 8)). - (7 2) math:difference 5. -} - -_:bng_15544 { - (5 2) :attack3 (7 3 1 8). -} - -_:bng_15545 { - (2 7 3 1 8) list:firstRest (2 (7 3 1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 3 1 8). -} - -_:bng_15546 { - (5 1) :attack3 (2 7 3 1 8). -} - -_:bng_15547 { - [] rdf:value 5; :attack (2 7 3 1 8). -} - -_:bng_15548 { - (3 1 8) list:firstRest (3 (1 8)). - (3 3) math:sum 6. -} - -_:bng_15549 { - (6 3) :attack3 (3 1 8). -} - -_:bng_15550 { - (7 3 1 8) list:firstRest (7 (3 1 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 1 8). -} - -_:bng_15551 { - (6 2) :attack3 (7 3 1 8). -} - -_:bng_15552 { - (2 7 3 1 8) list:firstRest (2 (7 3 1 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3 1 8). -} - -_:bng_15553 { - (6 1) :attack3 (2 7 3 1 8). -} - -_:bng_15554 { - [] rdf:value 6; :attack (2 7 3 1 8). -} - -_:bng_15555 { - (7 3 1 8) list:firstRest (7 (3 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 8). -} - -_:bng_15556 { - (4 1) :attack3 (7 3 1 8). -} - -_:bng_15557 { - [] rdf:value 4; :attack (7 3 1 8). -} - -_:bng_15558 { - (3 1 8) list:firstRest (3 (1 8)). - (3 2) math:sum 5. -} - -_:bng_15559 { - (5 2) :attack3 (3 1 8). -} - -_:bng_15560 { - (7 3 1 8) list:firstRest (7 (3 1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 8). -} - -_:bng_15561 { - (5 1) :attack3 (7 3 1 8). -} - -_:bng_15562 { - [] rdf:value 5; :attack (7 3 1 8). -} - -_:bng_15563 { - (7 3 1 8) list:firstRest (7 (3 1 8)). - (7 1) math:difference 6. -} - -_:bng_15564 { - (6 1) :attack3 (7 3 1 8). -} - -_:bng_15565 { - [] rdf:value 6; :attack (7 3 1 8). -} - -_:bng_15566 { - (2 4 1 8) list:firstRest (2 (4 1 8)). - (2 1) math:sum 3. -} - -_:bng_15567 { - (3 1) :attack3 (2 4 1 8). -} - -_:bng_15568 { - [] rdf:value 3; :attack (2 4 1 8). -} - -_:bng_15569 { - (8) list:firstRest (8 ()). - (8 5) math:difference 3. -} - -_:bng_15570 { - (3 5) :attack3 (8). -} - -_:bng_15571 { - (1 8) list:firstRest (1 (8)). - (4 1) math:sum 5 . - (3 5) :attack3 (8). -} - -_:bng_15572 { - (3 4) :attack3 (1 8). -} - -_:bng_15573 { - (4 1 8) list:firstRest (4 (1 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8). -} - -_:bng_15574 { - (3 3) :attack3 (4 1 8). -} - -_:bng_15575 { - (2 4 1 8) list:firstRest (2 (4 1 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 1 8). -} - -_:bng_15576 { - (3 2) :attack3 (2 4 1 8). -} - -_:bng_15577 { - (5 2 4 1 8) list:firstRest (5 (2 4 1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 1 8). -} - -_:bng_15578 { - (3 1) :attack3 (5 2 4 1 8). -} - -_:bng_15579 { - [] rdf:value 3; :attack (5 2 4 1 8). -} - -_:bng_15580 { - (5 2 4 1 8) list:firstRest (5 (2 4 1 8)). - (5 1) math:sum 6. -} - -_:bng_15581 { - (6 1) :attack3 (5 2 4 1 8). -} - -_:bng_15582 { - [] rdf:value 6; :attack (5 2 4 1 8). -} - -_:bng_15583 { - (4 1 8) list:firstRest (4 (1 8)). - (4 3) math:sum 7. -} - -_:bng_15584 { - (7 3) :attack3 (4 1 8). -} - -_:bng_15585 { - (2 4 1 8) list:firstRest (2 (4 1 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 8). -} - -_:bng_15586 { - (7 2) :attack3 (2 4 1 8). -} - -_:bng_15587 { - (5 2 4 1 8) list:firstRest (5 (2 4 1 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4 1 8). -} - -_:bng_15588 { - (7 1) :attack3 (5 2 4 1 8). -} - -_:bng_15589 { - [] rdf:value 7; :attack (5 2 4 1 8). -} - -_:bng_15590 { - (4 1 8) list:firstRest (4 (1 8)). - (4 2) math:sum 6. -} - -_:bng_15591 { - (6 2) :attack3 (4 1 8). -} - -_:bng_15592 { - (2 4 1 8) list:firstRest (2 (4 1 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 8). -} - -_:bng_15593 { - (6 1) :attack3 (2 4 1 8). -} - -_:bng_15594 { - [] rdf:value 6; :attack (2 4 1 8). -} - -_:bng_15595 { - (7 2 4 1 8) list:firstRest (7 (2 4 1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 1 8). -} - -_:bng_15596 { - (3 1) :attack3 (7 2 4 1 8). -} - -_:bng_15597 { - [] rdf:value 3; :attack (7 2 4 1 8). -} - -_:bng_15598 { - (4 1 8) list:firstRest (4 (1 8)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 8). -} - -_:bng_15599 { - (5 3) :attack3 (4 1 8). -} - -_:bng_15600 { - (2 4 1 8) list:firstRest (2 (4 1 8)). - (2 1) math:sum 3 . - (5 3) :attack3 (4 1 8). -} - -_:bng_15601 { - (5 2) :attack3 (2 4 1 8). -} - -_:bng_15602 { - (7 2 4 1 8) list:firstRest (7 (2 4 1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 4 1 8). -} - -_:bng_15603 { - (5 1) :attack3 (7 2 4 1 8). -} - -_:bng_15604 { - [] rdf:value 5; :attack (7 2 4 1 8). -} - -_:bng_15605 { - (7 2 4 1 8) list:firstRest (7 (2 4 1 8)). - (7 1) math:difference 6. -} - -_:bng_15606 { - (6 1) :attack3 (7 2 4 1 8). -} - -_:bng_15607 { - [] rdf:value 6; :attack (7 2 4 1 8). -} - -_:bng_15608 { - (4 1 8) list:firstRest (4 (1 8)). - (4 1) math:difference 3. -} - -_:bng_15609 { - (3 1) :attack3 (4 1 8). -} - -_:bng_15610 { - [] rdf:value 3; :attack (4 1 8). -} - -_:bng_15611 { - (4 1 8) list:firstRest (4 (1 8)). - (4 1) math:sum 5. -} - -_:bng_15612 { - (5 1) :attack3 (4 1 8). -} - -_:bng_15613 { - [] rdf:value 5; :attack (4 1 8). -} - -_:bng_15614 { - (4 1 8) list:firstRest (4 (1 8)). - (4 2) math:difference 2. -} - -_:bng_15615 { - (2 2) :attack3 (4 1 8). -} - -_:bng_15616 { - (6 4 1 8) list:firstRest (6 (4 1 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8). -} - -_:bng_15617 { - (2 1) :attack3 (6 4 1 8). -} - -_:bng_15618 { - [] rdf:value 2; :attack (6 4 1 8). -} - -_:bng_15619 { - (3 6 4 1 8) list:firstRest (3 (6 4 1 8)). - (3 1) math:difference 2. -} - -_:bng_15620 { - (2 1) :attack3 (3 6 4 1 8). -} - -_:bng_15621 { - [] rdf:value 2; :attack (3 6 4 1 8). -} - -_:bng_15622 { - (6 4 1 8) list:firstRest (6 (4 1 8)). - (2 1) math:sum 3 . - (5 3) :attack3 (4 1 8). -} - -_:bng_15623 { - (5 2) :attack3 (6 4 1 8). -} - -_:bng_15624 { - (3 6 4 1 8) list:firstRest (3 (6 4 1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 4 1 8). -} - -_:bng_15625 { - (5 1) :attack3 (3 6 4 1 8). -} - -_:bng_15626 { - [] rdf:value 5; :attack (3 6 4 1 8). -} - -_:bng_15627 { - (6 4 1 8) list:firstRest (6 (4 1 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 8). -} - -_:bng_15628 { - (7 2) :attack3 (6 4 1 8). -} - -_:bng_15629 { - (3 6 4 1 8) list:firstRest (3 (6 4 1 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 1 8). -} - -_:bng_15630 { - (7 1) :attack3 (3 6 4 1 8). -} - -_:bng_15631 { - [] rdf:value 7; :attack (3 6 4 1 8). -} - -_:bng_15632 { - (6 4 1 8) list:firstRest (6 (4 1 8)). - (6 1) math:difference 5. -} - -_:bng_15633 { - (5 1) :attack3 (6 4 1 8). -} - -_:bng_15634 { - [] rdf:value 5; :attack (6 4 1 8). -} - -_:bng_15635 { - (6 4 1 8) list:firstRest (6 (4 1 8)). - (6 1) math:sum 7. -} - -_:bng_15636 { - (7 1) :attack3 (6 4 1 8). -} - -_:bng_15637 { - [] rdf:value 7; :attack (6 4 1 8). -} - -_:bng_15638 { - (7 4 1 8) list:firstRest (7 (4 1 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 8). -} - -_:bng_15639 { - (2 1) :attack3 (7 4 1 8). -} - -_:bng_15640 { - [] rdf:value 2; :attack (7 4 1 8). -} - -_:bng_15641 { - (3 7 4 1 8) list:firstRest (3 (7 4 1 8)). - (3 1) math:difference 2. -} - -_:bng_15642 { - (2 1) :attack3 (3 7 4 1 8). -} - -_:bng_15643 { - [] rdf:value 2; :attack (3 7 4 1 8). -} - -_:bng_15644 { - (7 4 1 8) list:firstRest (7 (4 1 8)). - (7 2) math:difference 5. -} - -_:bng_15645 { - (5 2) :attack3 (7 4 1 8). -} - -_:bng_15646 { - (3 7 4 1 8) list:firstRest (3 (7 4 1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 1 8). -} - -_:bng_15647 { - (5 1) :attack3 (3 7 4 1 8). -} - -_:bng_15648 { - [] rdf:value 5; :attack (3 7 4 1 8). -} - -_:bng_15649 { - (8) list:firstRest (8 ()). - (8 6) math:difference 2. -} - -_:bng_15650 { - (2 6) :attack3 (8). -} - -_:bng_15651 { - (1 8) list:firstRest (1 (8)). - (5 1) math:sum 6 . - (2 6) :attack3 (8). -} - -_:bng_15652 { - (2 5) :attack3 (1 8). -} - -_:bng_15653 { - (4 1 8) list:firstRest (4 (1 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (1 8). -} - -_:bng_15654 { - (2 4) :attack3 (4 1 8). -} - -_:bng_15655 { - (7 4 1 8) list:firstRest (7 (4 1 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 1 8). -} - -_:bng_15656 { - (2 3) :attack3 (7 4 1 8). -} - -_:bng_15657 { - (3 7 4 1 8) list:firstRest (3 (7 4 1 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (7 4 1 8). -} - -_:bng_15658 { - (2 2) :attack3 (3 7 4 1 8). -} - -_:bng_15659 { - (6 3 7 4 1 8) list:firstRest (6 (3 7 4 1 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 7 4 1 8). -} - -_:bng_15660 { - (2 1) :attack3 (6 3 7 4 1 8). -} - -_:bng_15661 { - [] rdf:value 2; :attack (6 3 7 4 1 8). -} - -_:bng_15662 { - (6 3 7 4 1 8) list:firstRest (6 (3 7 4 1 8)). - (6 1) math:difference 5. -} - -_:bng_15663 { - (5 1) :attack3 (6 3 7 4 1 8). -} - -_:bng_15664 { - [] rdf:value 5; :attack (6 3 7 4 1 8). -} - -_:bng_15665 { - (2 5 7 4 1 8) list:firstRest (2 (5 7 4 1 8)). - (2 1) math:sum 3. -} - -_:bng_15666 { - (3 1) :attack3 (2 5 7 4 1 8). -} - -_:bng_15667 { - [] rdf:value 3; :attack (2 5 7 4 1 8). -} - -_:bng_15668 { - (4 1 8) list:firstRest (4 (1 8)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 8). -} - -_:bng_15669 { - (6 4) :attack3 (4 1 8). -} - -_:bng_15670 { - (7 4 1 8) list:firstRest (7 (4 1 8)). - (3 1) math:sum 4 . - (6 4) :attack3 (4 1 8). -} - -_:bng_15671 { - (6 3) :attack3 (7 4 1 8). -} - -_:bng_15672 { - (5 7 4 1 8) list:firstRest (5 (7 4 1 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 4 1 8). -} - -_:bng_15673 { - (6 2) :attack3 (5 7 4 1 8). -} - -_:bng_15674 { - (2 5 7 4 1 8) list:firstRest (2 (5 7 4 1 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 7 4 1 8). -} - -_:bng_15675 { - (6 1) :attack3 (2 5 7 4 1 8). -} - -_:bng_15676 { - [] rdf:value 6; :attack (2 5 7 4 1 8). -} - -_:bng_15677 { - (7 4 1 8) list:firstRest (7 (4 1 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 1 8). -} - -_:bng_15678 { - (3 2) :attack3 (7 4 1 8). -} - -_:bng_15679 { - (5 7 4 1 8) list:firstRest (5 (7 4 1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 1 8). -} - -_:bng_15680 { - (3 1) :attack3 (5 7 4 1 8). -} - -_:bng_15681 { - [] rdf:value 3; :attack (5 7 4 1 8). -} - -_:bng_15682 { - (5 7 4 1 8) list:firstRest (5 (7 4 1 8)). - (5 1) math:sum 6. -} - -_:bng_15683 { - (6 1) :attack3 (5 7 4 1 8). -} - -_:bng_15684 { - [] rdf:value 6; :attack (5 7 4 1 8). -} - -_:bng_15685 { - (7 4 1 8) list:firstRest (7 (4 1 8)). - (7 1) math:difference 6. -} - -_:bng_15686 { - (6 1) :attack3 (7 4 1 8). -} - -_:bng_15687 { - [] rdf:value 6; :attack (7 4 1 8). -} - -_:bng_15688 { - (2 5 1 8) list:firstRest (2 (5 1 8)). - (2 1) math:sum 3. -} - -_:bng_15689 { - (3 1) :attack3 (2 5 1 8). -} - -_:bng_15690 { - [] rdf:value 3; :attack (2 5 1 8). -} - -_:bng_15691 { - (5 1 8) list:firstRest (5 (1 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8). -} - -_:bng_15692 { - (4 2) :attack3 (5 1 8). -} - -_:bng_15693 { - (2 5 1 8) list:firstRest (2 (5 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 1 8). -} - -_:bng_15694 { - (4 1) :attack3 (2 5 1 8). -} - -_:bng_15695 { - [] rdf:value 4; :attack (2 5 1 8). -} - -_:bng_15696 { - (5 1 8) list:firstRest (5 (1 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8). -} - -_:bng_15697 { - (3 3) :attack3 (5 1 8). -} - -_:bng_15698 { - (2 5 1 8) list:firstRest (2 (5 1 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 1 8). -} - -_:bng_15699 { - (3 2) :attack3 (2 5 1 8). -} - -_:bng_15700 { - (6 2 5 1 8) list:firstRest (6 (2 5 1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 1 8). -} - -_:bng_15701 { - (3 1) :attack3 (6 2 5 1 8). -} - -_:bng_15702 { - [] rdf:value 3; :attack (6 2 5 1 8). -} - -_:bng_15703 { - (2 5 1 8) list:firstRest (2 (5 1 8)). - (2 2) math:sum 4. -} - -_:bng_15704 { - (4 2) :attack3 (2 5 1 8). -} - -_:bng_15705 { - (6 2 5 1 8) list:firstRest (6 (2 5 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 1 8). -} - -_:bng_15706 { - (4 1) :attack3 (6 2 5 1 8). -} - -_:bng_15707 { - [] rdf:value 4; :attack (6 2 5 1 8). -} - -_:bng_15708 { - (6 2 5 1 8) list:firstRest (6 (2 5 1 8)). - (6 1) math:sum 7. -} - -_:bng_15709 { - (7 1) :attack3 (6 2 5 1 8). -} - -_:bng_15710 { - [] rdf:value 7; :attack (6 2 5 1 8). -} - -_:bng_15711 { - (5 1 8) list:firstRest (5 (1 8)). - (5 2) math:sum 7. -} - -_:bng_15712 { - (7 2) :attack3 (5 1 8). -} - -_:bng_15713 { - (2 5 1 8) list:firstRest (2 (5 1 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 1 8). -} - -_:bng_15714 { - (7 1) :attack3 (2 5 1 8). -} - -_:bng_15715 { - [] rdf:value 7; :attack (2 5 1 8). -} - -_:bng_15716 { - (1 8) list:firstRest (1 (8)). - (1 2) math:sum 3. -} - -_:bng_15717 { - (3 2) :attack3 (1 8). -} - -_:bng_15718 { - (5 1 8) list:firstRest (5 (1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8). -} - -_:bng_15719 { - (3 1) :attack3 (5 1 8). -} - -_:bng_15720 { - [] rdf:value 3; :attack (5 1 8). -} - -_:bng_15721 { - (5 1 8) list:firstRest (5 (1 8)). - (5 1) math:difference 4. -} - -_:bng_15722 { - (4 1) :attack3 (5 1 8). -} - -_:bng_15723 { - [] rdf:value 4; :attack (5 1 8). -} - -_:bng_15724 { - (5 1 8) list:firstRest (5 (1 8)). - (5 1) math:sum 6. -} - -_:bng_15725 { - (6 1) :attack3 (5 1 8). -} - -_:bng_15726 { - [] rdf:value 6; :attack (5 1 8). -} - -_:bng_15727 { - (2 7 5 1 8) list:firstRest (2 (7 5 1 8)). - (2 1) math:sum 3. -} - -_:bng_15728 { - (3 1) :attack3 (2 7 5 1 8). -} - -_:bng_15729 { - [] rdf:value 3; :attack (2 7 5 1 8). -} - -_:bng_15730 { - (4 2 7 5 1 8) list:firstRest (4 (2 7 5 1 8)). - (4 1) math:difference 3. -} - -_:bng_15731 { - (3 1) :attack3 (4 2 7 5 1 8). -} - -_:bng_15732 { - [] rdf:value 3; :attack (4 2 7 5 1 8). -} - -_:bng_15733 { - (5 1 8) list:firstRest (5 (1 8)). - (4 1) math:sum 5 . - (6 5) :attack3 (1 8). -} - -_:bng_15734 { - (6 4) :attack3 (5 1 8). -} - -_:bng_15735 { - (7 5 1 8) list:firstRest (7 (5 1 8)). - (3 1) math:sum 4 . - (6 4) :attack3 (5 1 8). -} - -_:bng_15736 { - (6 3) :attack3 (7 5 1 8). -} - -_:bng_15737 { - (2 7 5 1 8) list:firstRest (2 (7 5 1 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 5 1 8). -} - -_:bng_15738 { - (6 2) :attack3 (2 7 5 1 8). -} - -_:bng_15739 { - (4 2 7 5 1 8) list:firstRest (4 (2 7 5 1 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (2 7 5 1 8). -} - -_:bng_15740 { - (6 1) :attack3 (4 2 7 5 1 8). -} - -_:bng_15741 { - [] rdf:value 6; :attack (4 2 7 5 1 8). -} - -_:bng_15742 { - (3 6 2 7 5 1 8) list:firstRest (3 (6 2 7 5 1 8)). - (3 1) math:sum 4. -} - -_:bng_15743 { - (4 1) :attack3 (3 6 2 7 5 1 8). -} - -_:bng_15744 { - [] rdf:value 4; :attack (3 6 2 7 5 1 8). -} - -_:bng_15745 { - (2 7 5 1 8) list:firstRest (2 (7 5 1 8)). - (2 2) math:sum 4. -} - -_:bng_15746 { - (4 2) :attack3 (2 7 5 1 8). -} - -_:bng_15747 { - (6 2 7 5 1 8) list:firstRest (6 (2 7 5 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 5 1 8). -} - -_:bng_15748 { - (4 1) :attack3 (6 2 7 5 1 8). -} - -_:bng_15749 { - [] rdf:value 4; :attack (6 2 7 5 1 8). -} - -_:bng_15750 { - (5 1 8) list:firstRest (5 (1 8)). - (5 2) math:difference 3. -} - -_:bng_15751 { - (3 2) :attack3 (5 1 8). -} - -_:bng_15752 { - (7 5 1 8) list:firstRest (7 (5 1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 1 8). -} - -_:bng_15753 { - (3 1) :attack3 (7 5 1 8). -} - -_:bng_15754 { - [] rdf:value 3; :attack (7 5 1 8). -} - -_:bng_15755 { - (7 5 1 8) list:firstRest (7 (5 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 1 8). -} - -_:bng_15756 { - (4 1) :attack3 (7 5 1 8). -} - -_:bng_15757 { - [] rdf:value 4; :attack (7 5 1 8). -} - -_:bng_15758 { - (7 5 1 8) list:firstRest (7 (5 1 8)). - (7 1) math:difference 6. -} - -_:bng_15759 { - (6 1) :attack3 (7 5 1 8). -} - -_:bng_15760 { - [] rdf:value 6; :attack (7 5 1 8). -} - -_:bng_15761 { - (8) list:firstRest (8 ()). - (8 2) math:difference 6. -} - -_:bng_15762 { - (6 2) :attack3 (8). -} - -_:bng_15763 { - (1 8) list:firstRest (1 (8)). - (1 1) math:sum 2 . - (6 2) :attack3 (8). -} - -_:bng_15764 { - (6 1) :attack3 (1 8). -} - -_:bng_15765 { - [] rdf:value 6; :attack (1 8). -} - -_:bng_15766 { - (2 7 1 8) list:firstRest (2 (7 1 8)). - (2 1) math:sum 3. -} - -_:bng_15767 { - (3 1) :attack3 (2 7 1 8). -} - -_:bng_15768 { - [] rdf:value 3; :attack (2 7 1 8). -} - -_:bng_15769 { - (7 1 8) list:firstRest (7 (1 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 8). -} - -_:bng_15770 { - (4 2) :attack3 (7 1 8). -} - -_:bng_15771 { - (2 7 1 8) list:firstRest (2 (7 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 8). -} - -_:bng_15772 { - (4 1) :attack3 (2 7 1 8). -} - -_:bng_15773 { - [] rdf:value 4; :attack (2 7 1 8). -} - -_:bng_15774 { - (7 1 8) list:firstRest (7 (1 8)). - (7 2) math:difference 5. -} - -_:bng_15775 { - (5 2) :attack3 (7 1 8). -} - -_:bng_15776 { - (2 7 1 8) list:firstRest (2 (7 1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 8). -} - -_:bng_15777 { - (5 1) :attack3 (2 7 1 8). -} - -_:bng_15778 { - [] rdf:value 5; :attack (2 7 1 8). -} - -_:bng_15779 { - (7 1 8) list:firstRest (7 (1 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (1 8). -} - -_:bng_15780 { - (3 3) :attack3 (7 1 8). -} - -_:bng_15781 { - (2 7 1 8) list:firstRest (2 (7 1 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 1 8). -} - -_:bng_15782 { - (3 2) :attack3 (2 7 1 8). -} - -_:bng_15783 { - (6 2 7 1 8) list:firstRest (6 (2 7 1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 7 1 8). -} - -_:bng_15784 { - (3 1) :attack3 (6 2 7 1 8). -} - -_:bng_15785 { - [] rdf:value 3; :attack (6 2 7 1 8). -} - -_:bng_15786 { - (2 7 1 8) list:firstRest (2 (7 1 8)). - (2 2) math:sum 4. -} - -_:bng_15787 { - (4 2) :attack3 (2 7 1 8). -} - -_:bng_15788 { - (6 2 7 1 8) list:firstRest (6 (2 7 1 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 8). -} - -_:bng_15789 { - (4 1) :attack3 (6 2 7 1 8). -} - -_:bng_15790 { - [] rdf:value 4; :attack (6 2 7 1 8). -} - -_:bng_15791 { - (6 2 7 1 8) list:firstRest (6 (2 7 1 8)). - (6 1) math:difference 5. -} - -_:bng_15792 { - (5 1) :attack3 (6 2 7 1 8). -} - -_:bng_15793 { - [] rdf:value 5; :attack (6 2 7 1 8). -} - -_:bng_15794 { - (7 1 8) list:firstRest (7 (1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 8). -} - -_:bng_15795 { - (3 1) :attack3 (7 1 8). -} - -_:bng_15796 { - [] rdf:value 3; :attack (7 1 8). -} - -_:bng_15797 { - (2 4 7 1 8) list:firstRest (2 (4 7 1 8)). - (2 1) math:sum 3. -} - -_:bng_15798 { - (3 1) :attack3 (2 4 7 1 8). -} - -_:bng_15799 { - [] rdf:value 3; :attack (2 4 7 1 8). -} - -_:bng_15800 { - (7 1 8) list:firstRest (7 (1 8)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 8). -} - -_:bng_15801 { - (5 3) :attack3 (7 1 8). -} - -_:bng_15802 { - (4 7 1 8) list:firstRest (4 (7 1 8)). - (2 1) math:sum 3 . - (5 3) :attack3 (7 1 8). -} - -_:bng_15803 { - (5 2) :attack3 (4 7 1 8). -} - -_:bng_15804 { - (2 4 7 1 8) list:firstRest (2 (4 7 1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 7 1 8). -} - -_:bng_15805 { - (5 1) :attack3 (2 4 7 1 8). -} - -_:bng_15806 { - [] rdf:value 5; :attack (2 4 7 1 8). -} - -_:bng_15807 { - (4 7 1 8) list:firstRest (4 (7 1 8)). - (4 2) math:sum 6. -} - -_:bng_15808 { - (6 2) :attack3 (4 7 1 8). -} - -_:bng_15809 { - (2 4 7 1 8) list:firstRest (2 (4 7 1 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 1 8). -} - -_:bng_15810 { - (6 1) :attack3 (2 4 7 1 8). -} - -_:bng_15811 { - [] rdf:value 6; :attack (2 4 7 1 8). -} - -_:bng_15812 { - (4 7 1 8) list:firstRest (4 (7 1 8)). - (4 1) math:difference 3. -} - -_:bng_15813 { - (3 1) :attack3 (4 7 1 8). -} - -_:bng_15814 { - [] rdf:value 3; :attack (4 7 1 8). -} - -_:bng_15815 { - (4 7 1 8) list:firstRest (4 (7 1 8)). - (4 1) math:sum 5. -} - -_:bng_15816 { - (5 1) :attack3 (4 7 1 8). -} - -_:bng_15817 { - [] rdf:value 5; :attack (4 7 1 8). -} - -_:bng_15818 { - (4 7 1 8) list:firstRest (4 (7 1 8)). - (4 2) math:difference 2. -} - -_:bng_15819 { - (2 2) :attack3 (4 7 1 8). -} - -_:bng_15820 { - (6 4 7 1 8) list:firstRest (6 (4 7 1 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 8). -} - -_:bng_15821 { - (2 1) :attack3 (6 4 7 1 8). -} - -_:bng_15822 { - [] rdf:value 2; :attack (6 4 7 1 8). -} - -_:bng_15823 { - (4 7 1 8) list:firstRest (4 (7 1 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 1 8). -} - -_:bng_15824 { - (3 2) :attack3 (4 7 1 8). -} - -_:bng_15825 { - (6 4 7 1 8) list:firstRest (6 (4 7 1 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 1 8). -} - -_:bng_15826 { - (3 1) :attack3 (6 4 7 1 8). -} - -_:bng_15827 { - [] rdf:value 3; :attack (6 4 7 1 8). -} - -_:bng_15828 { - (6 4 7 1 8) list:firstRest (6 (4 7 1 8)). - (6 1) math:difference 5. -} - -_:bng_15829 { - (5 1) :attack3 (6 4 7 1 8). -} - -_:bng_15830 { - [] rdf:value 5; :attack (6 4 7 1 8). -} - -_:bng_15831 { - (7 1 8) list:firstRest (7 (1 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (1 8). -} - -_:bng_15832 { - (5 1) :attack3 (7 1 8). -} - -_:bng_15833 { - [] rdf:value 5; :attack (7 1 8). -} - -_:bng_15834 { - (7 1 8) list:firstRest (7 (1 8)). - (7 1) math:difference 6. -} - -_:bng_15835 { - (6 1) :attack3 (7 1 8). -} - -_:bng_15836 { - [] rdf:value 6; :attack (7 1 8). -} - -_:bng_15837 { - (2 8) list:firstRest (2 (8)). - (2 1) math:difference 1. -} - -_:bng_15838 { - (1 1) :attack3 (2 8). -} - -_:bng_15839 { - [] rdf:value 1; :attack (2 8). -} - -_:bng_15840 { - (2 8) list:firstRest (2 (8)). - (2 1) math:sum 3. -} - -_:bng_15841 { - (3 1) :attack3 (2 8). -} - -_:bng_15842 { - [] rdf:value 3; :attack (2 8). -} - -_:bng_15843 { - (5 3 1 4 2 8) list:firstRest (5 (3 1 4 2 8)). - (5 1) math:sum 6. -} - -_:bng_15844 { - (6 1) :attack3 (5 3 1 4 2 8). -} - -_:bng_15845 { - [] rdf:value 6; :attack (5 3 1 4 2 8). -} - -_:bng_15846 { - (2 8) list:firstRest (2 (8)). - (2 5) math:sum 7. -} - -_:bng_15847 { - (7 5) :attack3 (2 8). -} - -_:bng_15848 { - (4 2 8) list:firstRest (4 (2 8)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 8). -} - -_:bng_15849 { - (7 4) :attack3 (4 2 8). -} - -_:bng_15850 { - (1 4 2 8) list:firstRest (1 (4 2 8)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 2 8). -} - -_:bng_15851 { - (7 3) :attack3 (1 4 2 8). -} - -_:bng_15852 { - (3 1 4 2 8) list:firstRest (3 (1 4 2 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 4 2 8). -} - -_:bng_15853 { - (7 2) :attack3 (3 1 4 2 8). -} - -_:bng_15854 { - (5 3 1 4 2 8) list:firstRest (5 (3 1 4 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 1 4 2 8). -} - -_:bng_15855 { - (7 1) :attack3 (5 3 1 4 2 8). -} - -_:bng_15856 { - [] rdf:value 7; :attack (5 3 1 4 2 8). -} - -_:bng_15857 { - (2 8) list:firstRest (2 (8)). - (2 4) math:sum 6. -} - -_:bng_15858 { - (6 4) :attack3 (2 8). -} - -_:bng_15859 { - (4 2 8) list:firstRest (4 (2 8)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 8). -} - -_:bng_15860 { - (6 3) :attack3 (4 2 8). -} - -_:bng_15861 { - (1 4 2 8) list:firstRest (1 (4 2 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2 8). -} - -_:bng_15862 { - (6 2) :attack3 (1 4 2 8). -} - -_:bng_15863 { - (3 1 4 2 8) list:firstRest (3 (1 4 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 4 2 8). -} - -_:bng_15864 { - (6 1) :attack3 (3 1 4 2 8). -} - -_:bng_15865 { - [] rdf:value 6; :attack (3 1 4 2 8). -} - -_:bng_15866 { - (4 2 8) list:firstRest (4 (2 8)). - (4 3) math:sum 7. -} - -_:bng_15867 { - (7 3) :attack3 (4 2 8). -} - -_:bng_15868 { - (1 4 2 8) list:firstRest (1 (4 2 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2 8). -} - -_:bng_15869 { - (7 2) :attack3 (1 4 2 8). -} - -_:bng_15870 { - (3 1 4 2 8) list:firstRest (3 (1 4 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 2 8). -} - -_:bng_15871 { - (7 1) :attack3 (3 1 4 2 8). -} - -_:bng_15872 { - [] rdf:value 7; :attack (3 1 4 2 8). -} - -_:bng_15873 { - (2 8) list:firstRest (2 (8)). - (2 3) math:sum 5. -} - -_:bng_15874 { - (5 3) :attack3 (2 8). -} - -_:bng_15875 { - (4 2 8) list:firstRest (4 (2 8)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 8). -} - -_:bng_15876 { - (5 2) :attack3 (4 2 8). -} - -_:bng_15877 { - (1 4 2 8) list:firstRest (1 (4 2 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8). -} - -_:bng_15878 { - (5 1) :attack3 (1 4 2 8). -} - -_:bng_15879 { - [] rdf:value 5; :attack (1 4 2 8). -} - -_:bng_15880 { - (4 2 8) list:firstRest (4 (2 8)). - (4 2) math:sum 6. -} - -_:bng_15881 { - (6 2) :attack3 (4 2 8). -} - -_:bng_15882 { - (1 4 2 8) list:firstRest (1 (4 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 8). -} - -_:bng_15883 { - (6 1) :attack3 (1 4 2 8). -} - -_:bng_15884 { - [] rdf:value 6; :attack (1 4 2 8). -} - -_:bng_15885 { - (1 4 2 8) list:firstRest (1 (4 2 8)). - (1 2) math:sum 3. -} - -_:bng_15886 { - (3 2) :attack3 (1 4 2 8). -} - -_:bng_15887 { - (7 1 4 2 8) list:firstRest (7 (1 4 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 2 8). -} - -_:bng_15888 { - (3 1) :attack3 (7 1 4 2 8). -} - -_:bng_15889 { - [] rdf:value 3; :attack (7 1 4 2 8). -} - -_:bng_15890 { - (6) list:select (6 ()). - (_:bng_18177 false true) log:ifThenElseIn (() 1). - (6 3 5 7 1 4 2 8) list:firstRest (6 (3 5 7 1 4 2 8)). - (() (6 3 5 7 1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15891 { - ((6) (3 5 7 1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15892 { - (3 6) list:select (3 (6)). - (_:bng_18178 false true) log:ifThenElseIn (() 1). - (3 5 7 1 4 2 8) list:firstRest (3 (5 7 1 4 2 8)). - ((6) (3 5 7 1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15893 { - ((3 6) (5 7 1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15894 { - (3 5 6) list:select (5 (3 6)). - (_:bng_18179 false true) log:ifThenElseIn (() 1). - (5 7 1 4 2 8) list:firstRest (5 (7 1 4 2 8)). - ((3 6) (5 7 1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15895 { - ((3 5 6) (7 1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15896 { - (3 5 6 7) list:select (7 (3 5 6)). - (_:bng_18180 false true) log:ifThenElseIn (() 1). - (7 1 4 2 8) list:firstRest (7 (1 4 2 8)). - ((3 5 6) (7 1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15897 { - ((3 5 6 7) (1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15898 { - (1 3 5 6 7) list:select (1 (3 5 6 7)). - (_:bng_18181 false true) log:ifThenElseIn (() 1). - (1 4 2 8) list:firstRest (1 (4 2 8)). - ((3 5 6 7) (1 4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15899 { - ((1 3 5 6 7) (4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15900 { - (1 3 4 5 6 7) list:select (4 (1 3 5 6 7)). - (_:bng_18182 false true) log:ifThenElseIn (() 1). - (4 2 8) list:firstRest (4 (2 8)). - ((1 3 5 6 7) (4 2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15901 { - ((1 3 4 5 6 7) (2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15902 { - (1 2 3 4 5 6 7) list:select (2 (1 3 4 5 6 7)). - (_:bng_18183 false true) log:ifThenElseIn (() 1). - (2 8) list:firstRest (2 (8)). - ((1 3 4 5 6 7) (2 8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15903 { - ((1 2 3 4 5 6 7) (8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15904 { - (1 2 3 4 5 6 7 8) list:select (8 (1 2 3 4 5 6 7)). - (_:bng_18184 false true) log:ifThenElseIn (() 1). - (8) list:firstRest (8 ()). - ((1 2 3 4 5 6 7) (8)) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15905 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15906 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 3 5 7 1 4 2 8). -} - -_:bng_15907 { - [] rdf:value 8; :queens (6 3 5 7 1 4 2 8). -} - -_:bng_15908 { - (5 7 1 4 2 8) list:firstRest (5 (7 1 4 2 8)). - (5 1) math:sum 6. -} - -_:bng_15909 { - (6 1) :attack3 (5 7 1 4 2 8). -} - -_:bng_15910 { - [] rdf:value 6; :attack (5 7 1 4 2 8). -} - -_:bng_15911 { - (7 1 4 2 8) list:firstRest (7 (1 4 2 8)). - (7 1) math:difference 6. -} - -_:bng_15912 { - (6 1) :attack3 (7 1 4 2 8). -} - -_:bng_15913 { - [] rdf:value 6; :attack (7 1 4 2 8). -} - -_:bng_15914 { - (4 2 8) list:firstRest (4 (2 8)). - (4 1) math:difference 3. -} - -_:bng_15915 { - (3 1) :attack3 (4 2 8). -} - -_:bng_15916 { - [] rdf:value 3; :attack (4 2 8). -} - -_:bng_15917 { - (4 2 8) list:firstRest (4 (2 8)). - (4 1) math:sum 5. -} - -_:bng_15918 { - (5 1) :attack3 (4 2 8). -} - -_:bng_15919 { - [] rdf:value 5; :attack (4 2 8). -} - -_:bng_15920 { - (2 8) list:firstRest (2 (8)). - (4 1) math:sum 5 . - (3 5) :attack3 (8). -} - -_:bng_15921 { - (3 4) :attack3 (2 8). -} - -_:bng_15922 { - (4 2 8) list:firstRest (4 (2 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (2 8). -} - -_:bng_15923 { - (3 3) :attack3 (4 2 8). -} - -_:bng_15924 { - (6 4 2 8) list:firstRest (6 (4 2 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 2 8). -} - -_:bng_15925 { - (3 2) :attack3 (6 4 2 8). -} - -_:bng_15926 { - (1 6 4 2 8) list:firstRest (1 (6 4 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 4 2 8). -} - -_:bng_15927 { - (3 1) :attack3 (1 6 4 2 8). -} - -_:bng_15928 { - [] rdf:value 3; :attack (1 6 4 2 8). -} - -_:bng_15929 { - (1 6 4 2 8) list:firstRest (1 (6 4 2 8)). - (1 2) math:sum 3. -} - -_:bng_15930 { - (3 2) :attack3 (1 6 4 2 8). -} - -_:bng_15931 { - (5 1 6 4 2 8) list:firstRest (5 (1 6 4 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 4 2 8). -} - -_:bng_15932 { - (3 1) :attack3 (5 1 6 4 2 8). -} - -_:bng_15933 { - [] rdf:value 3; :attack (5 1 6 4 2 8). -} - -_:bng_15934 { - (6 4 2 8) list:firstRest (6 (4 2 8)). - (3 1) math:sum 4 . - (7 4) :attack3 (4 2 8). -} - -_:bng_15935 { - (7 3) :attack3 (6 4 2 8). -} - -_:bng_15936 { - (1 6 4 2 8) list:firstRest (1 (6 4 2 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 4 2 8). -} - -_:bng_15937 { - (7 2) :attack3 (1 6 4 2 8). -} - -_:bng_15938 { - (5 1 6 4 2 8) list:firstRest (5 (1 6 4 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 6 4 2 8). -} - -_:bng_15939 { - (7 1) :attack3 (5 1 6 4 2 8). -} - -_:bng_15940 { - [] rdf:value 7; :attack (5 1 6 4 2 8). -} - -_:bng_15941 { - (6 4 2 8) list:firstRest (6 (4 2 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 2 8). -} - -_:bng_15942 { - (7 2) :attack3 (6 4 2 8). -} - -_:bng_15943 { - (1 6 4 2 8) list:firstRest (1 (6 4 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2 8). -} - -_:bng_15944 { - (7 1) :attack3 (1 6 4 2 8). -} - -_:bng_15945 { - [] rdf:value 7; :attack (1 6 4 2 8). -} - -_:bng_15946 { - (4 2 8) list:firstRest (4 (2 8)). - (4 3) math:difference 1. -} - -_:bng_15947 { - (1 3) :attack3 (4 2 8). -} - -_:bng_15948 { - (6 4 2 8) list:firstRest (6 (4 2 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 8). -} - -_:bng_15949 { - (1 2) :attack3 (6 4 2 8). -} - -_:bng_15950 { - (3 6 4 2 8) list:firstRest (3 (6 4 2 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 4 2 8). -} - -_:bng_15951 { - (1 1) :attack3 (3 6 4 2 8). -} - -_:bng_15952 { - [] rdf:value 1; :attack (3 6 4 2 8). -} - -_:bng_15953 { - (3 6 4 2 8) list:firstRest (3 (6 4 2 8)). - (3 2) math:difference 1. -} - -_:bng_15954 { - (1 2) :attack3 (3 6 4 2 8). -} - -_:bng_15955 { - (5 3 6 4 2 8) list:firstRest (5 (3 6 4 2 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 4 2 8). -} - -_:bng_15956 { - (1 1) :attack3 (5 3 6 4 2 8). -} - -_:bng_15957 { - [] rdf:value 1; :attack (5 3 6 4 2 8). -} - -_:bng_15958 { - (3 6 4 2 8) list:firstRest (3 (6 4 2 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (6 4 2 8). -} - -_:bng_15959 { - (7 2) :attack3 (3 6 4 2 8). -} - -_:bng_15960 { - (5 3 6 4 2 8) list:firstRest (5 (3 6 4 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (3 6 4 2 8). -} - -_:bng_15961 { - (7 1) :attack3 (5 3 6 4 2 8). -} - -_:bng_15962 { - [] rdf:value 7; :attack (5 3 6 4 2 8). -} - -_:bng_15963 { - (3 6 4 2 8) list:firstRest (3 (6 4 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 4 2 8). -} - -_:bng_15964 { - (7 1) :attack3 (3 6 4 2 8). -} - -_:bng_15965 { - [] rdf:value 7; :attack (3 6 4 2 8). -} - -_:bng_15966 { - (6 4 2 8) list:firstRest (6 (4 2 8)). - (6 1) math:difference 5. -} - -_:bng_15967 { - (5 1) :attack3 (6 4 2 8). -} - -_:bng_15968 { - [] rdf:value 5; :attack (6 4 2 8). -} - -_:bng_15969 { - (6 4 2 8) list:firstRest (6 (4 2 8)). - (6 1) math:sum 7. -} - -_:bng_15970 { - (7 1) :attack3 (6 4 2 8). -} - -_:bng_15971 { - [] rdf:value 7; :attack (6 4 2 8). -} - -_:bng_15972 { - (7 4 2 8) list:firstRest (7 (4 2 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 2 8). -} - -_:bng_15973 { - (3 2) :attack3 (7 4 2 8). -} - -_:bng_15974 { - (1 7 4 2 8) list:firstRest (1 (7 4 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 2 8). -} - -_:bng_15975 { - (3 1) :attack3 (1 7 4 2 8). -} - -_:bng_15976 { - [] rdf:value 3; :attack (1 7 4 2 8). -} - -_:bng_15977 { - (7 4 2 8) list:firstRest (7 (4 2 8)). - (7 2) math:difference 5. -} - -_:bng_15978 { - (5 2) :attack3 (7 4 2 8). -} - -_:bng_15979 { - (1 7 4 2 8) list:firstRest (1 (7 4 2 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 2 8). -} - -_:bng_15980 { - (5 1) :attack3 (1 7 4 2 8). -} - -_:bng_15981 { - [] rdf:value 5; :attack (1 7 4 2 8). -} - -_:bng_15982 { - (7 4 2 8) list:firstRest (7 (4 2 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (4 2 8). -} - -_:bng_15983 { - (6 2) :attack3 (7 4 2 8). -} - -_:bng_15984 { - (1 7 4 2 8) list:firstRest (1 (7 4 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 2 8). -} - -_:bng_15985 { - (6 1) :attack3 (1 7 4 2 8). -} - -_:bng_15986 { - [] rdf:value 6; :attack (1 7 4 2 8). -} - -_:bng_15987 { - (7 4 2 8) list:firstRest (7 (4 2 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 2 8). -} - -_:bng_15988 { - (1 2) :attack3 (7 4 2 8). -} - -_:bng_15989 { - (3 7 4 2 8) list:firstRest (3 (7 4 2 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 2 8). -} - -_:bng_15990 { - (1 1) :attack3 (3 7 4 2 8). -} - -_:bng_15991 { - [] rdf:value 1; :attack (3 7 4 2 8). -} - -_:bng_15992 { - (3 7 4 2 8) list:firstRest (3 (7 4 2 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 2 8). -} - -_:bng_15993 { - (5 1) :attack3 (3 7 4 2 8). -} - -_:bng_15994 { - [] rdf:value 5; :attack (3 7 4 2 8). -} - -_:bng_15995 { - (3 7 4 2 8) list:firstRest (3 (7 4 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 4 2 8). -} - -_:bng_15996 { - (6 1) :attack3 (3 7 4 2 8). -} - -_:bng_15997 { - [] rdf:value 6; :attack (3 7 4 2 8). -} - -_:bng_15998 { - (7 4 2 8) list:firstRest (7 (4 2 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 2 8). -} - -_:bng_15999 { - (5 1) :attack3 (7 4 2 8). -} - -_:bng_16000 { - [] rdf:value 5; :attack (7 4 2 8). -} - -_:bng_16001 { - (7 4 2 8) list:firstRest (7 (4 2 8)). - (7 1) math:difference 6. -} - -_:bng_16002 { - (6 1) :attack3 (7 4 2 8). -} - -_:bng_16003 { - [] rdf:value 6; :attack (7 4 2 8). -} - -_:bng_16004 { - (5 2 8) list:firstRest (5 (2 8)). - (5 2) math:difference 3. -} - -_:bng_16005 { - (3 2) :attack3 (5 2 8). -} - -_:bng_16006 { - (1 5 2 8) list:firstRest (1 (5 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 8). -} - -_:bng_16007 { - (3 1) :attack3 (1 5 2 8). -} - -_:bng_16008 { - [] rdf:value 3; :attack (1 5 2 8). -} - -_:bng_16009 { - (8) list:firstRest (8 ()). - (8 4) math:difference 4. -} - -_:bng_16010 { - (4 4) :attack3 (8). -} - -_:bng_16011 { - (2 8) list:firstRest (2 (8)). - (3 1) math:sum 4 . - (4 4) :attack3 (8). -} - -_:bng_16012 { - (4 3) :attack3 (2 8). -} - -_:bng_16013 { - (5 2 8) list:firstRest (5 (2 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8). -} - -_:bng_16014 { - (4 2) :attack3 (5 2 8). -} - -_:bng_16015 { - (1 5 2 8) list:firstRest (1 (5 2 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8). -} - -_:bng_16016 { - (4 1) :attack3 (1 5 2 8). -} - -_:bng_16017 { - [] rdf:value 4; :attack (1 5 2 8). -} - -_:bng_16018 { - (1 5 2 8) list:firstRest (1 (5 2 8)). - (1 2) math:sum 3. -} - -_:bng_16019 { - (3 2) :attack3 (1 5 2 8). -} - -_:bng_16020 { - (6 1 5 2 8) list:firstRest (6 (1 5 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 2 8). -} - -_:bng_16021 { - (3 1) :attack3 (6 1 5 2 8). -} - -_:bng_16022 { - [] rdf:value 3; :attack (6 1 5 2 8). -} - -_:bng_16023 { - (4 6 1 5 2 8) list:firstRest (4 (6 1 5 2 8)). - (4 1) math:difference 3. -} - -_:bng_16024 { - (3 1) :attack3 (4 6 1 5 2 8). -} - -_:bng_16025 { - [] rdf:value 3; :attack (4 6 1 5 2 8). -} - -_:bng_16026 { - (5 2 8) list:firstRest (5 (2 8)). - (4 1) math:sum 5 . - (7 5) :attack3 (2 8). -} - -_:bng_16027 { - (7 4) :attack3 (5 2 8). -} - -_:bng_16028 { - (1 5 2 8) list:firstRest (1 (5 2 8)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2 8). -} - -_:bng_16029 { - (7 3) :attack3 (1 5 2 8). -} - -_:bng_16030 { - (6 1 5 2 8) list:firstRest (6 (1 5 2 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 5 2 8). -} - -_:bng_16031 { - (7 2) :attack3 (6 1 5 2 8). -} - -_:bng_16032 { - (4 6 1 5 2 8) list:firstRest (4 (6 1 5 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 5 2 8). -} - -_:bng_16033 { - (7 1) :attack3 (4 6 1 5 2 8). -} - -_:bng_16034 { - [] rdf:value 7; :attack (4 6 1 5 2 8). -} - -_:bng_16035 { - (6 1 5 2 8) list:firstRest (6 (1 5 2 8)). - (6 1) math:sum 7. -} - -_:bng_16036 { - (7 1) :attack3 (6 1 5 2 8). -} - -_:bng_16037 { - [] rdf:value 7; :attack (6 1 5 2 8). -} - -_:bng_16038 { - (5 2 8) list:firstRest (5 (2 8)). - (5 2) math:sum 7. -} - -_:bng_16039 { - (7 2) :attack3 (5 2 8). -} - -_:bng_16040 { - (1 5 2 8) list:firstRest (1 (5 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8). -} - -_:bng_16041 { - (7 1) :attack3 (1 5 2 8). -} - -_:bng_16042 { - [] rdf:value 7; :attack (1 5 2 8). -} - -_:bng_16043 { - (3 5 2 8) list:firstRest (3 (5 2 8)). - (3 3) math:sum 6. -} - -_:bng_16044 { - (6 3) :attack3 (3 5 2 8). -} - -_:bng_16045 { - (1 3 5 2 8) list:firstRest (1 (3 5 2 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 5 2 8). -} - -_:bng_16046 { - (6 2) :attack3 (1 3 5 2 8). -} - -_:bng_16047 { - (4 1 3 5 2 8) list:firstRest (4 (1 3 5 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 5 2 8). -} - -_:bng_16048 { - (6 1) :attack3 (4 1 3 5 2 8). -} - -_:bng_16049 { - [] rdf:value 6; :attack (4 1 3 5 2 8). -} - -_:bng_16050 { - (3 5 2 8) list:firstRest (3 (5 2 8)). - (3 1) math:sum 4 . - (7 4) :attack3 (5 2 8). -} - -_:bng_16051 { - (7 3) :attack3 (3 5 2 8). -} - -_:bng_16052 { - (1 3 5 2 8) list:firstRest (1 (3 5 2 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (3 5 2 8). -} - -_:bng_16053 { - (7 2) :attack3 (1 3 5 2 8). -} - -_:bng_16054 { - (4 1 3 5 2 8) list:firstRest (4 (1 3 5 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 3 5 2 8). -} - -_:bng_16055 { - (7 1) :attack3 (4 1 3 5 2 8). -} - -_:bng_16056 { - [] rdf:value 7; :attack (4 1 3 5 2 8). -} - -_:bng_16057 { - (5 2 8) list:firstRest (5 (2 8)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 8). -} - -_:bng_16058 { - (6 3) :attack3 (5 2 8). -} - -_:bng_16059 { - (3 5 2 8) list:firstRest (3 (5 2 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 2 8). -} - -_:bng_16060 { - (6 2) :attack3 (3 5 2 8). -} - -_:bng_16061 { - (1 3 5 2 8) list:firstRest (1 (3 5 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 5 2 8). -} - -_:bng_16062 { - (6 1) :attack3 (1 3 5 2 8). -} - -_:bng_16063 { - [] rdf:value 6; :attack (1 3 5 2 8). -} - -_:bng_16064 { - (6) list:select (6 ()). - (_:bng_18185 false true) log:ifThenElseIn (() 1). - (6 4 7 1 3 5 2 8) list:firstRest (6 (4 7 1 3 5 2 8)). - (() (6 4 7 1 3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16065 { - ((6) (4 7 1 3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16066 { - (4 6) list:select (4 (6)). - (_:bng_18186 false true) log:ifThenElseIn (() 1). - (4 7 1 3 5 2 8) list:firstRest (4 (7 1 3 5 2 8)). - ((6) (4 7 1 3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16067 { - ((4 6) (7 1 3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16068 { - (4 6 7) list:select (7 (4 6)). - (_:bng_18187 false true) log:ifThenElseIn (() 1). - (7 1 3 5 2 8) list:firstRest (7 (1 3 5 2 8)). - ((4 6) (7 1 3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16069 { - ((4 6 7) (1 3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16070 { - (1 4 6 7) list:select (1 (4 6 7)). - (_:bng_18188 false true) log:ifThenElseIn (() 1). - (1 3 5 2 8) list:firstRest (1 (3 5 2 8)). - ((4 6 7) (1 3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16071 { - ((1 4 6 7) (3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16072 { - (1 3 4 6 7) list:select (3 (1 4 6 7)). - (_:bng_18189 false true) log:ifThenElseIn (() 1). - (3 5 2 8) list:firstRest (3 (5 2 8)). - ((1 4 6 7) (3 5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16073 { - ((1 3 4 6 7) (5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16074 { - (1 3 4 5 6 7) list:select (5 (1 3 4 6 7)). - (_:bng_18190 false true) log:ifThenElseIn (() 1). - (5 2 8) list:firstRest (5 (2 8)). - ((1 3 4 6 7) (5 2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16075 { - ((1 3 4 5 6 7) (2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16076 { - (1 2 3 4 5 6 7) list:select (2 (1 3 4 5 6 7)). - (_:bng_18183 false true) log:ifThenElseIn (() 1). - (2 8) list:firstRest (2 (8)). - ((1 3 4 5 6 7) (2 8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16077 { - ((1 2 3 4 5 6 7) (8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16078 { - (1 2 3 4 5 6 7 8) list:select (8 (1 2 3 4 5 6 7)). - (_:bng_18184 false true) log:ifThenElseIn (() 1). - (8) list:firstRest (8 ()). - ((1 2 3 4 5 6 7) (8)) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16079 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16080 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (6 4 7 1 3 5 2 8). -} - -_:bng_16081 { - [] rdf:value 8; :queens (6 4 7 1 3 5 2 8). -} - -_:bng_16082 { - (7 1 3 5 2 8) list:firstRest (7 (1 3 5 2 8)). - (7 1) math:difference 6. -} - -_:bng_16083 { - (6 1) :attack3 (7 1 3 5 2 8). -} - -_:bng_16084 { - [] rdf:value 6; :attack (7 1 3 5 2 8). -} - -_:bng_16085 { - (3 5 2 8) list:firstRest (3 (5 2 8)). - (3 1) math:sum 4. -} - -_:bng_16086 { - (4 1) :attack3 (3 5 2 8). -} - -_:bng_16087 { - [] rdf:value 4; :attack (3 5 2 8). -} - -_:bng_16088 { - (3 5 2 8) list:firstRest (3 (5 2 8)). - (3 2) math:difference 1. -} - -_:bng_16089 { - (1 2) :attack3 (3 5 2 8). -} - -_:bng_16090 { - (6 3 5 2 8) list:firstRest (6 (3 5 2 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 2 8). -} - -_:bng_16091 { - (1 1) :attack3 (6 3 5 2 8). -} - -_:bng_16092 { - [] rdf:value 1; :attack (6 3 5 2 8). -} - -_:bng_16093 { - (5 2 8) list:firstRest (5 (2 8)). - (5 4) math:difference 1. -} - -_:bng_16094 { - (1 4) :attack3 (5 2 8). -} - -_:bng_16095 { - (3 5 2 8) list:firstRest (3 (5 2 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 2 8). -} - -_:bng_16096 { - (1 3) :attack3 (3 5 2 8). -} - -_:bng_16097 { - (6 3 5 2 8) list:firstRest (6 (3 5 2 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 5 2 8). -} - -_:bng_16098 { - (1 2) :attack3 (6 3 5 2 8). -} - -_:bng_16099 { - (4 6 3 5 2 8) list:firstRest (4 (6 3 5 2 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 3 5 2 8). -} - -_:bng_16100 { - (1 1) :attack3 (4 6 3 5 2 8). -} - -_:bng_16101 { - [] rdf:value 1; :attack (4 6 3 5 2 8). -} - -_:bng_16102 { - (6 3 5 2 8) list:firstRest (6 (3 5 2 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (3 5 2 8). -} - -_:bng_16103 { - (7 2) :attack3 (6 3 5 2 8). -} - -_:bng_16104 { - (4 6 3 5 2 8) list:firstRest (4 (6 3 5 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 3 5 2 8). -} - -_:bng_16105 { - (7 1) :attack3 (4 6 3 5 2 8). -} - -_:bng_16106 { - [] rdf:value 7; :attack (4 6 3 5 2 8). -} - -_:bng_16107 { - (6 3 5 2 8) list:firstRest (6 (3 5 2 8)). - (6 1) math:sum 7. -} - -_:bng_16108 { - (7 1) :attack3 (6 3 5 2 8). -} - -_:bng_16109 { - [] rdf:value 7; :attack (6 3 5 2 8). -} - -_:bng_16110 { - (3 5 2 8) list:firstRest (3 (5 2 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 2 8). -} - -_:bng_16111 { - (7 1) :attack3 (3 5 2 8). -} - -_:bng_16112 { - [] rdf:value 7; :attack (3 5 2 8). -} - -_:bng_16113 { - (5 2 8) list:firstRest (5 (2 8)). - (5 1) math:difference 4. -} - -_:bng_16114 { - (4 1) :attack3 (5 2 8). -} - -_:bng_16115 { - [] rdf:value 4; :attack (5 2 8). -} - -_:bng_16116 { - (5 2 8) list:firstRest (5 (2 8)). - (5 1) math:sum 6. -} - -_:bng_16117 { - (6 1) :attack3 (5 2 8). -} - -_:bng_16118 { - [] rdf:value 6; :attack (5 2 8). -} - -_:bng_16119 { - (5 2 8) list:firstRest (5 (2 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (2 8). -} - -_:bng_16120 { - (3 3) :attack3 (5 2 8). -} - -_:bng_16121 { - (7 5 2 8) list:firstRest (7 (5 2 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 2 8). -} - -_:bng_16122 { - (3 2) :attack3 (7 5 2 8). -} - -_:bng_16123 { - (1 7 5 2 8) list:firstRest (1 (7 5 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 5 2 8). -} - -_:bng_16124 { - (3 1) :attack3 (1 7 5 2 8). -} - -_:bng_16125 { - [] rdf:value 3; :attack (1 7 5 2 8). -} - -_:bng_16126 { - (4 1 7 5 2 8) list:firstRest (4 (1 7 5 2 8)). - (4 1) math:difference 3. -} - -_:bng_16127 { - (3 1) :attack3 (4 1 7 5 2 8). -} - -_:bng_16128 { - [] rdf:value 3; :attack (4 1 7 5 2 8). -} - -_:bng_16129 { - (7 5 2 8) list:firstRest (7 (5 2 8)). - (7 4) math:difference 3. -} - -_:bng_16130 { - (3 4) :attack3 (7 5 2 8). -} - -_:bng_16131 { - (1 7 5 2 8) list:firstRest (1 (7 5 2 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 5 2 8). -} - -_:bng_16132 { - (3 3) :attack3 (1 7 5 2 8). -} - -_:bng_16133 { - (4 1 7 5 2 8) list:firstRest (4 (1 7 5 2 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 7 5 2 8). -} - -_:bng_16134 { - (3 2) :attack3 (4 1 7 5 2 8). -} - -_:bng_16135 { - (6 4 1 7 5 2 8) list:firstRest (6 (4 1 7 5 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 7 5 2 8). -} - -_:bng_16136 { - (3 1) :attack3 (6 4 1 7 5 2 8). -} - -_:bng_16137 { - [] rdf:value 3; :attack (6 4 1 7 5 2 8). -} - -_:bng_16138 { - (7 5 2 8) list:firstRest (7 (5 2 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (5 2 8). -} - -_:bng_16139 { - (6 2) :attack3 (7 5 2 8). -} - -_:bng_16140 { - (1 7 5 2 8) list:firstRest (1 (7 5 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 5 2 8). -} - -_:bng_16141 { - (6 1) :attack3 (1 7 5 2 8). -} - -_:bng_16142 { - [] rdf:value 6; :attack (1 7 5 2 8). -} - -_:bng_16143 { - (7 5 2 8) list:firstRest (7 (5 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 2 8). -} - -_:bng_16144 { - (3 1) :attack3 (7 5 2 8). -} - -_:bng_16145 { - [] rdf:value 3; :attack (7 5 2 8). -} - -_:bng_16146 { - (7 5 2 8) list:firstRest (7 (5 2 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 2 8). -} - -_:bng_16147 { - (4 1) :attack3 (7 5 2 8). -} - -_:bng_16148 { - [] rdf:value 4; :attack (7 5 2 8). -} - -_:bng_16149 { - (7 5 2 8) list:firstRest (7 (5 2 8)). - (7 1) math:difference 6. -} - -_:bng_16150 { - (6 1) :attack3 (7 5 2 8). -} - -_:bng_16151 { - [] rdf:value 6; :attack (7 5 2 8). -} - -_:bng_16152 { - (2 8) list:firstRest (2 (8)). - (1 1) math:sum 2 . - (6 2) :attack3 (8). -} - -_:bng_16153 { - (6 1) :attack3 (2 8). -} - -_:bng_16154 { - [] rdf:value 6; :attack (2 8). -} - -_:bng_16155 { - (3 1 7 2 8) list:firstRest (3 (1 7 2 8)). - (3 1) math:sum 4. -} - -_:bng_16156 { - (4 1) :attack3 (3 1 7 2 8). -} - -_:bng_16157 { - [] rdf:value 4; :attack (3 1 7 2 8). -} - -_:bng_16158 { - (5 3 1 7 2 8) list:firstRest (5 (3 1 7 2 8)). - (5 1) math:difference 4. -} - -_:bng_16159 { - (4 1) :attack3 (5 3 1 7 2 8). -} - -_:bng_16160 { - [] rdf:value 4; :attack (5 3 1 7 2 8). -} - -_:bng_16161 { - (5 3 1 7 2 8) list:firstRest (5 (3 1 7 2 8)). - (5 1) math:sum 6. -} - -_:bng_16162 { - (6 1) :attack3 (5 3 1 7 2 8). -} - -_:bng_16163 { - [] rdf:value 6; :attack (5 3 1 7 2 8). -} - -_:bng_16164 { - (7 2 8) list:firstRest (7 (2 8)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 8). -} - -_:bng_16165 { - (6 3) :attack3 (7 2 8). -} - -_:bng_16166 { - (1 7 2 8) list:firstRest (1 (7 2 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2 8). -} - -_:bng_16167 { - (6 2) :attack3 (1 7 2 8). -} - -_:bng_16168 { - (3 1 7 2 8) list:firstRest (3 (1 7 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 7 2 8). -} - -_:bng_16169 { - (6 1) :attack3 (3 1 7 2 8). -} - -_:bng_16170 { - [] rdf:value 6; :attack (3 1 7 2 8). -} - -_:bng_16171 { - (7 2 8) list:firstRest (7 (2 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (2 8). -} - -_:bng_16172 { - (4 2) :attack3 (7 2 8). -} - -_:bng_16173 { - (1 7 2 8) list:firstRest (1 (7 2 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 2 8). -} - -_:bng_16174 { - (4 1) :attack3 (1 7 2 8). -} - -_:bng_16175 { - [] rdf:value 4; :attack (1 7 2 8). -} - -_:bng_16176 { - (7 2 8) list:firstRest (7 (2 8)). - (7 2) math:difference 5. -} - -_:bng_16177 { - (5 2) :attack3 (7 2 8). -} - -_:bng_16178 { - (1 7 2 8) list:firstRest (1 (7 2 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8). -} - -_:bng_16179 { - (5 1) :attack3 (1 7 2 8). -} - -_:bng_16180 { - [] rdf:value 5; :attack (1 7 2 8). -} - -_:bng_16181 { - (1 7 2 8) list:firstRest (1 (7 2 8)). - (1 2) math:sum 3. -} - -_:bng_16182 { - (3 2) :attack3 (1 7 2 8). -} - -_:bng_16183 { - (6 1 7 2 8) list:firstRest (6 (1 7 2 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 2 8). -} - -_:bng_16184 { - (3 1) :attack3 (6 1 7 2 8). -} - -_:bng_16185 { - [] rdf:value 3; :attack (6 1 7 2 8). -} - -_:bng_16186 { - (7 2 8) list:firstRest (7 (2 8)). - (7 3) math:difference 4. -} - -_:bng_16187 { - (4 3) :attack3 (7 2 8). -} - -_:bng_16188 { - (1 7 2 8) list:firstRest (1 (7 2 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2 8). -} - -_:bng_16189 { - (4 2) :attack3 (1 7 2 8). -} - -_:bng_16190 { - (6 1 7 2 8) list:firstRest (6 (1 7 2 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 2 8). -} - -_:bng_16191 { - (4 1) :attack3 (6 1 7 2 8). -} - -_:bng_16192 { - [] rdf:value 4; :attack (6 1 7 2 8). -} - -_:bng_16193 { - (6 1 7 2 8) list:firstRest (6 (1 7 2 8)). - (6 1) math:difference 5. -} - -_:bng_16194 { - (5 1) :attack3 (6 1 7 2 8). -} - -_:bng_16195 { - [] rdf:value 5; :attack (6 1 7 2 8). -} - -_:bng_16196 { - (3 7 2 8) list:firstRest (3 (7 2 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2 8). -} - -_:bng_16197 { - (4 2) :attack3 (3 7 2 8). -} - -_:bng_16198 { - (1 3 7 2 8) list:firstRest (1 (3 7 2 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7 2 8). -} - -_:bng_16199 { - (4 1) :attack3 (1 3 7 2 8). -} - -_:bng_16200 { - [] rdf:value 4; :attack (1 3 7 2 8). -} - -_:bng_16201 { - (3 7 2 8) list:firstRest (3 (7 2 8)). - (3 2) math:sum 5. -} - -_:bng_16202 { - (5 2) :attack3 (3 7 2 8). -} - -_:bng_16203 { - (1 3 7 2 8) list:firstRest (1 (3 7 2 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7 2 8). -} - -_:bng_16204 { - (5 1) :attack3 (1 3 7 2 8). -} - -_:bng_16205 { - [] rdf:value 5; :attack (1 3 7 2 8). -} - -_:bng_16206 { - (3 7 2 8) list:firstRest (3 (7 2 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2 8). -} - -_:bng_16207 { - (6 2) :attack3 (3 7 2 8). -} - -_:bng_16208 { - (1 3 7 2 8) list:firstRest (1 (3 7 2 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 7 2 8). -} - -_:bng_16209 { - (6 1) :attack3 (1 3 7 2 8). -} - -_:bng_16210 { - [] rdf:value 6; :attack (1 3 7 2 8). -} - -_:bng_16211 { - (3 7 2 8) list:firstRest (3 (7 2 8)). - (3 1) math:sum 4. -} - -_:bng_16212 { - (4 1) :attack3 (3 7 2 8). -} - -_:bng_16213 { - [] rdf:value 4; :attack (3 7 2 8). -} - -_:bng_16214 { - (3 7 2 8) list:firstRest (3 (7 2 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 8). -} - -_:bng_16215 { - (5 1) :attack3 (3 7 2 8). -} - -_:bng_16216 { - [] rdf:value 5; :attack (3 7 2 8). -} - -_:bng_16217 { - (3 7 2 8) list:firstRest (3 (7 2 8)). - (3 2) math:difference 1. -} - -_:bng_16218 { - (1 2) :attack3 (3 7 2 8). -} - -_:bng_16219 { - (6 3 7 2 8) list:firstRest (6 (3 7 2 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 2 8). -} - -_:bng_16220 { - (1 1) :attack3 (6 3 7 2 8). -} - -_:bng_16221 { - [] rdf:value 1; :attack (6 3 7 2 8). -} - -_:bng_16222 { - (6 3 7 2 8) list:firstRest (6 (3 7 2 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 7 2 8). -} - -_:bng_16223 { - (4 1) :attack3 (6 3 7 2 8). -} - -_:bng_16224 { - [] rdf:value 4; :attack (6 3 7 2 8). -} - -_:bng_16225 { - (6 3 7 2 8) list:firstRest (6 (3 7 2 8)). - (6 1) math:difference 5. -} - -_:bng_16226 { - (5 1) :attack3 (6 3 7 2 8). -} - -_:bng_16227 { - [] rdf:value 5; :attack (6 3 7 2 8). -} - -_:bng_16228 { - (2 8) list:firstRest (2 (8)). - (2 2) math:sum 4. -} - -_:bng_16229 { - (4 2) :attack3 (2 8). -} - -_:bng_16230 { - (7 2 8) list:firstRest (7 (2 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 8). -} - -_:bng_16231 { - (4 1) :attack3 (7 2 8). -} - -_:bng_16232 { - [] rdf:value 4; :attack (7 2 8). -} - -_:bng_16233 { - (2 8) list:firstRest (2 (8)). - (2 1) math:sum 3 . - (5 3) :attack3 (8). -} - -_:bng_16234 { - (5 2) :attack3 (2 8). -} - -_:bng_16235 { - (7 2 8) list:firstRest (7 (2 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (2 8). -} - -_:bng_16236 { - (5 1) :attack3 (7 2 8). -} - -_:bng_16237 { - [] rdf:value 5; :attack (7 2 8). -} - -_:bng_16238 { - (7 2 8) list:firstRest (7 (2 8)). - (7 1) math:difference 6. -} - -_:bng_16239 { - (6 1) :attack3 (7 2 8). -} - -_:bng_16240 { - [] rdf:value 6; :attack (7 2 8). -} - -_:bng_16241 { - (1 3 8) list:firstRest (1 (3 8)). - (1 1) math:sum 2. -} - -_:bng_16242 { - (2 1) :attack3 (1 3 8). -} - -_:bng_16243 { - [] rdf:value 2; :attack (1 3 8). -} - -_:bng_16244 { - (5 2 4 1 3 8) list:firstRest (5 (2 4 1 3 8)). - (5 1) math:sum 6. -} - -_:bng_16245 { - (6 1) :attack3 (5 2 4 1 3 8). -} - -_:bng_16246 { - [] rdf:value 6; :attack (5 2 4 1 3 8). -} - -_:bng_16247 { - (4 1 3 8) list:firstRest (4 (1 3 8)). - (4 3) math:sum 7. -} - -_:bng_16248 { - (7 3) :attack3 (4 1 3 8). -} - -_:bng_16249 { - (2 4 1 3 8) list:firstRest (2 (4 1 3 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 1 3 8). -} - -_:bng_16250 { - (7 2) :attack3 (2 4 1 3 8). -} - -_:bng_16251 { - (5 2 4 1 3 8) list:firstRest (5 (2 4 1 3 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4 1 3 8). -} - -_:bng_16252 { - (7 1) :attack3 (5 2 4 1 3 8). -} - -_:bng_16253 { - [] rdf:value 7; :attack (5 2 4 1 3 8). -} - -_:bng_16254 { - (4 1 3 8) list:firstRest (4 (1 3 8)). - (4 2) math:sum 6. -} - -_:bng_16255 { - (6 2) :attack3 (4 1 3 8). -} - -_:bng_16256 { - (2 4 1 3 8) list:firstRest (2 (4 1 3 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 1 3 8). -} - -_:bng_16257 { - (6 1) :attack3 (2 4 1 3 8). -} - -_:bng_16258 { - [] rdf:value 6; :attack (2 4 1 3 8). -} - -_:bng_16259 { - (3 8) list:firstRest (3 (8)). - (3 4) math:sum 7. -} - -_:bng_16260 { - (7 4) :attack3 (3 8). -} - -_:bng_16261 { - (1 3 8) list:firstRest (1 (3 8)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 8). -} - -_:bng_16262 { - (7 3) :attack3 (1 3 8). -} - -_:bng_16263 { - (4 1 3 8) list:firstRest (4 (1 3 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 8). -} - -_:bng_16264 { - (7 2) :attack3 (4 1 3 8). -} - -_:bng_16265 { - (2 4 1 3 8) list:firstRest (2 (4 1 3 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (4 1 3 8). -} - -_:bng_16266 { - (7 1) :attack3 (2 4 1 3 8). -} - -_:bng_16267 { - [] rdf:value 7; :attack (2 4 1 3 8). -} - -_:bng_16268 { - (4 1 3 8) list:firstRest (4 (1 3 8)). - (4 1) math:sum 5. -} - -_:bng_16269 { - (5 1) :attack3 (4 1 3 8). -} - -_:bng_16270 { - [] rdf:value 5; :attack (4 1 3 8). -} - -_:bng_16271 { - (3 8) list:firstRest (3 (8)). - (3 3) math:sum 6. -} - -_:bng_16272 { - (6 3) :attack3 (3 8). -} - -_:bng_16273 { - (1 3 8) list:firstRest (1 (3 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 8). -} - -_:bng_16274 { - (6 2) :attack3 (1 3 8). -} - -_:bng_16275 { - (4 1 3 8) list:firstRest (4 (1 3 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (1 3 8). -} - -_:bng_16276 { - (6 1) :attack3 (4 1 3 8). -} - -_:bng_16277 { - [] rdf:value 6; :attack (4 1 3 8). -} - -_:bng_16278 { - (4 1 3 8) list:firstRest (4 (1 3 8)). - (4 2) math:difference 2. -} - -_:bng_16279 { - (2 2) :attack3 (4 1 3 8). -} - -_:bng_16280 { - (7 4 1 3 8) list:firstRest (7 (4 1 3 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 3 8). -} - -_:bng_16281 { - (2 1) :attack3 (7 4 1 3 8). -} - -_:bng_16282 { - [] rdf:value 2; :attack (7 4 1 3 8). -} - -_:bng_16283 { - (3 8) list:firstRest (3 (8)). - (5 1) math:sum 6 . - (2 6) :attack3 (8). -} - -_:bng_16284 { - (2 5) :attack3 (3 8). -} - -_:bng_16285 { - (1 3 8) list:firstRest (1 (3 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (3 8). -} - -_:bng_16286 { - (2 4) :attack3 (1 3 8). -} - -_:bng_16287 { - (4 1 3 8) list:firstRest (4 (1 3 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 3 8). -} - -_:bng_16288 { - (2 3) :attack3 (4 1 3 8). -} - -_:bng_16289 { - (7 4 1 3 8) list:firstRest (7 (4 1 3 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 1 3 8). -} - -_:bng_16290 { - (2 2) :attack3 (7 4 1 3 8). -} - -_:bng_16291 { - (5 7 4 1 3 8) list:firstRest (5 (7 4 1 3 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 4 1 3 8). -} - -_:bng_16292 { - (2 1) :attack3 (5 7 4 1 3 8). -} - -_:bng_16293 { - [] rdf:value 2; :attack (5 7 4 1 3 8). -} - -_:bng_16294 { - (5 7 4 1 3 8) list:firstRest (5 (7 4 1 3 8)). - (5 1) math:sum 6. -} - -_:bng_16295 { - (6 1) :attack3 (5 7 4 1 3 8). -} - -_:bng_16296 { - [] rdf:value 6; :attack (5 7 4 1 3 8). -} - -_:bng_16297 { - (7 4 1 3 8) list:firstRest (7 (4 1 3 8)). - (7 1) math:difference 6. -} - -_:bng_16298 { - (6 1) :attack3 (7 4 1 3 8). -} - -_:bng_16299 { - [] rdf:value 6; :attack (7 4 1 3 8). -} - -_:bng_16300 { - (3 8) list:firstRest (3 (8)). - (3 2) math:sum 5. -} - -_:bng_16301 { - (5 2) :attack3 (3 8). -} - -_:bng_16302 { - (1 3 8) list:firstRest (1 (3 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8). -} - -_:bng_16303 { - (5 1) :attack3 (1 3 8). -} - -_:bng_16304 { - [] rdf:value 5; :attack (1 3 8). -} - -_:bng_16305 { - (6 1 3 8) list:firstRest (6 (1 3 8)). - (6 2) math:difference 4. -} - -_:bng_16306 { - (4 2) :attack3 (6 1 3 8). -} - -_:bng_16307 { - (2 6 1 3 8) list:firstRest (2 (6 1 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3 8). -} - -_:bng_16308 { - (4 1) :attack3 (2 6 1 3 8). -} - -_:bng_16309 { - [] rdf:value 4; :attack (2 6 1 3 8). -} - -_:bng_16310 { - (5 2 6 1 3 8) list:firstRest (5 (2 6 1 3 8)). - (5 1) math:difference 4. -} - -_:bng_16311 { - (4 1) :attack3 (5 2 6 1 3 8). -} - -_:bng_16312 { - [] rdf:value 4; :attack (5 2 6 1 3 8). -} - -_:bng_16313 { - (4) list:select (4 ()). - (_:bng_18191 false true) log:ifThenElseIn (() 1). - (4 7 5 2 6 1 3 8) list:firstRest (4 (7 5 2 6 1 3 8)). - (() (4 7 5 2 6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16314 { - ((4) (7 5 2 6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16315 { - (4 7) list:select (7 (4)). - (_:bng_18192 false true) log:ifThenElseIn (() 1). - (7 5 2 6 1 3 8) list:firstRest (7 (5 2 6 1 3 8)). - ((4) (7 5 2 6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16316 { - ((4 7) (5 2 6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16317 { - (4 5 7) list:select (5 (4 7)). - (_:bng_18193 false true) log:ifThenElseIn (() 1). - (5 2 6 1 3 8) list:firstRest (5 (2 6 1 3 8)). - ((4 7) (5 2 6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16318 { - ((4 5 7) (2 6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16319 { - (2 4 5 7) list:select (2 (4 5 7)). - (_:bng_18194 false true) log:ifThenElseIn (() 1). - (2 6 1 3 8) list:firstRest (2 (6 1 3 8)). - ((4 5 7) (2 6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16320 { - ((2 4 5 7) (6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16321 { - (2 4 5 6 7) list:select (6 (2 4 5 7)). - (_:bng_18195 false true) log:ifThenElseIn (() 1). - (6 1 3 8) list:firstRest (6 (1 3 8)). - ((2 4 5 7) (6 1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16322 { - ((2 4 5 6 7) (1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16323 { - (1 2 4 5 6 7) list:select (1 (2 4 5 6 7)). - (_:bng_18196 false true) log:ifThenElseIn (() 1). - (1 3 8) list:firstRest (1 (3 8)). - ((2 4 5 6 7) (1 3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16324 { - ((1 2 4 5 6 7) (3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16325 { - (1 2 3 4 5 6 7) list:select (3 (1 2 4 5 6 7)). - (_:bng_18197 false true) log:ifThenElseIn (() 1). - (3 8) list:firstRest (3 (8)). - ((1 2 4 5 6 7) (3 8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16326 { - ((1 2 3 4 5 6 7) (8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16327 { - (1 2 3 4 5 6 7 8) list:select (8 (1 2 3 4 5 6 7)). - (_:bng_18184 false true) log:ifThenElseIn (() 1). - (8) list:firstRest (8 ()). - ((1 2 3 4 5 6 7) (8)) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16328 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16329 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (4 7 5 2 6 1 3 8). -} - -_:bng_16330 { - [] rdf:value 8; :queens (4 7 5 2 6 1 3 8). -} - -_:bng_16331 { - (6 1 3 8) list:firstRest (6 (1 3 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 8). -} - -_:bng_16332 { - (7 2) :attack3 (6 1 3 8). -} - -_:bng_16333 { - (2 6 1 3 8) list:firstRest (2 (6 1 3 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3 8). -} - -_:bng_16334 { - (7 1) :attack3 (2 6 1 3 8). -} - -_:bng_16335 { - [] rdf:value 7; :attack (2 6 1 3 8). -} - -_:bng_16336 { - (3 8) list:firstRest (3 (8)). - (3 1) math:sum 4 . - (4 4) :attack3 (8). -} - -_:bng_16337 { - (4 3) :attack3 (3 8). -} - -_:bng_16338 { - (1 3 8) list:firstRest (1 (3 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (3 8). -} - -_:bng_16339 { - (4 2) :attack3 (1 3 8). -} - -_:bng_16340 { - (6 1 3 8) list:firstRest (6 (1 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 3 8). -} - -_:bng_16341 { - (4 1) :attack3 (6 1 3 8). -} - -_:bng_16342 { - [] rdf:value 4; :attack (6 1 3 8). -} - -_:bng_16343 { - (6 1 3 8) list:firstRest (6 (1 3 8)). - (6 1) math:difference 5. -} - -_:bng_16344 { - (5 1) :attack3 (6 1 3 8). -} - -_:bng_16345 { - [] rdf:value 5; :attack (6 1 3 8). -} - -_:bng_16346 { - (6 1 3 8) list:firstRest (6 (1 3 8)). - (6 1) math:sum 7. -} - -_:bng_16347 { - (7 1) :attack3 (6 1 3 8). -} - -_:bng_16348 { - [] rdf:value 7; :attack (6 1 3 8). -} - -_:bng_16349 { - (1 3 8) list:firstRest (1 (3 8)). - (1 3) math:sum 4. -} - -_:bng_16350 { - (4 3) :attack3 (1 3 8). -} - -_:bng_16351 { - (7 1 3 8) list:firstRest (7 (1 3 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 3 8). -} - -_:bng_16352 { - (4 2) :attack3 (7 1 3 8). -} - -_:bng_16353 { - (2 7 1 3 8) list:firstRest (2 (7 1 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 3 8). -} - -_:bng_16354 { - (4 1) :attack3 (2 7 1 3 8). -} - -_:bng_16355 { - [] rdf:value 4; :attack (2 7 1 3 8). -} - -_:bng_16356 { - (7 1 3 8) list:firstRest (7 (1 3 8)). - (7 2) math:difference 5. -} - -_:bng_16357 { - (5 2) :attack3 (7 1 3 8). -} - -_:bng_16358 { - (2 7 1 3 8) list:firstRest (2 (7 1 3 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 3 8). -} - -_:bng_16359 { - (5 1) :attack3 (2 7 1 3 8). -} - -_:bng_16360 { - [] rdf:value 5; :attack (2 7 1 3 8). -} - -_:bng_16361 { - (2 7 1 3 8) list:firstRest (2 (7 1 3 8)). - (2 2) math:sum 4. -} - -_:bng_16362 { - (4 2) :attack3 (2 7 1 3 8). -} - -_:bng_16363 { - (6 2 7 1 3 8) list:firstRest (6 (2 7 1 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 3 8). -} - -_:bng_16364 { - (4 1) :attack3 (6 2 7 1 3 8). -} - -_:bng_16365 { - [] rdf:value 4; :attack (6 2 7 1 3 8). -} - -_:bng_16366 { - (6 2 7 1 3 8) list:firstRest (6 (2 7 1 3 8)). - (6 1) math:difference 5. -} - -_:bng_16367 { - (5 1) :attack3 (6 2 7 1 3 8). -} - -_:bng_16368 { - [] rdf:value 5; :attack (6 2 7 1 3 8). -} - -_:bng_16369 { - (7 1 3 8) list:firstRest (7 (1 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 3 8). -} - -_:bng_16370 { - (4 1) :attack3 (7 1 3 8). -} - -_:bng_16371 { - [] rdf:value 4; :attack (7 1 3 8). -} - -_:bng_16372 { - (7 1 3 8) list:firstRest (7 (1 3 8)). - (7 3) math:difference 4. -} - -_:bng_16373 { - (4 3) :attack3 (7 1 3 8). -} - -_:bng_16374 { - (5 7 1 3 8) list:firstRest (5 (7 1 3 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 1 3 8). -} - -_:bng_16375 { - (4 2) :attack3 (5 7 1 3 8). -} - -_:bng_16376 { - (2 5 7 1 3 8) list:firstRest (2 (5 7 1 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 1 3 8). -} - -_:bng_16377 { - (4 1) :attack3 (2 5 7 1 3 8). -} - -_:bng_16378 { - [] rdf:value 4; :attack (2 5 7 1 3 8). -} - -_:bng_16379 { - (2 5 7 1 3 8) list:firstRest (2 (5 7 1 3 8)). - (2 2) math:sum 4. -} - -_:bng_16380 { - (4 2) :attack3 (2 5 7 1 3 8). -} - -_:bng_16381 { - (6 2 5 7 1 3 8) list:firstRest (6 (2 5 7 1 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 7 1 3 8). -} - -_:bng_16382 { - (4 1) :attack3 (6 2 5 7 1 3 8). -} - -_:bng_16383 { - [] rdf:value 4; :attack (6 2 5 7 1 3 8). -} - -_:bng_16384 { - (5 7 1 3 8) list:firstRest (5 (7 1 3 8)). - (5 1) math:difference 4. -} - -_:bng_16385 { - (4 1) :attack3 (5 7 1 3 8). -} - -_:bng_16386 { - [] rdf:value 4; :attack (5 7 1 3 8). -} - -_:bng_16387 { - (5 7 1 3 8) list:firstRest (5 (7 1 3 8)). - (5 1) math:sum 6. -} - -_:bng_16388 { - (6 1) :attack3 (5 7 1 3 8). -} - -_:bng_16389 { - [] rdf:value 6; :attack (5 7 1 3 8). -} - -_:bng_16390 { - (7 1 3 8) list:firstRest (7 (1 3 8)). - (7 1) math:difference 6. -} - -_:bng_16391 { - (6 1) :attack3 (7 1 3 8). -} - -_:bng_16392 { - [] rdf:value 6; :attack (7 1 3 8). -} - -_:bng_16393 { - (3 8) list:firstRest (3 (8)). - (3 1) math:difference 2. -} - -_:bng_16394 { - (2 1) :attack3 (3 8). -} - -_:bng_16395 { - [] rdf:value 2; :attack (3 8). -} - -_:bng_16396 { - (3 8) list:firstRest (3 (8)). - (3 1) math:sum 4. -} - -_:bng_16397 { - (4 1) :attack3 (3 8). -} - -_:bng_16398 { - [] rdf:value 4; :attack (3 8). -} - -_:bng_16399 { - (3 8) list:firstRest (3 (8)). - (3 2) math:difference 1. -} - -_:bng_16400 { - (1 2) :attack3 (3 8). -} - -_:bng_16401 { - (5 3 8) list:firstRest (5 (3 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8). -} - -_:bng_16402 { - (1 1) :attack3 (5 3 8). -} - -_:bng_16403 { - [] rdf:value 1; :attack (5 3 8). -} - -_:bng_16404 { - (2 5 3 8) list:firstRest (2 (5 3 8)). - (2 1) math:difference 1. -} - -_:bng_16405 { - (1 1) :attack3 (2 5 3 8). -} - -_:bng_16406 { - [] rdf:value 1; :attack (2 5 3 8). -} - -_:bng_16407 { - (5 3 8) list:firstRest (5 (3 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (3 8). -} - -_:bng_16408 { - (4 2) :attack3 (5 3 8). -} - -_:bng_16409 { - (2 5 3 8) list:firstRest (2 (5 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 3 8). -} - -_:bng_16410 { - (4 1) :attack3 (2 5 3 8). -} - -_:bng_16411 { - [] rdf:value 4; :attack (2 5 3 8). -} - -_:bng_16412 { - (5 3 8) list:firstRest (5 (3 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 8). -} - -_:bng_16413 { - (6 2) :attack3 (5 3 8). -} - -_:bng_16414 { - (2 5 3 8) list:firstRest (2 (5 3 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 8). -} - -_:bng_16415 { - (6 1) :attack3 (2 5 3 8). -} - -_:bng_16416 { - [] rdf:value 6; :attack (2 5 3 8). -} - -_:bng_16417 { - (5 3 8) list:firstRest (5 (3 8)). - (5 2) math:sum 7. -} - -_:bng_16418 { - (7 2) :attack3 (5 3 8). -} - -_:bng_16419 { - (2 5 3 8) list:firstRest (2 (5 3 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 3 8). -} - -_:bng_16420 { - (7 1) :attack3 (2 5 3 8). -} - -_:bng_16421 { - [] rdf:value 7; :attack (2 5 3 8). -} - -_:bng_16422 { - (5 3 8) list:firstRest (5 (3 8)). - (5 1) math:difference 4. -} - -_:bng_16423 { - (4 1) :attack3 (5 3 8). -} - -_:bng_16424 { - [] rdf:value 4; :attack (5 3 8). -} - -_:bng_16425 { - (5 3 8) list:firstRest (5 (3 8)). - (5 1) math:sum 6. -} - -_:bng_16426 { - (6 1) :attack3 (5 3 8). -} - -_:bng_16427 { - [] rdf:value 6; :attack (5 3 8). -} - -_:bng_16428 { - (1 7 5 3 8) list:firstRest (1 (7 5 3 8)). - (1 1) math:sum 2. -} - -_:bng_16429 { - (2 1) :attack3 (1 7 5 3 8). -} - -_:bng_16430 { - [] rdf:value 2; :attack (1 7 5 3 8). -} - -_:bng_16431 { - (5 3 8) list:firstRest (5 (3 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (3 8). -} - -_:bng_16432 { - (2 4) :attack3 (5 3 8). -} - -_:bng_16433 { - (7 5 3 8) list:firstRest (7 (5 3 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (5 3 8). -} - -_:bng_16434 { - (2 3) :attack3 (7 5 3 8). -} - -_:bng_16435 { - (1 7 5 3 8) list:firstRest (1 (7 5 3 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (7 5 3 8). -} - -_:bng_16436 { - (2 2) :attack3 (1 7 5 3 8). -} - -_:bng_16437 { - (4 1 7 5 3 8) list:firstRest (4 (1 7 5 3 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 7 5 3 8). -} - -_:bng_16438 { - (2 1) :attack3 (4 1 7 5 3 8). -} - -_:bng_16439 { - [] rdf:value 2; :attack (4 1 7 5 3 8). -} - -_:bng_16440 { - (4 1 7 5 3 8) list:firstRest (4 (1 7 5 3 8)). - (4 2) math:difference 2. -} - -_:bng_16441 { - (2 2) :attack3 (4 1 7 5 3 8). -} - -_:bng_16442 { - (6 4 1 7 5 3 8) list:firstRest (6 (4 1 7 5 3 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 7 5 3 8). -} - -_:bng_16443 { - (2 1) :attack3 (6 4 1 7 5 3 8). -} - -_:bng_16444 { - [] rdf:value 2; :attack (6 4 1 7 5 3 8). -} - -_:bng_16445 { - (6 1 7 5 3 8) list:firstRest (6 (1 7 5 3 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 7 5 3 8). -} - -_:bng_16446 { - (2 1) :attack3 (6 1 7 5 3 8). -} - -_:bng_16447 { - [] rdf:value 2; :attack (6 1 7 5 3 8). -} - -_:bng_16448 { - (7 5 3 8) list:firstRest (7 (5 3 8)). - (7 3) math:difference 4. -} - -_:bng_16449 { - (4 3) :attack3 (7 5 3 8). -} - -_:bng_16450 { - (1 7 5 3 8) list:firstRest (1 (7 5 3 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 5 3 8). -} - -_:bng_16451 { - (4 2) :attack3 (1 7 5 3 8). -} - -_:bng_16452 { - (6 1 7 5 3 8) list:firstRest (6 (1 7 5 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 5 3 8). -} - -_:bng_16453 { - (4 1) :attack3 (6 1 7 5 3 8). -} - -_:bng_16454 { - [] rdf:value 4; :attack (6 1 7 5 3 8). -} - -_:bng_16455 { - (2 7 5 3 8) list:firstRest (2 (7 5 3 8)). - (2 1) math:difference 1. -} - -_:bng_16456 { - (1 1) :attack3 (2 7 5 3 8). -} - -_:bng_16457 { - [] rdf:value 1; :attack (2 7 5 3 8). -} - -_:bng_16458 { - (5 3 8) list:firstRest (5 (3 8)). - (5 4) math:difference 1. -} - -_:bng_16459 { - (1 4) :attack3 (5 3 8). -} - -_:bng_16460 { - (7 5 3 8) list:firstRest (7 (5 3 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 3 8). -} - -_:bng_16461 { - (1 3) :attack3 (7 5 3 8). -} - -_:bng_16462 { - (2 7 5 3 8) list:firstRest (2 (7 5 3 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5 3 8). -} - -_:bng_16463 { - (1 2) :attack3 (2 7 5 3 8). -} - -_:bng_16464 { - (4 2 7 5 3 8) list:firstRest (4 (2 7 5 3 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5 3 8). -} - -_:bng_16465 { - (1 1) :attack3 (4 2 7 5 3 8). -} - -_:bng_16466 { - [] rdf:value 1; :attack (4 2 7 5 3 8). -} - -_:bng_16467 { - (8) list:firstRest (8 ()). - (8 7) math:difference 1. -} - -_:bng_16468 { - (1 7) :attack3 (8). -} - -_:bng_16469 { - (3 8) list:firstRest (3 (8)). - (6 1) math:sum 7 . - (1 7) :attack3 (8). -} - -_:bng_16470 { - (1 6) :attack3 (3 8). -} - -_:bng_16471 { - (5 3 8) list:firstRest (5 (3 8)). - (5 1) math:sum 6 . - (1 6) :attack3 (3 8). -} - -_:bng_16472 { - (1 5) :attack3 (5 3 8). -} - -_:bng_16473 { - (7 5 3 8) list:firstRest (7 (5 3 8)). - (4 1) math:sum 5 . - (1 5) :attack3 (5 3 8). -} - -_:bng_16474 { - (1 4) :attack3 (7 5 3 8). -} - -_:bng_16475 { - (2 7 5 3 8) list:firstRest (2 (7 5 3 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (7 5 3 8). -} - -_:bng_16476 { - (1 3) :attack3 (2 7 5 3 8). -} - -_:bng_16477 { - (4 2 7 5 3 8) list:firstRest (4 (2 7 5 3 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 7 5 3 8). -} - -_:bng_16478 { - (1 2) :attack3 (4 2 7 5 3 8). -} - -_:bng_16479 { - (6 4 2 7 5 3 8) list:firstRest (6 (4 2 7 5 3 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 7 5 3 8). -} - -_:bng_16480 { - (1 1) :attack3 (6 4 2 7 5 3 8). -} - -_:bng_16481 { - [] rdf:value 1; :attack (6 4 2 7 5 3 8). -} - -_:bng_16482 { - (6 2 7 5 3 8) list:firstRest (6 (2 7 5 3 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5 3 8). -} - -_:bng_16483 { - (1 1) :attack3 (6 2 7 5 3 8). -} - -_:bng_16484 { - [] rdf:value 1; :attack (6 2 7 5 3 8). -} - -_:bng_16485 { - (2 7 5 3 8) list:firstRest (2 (7 5 3 8)). - (2 2) math:sum 4. -} - -_:bng_16486 { - (4 2) :attack3 (2 7 5 3 8). -} - -_:bng_16487 { - (6 2 7 5 3 8) list:firstRest (6 (2 7 5 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 5 3 8). -} - -_:bng_16488 { - (4 1) :attack3 (6 2 7 5 3 8). -} - -_:bng_16489 { - [] rdf:value 4; :attack (6 2 7 5 3 8). -} - -_:bng_16490 { - (7 5 3 8) list:firstRest (7 (5 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 3 8). -} - -_:bng_16491 { - (4 1) :attack3 (7 5 3 8). -} - -_:bng_16492 { - [] rdf:value 4; :attack (7 5 3 8). -} - -_:bng_16493 { - (7 5 3 8) list:firstRest (7 (5 3 8)). - (7 1) math:difference 6. -} - -_:bng_16494 { - (6 1) :attack3 (7 5 3 8). -} - -_:bng_16495 { - [] rdf:value 6; :attack (7 5 3 8). -} - -_:bng_16496 { - (3 8) list:firstRest (3 (8)). - (1 1) math:sum 2 . - (6 2) :attack3 (8). -} - -_:bng_16497 { - (6 1) :attack3 (3 8). -} - -_:bng_16498 { - [] rdf:value 6; :attack (3 8). -} - -_:bng_16499 { - (7 3 8) list:firstRest (7 (3 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 8). -} - -_:bng_16500 { - (1 1) :attack3 (7 3 8). -} - -_:bng_16501 { - [] rdf:value 1; :attack (7 3 8). -} - -_:bng_16502 { - (2 7 3 8) list:firstRest (2 (7 3 8)). - (2 1) math:difference 1. -} - -_:bng_16503 { - (1 1) :attack3 (2 7 3 8). -} - -_:bng_16504 { - [] rdf:value 1; :attack (2 7 3 8). -} - -_:bng_16505 { - (7 3 8) list:firstRest (7 (3 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (3 8). -} - -_:bng_16506 { - (4 2) :attack3 (7 3 8). -} - -_:bng_16507 { - (2 7 3 8) list:firstRest (2 (7 3 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 3 8). -} - -_:bng_16508 { - (4 1) :attack3 (2 7 3 8). -} - -_:bng_16509 { - [] rdf:value 4; :attack (2 7 3 8). -} - -_:bng_16510 { - (7 3 8) list:firstRest (7 (3 8)). - (7 2) math:difference 5. -} - -_:bng_16511 { - (5 2) :attack3 (7 3 8). -} - -_:bng_16512 { - (2 7 3 8) list:firstRest (2 (7 3 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 3 8). -} - -_:bng_16513 { - (5 1) :attack3 (2 7 3 8). -} - -_:bng_16514 { - [] rdf:value 5; :attack (2 7 3 8). -} - -_:bng_16515 { - (7 3 8) list:firstRest (7 (3 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 8). -} - -_:bng_16516 { - (6 2) :attack3 (7 3 8). -} - -_:bng_16517 { - (2 7 3 8) list:firstRest (2 (7 3 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3 8). -} - -_:bng_16518 { - (6 1) :attack3 (2 7 3 8). -} - -_:bng_16519 { - [] rdf:value 6; :attack (2 7 3 8). -} - -_:bng_16520 { - (1 4 7 3 8) list:firstRest (1 (4 7 3 8)). - (1 1) math:sum 2. -} - -_:bng_16521 { - (2 1) :attack3 (1 4 7 3 8). -} - -_:bng_16522 { - [] rdf:value 2; :attack (1 4 7 3 8). -} - -_:bng_16523 { - (7 3 8) list:firstRest (7 (3 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (3 8). -} - -_:bng_16524 { - (2 4) :attack3 (7 3 8). -} - -_:bng_16525 { - (4 7 3 8) list:firstRest (4 (7 3 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (7 3 8). -} - -_:bng_16526 { - (2 3) :attack3 (4 7 3 8). -} - -_:bng_16527 { - (1 4 7 3 8) list:firstRest (1 (4 7 3 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 7 3 8). -} - -_:bng_16528 { - (2 2) :attack3 (1 4 7 3 8). -} - -_:bng_16529 { - (5 1 4 7 3 8) list:firstRest (5 (1 4 7 3 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 7 3 8). -} - -_:bng_16530 { - (2 1) :attack3 (5 1 4 7 3 8). -} - -_:bng_16531 { - [] rdf:value 2; :attack (5 1 4 7 3 8). -} - -_:bng_16532 { - (5 1 4 7 3 8) list:firstRest (5 (1 4 7 3 8)). - (5 1) math:sum 6. -} - -_:bng_16533 { - (6 1) :attack3 (5 1 4 7 3 8). -} - -_:bng_16534 { - [] rdf:value 6; :attack (5 1 4 7 3 8). -} - -_:bng_16535 { - (4 7 3 8) list:firstRest (4 (7 3 8)). - (4 2) math:sum 6. -} - -_:bng_16536 { - (6 2) :attack3 (4 7 3 8). -} - -_:bng_16537 { - (1 4 7 3 8) list:firstRest (1 (4 7 3 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 3 8). -} - -_:bng_16538 { - (6 1) :attack3 (1 4 7 3 8). -} - -_:bng_16539 { - [] rdf:value 6; :attack (1 4 7 3 8). -} - -_:bng_16540 { - (2 4 7 3 8) list:firstRest (2 (4 7 3 8)). - (2 1) math:difference 1. -} - -_:bng_16541 { - (1 1) :attack3 (2 4 7 3 8). -} - -_:bng_16542 { - [] rdf:value 1; :attack (2 4 7 3 8). -} - -_:bng_16543 { - (4 7 3 8) list:firstRest (4 (7 3 8)). - (4 3) math:difference 1. -} - -_:bng_16544 { - (1 3) :attack3 (4 7 3 8). -} - -_:bng_16545 { - (2 4 7 3 8) list:firstRest (2 (4 7 3 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 7 3 8). -} - -_:bng_16546 { - (1 2) :attack3 (2 4 7 3 8). -} - -_:bng_16547 { - (5 2 4 7 3 8) list:firstRest (5 (2 4 7 3 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 7 3 8). -} - -_:bng_16548 { - (1 1) :attack3 (5 2 4 7 3 8). -} - -_:bng_16549 { - [] rdf:value 1; :attack (5 2 4 7 3 8). -} - -_:bng_16550 { - (5 2 4 7 3 8) list:firstRest (5 (2 4 7 3 8)). - (5 1) math:sum 6. -} - -_:bng_16551 { - (6 1) :attack3 (5 2 4 7 3 8). -} - -_:bng_16552 { - [] rdf:value 6; :attack (5 2 4 7 3 8). -} - -_:bng_16553 { - (2 4 7 3 8) list:firstRest (2 (4 7 3 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 3 8). -} - -_:bng_16554 { - (6 1) :attack3 (2 4 7 3 8). -} - -_:bng_16555 { - [] rdf:value 6; :attack (2 4 7 3 8). -} - -_:bng_16556 { - (4 7 3 8) list:firstRest (4 (7 3 8)). - (4 1) math:sum 5. -} - -_:bng_16557 { - (5 1) :attack3 (4 7 3 8). -} - -_:bng_16558 { - [] rdf:value 5; :attack (4 7 3 8). -} - -_:bng_16559 { - (4 7 3 8) list:firstRest (4 (7 3 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (7 3 8). -} - -_:bng_16560 { - (6 1) :attack3 (4 7 3 8). -} - -_:bng_16561 { - [] rdf:value 6; :attack (4 7 3 8). -} - -_:bng_16562 { - (7 3 8) list:firstRest (7 (3 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 8). -} - -_:bng_16563 { - (5 1) :attack3 (7 3 8). -} - -_:bng_16564 { - [] rdf:value 5; :attack (7 3 8). -} - -_:bng_16565 { - (7 3 8) list:firstRest (7 (3 8)). - (7 1) math:difference 6. -} - -_:bng_16566 { - (6 1) :attack3 (7 3 8). -} - -_:bng_16567 { - [] rdf:value 6; :attack (7 3 8). -} - -_:bng_16568 { - (1 4 8) list:firstRest (1 (4 8)). - (1 1) math:sum 2. -} - -_:bng_16569 { - (2 1) :attack3 (1 4 8). -} - -_:bng_16570 { - [] rdf:value 2; :attack (1 4 8). -} - -_:bng_16571 { - (3 1 4 8) list:firstRest (3 (1 4 8)). - (3 1) math:difference 2. -} - -_:bng_16572 { - (2 1) :attack3 (3 1 4 8). -} - -_:bng_16573 { - [] rdf:value 2; :attack (3 1 4 8). -} - -_:bng_16574 { - (3 1 4 8) list:firstRest (3 (1 4 8)). - (3 3) math:sum 6. -} - -_:bng_16575 { - (6 3) :attack3 (3 1 4 8). -} - -_:bng_16576 { - (5 3 1 4 8) list:firstRest (5 (3 1 4 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (3 1 4 8). -} - -_:bng_16577 { - (6 2) :attack3 (5 3 1 4 8). -} - -_:bng_16578 { - (2 5 3 1 4 8) list:firstRest (2 (5 3 1 4 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 3 1 4 8). -} - -_:bng_16579 { - (6 1) :attack3 (2 5 3 1 4 8). -} - -_:bng_16580 { - [] rdf:value 6; :attack (2 5 3 1 4 8). -} - -_:bng_16581 { - (5 3 1 4 8) list:firstRest (5 (3 1 4 8)). - (5 2) math:sum 7. -} - -_:bng_16582 { - (7 2) :attack3 (5 3 1 4 8). -} - -_:bng_16583 { - (2 5 3 1 4 8) list:firstRest (2 (5 3 1 4 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 3 1 4 8). -} - -_:bng_16584 { - (7 1) :attack3 (2 5 3 1 4 8). -} - -_:bng_16585 { - [] rdf:value 7; :attack (2 5 3 1 4 8). -} - -_:bng_16586 { - (5 3 1 4 8) list:firstRest (5 (3 1 4 8)). - (5 1) math:sum 6. -} - -_:bng_16587 { - (6 1) :attack3 (5 3 1 4 8). -} - -_:bng_16588 { - [] rdf:value 6; :attack (5 3 1 4 8). -} - -_:bng_16589 { - (4 8) list:firstRest (4 (8)). - (5 1) math:sum 6 . - (2 6) :attack3 (8). -} - -_:bng_16590 { - (2 5) :attack3 (4 8). -} - -_:bng_16591 { - (1 4 8) list:firstRest (1 (4 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (4 8). -} - -_:bng_16592 { - (2 4) :attack3 (1 4 8). -} - -_:bng_16593 { - (3 1 4 8) list:firstRest (3 (1 4 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 4 8). -} - -_:bng_16594 { - (2 3) :attack3 (3 1 4 8). -} - -_:bng_16595 { - (5 3 1 4 8) list:firstRest (5 (3 1 4 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 4 8). -} - -_:bng_16596 { - (2 2) :attack3 (5 3 1 4 8). -} - -_:bng_16597 { - (7 5 3 1 4 8) list:firstRest (7 (5 3 1 4 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 3 1 4 8). -} - -_:bng_16598 { - (2 1) :attack3 (7 5 3 1 4 8). -} - -_:bng_16599 { - [] rdf:value 2; :attack (7 5 3 1 4 8). -} - -_:bng_16600 { - (7 5 3 1 4 8) list:firstRest (7 (5 3 1 4 8)). - (7 1) math:difference 6. -} - -_:bng_16601 { - (6 1) :attack3 (7 5 3 1 4 8). -} - -_:bng_16602 { - [] rdf:value 6; :attack (7 5 3 1 4 8). -} - -_:bng_16603 { - (1 4 8) list:firstRest (1 (4 8)). - (1 4) math:sum 5. -} - -_:bng_16604 { - (5 4) :attack3 (1 4 8). -} - -_:bng_16605 { - (3 1 4 8) list:firstRest (3 (1 4 8)). - (3 1) math:sum 4 . - (5 4) :attack3 (1 4 8). -} - -_:bng_16606 { - (5 3) :attack3 (3 1 4 8). -} - -_:bng_16607 { - (6 3 1 4 8) list:firstRest (6 (3 1 4 8)). - (2 1) math:sum 3 . - (5 3) :attack3 (3 1 4 8). -} - -_:bng_16608 { - (5 2) :attack3 (6 3 1 4 8). -} - -_:bng_16609 { - (2 6 3 1 4 8) list:firstRest (2 (6 3 1 4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 3 1 4 8). -} - -_:bng_16610 { - (5 1) :attack3 (2 6 3 1 4 8). -} - -_:bng_16611 { - [] rdf:value 5; :attack (2 6 3 1 4 8). -} - -_:bng_16612 { - (5) list:select (5 ()). - (_:bng_18198 false true) log:ifThenElseIn (() 1). - (5 7 2 6 3 1 4 8) list:firstRest (5 (7 2 6 3 1 4 8)). - (() (5 7 2 6 3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16613 { - ((5) (7 2 6 3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16614 { - (5 7) list:select (7 (5)). - (_:bng_18199 false true) log:ifThenElseIn (() 1). - (7 2 6 3 1 4 8) list:firstRest (7 (2 6 3 1 4 8)). - ((5) (7 2 6 3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16615 { - ((5 7) (2 6 3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16616 { - (2 5 7) list:select (2 (5 7)). - (_:bng_18200 false true) log:ifThenElseIn (() 1). - (2 6 3 1 4 8) list:firstRest (2 (6 3 1 4 8)). - ((5 7) (2 6 3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16617 { - ((2 5 7) (6 3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16618 { - (2 5 6 7) list:select (6 (2 5 7)). - (_:bng_18201 false true) log:ifThenElseIn (() 1). - (6 3 1 4 8) list:firstRest (6 (3 1 4 8)). - ((2 5 7) (6 3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16619 { - ((2 5 6 7) (3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16620 { - (2 3 5 6 7) list:select (3 (2 5 6 7)). - (_:bng_18202 false true) log:ifThenElseIn (() 1). - (3 1 4 8) list:firstRest (3 (1 4 8)). - ((2 5 6 7) (3 1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16621 { - ((2 3 5 6 7) (1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16622 { - (1 2 3 5 6 7) list:select (1 (2 3 5 6 7)). - (_:bng_18203 false true) log:ifThenElseIn (() 1). - (1 4 8) list:firstRest (1 (4 8)). - ((2 3 5 6 7) (1 4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16623 { - ((1 2 3 5 6 7) (4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16624 { - (1 2 3 4 5 6 7) list:select (4 (1 2 3 5 6 7)). - (_:bng_18204 false true) log:ifThenElseIn (() 1). - (4 8) list:firstRest (4 (8)). - ((1 2 3 5 6 7) (4 8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16625 { - ((1 2 3 4 5 6 7) (8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16626 { - (1 2 3 4 5 6 7 8) list:select (8 (1 2 3 4 5 6 7)). - (_:bng_18184 false true) log:ifThenElseIn (() 1). - (8) list:firstRest (8 ()). - ((1 2 3 4 5 6 7) (8)) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16627 { - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16628 { - (1 8) :range (1 2 3 4 5 6 7 8). - ((1 2 3 4 5 6 7 8) ()) :queens3 (5 7 2 6 3 1 4 8). -} - -_:bng_16629 { - [] rdf:value 8; :queens (5 7 2 6 3 1 4 8). -} - -_:bng_16630 { - (6 3 1 4 8) list:firstRest (6 (3 1 4 8)). - (6 1) math:difference 5. -} - -_:bng_16631 { - (5 1) :attack3 (6 3 1 4 8). -} - -_:bng_16632 { - [] rdf:value 5; :attack (6 3 1 4 8). -} - -_:bng_16633 { - (6 3 1 4 8) list:firstRest (6 (3 1 4 8)). - (6 1) math:sum 7. -} - -_:bng_16634 { - (7 1) :attack3 (6 3 1 4 8). -} - -_:bng_16635 { - [] rdf:value 7; :attack (6 3 1 4 8). -} - -_:bng_16636 { - (4 8) list:firstRest (4 (8)). - (4 3) math:sum 7. -} - -_:bng_16637 { - (7 3) :attack3 (4 8). -} - -_:bng_16638 { - (1 4 8) list:firstRest (1 (4 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 8). -} - -_:bng_16639 { - (7 2) :attack3 (1 4 8). -} - -_:bng_16640 { - (3 1 4 8) list:firstRest (3 (1 4 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 8). -} - -_:bng_16641 { - (7 1) :attack3 (3 1 4 8). -} - -_:bng_16642 { - [] rdf:value 7; :attack (3 1 4 8). -} - -_:bng_16643 { - (4 8) list:firstRest (4 (8)). - (2 1) math:sum 3 . - (5 3) :attack3 (8). -} - -_:bng_16644 { - (5 2) :attack3 (4 8). -} - -_:bng_16645 { - (1 4 8) list:firstRest (1 (4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8). -} - -_:bng_16646 { - (5 1) :attack3 (1 4 8). -} - -_:bng_16647 { - [] rdf:value 5; :attack (1 4 8). -} - -_:bng_16648 { - (4 8) list:firstRest (4 (8)). - (4 2) math:sum 6. -} - -_:bng_16649 { - (6 2) :attack3 (4 8). -} - -_:bng_16650 { - (1 4 8) list:firstRest (1 (4 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8). -} - -_:bng_16651 { - (6 1) :attack3 (1 4 8). -} - -_:bng_16652 { - [] rdf:value 6; :attack (1 4 8). -} - -_:bng_16653 { - (2 7 1 4 8) list:firstRest (2 (7 1 4 8)). - (2 1) math:sum 3. -} - -_:bng_16654 { - (3 1) :attack3 (2 7 1 4 8). -} - -_:bng_16655 { - [] rdf:value 3; :attack (2 7 1 4 8). -} - -_:bng_16656 { - (7 1 4 8) list:firstRest (7 (1 4 8)). - (7 2) math:difference 5. -} - -_:bng_16657 { - (5 2) :attack3 (7 1 4 8). -} - -_:bng_16658 { - (2 7 1 4 8) list:firstRest (2 (7 1 4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 4 8). -} - -_:bng_16659 { - (5 1) :attack3 (2 7 1 4 8). -} - -_:bng_16660 { - [] rdf:value 5; :attack (2 7 1 4 8). -} - -_:bng_16661 { - (2 7 1 4 8) list:firstRest (2 (7 1 4 8)). - (2 3) math:sum 5. -} - -_:bng_16662 { - (5 3) :attack3 (2 7 1 4 8). -} - -_:bng_16663 { - (6 2 7 1 4 8) list:firstRest (6 (2 7 1 4 8)). - (2 1) math:sum 3 . - (5 3) :attack3 (2 7 1 4 8). -} - -_:bng_16664 { - (5 2) :attack3 (6 2 7 1 4 8). -} - -_:bng_16665 { - (3 6 2 7 1 4 8) list:firstRest (3 (6 2 7 1 4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 2 7 1 4 8). -} - -_:bng_16666 { - (5 1) :attack3 (3 6 2 7 1 4 8). -} - -_:bng_16667 { - [] rdf:value 5; :attack (3 6 2 7 1 4 8). -} - -_:bng_16668 { - (6 2 7 1 4 8) list:firstRest (6 (2 7 1 4 8)). - (6 1) math:difference 5. -} - -_:bng_16669 { - (5 1) :attack3 (6 2 7 1 4 8). -} - -_:bng_16670 { - [] rdf:value 5; :attack (6 2 7 1 4 8). -} - -_:bng_16671 { - (1 4 8) list:firstRest (1 (4 8)). - (1 2) math:sum 3. -} - -_:bng_16672 { - (3 2) :attack3 (1 4 8). -} - -_:bng_16673 { - (7 1 4 8) list:firstRest (7 (1 4 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 8). -} - -_:bng_16674 { - (3 1) :attack3 (7 1 4 8). -} - -_:bng_16675 { - [] rdf:value 3; :attack (7 1 4 8). -} - -_:bng_16676 { - (2 5 7 1 4 8) list:firstRest (2 (5 7 1 4 8)). - (2 1) math:sum 3. -} - -_:bng_16677 { - (3 1) :attack3 (2 5 7 1 4 8). -} - -_:bng_16678 { - [] rdf:value 3; :attack (2 5 7 1 4 8). -} - -_:bng_16679 { - (7 1 4 8) list:firstRest (7 (1 4 8)). - (7 4) math:difference 3. -} - -_:bng_16680 { - (3 4) :attack3 (7 1 4 8). -} - -_:bng_16681 { - (5 7 1 4 8) list:firstRest (5 (7 1 4 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (7 1 4 8). -} - -_:bng_16682 { - (3 3) :attack3 (5 7 1 4 8). -} - -_:bng_16683 { - (2 5 7 1 4 8) list:firstRest (2 (5 7 1 4 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (5 7 1 4 8). -} - -_:bng_16684 { - (3 2) :attack3 (2 5 7 1 4 8). -} - -_:bng_16685 { - (6 2 5 7 1 4 8) list:firstRest (6 (2 5 7 1 4 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 5 7 1 4 8). -} - -_:bng_16686 { - (3 1) :attack3 (6 2 5 7 1 4 8). -} - -_:bng_16687 { - [] rdf:value 3; :attack (6 2 5 7 1 4 8). -} - -_:bng_16688 { - (4 8) list:firstRest (4 (8)). - (4 1) math:sum 5 . - (3 5) :attack3 (8). -} - -_:bng_16689 { - (3 4) :attack3 (4 8). -} - -_:bng_16690 { - (1 4 8) list:firstRest (1 (4 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (4 8). -} - -_:bng_16691 { - (3 3) :attack3 (1 4 8). -} - -_:bng_16692 { - (7 1 4 8) list:firstRest (7 (1 4 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 4 8). -} - -_:bng_16693 { - (3 2) :attack3 (7 1 4 8). -} - -_:bng_16694 { - (5 7 1 4 8) list:firstRest (5 (7 1 4 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 1 4 8). -} - -_:bng_16695 { - (3 1) :attack3 (5 7 1 4 8). -} - -_:bng_16696 { - [] rdf:value 3; :attack (5 7 1 4 8). -} - -_:bng_16697 { - (5 7 1 4 8) list:firstRest (5 (7 1 4 8)). - (5 1) math:sum 6. -} - -_:bng_16698 { - (6 1) :attack3 (5 7 1 4 8). -} - -_:bng_16699 { - [] rdf:value 6; :attack (5 7 1 4 8). -} - -_:bng_16700 { - (7 1 4 8) list:firstRest (7 (1 4 8)). - (7 1) math:difference 6. -} - -_:bng_16701 { - (6 1) :attack3 (7 1 4 8). -} - -_:bng_16702 { - [] rdf:value 6; :attack (7 1 4 8). -} - -_:bng_16703 { - (2 4 8) list:firstRest (2 (4 8)). - (2 1) math:difference 1. -} - -_:bng_16704 { - (1 1) :attack3 (2 4 8). -} - -_:bng_16705 { - [] rdf:value 1; :attack (2 4 8). -} - -_:bng_16706 { - (2 4 8) list:firstRest (2 (4 8)). - (2 1) math:sum 3. -} - -_:bng_16707 { - (3 1) :attack3 (2 4 8). -} - -_:bng_16708 { - [] rdf:value 3; :attack (2 4 8). -} - -_:bng_16709 { - (2 4 8) list:firstRest (2 (4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8). -} - -_:bng_16710 { - (5 1) :attack3 (2 4 8). -} - -_:bng_16711 { - [] rdf:value 5; :attack (2 4 8). -} - -_:bng_16712 { - (2 4 8) list:firstRest (2 (4 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 8). -} - -_:bng_16713 { - (6 1) :attack3 (2 4 8). -} - -_:bng_16714 { - [] rdf:value 6; :attack (2 4 8). -} - -_:bng_16715 { - (4 8) list:firstRest (4 (8)). - (4 3) math:difference 1. -} - -_:bng_16716 { - (1 3) :attack3 (4 8). -} - -_:bng_16717 { - (2 4 8) list:firstRest (2 (4 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 8). -} - -_:bng_16718 { - (1 2) :attack3 (2 4 8). -} - -_:bng_16719 { - (7 2 4 8) list:firstRest (7 (2 4 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 8). -} - -_:bng_16720 { - (1 1) :attack3 (7 2 4 8). -} - -_:bng_16721 { - [] rdf:value 1; :attack (7 2 4 8). -} - -_:bng_16722 { - (3 7 2 4 8) list:firstRest (3 (7 2 4 8)). - (3 2) math:sum 5. -} - -_:bng_16723 { - (5 2) :attack3 (3 7 2 4 8). -} - -_:bng_16724 { - (1 3 7 2 4 8) list:firstRest (1 (3 7 2 4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 7 2 4 8). -} - -_:bng_16725 { - (5 1) :attack3 (1 3 7 2 4 8). -} - -_:bng_16726 { - [] rdf:value 5; :attack (1 3 7 2 4 8). -} - -_:bng_16727 { - (2 4 8) list:firstRest (2 (4 8)). - (2 4) math:sum 6. -} - -_:bng_16728 { - (6 4) :attack3 (2 4 8). -} - -_:bng_16729 { - (7 2 4 8) list:firstRest (7 (2 4 8)). - (3 1) math:sum 4 . - (6 4) :attack3 (2 4 8). -} - -_:bng_16730 { - (6 3) :attack3 (7 2 4 8). -} - -_:bng_16731 { - (3 7 2 4 8) list:firstRest (3 (7 2 4 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2 4 8). -} - -_:bng_16732 { - (6 2) :attack3 (3 7 2 4 8). -} - -_:bng_16733 { - (1 3 7 2 4 8) list:firstRest (1 (3 7 2 4 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (3 7 2 4 8). -} - -_:bng_16734 { - (6 1) :attack3 (1 3 7 2 4 8). -} - -_:bng_16735 { - [] rdf:value 6; :attack (1 3 7 2 4 8). -} - -_:bng_16736 { - (7 2 4 8) list:firstRest (7 (2 4 8)). - (7 2) math:difference 5. -} - -_:bng_16737 { - (5 2) :attack3 (7 2 4 8). -} - -_:bng_16738 { - (3 7 2 4 8) list:firstRest (3 (7 2 4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 4 8). -} - -_:bng_16739 { - (5 1) :attack3 (3 7 2 4 8). -} - -_:bng_16740 { - [] rdf:value 5; :attack (3 7 2 4 8). -} - -_:bng_16741 { - (3 7 2 4 8) list:firstRest (3 (7 2 4 8)). - (3 2) math:difference 1. -} - -_:bng_16742 { - (1 2) :attack3 (3 7 2 4 8). -} - -_:bng_16743 { - (6 3 7 2 4 8) list:firstRest (6 (3 7 2 4 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 2 4 8). -} - -_:bng_16744 { - (1 1) :attack3 (6 3 7 2 4 8). -} - -_:bng_16745 { - [] rdf:value 1; :attack (6 3 7 2 4 8). -} - -_:bng_16746 { - (6 3 7 2 4 8) list:firstRest (6 (3 7 2 4 8)). - (6 1) math:difference 5. -} - -_:bng_16747 { - (5 1) :attack3 (6 3 7 2 4 8). -} - -_:bng_16748 { - [] rdf:value 5; :attack (6 3 7 2 4 8). -} - -_:bng_16749 { - (5 7 2 4 8) list:firstRest (5 (7 2 4 8)). - (5 2) math:difference 3. -} - -_:bng_16750 { - (3 2) :attack3 (5 7 2 4 8). -} - -_:bng_16751 { - (1 5 7 2 4 8) list:firstRest (1 (5 7 2 4 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 2 4 8). -} - -_:bng_16752 { - (3 1) :attack3 (1 5 7 2 4 8). -} - -_:bng_16753 { - [] rdf:value 3; :attack (1 5 7 2 4 8). -} - -_:bng_16754 { - (5 7 2 4 8) list:firstRest (5 (7 2 4 8)). - (2 1) math:sum 3 . - (6 3) :attack3 (7 2 4 8). -} - -_:bng_16755 { - (6 2) :attack3 (5 7 2 4 8). -} - -_:bng_16756 { - (1 5 7 2 4 8) list:firstRest (1 (5 7 2 4 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (5 7 2 4 8). -} - -_:bng_16757 { - (6 1) :attack3 (1 5 7 2 4 8). -} - -_:bng_16758 { - [] rdf:value 6; :attack (1 5 7 2 4 8). -} - -_:bng_16759 { - (2 4 8) list:firstRest (2 (4 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (4 8). -} - -_:bng_16760 { - (3 3) :attack3 (2 4 8). -} - -_:bng_16761 { - (7 2 4 8) list:firstRest (7 (2 4 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 4 8). -} - -_:bng_16762 { - (3 2) :attack3 (7 2 4 8). -} - -_:bng_16763 { - (5 7 2 4 8) list:firstRest (5 (7 2 4 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 2 4 8). -} - -_:bng_16764 { - (3 1) :attack3 (5 7 2 4 8). -} - -_:bng_16765 { - [] rdf:value 3; :attack (5 7 2 4 8). -} - -_:bng_16766 { - (5 7 2 4 8) list:firstRest (5 (7 2 4 8)). - (5 1) math:sum 6. -} - -_:bng_16767 { - (6 1) :attack3 (5 7 2 4 8). -} - -_:bng_16768 { - [] rdf:value 6; :attack (5 7 2 4 8). -} - -_:bng_16769 { - (7 2 4 8) list:firstRest (7 (2 4 8)). - (7 1) math:difference 6. -} - -_:bng_16770 { - (6 1) :attack3 (7 2 4 8). -} - -_:bng_16771 { - [] rdf:value 6; :attack (7 2 4 8). -} - -_:bng_16772 { - (4 8) list:firstRest (4 (8)). - (4 1) math:difference 3. -} - -_:bng_16773 { - (3 1) :attack3 (4 8). -} - -_:bng_16774 { - [] rdf:value 3; :attack (4 8). -} - -_:bng_16775 { - (4 8) list:firstRest (4 (8)). - (4 1) math:sum 5. -} - -_:bng_16776 { - (5 1) :attack3 (4 8). -} - -_:bng_16777 { - [] rdf:value 5; :attack (4 8). -} - -_:bng_16778 { - (4 8) list:firstRest (4 (8)). - (1 1) math:sum 2 . - (6 2) :attack3 (8). -} - -_:bng_16779 { - (6 1) :attack3 (4 8). -} - -_:bng_16780 { - [] rdf:value 6; :attack (4 8). -} - -_:bng_16781 { - (1 7 4 8) list:firstRest (1 (7 4 8)). - (1 1) math:sum 2. -} - -_:bng_16782 { - (2 1) :attack3 (1 7 4 8). -} - -_:bng_16783 { - [] rdf:value 2; :attack (1 7 4 8). -} - -_:bng_16784 { - (3 1 7 4 8) list:firstRest (3 (1 7 4 8)). - (3 1) math:difference 2. -} - -_:bng_16785 { - (2 1) :attack3 (3 1 7 4 8). -} - -_:bng_16786 { - [] rdf:value 2; :attack (3 1 7 4 8). -} - -_:bng_16787 { - (7 4 8) list:firstRest (7 (4 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (4 8). -} - -_:bng_16788 { - (2 4) :attack3 (7 4 8). -} - -_:bng_16789 { - (1 7 4 8) list:firstRest (1 (7 4 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (7 4 8). -} - -_:bng_16790 { - (2 3) :attack3 (1 7 4 8). -} - -_:bng_16791 { - (3 1 7 4 8) list:firstRest (3 (1 7 4 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 7 4 8). -} - -_:bng_16792 { - (2 2) :attack3 (3 1 7 4 8). -} - -_:bng_16793 { - (5 3 1 7 4 8) list:firstRest (5 (3 1 7 4 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 7 4 8). -} - -_:bng_16794 { - (2 1) :attack3 (5 3 1 7 4 8). -} - -_:bng_16795 { - [] rdf:value 2; :attack (5 3 1 7 4 8). -} - -_:bng_16796 { - (5 3 1 7 4 8) list:firstRest (5 (3 1 7 4 8)). - (5 1) math:sum 6. -} - -_:bng_16797 { - (6 1) :attack3 (5 3 1 7 4 8). -} - -_:bng_16798 { - [] rdf:value 6; :attack (5 3 1 7 4 8). -} - -_:bng_16799 { - (6 3 1 7 4 8) list:firstRest (6 (3 1 7 4 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 7 4 8). -} - -_:bng_16800 { - (2 1) :attack3 (6 3 1 7 4 8). -} - -_:bng_16801 { - [] rdf:value 2; :attack (6 3 1 7 4 8). -} - -_:bng_16802 { - (6 3 1 7 4 8) list:firstRest (6 (3 1 7 4 8)). - (6 1) math:difference 5. -} - -_:bng_16803 { - (5 1) :attack3 (6 3 1 7 4 8). -} - -_:bng_16804 { - [] rdf:value 5; :attack (6 3 1 7 4 8). -} - -_:bng_16805 { - (7 4 8) list:firstRest (7 (4 8)). - (7 2) math:difference 5. -} - -_:bng_16806 { - (5 2) :attack3 (7 4 8). -} - -_:bng_16807 { - (1 7 4 8) list:firstRest (1 (7 4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 8). -} - -_:bng_16808 { - (5 1) :attack3 (1 7 4 8). -} - -_:bng_16809 { - [] rdf:value 5; :attack (1 7 4 8). -} - -_:bng_16810 { - (2 6 1 7 4 8) list:firstRest (2 (6 1 7 4 8)). - (2 1) math:sum 3. -} - -_:bng_16811 { - (3 1) :attack3 (2 6 1 7 4 8). -} - -_:bng_16812 { - [] rdf:value 3; :attack (2 6 1 7 4 8). -} - -_:bng_16813 { - (6 1 7 4 8) list:firstRest (6 (1 7 4 8)). - (6 3) math:difference 3. -} - -_:bng_16814 { - (3 3) :attack3 (6 1 7 4 8). -} - -_:bng_16815 { - (2 6 1 7 4 8) list:firstRest (2 (6 1 7 4 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 1 7 4 8). -} - -_:bng_16816 { - (3 2) :attack3 (2 6 1 7 4 8). -} - -_:bng_16817 { - (5 2 6 1 7 4 8) list:firstRest (5 (2 6 1 7 4 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 1 7 4 8). -} - -_:bng_16818 { - (3 1) :attack3 (5 2 6 1 7 4 8). -} - -_:bng_16819 { - [] rdf:value 3; :attack (5 2 6 1 7 4 8). -} - -_:bng_16820 { - (1 7 4 8) list:firstRest (1 (7 4 8)). - (1 2) math:sum 3. -} - -_:bng_16821 { - (3 2) :attack3 (1 7 4 8). -} - -_:bng_16822 { - (6 1 7 4 8) list:firstRest (6 (1 7 4 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 4 8). -} - -_:bng_16823 { - (3 1) :attack3 (6 1 7 4 8). -} - -_:bng_16824 { - [] rdf:value 3; :attack (6 1 7 4 8). -} - -_:bng_16825 { - (6 1 7 4 8) list:firstRest (6 (1 7 4 8)). - (6 1) math:difference 5. -} - -_:bng_16826 { - (5 1) :attack3 (6 1 7 4 8). -} - -_:bng_16827 { - [] rdf:value 5; :attack (6 1 7 4 8). -} - -_:bng_16828 { - (4 8) list:firstRest (4 (8)). - (4 2) math:difference 2. -} - -_:bng_16829 { - (2 2) :attack3 (4 8). -} - -_:bng_16830 { - (7 4 8) list:firstRest (7 (4 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 8). -} - -_:bng_16831 { - (2 1) :attack3 (7 4 8). -} - -_:bng_16832 { - [] rdf:value 2; :attack (7 4 8). -} - -_:bng_16833 { - (7 4 8) list:firstRest (7 (4 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 8). -} - -_:bng_16834 { - (1 2) :attack3 (7 4 8). -} - -_:bng_16835 { - (3 7 4 8) list:firstRest (3 (7 4 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 8). -} - -_:bng_16836 { - (1 1) :attack3 (3 7 4 8). -} - -_:bng_16837 { - [] rdf:value 1; :attack (3 7 4 8). -} - -_:bng_16838 { - (3 7 4 8) list:firstRest (3 (7 4 8)). - (3 1) math:difference 2. -} - -_:bng_16839 { - (2 1) :attack3 (3 7 4 8). -} - -_:bng_16840 { - [] rdf:value 2; :attack (3 7 4 8). -} - -_:bng_16841 { - (3 7 4 8) list:firstRest (3 (7 4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 8). -} - -_:bng_16842 { - (5 1) :attack3 (3 7 4 8). -} - -_:bng_16843 { - [] rdf:value 5; :attack (3 7 4 8). -} - -_:bng_16844 { - (3 7 4 8) list:firstRest (3 (7 4 8)). - (3 2) math:difference 1. -} - -_:bng_16845 { - (1 2) :attack3 (3 7 4 8). -} - -_:bng_16846 { - (6 3 7 4 8) list:firstRest (6 (3 7 4 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 7 4 8). -} - -_:bng_16847 { - (1 1) :attack3 (6 3 7 4 8). -} - -_:bng_16848 { - [] rdf:value 1; :attack (6 3 7 4 8). -} - -_:bng_16849 { - (2 6 3 7 4 8) list:firstRest (2 (6 3 7 4 8)). - (2 1) math:difference 1. -} - -_:bng_16850 { - (1 1) :attack3 (2 6 3 7 4 8). -} - -_:bng_16851 { - [] rdf:value 1; :attack (2 6 3 7 4 8). -} - -_:bng_16852 { - (4 8) list:firstRest (4 (8)). - (6 1) math:sum 7 . - (1 7) :attack3 (8). -} - -_:bng_16853 { - (1 6) :attack3 (4 8). -} - -_:bng_16854 { - (7 4 8) list:firstRest (7 (4 8)). - (5 1) math:sum 6 . - (1 6) :attack3 (4 8). -} - -_:bng_16855 { - (1 5) :attack3 (7 4 8). -} - -_:bng_16856 { - (3 7 4 8) list:firstRest (3 (7 4 8)). - (4 1) math:sum 5 . - (1 5) :attack3 (7 4 8). -} - -_:bng_16857 { - (1 4) :attack3 (3 7 4 8). -} - -_:bng_16858 { - (6 3 7 4 8) list:firstRest (6 (3 7 4 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 7 4 8). -} - -_:bng_16859 { - (1 3) :attack3 (6 3 7 4 8). -} - -_:bng_16860 { - (2 6 3 7 4 8) list:firstRest (2 (6 3 7 4 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (6 3 7 4 8). -} - -_:bng_16861 { - (1 2) :attack3 (2 6 3 7 4 8). -} - -_:bng_16862 { - (5 2 6 3 7 4 8) list:firstRest (5 (2 6 3 7 4 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 6 3 7 4 8). -} - -_:bng_16863 { - (1 1) :attack3 (5 2 6 3 7 4 8). -} - -_:bng_16864 { - [] rdf:value 1; :attack (5 2 6 3 7 4 8). -} - -_:bng_16865 { - (6 3 7 4 8) list:firstRest (6 (3 7 4 8)). - (6 1) math:difference 5. -} - -_:bng_16866 { - (5 1) :attack3 (6 3 7 4 8). -} - -_:bng_16867 { - [] rdf:value 5; :attack (6 3 7 4 8). -} - -_:bng_16868 { - (7 4 8) list:firstRest (7 (4 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (4 8). -} - -_:bng_16869 { - (5 1) :attack3 (7 4 8). -} - -_:bng_16870 { - [] rdf:value 5; :attack (7 4 8). -} - -_:bng_16871 { - (7 4 8) list:firstRest (7 (4 8)). - (7 1) math:difference 6. -} - -_:bng_16872 { - (6 1) :attack3 (7 4 8). -} - -_:bng_16873 { - [] rdf:value 6; :attack (7 4 8). -} - -_:bng_16874 { - (1 5 8) list:firstRest (1 (5 8)). - (1 1) math:sum 2. -} - -_:bng_16875 { - (2 1) :attack3 (1 5 8). -} - -_:bng_16876 { - [] rdf:value 2; :attack (1 5 8). -} - -_:bng_16877 { - (5 8) list:firstRest (5 (8)). - (5 2) math:difference 3. -} - -_:bng_16878 { - (3 2) :attack3 (5 8). -} - -_:bng_16879 { - (1 5 8) list:firstRest (1 (5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8). -} - -_:bng_16880 { - (3 1) :attack3 (1 5 8). -} - -_:bng_16881 { - [] rdf:value 3; :attack (1 5 8). -} - -_:bng_16882 { - (5 8) list:firstRest (5 (8)). - (5 3) math:difference 2. -} - -_:bng_16883 { - (2 3) :attack3 (5 8). -} - -_:bng_16884 { - (1 5 8) list:firstRest (1 (5 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8). -} - -_:bng_16885 { - (2 2) :attack3 (1 5 8). -} - -_:bng_16886 { - (4 1 5 8) list:firstRest (4 (1 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5 8). -} - -_:bng_16887 { - (2 1) :attack3 (4 1 5 8). -} - -_:bng_16888 { - [] rdf:value 2; :attack (4 1 5 8). -} - -_:bng_16889 { - (4 1 5 8) list:firstRest (4 (1 5 8)). - (4 1) math:difference 3. -} - -_:bng_16890 { - (3 1) :attack3 (4 1 5 8). -} - -_:bng_16891 { - [] rdf:value 3; :attack (4 1 5 8). -} - -_:bng_16892 { - (4 1 5 8) list:firstRest (4 (1 5 8)). - (4 2) math:difference 2. -} - -_:bng_16893 { - (2 2) :attack3 (4 1 5 8). -} - -_:bng_16894 { - (6 4 1 5 8) list:firstRest (6 (4 1 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 5 8). -} - -_:bng_16895 { - (2 1) :attack3 (6 4 1 5 8). -} - -_:bng_16896 { - [] rdf:value 2; :attack (6 4 1 5 8). -} - -_:bng_16897 { - (5 8) list:firstRest (5 (8)). - (4 1) math:sum 5 . - (3 5) :attack3 (8). -} - -_:bng_16898 { - (3 4) :attack3 (5 8). -} - -_:bng_16899 { - (1 5 8) list:firstRest (1 (5 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8). -} - -_:bng_16900 { - (3 3) :attack3 (1 5 8). -} - -_:bng_16901 { - (4 1 5 8) list:firstRest (4 (1 5 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 5 8). -} - -_:bng_16902 { - (3 2) :attack3 (4 1 5 8). -} - -_:bng_16903 { - (6 4 1 5 8) list:firstRest (6 (4 1 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 5 8). -} - -_:bng_16904 { - (3 1) :attack3 (6 4 1 5 8). -} - -_:bng_16905 { - [] rdf:value 3; :attack (6 4 1 5 8). -} - -_:bng_16906 { - (6 4 1 5 8) list:firstRest (6 (4 1 5 8)). - (6 1) math:sum 7. -} - -_:bng_16907 { - (7 1) :attack3 (6 4 1 5 8). -} - -_:bng_16908 { - [] rdf:value 7; :attack (6 4 1 5 8). -} - -_:bng_16909 { - (7 4 1 5 8) list:firstRest (7 (4 1 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 1 5 8). -} - -_:bng_16910 { - (2 1) :attack3 (7 4 1 5 8). -} - -_:bng_16911 { - [] rdf:value 2; :attack (7 4 1 5 8). -} - -_:bng_16912 { - (7 4 1 5 8) list:firstRest (7 (4 1 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 1 5 8). -} - -_:bng_16913 { - (3 1) :attack3 (7 4 1 5 8). -} - -_:bng_16914 { - [] rdf:value 3; :attack (7 4 1 5 8). -} - -_:bng_16915 { - (7 4 1 5 8) list:firstRest (7 (4 1 5 8)). - (7 1) math:difference 6. -} - -_:bng_16916 { - (6 1) :attack3 (7 4 1 5 8). -} - -_:bng_16917 { - [] rdf:value 6; :attack (7 4 1 5 8). -} - -_:bng_16918 { - (6 1 5 8) list:firstRest (6 (1 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 5 8). -} - -_:bng_16919 { - (2 1) :attack3 (6 1 5 8). -} - -_:bng_16920 { - [] rdf:value 2; :attack (6 1 5 8). -} - -_:bng_16921 { - (1 5 8) list:firstRest (1 (5 8)). - (1 2) math:sum 3. -} - -_:bng_16922 { - (3 2) :attack3 (1 5 8). -} - -_:bng_16923 { - (6 1 5 8) list:firstRest (6 (1 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 5 8). -} - -_:bng_16924 { - (3 1) :attack3 (6 1 5 8). -} - -_:bng_16925 { - [] rdf:value 3; :attack (6 1 5 8). -} - -_:bng_16926 { - (5 8) list:firstRest (5 (8)). - (3 1) math:sum 4 . - (4 4) :attack3 (8). -} - -_:bng_16927 { - (4 3) :attack3 (5 8). -} - -_:bng_16928 { - (1 5 8) list:firstRest (1 (5 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (5 8). -} - -_:bng_16929 { - (4 2) :attack3 (1 5 8). -} - -_:bng_16930 { - (6 1 5 8) list:firstRest (6 (1 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 5 8). -} - -_:bng_16931 { - (4 1) :attack3 (6 1 5 8). -} - -_:bng_16932 { - [] rdf:value 4; :attack (6 1 5 8). -} - -_:bng_16933 { - (6 1 5 8) list:firstRest (6 (1 5 8)). - (6 1) math:sum 7. -} - -_:bng_16934 { - (7 1) :attack3 (6 1 5 8). -} - -_:bng_16935 { - [] rdf:value 7; :attack (6 1 5 8). -} - -_:bng_16936 { - (5 8) list:firstRest (5 (8)). - (5 2) math:sum 7. -} - -_:bng_16937 { - (7 2) :attack3 (5 8). -} - -_:bng_16938 { - (1 5 8) list:firstRest (1 (5 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8). -} - -_:bng_16939 { - (7 1) :attack3 (1 5 8). -} - -_:bng_16940 { - [] rdf:value 7; :attack (1 5 8). -} - -_:bng_16941 { - (2 5 8) list:firstRest (2 (5 8)). - (2 1) math:difference 1. -} - -_:bng_16942 { - (1 1) :attack3 (2 5 8). -} - -_:bng_16943 { - [] rdf:value 1; :attack (2 5 8). -} - -_:bng_16944 { - (2 5 8) list:firstRest (2 (5 8)). - (2 1) math:sum 3. -} - -_:bng_16945 { - (3 1) :attack3 (2 5 8). -} - -_:bng_16946 { - [] rdf:value 3; :attack (2 5 8). -} - -_:bng_16947 { - (2 5 8) list:firstRest (2 (5 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8). -} - -_:bng_16948 { - (3 3) :attack3 (2 5 8). -} - -_:bng_16949 { - (4 2 5 8) list:firstRest (4 (2 5 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 5 8). -} - -_:bng_16950 { - (3 2) :attack3 (4 2 5 8). -} - -_:bng_16951 { - (1 4 2 5 8) list:firstRest (1 (4 2 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 5 8). -} - -_:bng_16952 { - (3 1) :attack3 (1 4 2 5 8). -} - -_:bng_16953 { - [] rdf:value 3; :attack (1 4 2 5 8). -} - -_:bng_16954 { - (4 2 5 8) list:firstRest (4 (2 5 8)). - (4 2) math:sum 6. -} - -_:bng_16955 { - (6 2) :attack3 (4 2 5 8). -} - -_:bng_16956 { - (1 4 2 5 8) list:firstRest (1 (4 2 5 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 2 5 8). -} - -_:bng_16957 { - (6 1) :attack3 (1 4 2 5 8). -} - -_:bng_16958 { - [] rdf:value 6; :attack (1 4 2 5 8). -} - -_:bng_16959 { - (1 4 2 5 8) list:firstRest (1 (4 2 5 8)). - (1 2) math:sum 3. -} - -_:bng_16960 { - (3 2) :attack3 (1 4 2 5 8). -} - -_:bng_16961 { - (7 1 4 2 5 8) list:firstRest (7 (1 4 2 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 2 5 8). -} - -_:bng_16962 { - (3 1) :attack3 (7 1 4 2 5 8). -} - -_:bng_16963 { - [] rdf:value 3; :attack (7 1 4 2 5 8). -} - -_:bng_16964 { - (7 1 4 2 5 8) list:firstRest (7 (1 4 2 5 8)). - (7 1) math:difference 6. -} - -_:bng_16965 { - (6 1) :attack3 (7 1 4 2 5 8). -} - -_:bng_16966 { - [] rdf:value 6; :attack (7 1 4 2 5 8). -} - -_:bng_16967 { - (4 2 5 8) list:firstRest (4 (2 5 8)). - (4 1) math:difference 3. -} - -_:bng_16968 { - (3 1) :attack3 (4 2 5 8). -} - -_:bng_16969 { - [] rdf:value 3; :attack (4 2 5 8). -} - -_:bng_16970 { - (5 8) list:firstRest (5 (8)). - (5 4) math:difference 1. -} - -_:bng_16971 { - (1 4) :attack3 (5 8). -} - -_:bng_16972 { - (2 5 8) list:firstRest (2 (5 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 8). -} - -_:bng_16973 { - (1 3) :attack3 (2 5 8). -} - -_:bng_16974 { - (4 2 5 8) list:firstRest (4 (2 5 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 8). -} - -_:bng_16975 { - (1 2) :attack3 (4 2 5 8). -} - -_:bng_16976 { - (6 4 2 5 8) list:firstRest (6 (4 2 5 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 5 8). -} - -_:bng_16977 { - (1 1) :attack3 (6 4 2 5 8). -} - -_:bng_16978 { - [] rdf:value 1; :attack (6 4 2 5 8). -} - -_:bng_16979 { - (6 4 2 5 8) list:firstRest (6 (4 2 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 5 8). -} - -_:bng_16980 { - (3 1) :attack3 (6 4 2 5 8). -} - -_:bng_16981 { - [] rdf:value 3; :attack (6 4 2 5 8). -} - -_:bng_16982 { - (6 4 2 5 8) list:firstRest (6 (4 2 5 8)). - (6 1) math:sum 7. -} - -_:bng_16983 { - (7 1) :attack3 (6 4 2 5 8). -} - -_:bng_16984 { - [] rdf:value 7; :attack (6 4 2 5 8). -} - -_:bng_16985 { - (7 4 2 5 8) list:firstRest (7 (4 2 5 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 2 5 8). -} - -_:bng_16986 { - (1 1) :attack3 (7 4 2 5 8). -} - -_:bng_16987 { - [] rdf:value 1; :attack (7 4 2 5 8). -} - -_:bng_16988 { - (7 4 2 5 8) list:firstRest (7 (4 2 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 2 5 8). -} - -_:bng_16989 { - (3 1) :attack3 (7 4 2 5 8). -} - -_:bng_16990 { - [] rdf:value 3; :attack (7 4 2 5 8). -} - -_:bng_16991 { - (7 4 2 5 8) list:firstRest (7 (4 2 5 8)). - (7 1) math:difference 6. -} - -_:bng_16992 { - (6 1) :attack3 (7 4 2 5 8). -} - -_:bng_16993 { - [] rdf:value 6; :attack (7 4 2 5 8). -} - -_:bng_16994 { - (6 2 5 8) list:firstRest (6 (2 5 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 5 8). -} - -_:bng_16995 { - (3 2) :attack3 (6 2 5 8). -} - -_:bng_16996 { - (1 6 2 5 8) list:firstRest (1 (6 2 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (6 2 5 8). -} - -_:bng_16997 { - (3 1) :attack3 (1 6 2 5 8). -} - -_:bng_16998 { - [] rdf:value 3; :attack (1 6 2 5 8). -} - -_:bng_16999 { - (6 2 5 8) list:firstRest (6 (2 5 8)). - (6 2) math:difference 4. -} - -_:bng_17000 { - (4 2) :attack3 (6 2 5 8). -} - -_:bng_17001 { - (1 6 2 5 8) list:firstRest (1 (6 2 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 2 5 8). -} - -_:bng_17002 { - (4 1) :attack3 (1 6 2 5 8). -} - -_:bng_17003 { - [] rdf:value 4; :attack (1 6 2 5 8). -} - -_:bng_17004 { - (1 6 2 5 8) list:firstRest (1 (6 2 5 8)). - (1 2) math:sum 3. -} - -_:bng_17005 { - (3 2) :attack3 (1 6 2 5 8). -} - -_:bng_17006 { - (7 1 6 2 5 8) list:firstRest (7 (1 6 2 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 2 5 8). -} - -_:bng_17007 { - (3 1) :attack3 (7 1 6 2 5 8). -} - -_:bng_17008 { - [] rdf:value 3; :attack (7 1 6 2 5 8). -} - -_:bng_17009 { - (4 7 1 6 2 5 8) list:firstRest (4 (7 1 6 2 5 8)). - (4 1) math:difference 3. -} - -_:bng_17010 { - (3 1) :attack3 (4 7 1 6 2 5 8). -} - -_:bng_17011 { - [] rdf:value 3; :attack (4 7 1 6 2 5 8). -} - -_:bng_17012 { - (6 2 5 8) list:firstRest (6 (2 5 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 5 8). -} - -_:bng_17013 { - (1 2) :attack3 (6 2 5 8). -} - -_:bng_17014 { - (3 6 2 5 8) list:firstRest (3 (6 2 5 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (6 2 5 8). -} - -_:bng_17015 { - (1 1) :attack3 (3 6 2 5 8). -} - -_:bng_17016 { - [] rdf:value 1; :attack (3 6 2 5 8). -} - -_:bng_17017 { - (3 6 2 5 8) list:firstRest (3 (6 2 5 8)). - (3 1) math:sum 4. -} - -_:bng_17018 { - (4 1) :attack3 (3 6 2 5 8). -} - -_:bng_17019 { - [] rdf:value 4; :attack (3 6 2 5 8). -} - -_:bng_17020 { - (3 6 2 5 8) list:firstRest (3 (6 2 5 8)). - (3 2) math:difference 1. -} - -_:bng_17021 { - (1 2) :attack3 (3 6 2 5 8). -} - -_:bng_17022 { - (7 3 6 2 5 8) list:firstRest (7 (3 6 2 5 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 2 5 8). -} - -_:bng_17023 { - (1 1) :attack3 (7 3 6 2 5 8). -} - -_:bng_17024 { - [] rdf:value 1; :attack (7 3 6 2 5 8). -} - -_:bng_17025 { - (5 8) list:firstRest (5 (8)). - (6 1) math:sum 7 . - (1 7) :attack3 (8). -} - -_:bng_17026 { - (1 6) :attack3 (5 8). -} - -_:bng_17027 { - (2 5 8) list:firstRest (2 (5 8)). - (5 1) math:sum 6 . - (1 6) :attack3 (5 8). -} - -_:bng_17028 { - (1 5) :attack3 (2 5 8). -} - -_:bng_17029 { - (6 2 5 8) list:firstRest (6 (2 5 8)). - (4 1) math:sum 5 . - (1 5) :attack3 (2 5 8). -} - -_:bng_17030 { - (1 4) :attack3 (6 2 5 8). -} - -_:bng_17031 { - (3 6 2 5 8) list:firstRest (3 (6 2 5 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (6 2 5 8). -} - -_:bng_17032 { - (1 3) :attack3 (3 6 2 5 8). -} - -_:bng_17033 { - (7 3 6 2 5 8) list:firstRest (7 (3 6 2 5 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (3 6 2 5 8). -} - -_:bng_17034 { - (1 2) :attack3 (7 3 6 2 5 8). -} - -_:bng_17035 { - (4 7 3 6 2 5 8) list:firstRest (4 (7 3 6 2 5 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 3 6 2 5 8). -} - -_:bng_17036 { - (1 1) :attack3 (4 7 3 6 2 5 8). -} - -_:bng_17037 { - [] rdf:value 1; :attack (4 7 3 6 2 5 8). -} - -_:bng_17038 { - (2 5 8) list:firstRest (2 (5 8)). - (2 2) math:sum 4. -} - -_:bng_17039 { - (4 2) :attack3 (2 5 8). -} - -_:bng_17040 { - (6 2 5 8) list:firstRest (6 (2 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 5 8). -} - -_:bng_17041 { - (4 1) :attack3 (6 2 5 8). -} - -_:bng_17042 { - [] rdf:value 4; :attack (6 2 5 8). -} - -_:bng_17043 { - (6 2 5 8) list:firstRest (6 (2 5 8)). - (6 1) math:sum 7. -} - -_:bng_17044 { - (7 1) :attack3 (6 2 5 8). -} - -_:bng_17045 { - [] rdf:value 7; :attack (6 2 5 8). -} - -_:bng_17046 { - (2 5 8) list:firstRest (2 (5 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8). -} - -_:bng_17047 { - (7 1) :attack3 (2 5 8). -} - -_:bng_17048 { - [] rdf:value 7; :attack (2 5 8). -} - -_:bng_17049 { - (1 3 5 8) list:firstRest (1 (3 5 8)). - (1 1) math:sum 2. -} - -_:bng_17050 { - (2 1) :attack3 (1 3 5 8). -} - -_:bng_17051 { - [] rdf:value 2; :attack (1 3 5 8). -} - -_:bng_17052 { - (3 5 8) list:firstRest (3 (5 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (5 8). -} - -_:bng_17053 { - (4 2) :attack3 (3 5 8). -} - -_:bng_17054 { - (1 3 5 8) list:firstRest (1 (3 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 5 8). -} - -_:bng_17055 { - (4 1) :attack3 (1 3 5 8). -} - -_:bng_17056 { - [] rdf:value 4; :attack (1 3 5 8). -} - -_:bng_17057 { - (6 1 3 5 8) list:firstRest (6 (1 3 5 8)). - (6 2) math:difference 4. -} - -_:bng_17058 { - (4 2) :attack3 (6 1 3 5 8). -} - -_:bng_17059 { - (2 6 1 3 5 8) list:firstRest (2 (6 1 3 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 3 5 8). -} - -_:bng_17060 { - (4 1) :attack3 (2 6 1 3 5 8). -} - -_:bng_17061 { - [] rdf:value 4; :attack (2 6 1 3 5 8). -} - -_:bng_17062 { - (3 5 8) list:firstRest (3 (5 8)). - (3 4) math:sum 7. -} - -_:bng_17063 { - (7 4) :attack3 (3 5 8). -} - -_:bng_17064 { - (1 3 5 8) list:firstRest (1 (3 5 8)). - (3 1) math:sum 4 . - (7 4) :attack3 (3 5 8). -} - -_:bng_17065 { - (7 3) :attack3 (1 3 5 8). -} - -_:bng_17066 { - (6 1 3 5 8) list:firstRest (6 (1 3 5 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (1 3 5 8). -} - -_:bng_17067 { - (7 2) :attack3 (6 1 3 5 8). -} - -_:bng_17068 { - (2 6 1 3 5 8) list:firstRest (2 (6 1 3 5 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3 5 8). -} - -_:bng_17069 { - (7 1) :attack3 (2 6 1 3 5 8). -} - -_:bng_17070 { - [] rdf:value 7; :attack (2 6 1 3 5 8). -} - -_:bng_17071 { - (5 8) list:firstRest (5 (8)). - (5 1) math:sum 6 . - (2 6) :attack3 (8). -} - -_:bng_17072 { - (2 5) :attack3 (5 8). -} - -_:bng_17073 { - (3 5 8) list:firstRest (3 (5 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (5 8). -} - -_:bng_17074 { - (2 4) :attack3 (3 5 8). -} - -_:bng_17075 { - (1 3 5 8) list:firstRest (1 (3 5 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (3 5 8). -} - -_:bng_17076 { - (2 3) :attack3 (1 3 5 8). -} - -_:bng_17077 { - (6 1 3 5 8) list:firstRest (6 (1 3 5 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 3 5 8). -} - -_:bng_17078 { - (2 2) :attack3 (6 1 3 5 8). -} - -_:bng_17079 { - (4 6 1 3 5 8) list:firstRest (4 (6 1 3 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (6 1 3 5 8). -} - -_:bng_17080 { - (2 1) :attack3 (4 6 1 3 5 8). -} - -_:bng_17081 { - [] rdf:value 2; :attack (4 6 1 3 5 8). -} - -_:bng_17082 { - (4 6 1 3 5 8) list:firstRest (4 (6 1 3 5 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (6 1 3 5 8). -} - -_:bng_17083 { - (7 1) :attack3 (4 6 1 3 5 8). -} - -_:bng_17084 { - [] rdf:value 7; :attack (4 6 1 3 5 8). -} - -_:bng_17085 { - (6 1 3 5 8) list:firstRest (6 (1 3 5 8)). - (6 1) math:sum 7. -} - -_:bng_17086 { - (7 1) :attack3 (6 1 3 5 8). -} - -_:bng_17087 { - [] rdf:value 7; :attack (6 1 3 5 8). -} - -_:bng_17088 { - (1 3 5 8) list:firstRest (1 (3 5 8)). - (1 3) math:sum 4. -} - -_:bng_17089 { - (4 3) :attack3 (1 3 5 8). -} - -_:bng_17090 { - (7 1 3 5 8) list:firstRest (7 (1 3 5 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 3 5 8). -} - -_:bng_17091 { - (4 2) :attack3 (7 1 3 5 8). -} - -_:bng_17092 { - (2 7 1 3 5 8) list:firstRest (2 (7 1 3 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 3 5 8). -} - -_:bng_17093 { - (4 1) :attack3 (2 7 1 3 5 8). -} - -_:bng_17094 { - [] rdf:value 4; :attack (2 7 1 3 5 8). -} - -_:bng_17095 { - (2 7 1 3 5 8) list:firstRest (2 (7 1 3 5 8)). - (2 2) math:sum 4. -} - -_:bng_17096 { - (4 2) :attack3 (2 7 1 3 5 8). -} - -_:bng_17097 { - (6 2 7 1 3 5 8) list:firstRest (6 (2 7 1 3 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 1 3 5 8). -} - -_:bng_17098 { - (4 1) :attack3 (6 2 7 1 3 5 8). -} - -_:bng_17099 { - [] rdf:value 4; :attack (6 2 7 1 3 5 8). -} - -_:bng_17100 { - (7 1 3 5 8) list:firstRest (7 (1 3 5 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 3 5 8). -} - -_:bng_17101 { - (2 2) :attack3 (7 1 3 5 8). -} - -_:bng_17102 { - (4 7 1 3 5 8) list:firstRest (4 (7 1 3 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 1 3 5 8). -} - -_:bng_17103 { - (2 1) :attack3 (4 7 1 3 5 8). -} - -_:bng_17104 { - [] rdf:value 2; :attack (4 7 1 3 5 8). -} - -_:bng_17105 { - (4 7 1 3 5 8) list:firstRest (4 (7 1 3 5 8)). - (4 2) math:difference 2. -} - -_:bng_17106 { - (2 2) :attack3 (4 7 1 3 5 8). -} - -_:bng_17107 { - (6 4 7 1 3 5 8) list:firstRest (6 (4 7 1 3 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 1 3 5 8). -} - -_:bng_17108 { - (2 1) :attack3 (6 4 7 1 3 5 8). -} - -_:bng_17109 { - [] rdf:value 2; :attack (6 4 7 1 3 5 8). -} - -_:bng_17110 { - (7 1 3 5 8) list:firstRest (7 (1 3 5 8)). - (7 1) math:difference 6. -} - -_:bng_17111 { - (6 1) :attack3 (7 1 3 5 8). -} - -_:bng_17112 { - [] rdf:value 6; :attack (7 1 3 5 8). -} - -_:bng_17113 { - (3 5 8) list:firstRest (3 (5 8)). - (3 1) math:difference 2. -} - -_:bng_17114 { - (2 1) :attack3 (3 5 8). -} - -_:bng_17115 { - [] rdf:value 2; :attack (3 5 8). -} - -_:bng_17116 { - (3 5 8) list:firstRest (3 (5 8)). - (3 1) math:sum 4. -} - -_:bng_17117 { - (4 1) :attack3 (3 5 8). -} - -_:bng_17118 { - [] rdf:value 4; :attack (3 5 8). -} - -_:bng_17119 { - (3 5 8) list:firstRest (3 (5 8)). - (3 2) math:difference 1. -} - -_:bng_17120 { - (1 2) :attack3 (3 5 8). -} - -_:bng_17121 { - (6 3 5 8) list:firstRest (6 (3 5 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 5 8). -} - -_:bng_17122 { - (1 1) :attack3 (6 3 5 8). -} - -_:bng_17123 { - [] rdf:value 1; :attack (6 3 5 8). -} - -_:bng_17124 { - (3 5 8) list:firstRest (3 (5 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8). -} - -_:bng_17125 { - (2 2) :attack3 (3 5 8). -} - -_:bng_17126 { - (6 3 5 8) list:firstRest (6 (3 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 5 8). -} - -_:bng_17127 { - (2 1) :attack3 (6 3 5 8). -} - -_:bng_17128 { - [] rdf:value 2; :attack (6 3 5 8). -} - -_:bng_17129 { - (6 3 5 8) list:firstRest (6 (3 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 5 8). -} - -_:bng_17130 { - (4 1) :attack3 (6 3 5 8). -} - -_:bng_17131 { - [] rdf:value 4; :attack (6 3 5 8). -} - -_:bng_17132 { - (6 3 5 8) list:firstRest (6 (3 5 8)). - (6 1) math:sum 7. -} - -_:bng_17133 { - (7 1) :attack3 (6 3 5 8). -} - -_:bng_17134 { - [] rdf:value 7; :attack (6 3 5 8). -} - -_:bng_17135 { - (3 5 8) list:firstRest (3 (5 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (5 8). -} - -_:bng_17136 { - (7 1) :attack3 (3 5 8). -} - -_:bng_17137 { - [] rdf:value 7; :attack (3 5 8). -} - -_:bng_17138 { - (5 8) list:firstRest (5 (8)). - (5 1) math:difference 4. -} - -_:bng_17139 { - (4 1) :attack3 (5 8). -} - -_:bng_17140 { - [] rdf:value 4; :attack (5 8). -} - -_:bng_17141 { - (5 8) list:firstRest (5 (8)). - (5 1) math:sum 6. -} - -_:bng_17142 { - (6 1) :attack3 (5 8). -} - -_:bng_17143 { - [] rdf:value 6; :attack (5 8). -} - -_:bng_17144 { - (1 7 5 8) list:firstRest (1 (7 5 8)). - (1 1) math:sum 2. -} - -_:bng_17145 { - (2 1) :attack3 (1 7 5 8). -} - -_:bng_17146 { - [] rdf:value 2; :attack (1 7 5 8). -} - -_:bng_17147 { - (3 1 7 5 8) list:firstRest (3 (1 7 5 8)). - (3 1) math:difference 2. -} - -_:bng_17148 { - (2 1) :attack3 (3 1 7 5 8). -} - -_:bng_17149 { - [] rdf:value 2; :attack (3 1 7 5 8). -} - -_:bng_17150 { - (3 1 7 5 8) list:firstRest (3 (1 7 5 8)). - (3 1) math:sum 4. -} - -_:bng_17151 { - (4 1) :attack3 (3 1 7 5 8). -} - -_:bng_17152 { - [] rdf:value 4; :attack (3 1 7 5 8). -} - -_:bng_17153 { - (7 5 8) list:firstRest (7 (5 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (5 8). -} - -_:bng_17154 { - (2 4) :attack3 (7 5 8). -} - -_:bng_17155 { - (1 7 5 8) list:firstRest (1 (7 5 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (7 5 8). -} - -_:bng_17156 { - (2 3) :attack3 (1 7 5 8). -} - -_:bng_17157 { - (3 1 7 5 8) list:firstRest (3 (1 7 5 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 7 5 8). -} - -_:bng_17158 { - (2 2) :attack3 (3 1 7 5 8). -} - -_:bng_17159 { - (6 3 1 7 5 8) list:firstRest (6 (3 1 7 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 7 5 8). -} - -_:bng_17160 { - (2 1) :attack3 (6 3 1 7 5 8). -} - -_:bng_17161 { - [] rdf:value 2; :attack (6 3 1 7 5 8). -} - -_:bng_17162 { - (1 7 5 8) list:firstRest (1 (7 5 8)). - (1 3) math:sum 4. -} - -_:bng_17163 { - (4 3) :attack3 (1 7 5 8). -} - -_:bng_17164 { - (3 1 7 5 8) list:firstRest (3 (1 7 5 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 7 5 8). -} - -_:bng_17165 { - (4 2) :attack3 (3 1 7 5 8). -} - -_:bng_17166 { - (6 3 1 7 5 8) list:firstRest (6 (3 1 7 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 7 5 8). -} - -_:bng_17167 { - (4 1) :attack3 (6 3 1 7 5 8). -} - -_:bng_17168 { - [] rdf:value 4; :attack (6 3 1 7 5 8). -} - -_:bng_17169 { - (7 5 8) list:firstRest (7 (5 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (5 8). -} - -_:bng_17170 { - (4 2) :attack3 (7 5 8). -} - -_:bng_17171 { - (1 7 5 8) list:firstRest (1 (7 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 5 8). -} - -_:bng_17172 { - (4 1) :attack3 (1 7 5 8). -} - -_:bng_17173 { - [] rdf:value 4; :attack (1 7 5 8). -} - -_:bng_17174 { - (2 6 1 7 5 8) list:firstRest (2 (6 1 7 5 8)). - (2 1) math:sum 3. -} - -_:bng_17175 { - (3 1) :attack3 (2 6 1 7 5 8). -} - -_:bng_17176 { - [] rdf:value 3; :attack (2 6 1 7 5 8). -} - -_:bng_17177 { - (6 1 7 5 8) list:firstRest (6 (1 7 5 8)). - (6 2) math:difference 4. -} - -_:bng_17178 { - (4 2) :attack3 (6 1 7 5 8). -} - -_:bng_17179 { - (2 6 1 7 5 8) list:firstRest (2 (6 1 7 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 1 7 5 8). -} - -_:bng_17180 { - (4 1) :attack3 (2 6 1 7 5 8). -} - -_:bng_17181 { - [] rdf:value 4; :attack (2 6 1 7 5 8). -} - -_:bng_17182 { - (1 7 5 8) list:firstRest (1 (7 5 8)). - (1 2) math:sum 3. -} - -_:bng_17183 { - (3 2) :attack3 (1 7 5 8). -} - -_:bng_17184 { - (6 1 7 5 8) list:firstRest (6 (1 7 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 7 5 8). -} - -_:bng_17185 { - (3 1) :attack3 (6 1 7 5 8). -} - -_:bng_17186 { - [] rdf:value 3; :attack (6 1 7 5 8). -} - -_:bng_17187 { - (7 5 8) list:firstRest (7 (5 8)). - (7 3) math:difference 4. -} - -_:bng_17188 { - (4 3) :attack3 (7 5 8). -} - -_:bng_17189 { - (1 7 5 8) list:firstRest (1 (7 5 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 5 8). -} - -_:bng_17190 { - (4 2) :attack3 (1 7 5 8). -} - -_:bng_17191 { - (6 1 7 5 8) list:firstRest (6 (1 7 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 7 5 8). -} - -_:bng_17192 { - (4 1) :attack3 (6 1 7 5 8). -} - -_:bng_17193 { - [] rdf:value 4; :attack (6 1 7 5 8). -} - -_:bng_17194 { - (2 7 5 8) list:firstRest (2 (7 5 8)). - (2 1) math:difference 1. -} - -_:bng_17195 { - (1 1) :attack3 (2 7 5 8). -} - -_:bng_17196 { - [] rdf:value 1; :attack (2 7 5 8). -} - -_:bng_17197 { - (2 7 5 8) list:firstRest (2 (7 5 8)). - (2 1) math:sum 3. -} - -_:bng_17198 { - (3 1) :attack3 (2 7 5 8). -} - -_:bng_17199 { - [] rdf:value 3; :attack (2 7 5 8). -} - -_:bng_17200 { - (2 7 5 8) list:firstRest (2 (7 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 5 8). -} - -_:bng_17201 { - (4 1) :attack3 (2 7 5 8). -} - -_:bng_17202 { - [] rdf:value 4; :attack (2 7 5 8). -} - -_:bng_17203 { - (7 5 8) list:firstRest (7 (5 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (5 8). -} - -_:bng_17204 { - (1 3) :attack3 (7 5 8). -} - -_:bng_17205 { - (2 7 5 8) list:firstRest (2 (7 5 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5 8). -} - -_:bng_17206 { - (1 2) :attack3 (2 7 5 8). -} - -_:bng_17207 { - (6 2 7 5 8) list:firstRest (6 (2 7 5 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 5 8). -} - -_:bng_17208 { - (1 1) :attack3 (6 2 7 5 8). -} - -_:bng_17209 { - [] rdf:value 1; :attack (6 2 7 5 8). -} - -_:bng_17210 { - (7 5 8) list:firstRest (7 (5 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (5 8). -} - -_:bng_17211 { - (3 3) :attack3 (7 5 8). -} - -_:bng_17212 { - (2 7 5 8) list:firstRest (2 (7 5 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 5 8). -} - -_:bng_17213 { - (3 2) :attack3 (2 7 5 8). -} - -_:bng_17214 { - (6 2 7 5 8) list:firstRest (6 (2 7 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 7 5 8). -} - -_:bng_17215 { - (3 1) :attack3 (6 2 7 5 8). -} - -_:bng_17216 { - [] rdf:value 3; :attack (6 2 7 5 8). -} - -_:bng_17217 { - (2 7 5 8) list:firstRest (2 (7 5 8)). - (2 2) math:sum 4. -} - -_:bng_17218 { - (4 2) :attack3 (2 7 5 8). -} - -_:bng_17219 { - (6 2 7 5 8) list:firstRest (6 (2 7 5 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 7 5 8). -} - -_:bng_17220 { - (4 1) :attack3 (6 2 7 5 8). -} - -_:bng_17221 { - [] rdf:value 4; :attack (6 2 7 5 8). -} - -_:bng_17222 { - (7 5 8) list:firstRest (7 (5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 8). -} - -_:bng_17223 { - (3 1) :attack3 (7 5 8). -} - -_:bng_17224 { - [] rdf:value 3; :attack (7 5 8). -} - -_:bng_17225 { - (1 4 7 5 8) list:firstRest (1 (4 7 5 8)). - (1 1) math:sum 2. -} - -_:bng_17226 { - (2 1) :attack3 (1 4 7 5 8). -} - -_:bng_17227 { - [] rdf:value 2; :attack (1 4 7 5 8). -} - -_:bng_17228 { - (4 7 5 8) list:firstRest (4 (7 5 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (7 5 8). -} - -_:bng_17229 { - (3 2) :attack3 (4 7 5 8). -} - -_:bng_17230 { - (1 4 7 5 8) list:firstRest (1 (4 7 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 5 8). -} - -_:bng_17231 { - (3 1) :attack3 (1 4 7 5 8). -} - -_:bng_17232 { - [] rdf:value 3; :attack (1 4 7 5 8). -} - -_:bng_17233 { - (4 7 5 8) list:firstRest (4 (7 5 8)). - (4 2) math:sum 6. -} - -_:bng_17234 { - (6 2) :attack3 (4 7 5 8). -} - -_:bng_17235 { - (1 4 7 5 8) list:firstRest (1 (4 7 5 8)). - (1 1) math:sum 2 . - (6 2) :attack3 (4 7 5 8). -} - -_:bng_17236 { - (6 1) :attack3 (1 4 7 5 8). -} - -_:bng_17237 { - [] rdf:value 6; :attack (1 4 7 5 8). -} - -_:bng_17238 { - (7 5 8) list:firstRest (7 (5 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 8). -} - -_:bng_17239 { - (2 2) :attack3 (7 5 8). -} - -_:bng_17240 { - (4 7 5 8) list:firstRest (4 (7 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 8). -} - -_:bng_17241 { - (2 1) :attack3 (4 7 5 8). -} - -_:bng_17242 { - [] rdf:value 2; :attack (4 7 5 8). -} - -_:bng_17243 { - (4 7 5 8) list:firstRest (4 (7 5 8)). - (4 1) math:difference 3. -} - -_:bng_17244 { - (3 1) :attack3 (4 7 5 8). -} - -_:bng_17245 { - [] rdf:value 3; :attack (4 7 5 8). -} - -_:bng_17246 { - (4 7 5 8) list:firstRest (4 (7 5 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 5 8). -} - -_:bng_17247 { - (1 2) :attack3 (4 7 5 8). -} - -_:bng_17248 { - (6 4 7 5 8) list:firstRest (6 (4 7 5 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (4 7 5 8). -} - -_:bng_17249 { - (1 1) :attack3 (6 4 7 5 8). -} - -_:bng_17250 { - [] rdf:value 1; :attack (6 4 7 5 8). -} - -_:bng_17251 { - (4 7 5 8) list:firstRest (4 (7 5 8)). - (4 2) math:difference 2. -} - -_:bng_17252 { - (2 2) :attack3 (4 7 5 8). -} - -_:bng_17253 { - (6 4 7 5 8) list:firstRest (6 (4 7 5 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 7 5 8). -} - -_:bng_17254 { - (2 1) :attack3 (6 4 7 5 8). -} - -_:bng_17255 { - [] rdf:value 2; :attack (6 4 7 5 8). -} - -_:bng_17256 { - (6 4 7 5 8) list:firstRest (6 (4 7 5 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 7 5 8). -} - -_:bng_17257 { - (3 1) :attack3 (6 4 7 5 8). -} - -_:bng_17258 { - [] rdf:value 3; :attack (6 4 7 5 8). -} - -_:bng_17259 { - (7 5 8) list:firstRest (7 (5 8)). - (7 1) math:difference 6. -} - -_:bng_17260 { - (6 1) :attack3 (7 5 8). -} - -_:bng_17261 { - [] rdf:value 6; :attack (7 5 8). -} - -_:bng_17262 { - (1 6 8) list:firstRest (1 (6 8)). - (1 1) math:sum 2. -} - -_:bng_17263 { - (2 1) :attack3 (1 6 8). -} - -_:bng_17264 { - [] rdf:value 2; :attack (1 6 8). -} - -_:bng_17265 { - (3 1 6 8) list:firstRest (3 (1 6 8)). - (3 1) math:difference 2. -} - -_:bng_17266 { - (2 1) :attack3 (3 1 6 8). -} - -_:bng_17267 { - [] rdf:value 2; :attack (3 1 6 8). -} - -_:bng_17268 { - (3 1 6 8) list:firstRest (3 (1 6 8)). - (3 1) math:sum 4. -} - -_:bng_17269 { - (4 1) :attack3 (3 1 6 8). -} - -_:bng_17270 { - [] rdf:value 4; :attack (3 1 6 8). -} - -_:bng_17271 { - (6 8) list:firstRest (6 (8)). - (6 4) math:difference 2. -} - -_:bng_17272 { - (2 4) :attack3 (6 8). -} - -_:bng_17273 { - (1 6 8) list:firstRest (1 (6 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 8). -} - -_:bng_17274 { - (2 3) :attack3 (1 6 8). -} - -_:bng_17275 { - (3 1 6 8) list:firstRest (3 (1 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 6 8). -} - -_:bng_17276 { - (2 2) :attack3 (3 1 6 8). -} - -_:bng_17277 { - (5 3 1 6 8) list:firstRest (5 (3 1 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 6 8). -} - -_:bng_17278 { - (2 1) :attack3 (5 3 1 6 8). -} - -_:bng_17279 { - [] rdf:value 2; :attack (5 3 1 6 8). -} - -_:bng_17280 { - (5 3 1 6 8) list:firstRest (5 (3 1 6 8)). - (5 1) math:difference 4. -} - -_:bng_17281 { - (4 1) :attack3 (5 3 1 6 8). -} - -_:bng_17282 { - [] rdf:value 4; :attack (5 3 1 6 8). -} - -_:bng_17283 { - (6 8) list:firstRest (6 (8)). - (5 1) math:sum 6 . - (2 6) :attack3 (8). -} - -_:bng_17284 { - (2 5) :attack3 (6 8). -} - -_:bng_17285 { - (1 6 8) list:firstRest (1 (6 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (6 8). -} - -_:bng_17286 { - (2 4) :attack3 (1 6 8). -} - -_:bng_17287 { - (3 1 6 8) list:firstRest (3 (1 6 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (1 6 8). -} - -_:bng_17288 { - (2 3) :attack3 (3 1 6 8). -} - -_:bng_17289 { - (5 3 1 6 8) list:firstRest (5 (3 1 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 1 6 8). -} - -_:bng_17290 { - (2 2) :attack3 (5 3 1 6 8). -} - -_:bng_17291 { - (7 5 3 1 6 8) list:firstRest (7 (5 3 1 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (5 3 1 6 8). -} - -_:bng_17292 { - (2 1) :attack3 (7 5 3 1 6 8). -} - -_:bng_17293 { - [] rdf:value 2; :attack (7 5 3 1 6 8). -} - -_:bng_17294 { - (5 3 1 6 8) list:firstRest (5 (3 1 6 8)). - (5 3) math:difference 2. -} - -_:bng_17295 { - (2 3) :attack3 (5 3 1 6 8). -} - -_:bng_17296 { - (7 5 3 1 6 8) list:firstRest (7 (5 3 1 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (5 3 1 6 8). -} - -_:bng_17297 { - (2 2) :attack3 (7 5 3 1 6 8). -} - -_:bng_17298 { - (4 7 5 3 1 6 8) list:firstRest (4 (7 5 3 1 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 5 3 1 6 8). -} - -_:bng_17299 { - (2 1) :attack3 (4 7 5 3 1 6 8). -} - -_:bng_17300 { - [] rdf:value 2; :attack (4 7 5 3 1 6 8). -} - -_:bng_17301 { - (7 3 1 6 8) list:firstRest (7 (3 1 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (3 1 6 8). -} - -_:bng_17302 { - (2 1) :attack3 (7 3 1 6 8). -} - -_:bng_17303 { - [] rdf:value 2; :attack (7 3 1 6 8). -} - -_:bng_17304 { - (1 6 8) list:firstRest (1 (6 8)). - (1 3) math:sum 4. -} - -_:bng_17305 { - (4 3) :attack3 (1 6 8). -} - -_:bng_17306 { - (3 1 6 8) list:firstRest (3 (1 6 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6 8). -} - -_:bng_17307 { - (4 2) :attack3 (3 1 6 8). -} - -_:bng_17308 { - (7 3 1 6 8) list:firstRest (7 (3 1 6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 1 6 8). -} - -_:bng_17309 { - (4 1) :attack3 (7 3 1 6 8). -} - -_:bng_17310 { - [] rdf:value 4; :attack (7 3 1 6 8). -} - -_:bng_17311 { - (3 1 6 8) list:firstRest (3 (1 6 8)). - (3 2) math:sum 5. -} - -_:bng_17312 { - (5 2) :attack3 (3 1 6 8). -} - -_:bng_17313 { - (7 3 1 6 8) list:firstRest (7 (3 1 6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 1 6 8). -} - -_:bng_17314 { - (5 1) :attack3 (7 3 1 6 8). -} - -_:bng_17315 { - [] rdf:value 5; :attack (7 3 1 6 8). -} - -_:bng_17316 { - (6 8) list:firstRest (6 (8)). - (6 2) math:difference 4. -} - -_:bng_17317 { - (4 2) :attack3 (6 8). -} - -_:bng_17318 { - (1 6 8) list:firstRest (1 (6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8). -} - -_:bng_17319 { - (4 1) :attack3 (1 6 8). -} - -_:bng_17320 { - [] rdf:value 4; :attack (1 6 8). -} - -_:bng_17321 { - (6 8) list:firstRest (6 (8)). - (2 1) math:sum 3 . - (5 3) :attack3 (8). -} - -_:bng_17322 { - (5 2) :attack3 (6 8). -} - -_:bng_17323 { - (1 6 8) list:firstRest (1 (6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8). -} - -_:bng_17324 { - (5 1) :attack3 (1 6 8). -} - -_:bng_17325 { - [] rdf:value 5; :attack (1 6 8). -} - -_:bng_17326 { - (2 7 1 6 8) list:firstRest (2 (7 1 6 8)). - (2 1) math:sum 3. -} - -_:bng_17327 { - (3 1) :attack3 (2 7 1 6 8). -} - -_:bng_17328 { - [] rdf:value 3; :attack (2 7 1 6 8). -} - -_:bng_17329 { - (7 1 6 8) list:firstRest (7 (1 6 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (1 6 8). -} - -_:bng_17330 { - (4 2) :attack3 (7 1 6 8). -} - -_:bng_17331 { - (2 7 1 6 8) list:firstRest (2 (7 1 6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (7 1 6 8). -} - -_:bng_17332 { - (4 1) :attack3 (2 7 1 6 8). -} - -_:bng_17333 { - [] rdf:value 4; :attack (2 7 1 6 8). -} - -_:bng_17334 { - (7 1 6 8) list:firstRest (7 (1 6 8)). - (7 2) math:difference 5. -} - -_:bng_17335 { - (5 2) :attack3 (7 1 6 8). -} - -_:bng_17336 { - (2 7 1 6 8) list:firstRest (2 (7 1 6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 1 6 8). -} - -_:bng_17337 { - (5 1) :attack3 (2 7 1 6 8). -} - -_:bng_17338 { - [] rdf:value 5; :attack (2 7 1 6 8). -} - -_:bng_17339 { - (1 6 8) list:firstRest (1 (6 8)). - (1 2) math:sum 3. -} - -_:bng_17340 { - (3 2) :attack3 (1 6 8). -} - -_:bng_17341 { - (7 1 6 8) list:firstRest (7 (1 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 6 8). -} - -_:bng_17342 { - (3 1) :attack3 (7 1 6 8). -} - -_:bng_17343 { - [] rdf:value 3; :attack (7 1 6 8). -} - -_:bng_17344 { - (6 8) list:firstRest (6 (8)). - (3 1) math:sum 4 . - (4 4) :attack3 (8). -} - -_:bng_17345 { - (4 3) :attack3 (6 8). -} - -_:bng_17346 { - (1 6 8) list:firstRest (1 (6 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8). -} - -_:bng_17347 { - (4 2) :attack3 (1 6 8). -} - -_:bng_17348 { - (7 1 6 8) list:firstRest (7 (1 6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (1 6 8). -} - -_:bng_17349 { - (4 1) :attack3 (7 1 6 8). -} - -_:bng_17350 { - [] rdf:value 4; :attack (7 1 6 8). -} - -_:bng_17351 { - (7 1 6 8) list:firstRest (7 (1 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 6 8). -} - -_:bng_17352 { - (2 2) :attack3 (7 1 6 8). -} - -_:bng_17353 { - (5 7 1 6 8) list:firstRest (5 (7 1 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 1 6 8). -} - -_:bng_17354 { - (2 1) :attack3 (5 7 1 6 8). -} - -_:bng_17355 { - [] rdf:value 2; :attack (5 7 1 6 8). -} - -_:bng_17356 { - (6 8) list:firstRest (6 (8)). - (4 1) math:sum 5 . - (3 5) :attack3 (8). -} - -_:bng_17357 { - (3 4) :attack3 (6 8). -} - -_:bng_17358 { - (1 6 8) list:firstRest (1 (6 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8). -} - -_:bng_17359 { - (3 3) :attack3 (1 6 8). -} - -_:bng_17360 { - (7 1 6 8) list:firstRest (7 (1 6 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (1 6 8). -} - -_:bng_17361 { - (3 2) :attack3 (7 1 6 8). -} - -_:bng_17362 { - (5 7 1 6 8) list:firstRest (5 (7 1 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 1 6 8). -} - -_:bng_17363 { - (3 1) :attack3 (5 7 1 6 8). -} - -_:bng_17364 { - [] rdf:value 3; :attack (5 7 1 6 8). -} - -_:bng_17365 { - (5 7 1 6 8) list:firstRest (5 (7 1 6 8)). - (5 1) math:difference 4. -} - -_:bng_17366 { - (4 1) :attack3 (5 7 1 6 8). -} - -_:bng_17367 { - [] rdf:value 4; :attack (5 7 1 6 8). -} - -_:bng_17368 { - (2 6 8) list:firstRest (2 (6 8)). - (2 1) math:difference 1. -} - -_:bng_17369 { - (1 1) :attack3 (2 6 8). -} - -_:bng_17370 { - [] rdf:value 1; :attack (2 6 8). -} - -_:bng_17371 { - (2 6 8) list:firstRest (2 (6 8)). - (2 1) math:sum 3. -} - -_:bng_17372 { - (3 1) :attack3 (2 6 8). -} - -_:bng_17373 { - [] rdf:value 3; :attack (2 6 8). -} - -_:bng_17374 { - (2 6 8) list:firstRest (2 (6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (6 8). -} - -_:bng_17375 { - (4 1) :attack3 (2 6 8). -} - -_:bng_17376 { - [] rdf:value 4; :attack (2 6 8). -} - -_:bng_17377 { - (2 6 8) list:firstRest (2 (6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8). -} - -_:bng_17378 { - (5 1) :attack3 (2 6 8). -} - -_:bng_17379 { - [] rdf:value 5; :attack (2 6 8). -} - -_:bng_17380 { - (2 6 8) list:firstRest (2 (6 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8). -} - -_:bng_17381 { - (3 3) :attack3 (2 6 8). -} - -_:bng_17382 { - (7 2 6 8) list:firstRest (7 (2 6 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (2 6 8). -} - -_:bng_17383 { - (3 2) :attack3 (7 2 6 8). -} - -_:bng_17384 { - (1 7 2 6 8) list:firstRest (1 (7 2 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 2 6 8). -} - -_:bng_17385 { - (3 1) :attack3 (1 7 2 6 8). -} - -_:bng_17386 { - [] rdf:value 3; :attack (1 7 2 6 8). -} - -_:bng_17387 { - (4 1 7 2 6 8) list:firstRest (4 (1 7 2 6 8)). - (4 1) math:difference 3. -} - -_:bng_17388 { - (3 1) :attack3 (4 1 7 2 6 8). -} - -_:bng_17389 { - [] rdf:value 3; :attack (4 1 7 2 6 8). -} - -_:bng_17390 { - (4 1 7 2 6 8) list:firstRest (4 (1 7 2 6 8)). - (4 1) math:sum 5. -} - -_:bng_17391 { - (5 1) :attack3 (4 1 7 2 6 8). -} - -_:bng_17392 { - [] rdf:value 5; :attack (4 1 7 2 6 8). -} - -_:bng_17393 { - (7 2 6 8) list:firstRest (7 (2 6 8)). - (7 2) math:difference 5. -} - -_:bng_17394 { - (5 2) :attack3 (7 2 6 8). -} - -_:bng_17395 { - (1 7 2 6 8) list:firstRest (1 (7 2 6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 2 6 8). -} - -_:bng_17396 { - (5 1) :attack3 (1 7 2 6 8). -} - -_:bng_17397 { - [] rdf:value 5; :attack (1 7 2 6 8). -} - -_:bng_17398 { - (6 8) list:firstRest (6 (8)). - (6 3) math:difference 3. -} - -_:bng_17399 { - (3 3) :attack3 (6 8). -} - -_:bng_17400 { - (2 6 8) list:firstRest (2 (6 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8). -} - -_:bng_17401 { - (3 2) :attack3 (2 6 8). -} - -_:bng_17402 { - (7 2 6 8) list:firstRest (7 (2 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 6 8). -} - -_:bng_17403 { - (3 1) :attack3 (7 2 6 8). -} - -_:bng_17404 { - [] rdf:value 3; :attack (7 2 6 8). -} - -_:bng_17405 { - (2 6 8) list:firstRest (2 (6 8)). - (2 2) math:sum 4. -} - -_:bng_17406 { - (4 2) :attack3 (2 6 8). -} - -_:bng_17407 { - (7 2 6 8) list:firstRest (7 (2 6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (2 6 8). -} - -_:bng_17408 { - (4 1) :attack3 (7 2 6 8). -} - -_:bng_17409 { - [] rdf:value 4; :attack (7 2 6 8). -} - -_:bng_17410 { - (5 7 2 6 8) list:firstRest (5 (7 2 6 8)). - (5 2) math:difference 3. -} - -_:bng_17411 { - (3 2) :attack3 (5 7 2 6 8). -} - -_:bng_17412 { - (1 5 7 2 6 8) list:firstRest (1 (5 7 2 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (5 7 2 6 8). -} - -_:bng_17413 { - (3 1) :attack3 (1 5 7 2 6 8). -} - -_:bng_17414 { - [] rdf:value 3; :attack (1 5 7 2 6 8). -} - -_:bng_17415 { - (7 2 6 8) list:firstRest (7 (2 6 8)). - (7 3) math:difference 4. -} - -_:bng_17416 { - (4 3) :attack3 (7 2 6 8). -} - -_:bng_17417 { - (5 7 2 6 8) list:firstRest (5 (7 2 6 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (7 2 6 8). -} - -_:bng_17418 { - (4 2) :attack3 (5 7 2 6 8). -} - -_:bng_17419 { - (1 5 7 2 6 8) list:firstRest (1 (5 7 2 6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (5 7 2 6 8). -} - -_:bng_17420 { - (4 1) :attack3 (1 5 7 2 6 8). -} - -_:bng_17421 { - [] rdf:value 4; :attack (1 5 7 2 6 8). -} - -_:bng_17422 { - (5 7 2 6 8) list:firstRest (5 (7 2 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 2 6 8). -} - -_:bng_17423 { - (3 1) :attack3 (5 7 2 6 8). -} - -_:bng_17424 { - [] rdf:value 3; :attack (5 7 2 6 8). -} - -_:bng_17425 { - (5 7 2 6 8) list:firstRest (5 (7 2 6 8)). - (5 1) math:difference 4. -} - -_:bng_17426 { - (4 1) :attack3 (5 7 2 6 8). -} - -_:bng_17427 { - [] rdf:value 4; :attack (5 7 2 6 8). -} - -_:bng_17428 { - (1 3 6 8) list:firstRest (1 (3 6 8)). - (1 1) math:sum 2. -} - -_:bng_17429 { - (2 1) :attack3 (1 3 6 8). -} - -_:bng_17430 { - [] rdf:value 2; :attack (1 3 6 8). -} - -_:bng_17431 { - (3 6 8) list:firstRest (3 (6 8)). - (2 1) math:sum 3 . - (4 3) :attack3 (6 8). -} - -_:bng_17432 { - (4 2) :attack3 (3 6 8). -} - -_:bng_17433 { - (1 3 6 8) list:firstRest (1 (3 6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8). -} - -_:bng_17434 { - (4 1) :attack3 (1 3 6 8). -} - -_:bng_17435 { - [] rdf:value 4; :attack (1 3 6 8). -} - -_:bng_17436 { - (3 6 8) list:firstRest (3 (6 8)). - (3 2) math:sum 5. -} - -_:bng_17437 { - (5 2) :attack3 (3 6 8). -} - -_:bng_17438 { - (1 3 6 8) list:firstRest (1 (3 6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 8). -} - -_:bng_17439 { - (5 1) :attack3 (1 3 6 8). -} - -_:bng_17440 { - [] rdf:value 5; :attack (1 3 6 8). -} - -_:bng_17441 { - (3 6 8) list:firstRest (3 (6 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 8). -} - -_:bng_17442 { - (2 3) :attack3 (3 6 8). -} - -_:bng_17443 { - (1 3 6 8) list:firstRest (1 (3 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (3 6 8). -} - -_:bng_17444 { - (2 2) :attack3 (1 3 6 8). -} - -_:bng_17445 { - (7 1 3 6 8) list:firstRest (7 (1 3 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 3 6 8). -} - -_:bng_17446 { - (2 1) :attack3 (7 1 3 6 8). -} - -_:bng_17447 { - [] rdf:value 2; :attack (7 1 3 6 8). -} - -_:bng_17448 { - (3 6 8) list:firstRest (3 (6 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (6 8). -} - -_:bng_17449 { - (2 4) :attack3 (3 6 8). -} - -_:bng_17450 { - (1 3 6 8) list:firstRest (1 (3 6 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (3 6 8). -} - -_:bng_17451 { - (2 3) :attack3 (1 3 6 8). -} - -_:bng_17452 { - (7 1 3 6 8) list:firstRest (7 (1 3 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 3 6 8). -} - -_:bng_17453 { - (2 2) :attack3 (7 1 3 6 8). -} - -_:bng_17454 { - (4 7 1 3 6 8) list:firstRest (4 (7 1 3 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 1 3 6 8). -} - -_:bng_17455 { - (2 1) :attack3 (4 7 1 3 6 8). -} - -_:bng_17456 { - [] rdf:value 2; :attack (4 7 1 3 6 8). -} - -_:bng_17457 { - (4 7 1 3 6 8) list:firstRest (4 (7 1 3 6 8)). - (4 1) math:sum 5. -} - -_:bng_17458 { - (5 1) :attack3 (4 7 1 3 6 8). -} - -_:bng_17459 { - [] rdf:value 5; :attack (4 7 1 3 6 8). -} - -_:bng_17460 { - (5 7 1 3 6 8) list:firstRest (5 (7 1 3 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 1 3 6 8). -} - -_:bng_17461 { - (2 1) :attack3 (5 7 1 3 6 8). -} - -_:bng_17462 { - [] rdf:value 2; :attack (5 7 1 3 6 8). -} - -_:bng_17463 { - (5 7 1 3 6 8) list:firstRest (5 (7 1 3 6 8)). - (5 1) math:difference 4. -} - -_:bng_17464 { - (4 1) :attack3 (5 7 1 3 6 8). -} - -_:bng_17465 { - [] rdf:value 4; :attack (5 7 1 3 6 8). -} - -_:bng_17466 { - (3 6 8) list:firstRest (3 (6 8)). - (3 1) math:difference 2. -} - -_:bng_17467 { - (2 1) :attack3 (3 6 8). -} - -_:bng_17468 { - [] rdf:value 2; :attack (3 6 8). -} - -_:bng_17469 { - (3 6 8) list:firstRest (3 (6 8)). - (3 1) math:sum 4. -} - -_:bng_17470 { - (4 1) :attack3 (3 6 8). -} - -_:bng_17471 { - [] rdf:value 4; :attack (3 6 8). -} - -_:bng_17472 { - (3 6 8) list:firstRest (3 (6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (6 8). -} - -_:bng_17473 { - (5 1) :attack3 (3 6 8). -} - -_:bng_17474 { - [] rdf:value 5; :attack (3 6 8). -} - -_:bng_17475 { - (3 6 8) list:firstRest (3 (6 8)). - (3 2) math:difference 1. -} - -_:bng_17476 { - (1 2) :attack3 (3 6 8). -} - -_:bng_17477 { - (7 3 6 8) list:firstRest (7 (3 6 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (3 6 8). -} - -_:bng_17478 { - (1 1) :attack3 (7 3 6 8). -} - -_:bng_17479 { - [] rdf:value 1; :attack (7 3 6 8). -} - -_:bng_17480 { - (2 7 3 6 8) list:firstRest (2 (7 3 6 8)). - (2 1) math:difference 1. -} - -_:bng_17481 { - (1 1) :attack3 (2 7 3 6 8). -} - -_:bng_17482 { - [] rdf:value 1; :attack (2 7 3 6 8). -} - -_:bng_17483 { - (6 8) list:firstRest (6 (8)). - (6 5) math:difference 1. -} - -_:bng_17484 { - (1 5) :attack3 (6 8). -} - -_:bng_17485 { - (3 6 8) list:firstRest (3 (6 8)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 8). -} - -_:bng_17486 { - (1 4) :attack3 (3 6 8). -} - -_:bng_17487 { - (7 3 6 8) list:firstRest (7 (3 6 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (3 6 8). -} - -_:bng_17488 { - (1 3) :attack3 (7 3 6 8). -} - -_:bng_17489 { - (2 7 3 6 8) list:firstRest (2 (7 3 6 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 3 6 8). -} - -_:bng_17490 { - (1 2) :attack3 (2 7 3 6 8). -} - -_:bng_17491 { - (4 2 7 3 6 8) list:firstRest (4 (2 7 3 6 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 7 3 6 8). -} - -_:bng_17492 { - (1 1) :attack3 (4 2 7 3 6 8). -} - -_:bng_17493 { - [] rdf:value 1; :attack (4 2 7 3 6 8). -} - -_:bng_17494 { - (4 2 7 3 6 8) list:firstRest (4 (2 7 3 6 8)). - (4 1) math:sum 5. -} - -_:bng_17495 { - (5 1) :attack3 (4 2 7 3 6 8). -} - -_:bng_17496 { - [] rdf:value 5; :attack (4 2 7 3 6 8). -} - -_:bng_17497 { - (7 3 6 8) list:firstRest (7 (3 6 8)). - (7 2) math:difference 5. -} - -_:bng_17498 { - (5 2) :attack3 (7 3 6 8). -} - -_:bng_17499 { - (2 7 3 6 8) list:firstRest (2 (7 3 6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 3 6 8). -} - -_:bng_17500 { - (5 1) :attack3 (2 7 3 6 8). -} - -_:bng_17501 { - [] rdf:value 5; :attack (2 7 3 6 8). -} - -_:bng_17502 { - (7 3 6 8) list:firstRest (7 (3 6 8)). - (1 1) math:sum 2 . - (4 2) :attack3 (3 6 8). -} - -_:bng_17503 { - (4 1) :attack3 (7 3 6 8). -} - -_:bng_17504 { - [] rdf:value 4; :attack (7 3 6 8). -} - -_:bng_17505 { - (7 3 6 8) list:firstRest (7 (3 6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (3 6 8). -} - -_:bng_17506 { - (5 1) :attack3 (7 3 6 8). -} - -_:bng_17507 { - [] rdf:value 5; :attack (7 3 6 8). -} - -_:bng_17508 { - (1 4 6 8) list:firstRest (1 (4 6 8)). - (1 1) math:sum 2. -} - -_:bng_17509 { - (2 1) :attack3 (1 4 6 8). -} - -_:bng_17510 { - [] rdf:value 2; :attack (1 4 6 8). -} - -_:bng_17511 { - (4 6 8) list:firstRest (4 (6 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (6 8). -} - -_:bng_17512 { - (3 2) :attack3 (4 6 8). -} - -_:bng_17513 { - (1 4 6 8) list:firstRest (1 (4 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8). -} - -_:bng_17514 { - (3 1) :attack3 (1 4 6 8). -} - -_:bng_17515 { - [] rdf:value 3; :attack (1 4 6 8). -} - -_:bng_17516 { - (4 6 8) list:firstRest (4 (6 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (6 8). -} - -_:bng_17517 { - (2 3) :attack3 (4 6 8). -} - -_:bng_17518 { - (1 4 6 8) list:firstRest (1 (4 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6 8). -} - -_:bng_17519 { - (2 2) :attack3 (1 4 6 8). -} - -_:bng_17520 { - (5 1 4 6 8) list:firstRest (5 (1 4 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6 8). -} - -_:bng_17521 { - (2 1) :attack3 (5 1 4 6 8). -} - -_:bng_17522 { - [] rdf:value 2; :attack (5 1 4 6 8). -} - -_:bng_17523 { - (1 4 6 8) list:firstRest (1 (4 6 8)). - (1 2) math:sum 3. -} - -_:bng_17524 { - (3 2) :attack3 (1 4 6 8). -} - -_:bng_17525 { - (5 1 4 6 8) list:firstRest (5 (1 4 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 6 8). -} - -_:bng_17526 { - (3 1) :attack3 (5 1 4 6 8). -} - -_:bng_17527 { - [] rdf:value 3; :attack (5 1 4 6 8). -} - -_:bng_17528 { - (4 6 8) list:firstRest (4 (6 8)). - (4 3) math:sum 7. -} - -_:bng_17529 { - (7 3) :attack3 (4 6 8). -} - -_:bng_17530 { - (1 4 6 8) list:firstRest (1 (4 6 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6 8). -} - -_:bng_17531 { - (7 2) :attack3 (1 4 6 8). -} - -_:bng_17532 { - (5 1 4 6 8) list:firstRest (5 (1 4 6 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (1 4 6 8). -} - -_:bng_17533 { - (7 1) :attack3 (5 1 4 6 8). -} - -_:bng_17534 { - [] rdf:value 7; :attack (5 1 4 6 8). -} - -_:bng_17535 { - (7 1 4 6 8) list:firstRest (7 (1 4 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (1 4 6 8). -} - -_:bng_17536 { - (2 1) :attack3 (7 1 4 6 8). -} - -_:bng_17537 { - [] rdf:value 2; :attack (7 1 4 6 8). -} - -_:bng_17538 { - (7 1 4 6 8) list:firstRest (7 (1 4 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (1 4 6 8). -} - -_:bng_17539 { - (3 1) :attack3 (7 1 4 6 8). -} - -_:bng_17540 { - [] rdf:value 3; :attack (7 1 4 6 8). -} - -_:bng_17541 { - (4 6 8) list:firstRest (4 (6 8)). - (4 1) math:sum 5 . - (2 5) :attack3 (6 8). -} - -_:bng_17542 { - (2 4) :attack3 (4 6 8). -} - -_:bng_17543 { - (1 4 6 8) list:firstRest (1 (4 6 8)). - (3 1) math:sum 4 . - (2 4) :attack3 (4 6 8). -} - -_:bng_17544 { - (2 3) :attack3 (1 4 6 8). -} - -_:bng_17545 { - (7 1 4 6 8) list:firstRest (7 (1 4 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (1 4 6 8). -} - -_:bng_17546 { - (2 2) :attack3 (7 1 4 6 8). -} - -_:bng_17547 { - (5 7 1 4 6 8) list:firstRest (5 (7 1 4 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 1 4 6 8). -} - -_:bng_17548 { - (2 1) :attack3 (5 7 1 4 6 8). -} - -_:bng_17549 { - [] rdf:value 2; :attack (5 7 1 4 6 8). -} - -_:bng_17550 { - (3 5 7 1 4 6 8) list:firstRest (3 (5 7 1 4 6 8)). - (3 1) math:difference 2. -} - -_:bng_17551 { - (2 1) :attack3 (3 5 7 1 4 6 8). -} - -_:bng_17552 { - [] rdf:value 2; :attack (3 5 7 1 4 6 8). -} - -_:bng_17553 { - (2 4 6 8) list:firstRest (2 (4 6 8)). - (2 1) math:difference 1. -} - -_:bng_17554 { - (1 1) :attack3 (2 4 6 8). -} - -_:bng_17555 { - [] rdf:value 1; :attack (2 4 6 8). -} - -_:bng_17556 { - (2 4 6 8) list:firstRest (2 (4 6 8)). - (2 1) math:sum 3. -} - -_:bng_17557 { - (3 1) :attack3 (2 4 6 8). -} - -_:bng_17558 { - [] rdf:value 3; :attack (2 4 6 8). -} - -_:bng_17559 { - (4 6 8) list:firstRest (4 (6 8)). - (4 3) math:difference 1. -} - -_:bng_17560 { - (1 3) :attack3 (4 6 8). -} - -_:bng_17561 { - (2 4 6 8) list:firstRest (2 (4 6 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 8). -} - -_:bng_17562 { - (1 2) :attack3 (2 4 6 8). -} - -_:bng_17563 { - (5 2 4 6 8) list:firstRest (5 (2 4 6 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 8). -} - -_:bng_17564 { - (1 1) :attack3 (5 2 4 6 8). -} - -_:bng_17565 { - [] rdf:value 1; :attack (5 2 4 6 8). -} - -_:bng_17566 { - (4 6 8) list:firstRest (4 (6 8)). - (3 1) math:sum 4 . - (3 4) :attack3 (6 8). -} - -_:bng_17567 { - (3 3) :attack3 (4 6 8). -} - -_:bng_17568 { - (2 4 6 8) list:firstRest (2 (4 6 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 6 8). -} - -_:bng_17569 { - (3 2) :attack3 (2 4 6 8). -} - -_:bng_17570 { - (5 2 4 6 8) list:firstRest (5 (2 4 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 6 8). -} - -_:bng_17571 { - (3 1) :attack3 (5 2 4 6 8). -} - -_:bng_17572 { - [] rdf:value 3; :attack (5 2 4 6 8). -} - -_:bng_17573 { - (2 4 6 8) list:firstRest (2 (4 6 8)). - (2 1) math:sum 3 . - (7 3) :attack3 (4 6 8). -} - -_:bng_17574 { - (7 2) :attack3 (2 4 6 8). -} - -_:bng_17575 { - (5 2 4 6 8) list:firstRest (5 (2 4 6 8)). - (1 1) math:sum 2 . - (7 2) :attack3 (2 4 6 8). -} - -_:bng_17576 { - (7 1) :attack3 (5 2 4 6 8). -} - -_:bng_17577 { - [] rdf:value 7; :attack (5 2 4 6 8). -} - -_:bng_17578 { - (7 2 4 6 8) list:firstRest (7 (2 4 6 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (2 4 6 8). -} - -_:bng_17579 { - (1 1) :attack3 (7 2 4 6 8). -} - -_:bng_17580 { - [] rdf:value 1; :attack (7 2 4 6 8). -} - -_:bng_17581 { - (7 2 4 6 8) list:firstRest (7 (2 4 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (2 4 6 8). -} - -_:bng_17582 { - (3 1) :attack3 (7 2 4 6 8). -} - -_:bng_17583 { - [] rdf:value 3; :attack (7 2 4 6 8). -} - -_:bng_17584 { - (4 6 8) list:firstRest (4 (6 8)). - (4 1) math:sum 5 . - (1 5) :attack3 (6 8). -} - -_:bng_17585 { - (1 4) :attack3 (4 6 8). -} - -_:bng_17586 { - (2 4 6 8) list:firstRest (2 (4 6 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (4 6 8). -} - -_:bng_17587 { - (1 3) :attack3 (2 4 6 8). -} - -_:bng_17588 { - (7 2 4 6 8) list:firstRest (7 (2 4 6 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (2 4 6 8). -} - -_:bng_17589 { - (1 2) :attack3 (7 2 4 6 8). -} - -_:bng_17590 { - (5 7 2 4 6 8) list:firstRest (5 (7 2 4 6 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 2 4 6 8). -} - -_:bng_17591 { - (1 1) :attack3 (5 7 2 4 6 8). -} - -_:bng_17592 { - [] rdf:value 1; :attack (5 7 2 4 6 8). -} - -_:bng_17593 { - (6 8) list:firstRest (6 (8)). - (6 1) math:sum 7 . - (1 7) :attack3 (8). -} - -_:bng_17594 { - (1 6) :attack3 (6 8). -} - -_:bng_17595 { - (4 6 8) list:firstRest (4 (6 8)). - (5 1) math:sum 6 . - (1 6) :attack3 (6 8). -} - -_:bng_17596 { - (1 5) :attack3 (4 6 8). -} - -_:bng_17597 { - (2 4 6 8) list:firstRest (2 (4 6 8)). - (4 1) math:sum 5 . - (1 5) :attack3 (4 6 8). -} - -_:bng_17598 { - (1 4) :attack3 (2 4 6 8). -} - -_:bng_17599 { - (7 2 4 6 8) list:firstRest (7 (2 4 6 8)). - (3 1) math:sum 4 . - (1 4) :attack3 (2 4 6 8). -} - -_:bng_17600 { - (1 3) :attack3 (7 2 4 6 8). -} - -_:bng_17601 { - (5 7 2 4 6 8) list:firstRest (5 (7 2 4 6 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (7 2 4 6 8). -} - -_:bng_17602 { - (1 2) :attack3 (5 7 2 4 6 8). -} - -_:bng_17603 { - (3 5 7 2 4 6 8) list:firstRest (3 (5 7 2 4 6 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (5 7 2 4 6 8). -} - -_:bng_17604 { - (1 1) :attack3 (3 5 7 2 4 6 8). -} - -_:bng_17605 { - [] rdf:value 1; :attack (3 5 7 2 4 6 8). -} - -_:bng_17606 { - (4 6 8) list:firstRest (4 (6 8)). - (4 1) math:difference 3. -} - -_:bng_17607 { - (3 1) :attack3 (4 6 8). -} - -_:bng_17608 { - [] rdf:value 3; :attack (4 6 8). -} - -_:bng_17609 { - (4 6 8) list:firstRest (4 (6 8)). - (4 1) math:sum 5. -} - -_:bng_17610 { - (5 1) :attack3 (4 6 8). -} - -_:bng_17611 { - [] rdf:value 5; :attack (4 6 8). -} - -_:bng_17612 { - (1 7 4 6 8) list:firstRest (1 (7 4 6 8)). - (1 1) math:sum 2. -} - -_:bng_17613 { - (2 1) :attack3 (1 7 4 6 8). -} - -_:bng_17614 { - [] rdf:value 2; :attack (1 7 4 6 8). -} - -_:bng_17615 { - (7 4 6 8) list:firstRest (7 (4 6 8)). - (2 1) math:sum 3 . - (3 3) :attack3 (4 6 8). -} - -_:bng_17616 { - (3 2) :attack3 (7 4 6 8). -} - -_:bng_17617 { - (1 7 4 6 8) list:firstRest (1 (7 4 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 6 8). -} - -_:bng_17618 { - (3 1) :attack3 (1 7 4 6 8). -} - -_:bng_17619 { - [] rdf:value 3; :attack (1 7 4 6 8). -} - -_:bng_17620 { - (7 4 6 8) list:firstRest (7 (4 6 8)). - (7 2) math:difference 5. -} - -_:bng_17621 { - (5 2) :attack3 (7 4 6 8). -} - -_:bng_17622 { - (1 7 4 6 8) list:firstRest (1 (7 4 6 8)). - (1 1) math:sum 2 . - (5 2) :attack3 (7 4 6 8). -} - -_:bng_17623 { - (5 1) :attack3 (1 7 4 6 8). -} - -_:bng_17624 { - [] rdf:value 5; :attack (1 7 4 6 8). -} - -_:bng_17625 { - (4 6 8) list:firstRest (4 (6 8)). - (4 2) math:difference 2. -} - -_:bng_17626 { - (2 2) :attack3 (4 6 8). -} - -_:bng_17627 { - (7 4 6 8) list:firstRest (7 (4 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (4 6 8). -} - -_:bng_17628 { - (2 1) :attack3 (7 4 6 8). -} - -_:bng_17629 { - [] rdf:value 2; :attack (7 4 6 8). -} - -_:bng_17630 { - (7 4 6 8) list:firstRest (7 (4 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (4 6 8). -} - -_:bng_17631 { - (3 1) :attack3 (7 4 6 8). -} - -_:bng_17632 { - [] rdf:value 3; :attack (7 4 6 8). -} - -_:bng_17633 { - (7 4 6 8) list:firstRest (7 (4 6 8)). - (2 1) math:sum 3 . - (1 3) :attack3 (4 6 8). -} - -_:bng_17634 { - (1 2) :attack3 (7 4 6 8). -} - -_:bng_17635 { - (5 7 4 6 8) list:firstRest (5 (7 4 6 8)). - (1 1) math:sum 2 . - (1 2) :attack3 (7 4 6 8). -} - -_:bng_17636 { - (1 1) :attack3 (5 7 4 6 8). -} - -_:bng_17637 { - [] rdf:value 1; :attack (5 7 4 6 8). -} - -_:bng_17638 { - (7 4 6 8) list:firstRest (7 (4 6 8)). - (2 1) math:sum 3 . - (2 3) :attack3 (4 6 8). -} - -_:bng_17639 { - (2 2) :attack3 (7 4 6 8). -} - -_:bng_17640 { - (5 7 4 6 8) list:firstRest (5 (7 4 6 8)). - (1 1) math:sum 2 . - (2 2) :attack3 (7 4 6 8). -} - -_:bng_17641 { - (2 1) :attack3 (5 7 4 6 8). -} - -_:bng_17642 { - [] rdf:value 2; :attack (5 7 4 6 8). -} - -_:bng_17643 { - (5 7 4 6 8) list:firstRest (5 (7 4 6 8)). - (1 1) math:sum 2 . - (3 2) :attack3 (7 4 6 8). -} - -_:bng_17644 { - (3 1) :attack3 (5 7 4 6 8). -} - -_:bng_17645 { - [] rdf:value 3; :attack (5 7 4 6 8). -} - -_:bng_17646 { - (6 8) list:firstRest (6 (8)). - (6 1) math:difference 5. -} - -_:bng_17647 { - (5 1) :attack3 (6 8). -} - -_:bng_17648 { - [] rdf:value 5; :attack (6 8). -} - -_:bng_17649 { - (6 8) list:firstRest (6 (8)). - (6 1) math:sum 7. -} - -_:bng_17650 { - (7 1) :attack3 (6 8). -} - -_:bng_17651 { - [] rdf:value 7; :attack (6 8). -} - -_:bng_17652 { - (8) list:firstRest (8 ()). - (8 1) math:difference 7. -} - -_:bng_17653 { - (7 1) :attack3 (8). -} - -_:bng_17654 { - [] rdf:value 7; :attack (8). -} - -_:bng_8_1 { - (var:I var:J) :range var:INs. -} - -_:bng_9_1 { - var:INs list:firstRest (var:I var:Ns). - var:I math:lessThan var:J. - (var:I 1) math:sum var:I1. - (var:I1 var:J) :range var:Ns. -} - -_:bng_12_1 { - (var:X var:N) :attack3 var:YYs. -} - -_:bng_13_1 { - var:YYs list:firstRest (var:Y var:Ys). - (var:Y var:N) math:sum var:X. -} - -_:bng_10_1 { - var:Q :attack var:Qs. -} - -_:bng_11_1 { - (var:Q 1) :attack3 var:Qs. -} - -_:bng_14_1 { - (var:X var:N) :attack3 var:YYs. -} - -_:bng_15_1 { - var:YYs list:firstRest (var:Y var:Ys). - (var:Y var:N) math:difference var:X. -} - -_:bng_16_1 { - (var:X var:N) :attack3 var:YYs. -} - -_:bng_17_1 { - var:YYs list:firstRest (var:Y var:Ys). - (var:N 1) math:sum var:N1. - (var:X var:N1) :attack3 var:Ys. -} - -_:bng_4_1 { - (var:Us var:Ps) :queens3 var:Qs. -} - -_:bng_5_1 { - var:Us list:select (var:Q var:Us1). - (_:bng_6_1 false true) log:ifThenElseIn var:SCOPE. - var:QPs list:firstRest (var:Q var:Ps). - (var:Us1 var:QPs) :queens3 var:Qs. -} - -_:bng_17655 { - [] rdf:value 4; :attack (2 7 3 6 8 5 1). -} - -_:bng_17656 { - [] rdf:value 2; :attack (7 3 6 8 5 1). -} - -_:bng_17657 { - [] rdf:value 7; :attack (3 6 8 5 1). -} - -_:bng_17658 { - [] rdf:value 3; :attack (6 8 5 1). -} - -_:bng_17659 { - [] rdf:value 6; :attack (8 5 1). -} - -_:bng_17660 { - [] rdf:value 8; :attack (5 1). -} - -_:bng_17661 { - [] rdf:value 5; :attack (1). -} - -_:bng_17662 { - [] rdf:value 1; :attack (). -} - -_:bng_1_1 { - var:N :queens var:Qs. -} - -_:bng_2_1 { - (1 var:N) :range var:Us. - (var:Us ()) :queens3 var:Qs. -} - -_:bng_18_1 { - [] rdf:value 8; :queens var:Qs. -} - -_:bng_17663 { - [] rdf:value 5; :attack (2 4 7 3 8 6 1). -} - -_:bng_17664 { - [] rdf:value 2; :attack (4 7 3 8 6 1). -} - -_:bng_17665 { - [] rdf:value 4; :attack (7 3 8 6 1). -} - -_:bng_17666 { - [] rdf:value 7; :attack (3 8 6 1). -} - -_:bng_17667 { - [] rdf:value 3; :attack (8 6 1). -} - -_:bng_17668 { - [] rdf:value 8; :attack (6 1). -} - -_:bng_17669 { - [] rdf:value 6; :attack (1). -} - -_:bng_17670 { - [] rdf:value 3; :attack (5 2 8 6 4 7 1). -} - -_:bng_17671 { - [] rdf:value 5; :attack (2 8 6 4 7 1). -} - -_:bng_17672 { - [] rdf:value 2; :attack (8 6 4 7 1). -} - -_:bng_17673 { - [] rdf:value 8; :attack (6 4 7 1). -} - -_:bng_17674 { - [] rdf:value 6; :attack (4 7 1). -} - -_:bng_17675 { - [] rdf:value 4; :attack (7 1). -} - -_:bng_17676 { - [] rdf:value 7; :attack (1). -} - -_:bng_17677 { - [] rdf:value 3; :attack (6 4 2 8 5 7 1). -} - -_:bng_17678 { - [] rdf:value 6; :attack (4 2 8 5 7 1). -} - -_:bng_17679 { - [] rdf:value 4; :attack (2 8 5 7 1). -} - -_:bng_17680 { - [] rdf:value 2; :attack (8 5 7 1). -} - -_:bng_17681 { - [] rdf:value 8; :attack (5 7 1). -} - -_:bng_17682 { - [] rdf:value 5; :attack (7 1). -} - -_:bng_17683 { - [] rdf:value 5; :attack (7 1 3 8 6 4 2). -} - -_:bng_17684 { - [] rdf:value 7; :attack (1 3 8 6 4 2). -} - -_:bng_17685 { - [] rdf:value 1; :attack (3 8 6 4 2). -} - -_:bng_17686 { - [] rdf:value 3; :attack (8 6 4 2). -} - -_:bng_17687 { - [] rdf:value 8; :attack (6 4 2). -} - -_:bng_17688 { - [] rdf:value 6; :attack (4 2). -} - -_:bng_17689 { - [] rdf:value 4; :attack (2). -} - -_:bng_17690 { - [] rdf:value 2; :attack (). -} - -_:bng_17691 { - [] rdf:value 4; :attack (6 8 3 1 7 5 2). -} - -_:bng_17692 { - [] rdf:value 6; :attack (8 3 1 7 5 2). -} - -_:bng_17693 { - [] rdf:value 8; :attack (3 1 7 5 2). -} - -_:bng_17694 { - [] rdf:value 3; :attack (1 7 5 2). -} - -_:bng_17695 { - [] rdf:value 1; :attack (7 5 2). -} - -_:bng_17696 { - [] rdf:value 7; :attack (5 2). -} - -_:bng_17697 { - [] rdf:value 5; :attack (2). -} - -_:bng_17698 { - [] rdf:value 3; :attack (6 8 1 4 7 5 2). -} - -_:bng_17699 { - [] rdf:value 6; :attack (8 1 4 7 5 2). -} - -_:bng_17700 { - [] rdf:value 8; :attack (1 4 7 5 2). -} - -_:bng_17701 { - [] rdf:value 1; :attack (4 7 5 2). -} - -_:bng_17702 { - [] rdf:value 4; :attack (7 5 2). -} - -_:bng_17703 { - [] rdf:value 5; :attack (3 8 4 7 1 6 2). -} - -_:bng_17704 { - [] rdf:value 3; :attack (8 4 7 1 6 2). -} - -_:bng_17705 { - [] rdf:value 8; :attack (4 7 1 6 2). -} - -_:bng_17706 { - [] rdf:value 4; :attack (7 1 6 2). -} - -_:bng_17707 { - [] rdf:value 7; :attack (1 6 2). -} - -_:bng_17708 { - [] rdf:value 1; :attack (6 2). -} - -_:bng_17709 { - [] rdf:value 6; :attack (2). -} - -_:bng_17710 { - [] rdf:value 5; :attack (7 4 1 3 8 6 2). -} - -_:bng_17711 { - [] rdf:value 7; :attack (4 1 3 8 6 2). -} - -_:bng_17712 { - [] rdf:value 4; :attack (1 3 8 6 2). -} - -_:bng_17713 { - [] rdf:value 1; :attack (3 8 6 2). -} - -_:bng_17714 { - [] rdf:value 3; :attack (8 6 2). -} - -_:bng_17715 { - [] rdf:value 8; :attack (6 2). -} - -_:bng_17716 { - [] rdf:value 4; :attack (1 5 8 6 3 7 2). -} - -_:bng_17717 { - [] rdf:value 1; :attack (5 8 6 3 7 2). -} - -_:bng_17718 { - [] rdf:value 5; :attack (8 6 3 7 2). -} - -_:bng_17719 { - [] rdf:value 8; :attack (6 3 7 2). -} - -_:bng_17720 { - [] rdf:value 6; :attack (3 7 2). -} - -_:bng_17721 { - [] rdf:value 3; :attack (7 2). -} - -_:bng_17722 { - [] rdf:value 7; :attack (2). -} - -_:bng_17723 { - [] rdf:value 3; :attack (6 4 1 8 5 7 2). -} - -_:bng_17724 { - [] rdf:value 6; :attack (4 1 8 5 7 2). -} - -_:bng_17725 { - [] rdf:value 4; :attack (1 8 5 7 2). -} - -_:bng_17726 { - [] rdf:value 1; :attack (8 5 7 2). -} - -_:bng_17727 { - [] rdf:value 8; :attack (5 7 2). -} - -_:bng_17728 { - [] rdf:value 5; :attack (7 2). -} - -_:bng_17729 { - [] rdf:value 4; :attack (7 5 3 1 6 8 2). -} - -_:bng_17730 { - [] rdf:value 7; :attack (5 3 1 6 8 2). -} - -_:bng_17731 { - [] rdf:value 5; :attack (3 1 6 8 2). -} - -_:bng_17732 { - [] rdf:value 3; :attack (1 6 8 2). -} - -_:bng_17733 { - [] rdf:value 1; :attack (6 8 2). -} - -_:bng_17734 { - [] rdf:value 6; :attack (8 2). -} - -_:bng_17735 { - [] rdf:value 8; :attack (2). -} - -_:bng_17736 { - [] rdf:value 6; :attack (4 2 8 5 7 1 3). -} - -_:bng_17737 { - [] rdf:value 4; :attack (2 8 5 7 1 3). -} - -_:bng_17738 { - [] rdf:value 2; :attack (8 5 7 1 3). -} - -_:bng_17739 { - [] rdf:value 8; :attack (5 7 1 3). -} - -_:bng_17740 { - [] rdf:value 5; :attack (7 1 3). -} - -_:bng_17741 { - [] rdf:value 7; :attack (1 3). -} - -_:bng_17742 { - [] rdf:value 1; :attack (3). -} - -_:bng_17743 { - [] rdf:value 3; :attack (). -} - -_:bng_17744 { - [] rdf:value 6; :attack (4 7 1 8 2 5 3). -} - -_:bng_17745 { - [] rdf:value 4; :attack (7 1 8 2 5 3). -} - -_:bng_17746 { - [] rdf:value 7; :attack (1 8 2 5 3). -} - -_:bng_17747 { - [] rdf:value 1; :attack (8 2 5 3). -} - -_:bng_17748 { - [] rdf:value 8; :attack (2 5 3). -} - -_:bng_17749 { - [] rdf:value 2; :attack (5 3). -} - -_:bng_17750 { - [] rdf:value 5; :attack (3). -} - -_:bng_17751 { - [] rdf:value 1; :attack (7 4 6 8 2 5 3). -} - -_:bng_17752 { - [] rdf:value 7; :attack (4 6 8 2 5 3). -} - -_:bng_17753 { - [] rdf:value 4; :attack (6 8 2 5 3). -} - -_:bng_17754 { - [] rdf:value 6; :attack (8 2 5 3). -} - -_:bng_17755 { - [] rdf:value 6; :attack (8 2 4 1 7 5 3). -} - -_:bng_17756 { - [] rdf:value 8; :attack (2 4 1 7 5 3). -} - -_:bng_17757 { - [] rdf:value 2; :attack (4 1 7 5 3). -} - -_:bng_17758 { - [] rdf:value 4; :attack (1 7 5 3). -} - -_:bng_17759 { - [] rdf:value 1; :attack (7 5 3). -} - -_:bng_17760 { - [] rdf:value 7; :attack (5 3). -} - -_:bng_17761 { - [] rdf:value 6; :attack (2 7 1 4 8 5 3). -} - -_:bng_17762 { - [] rdf:value 2; :attack (7 1 4 8 5 3). -} - -_:bng_17763 { - [] rdf:value 7; :attack (1 4 8 5 3). -} - -_:bng_17764 { - [] rdf:value 1; :attack (4 8 5 3). -} - -_:bng_17765 { - [] rdf:value 4; :attack (8 5 3). -} - -_:bng_17766 { - [] rdf:value 8; :attack (5 3). -} - -_:bng_17767 { - [] rdf:value 4; :attack (7 1 8 5 2 6 3). -} - -_:bng_17768 { - [] rdf:value 7; :attack (1 8 5 2 6 3). -} - -_:bng_17769 { - [] rdf:value 1; :attack (8 5 2 6 3). -} - -_:bng_17770 { - [] rdf:value 8; :attack (5 2 6 3). -} - -_:bng_17771 { - [] rdf:value 5; :attack (2 6 3). -} - -_:bng_17772 { - [] rdf:value 2; :attack (6 3). -} - -_:bng_17773 { - [] rdf:value 6; :attack (3). -} - -_:bng_17774 { - [] rdf:value 5; :attack (8 4 1 7 2 6 3). -} - -_:bng_17775 { - [] rdf:value 8; :attack (4 1 7 2 6 3). -} - -_:bng_17776 { - [] rdf:value 4; :attack (1 7 2 6 3). -} - -_:bng_17777 { - [] rdf:value 1; :attack (7 2 6 3). -} - -_:bng_17778 { - [] rdf:value 7; :attack (2 6 3). -} - -_:bng_17779 { - [] rdf:value 4; :attack (8 1 5 7 2 6 3). -} - -_:bng_17780 { - [] rdf:value 8; :attack (1 5 7 2 6 3). -} - -_:bng_17781 { - [] rdf:value 1; :attack (5 7 2 6 3). -} - -_:bng_17782 { - [] rdf:value 5; :attack (7 2 6 3). -} - -_:bng_17783 { - [] rdf:value 2; :attack (7 5 8 1 4 6 3). -} - -_:bng_17784 { - [] rdf:value 7; :attack (5 8 1 4 6 3). -} - -_:bng_17785 { - [] rdf:value 5; :attack (8 1 4 6 3). -} - -_:bng_17786 { - [] rdf:value 8; :attack (1 4 6 3). -} - -_:bng_17787 { - [] rdf:value 1; :attack (4 6 3). -} - -_:bng_17788 { - [] rdf:value 4; :attack (6 3). -} - -_:bng_17789 { - [] rdf:value 1; :attack (7 5 8 2 4 6 3). -} - -_:bng_17790 { - [] rdf:value 7; :attack (5 8 2 4 6 3). -} - -_:bng_17791 { - [] rdf:value 5; :attack (8 2 4 6 3). -} - -_:bng_17792 { - [] rdf:value 8; :attack (2 4 6 3). -} - -_:bng_17793 { - [] rdf:value 2; :attack (4 6 3). -} - -_:bng_17794 { - [] rdf:value 2; :attack (5 7 4 1 8 6 3). -} - -_:bng_17795 { - [] rdf:value 5; :attack (7 4 1 8 6 3). -} - -_:bng_17796 { - [] rdf:value 7; :attack (4 1 8 6 3). -} - -_:bng_17797 { - [] rdf:value 4; :attack (1 8 6 3). -} - -_:bng_17798 { - [] rdf:value 1; :attack (8 6 3). -} - -_:bng_17799 { - [] rdf:value 8; :attack (6 3). -} - -_:bng_17800 { - [] rdf:value 4; :attack (2 7 5 1 8 6 3). -} - -_:bng_17801 { - [] rdf:value 2; :attack (7 5 1 8 6 3). -} - -_:bng_17802 { - [] rdf:value 7; :attack (5 1 8 6 3). -} - -_:bng_17803 { - [] rdf:value 5; :attack (1 8 6 3). -} - -_:bng_17804 { - [] rdf:value 5; :attack (7 1 4 2 8 6 3). -} - -_:bng_17805 { - [] rdf:value 7; :attack (1 4 2 8 6 3). -} - -_:bng_17806 { - [] rdf:value 1; :attack (4 2 8 6 3). -} - -_:bng_17807 { - [] rdf:value 4; :attack (2 8 6 3). -} - -_:bng_17808 { - [] rdf:value 2; :attack (8 6 3). -} - -_:bng_17809 { - [] rdf:value 6; :attack (4 1 5 8 2 7 3). -} - -_:bng_17810 { - [] rdf:value 4; :attack (1 5 8 2 7 3). -} - -_:bng_17811 { - [] rdf:value 1; :attack (5 8 2 7 3). -} - -_:bng_17812 { - [] rdf:value 5; :attack (8 2 7 3). -} - -_:bng_17813 { - [] rdf:value 8; :attack (2 7 3). -} - -_:bng_17814 { - [] rdf:value 2; :attack (7 3). -} - -_:bng_17815 { - [] rdf:value 7; :attack (3). -} - -_:bng_17816 { - [] rdf:value 5; :attack (1 4 6 8 2 7 3). -} - -_:bng_17817 { - [] rdf:value 1; :attack (4 6 8 2 7 3). -} - -_:bng_17818 { - [] rdf:value 4; :attack (6 8 2 7 3). -} - -_:bng_17819 { - [] rdf:value 6; :attack (8 2 7 3). -} - -_:bng_17820 { - [] rdf:value 5; :attack (2 6 1 7 4 8 3). -} - -_:bng_17821 { - [] rdf:value 2; :attack (6 1 7 4 8 3). -} - -_:bng_17822 { - [] rdf:value 6; :attack (1 7 4 8 3). -} - -_:bng_17823 { - [] rdf:value 1; :attack (7 4 8 3). -} - -_:bng_17824 { - [] rdf:value 7; :attack (4 8 3). -} - -_:bng_17825 { - [] rdf:value 4; :attack (8 3). -} - -_:bng_17826 { - [] rdf:value 8; :attack (3). -} - -_:bng_17827 { - [] rdf:value 6; :attack (3 7 2 8 5 1 4). -} - -_:bng_17828 { - [] rdf:value 3; :attack (7 2 8 5 1 4). -} - -_:bng_17829 { - [] rdf:value 7; :attack (2 8 5 1 4). -} - -_:bng_17830 { - [] rdf:value 2; :attack (8 5 1 4). -} - -_:bng_17831 { - [] rdf:value 8; :attack (5 1 4). -} - -_:bng_17832 { - [] rdf:value 5; :attack (1 4). -} - -_:bng_17833 { - [] rdf:value 1; :attack (4). -} - -_:bng_17834 { - [] rdf:value 4; :attack (). -} - -_:bng_17835 { - [] rdf:value 2; :attack (7 3 6 8 5 1 4). -} - -_:bng_17836 { - [] rdf:value 7; :attack (3 6 8 5 1 4). -} - -_:bng_17837 { - [] rdf:value 3; :attack (6 8 5 1 4). -} - -_:bng_17838 { - [] rdf:value 6; :attack (8 5 1 4). -} - -_:bng_17839 { - [] rdf:value 7; :attack (3 1 6 8 5 2 4). -} - -_:bng_17840 { - [] rdf:value 3; :attack (1 6 8 5 2 4). -} - -_:bng_17841 { - [] rdf:value 1; :attack (6 8 5 2 4). -} - -_:bng_17842 { - [] rdf:value 6; :attack (8 5 2 4). -} - -_:bng_17843 { - [] rdf:value 8; :attack (5 2 4). -} - -_:bng_17844 { - [] rdf:value 5; :attack (2 4). -} - -_:bng_17845 { - [] rdf:value 2; :attack (4). -} - -_:bng_17846 { - [] rdf:value 5; :attack (1 8 6 3 7 2 4). -} - -_:bng_17847 { - [] rdf:value 1; :attack (8 6 3 7 2 4). -} - -_:bng_17848 { - [] rdf:value 8; :attack (6 3 7 2 4). -} - -_:bng_17849 { - [] rdf:value 6; :attack (3 7 2 4). -} - -_:bng_17850 { - [] rdf:value 3; :attack (7 2 4). -} - -_:bng_17851 { - [] rdf:value 7; :attack (2 4). -} - -_:bng_17852 { - [] rdf:value 1; :attack (5 8 6 3 7 2 4). -} - -_:bng_17853 { - [] rdf:value 5; :attack (8 6 3 7 2 4). -} - -_:bng_17854 { - [] rdf:value 3; :attack (6 8 1 5 7 2 4). -} - -_:bng_17855 { - [] rdf:value 6; :attack (8 1 5 7 2 4). -} - -_:bng_17856 { - [] rdf:value 8; :attack (1 5 7 2 4). -} - -_:bng_17857 { - [] rdf:value 1; :attack (5 7 2 4). -} - -_:bng_17858 { - [] rdf:value 5; :attack (7 2 4). -} - -_:bng_17859 { - [] rdf:value 6; :attack (3 1 7 5 8 2 4). -} - -_:bng_17860 { - [] rdf:value 3; :attack (1 7 5 8 2 4). -} - -_:bng_17861 { - [] rdf:value 1; :attack (7 5 8 2 4). -} - -_:bng_17862 { - [] rdf:value 7; :attack (5 8 2 4). -} - -_:bng_17863 { - [] rdf:value 5; :attack (8 2 4). -} - -_:bng_17864 { - [] rdf:value 8; :attack (2 4). -} - -_:bng_17865 { - [] rdf:value 7; :attack (5 3 1 6 8 2 4). -} - -_:bng_17866 { - [] rdf:value 5; :attack (3 1 6 8 2 4). -} - -_:bng_17867 { - [] rdf:value 3; :attack (1 6 8 2 4). -} - -_:bng_17868 { - [] rdf:value 1; :attack (6 8 2 4). -} - -_:bng_17869 { - [] rdf:value 6; :attack (8 2 4). -} - -_:bng_17870 { - [] rdf:value 7; :attack (3 8 2 5 1 6 4). -} - -_:bng_17871 { - [] rdf:value 3; :attack (8 2 5 1 6 4). -} - -_:bng_17872 { - [] rdf:value 8; :attack (2 5 1 6 4). -} - -_:bng_17873 { - [] rdf:value 2; :attack (5 1 6 4). -} - -_:bng_17874 { - [] rdf:value 5; :attack (1 6 4). -} - -_:bng_17875 { - [] rdf:value 1; :attack (6 4). -} - -_:bng_17876 { - [] rdf:value 6; :attack (4). -} - -_:bng_17877 { - [] rdf:value 5; :attack (3 1 7 2 8 6 4). -} - -_:bng_17878 { - [] rdf:value 3; :attack (1 7 2 8 6 4). -} - -_:bng_17879 { - [] rdf:value 1; :attack (7 2 8 6 4). -} - -_:bng_17880 { - [] rdf:value 7; :attack (2 8 6 4). -} - -_:bng_17881 { - [] rdf:value 2; :attack (8 6 4). -} - -_:bng_17882 { - [] rdf:value 8; :attack (6 4). -} - -_:bng_17883 { - [] rdf:value 2; :attack (5 7 1 3 8 6 4). -} - -_:bng_17884 { - [] rdf:value 5; :attack (7 1 3 8 6 4). -} - -_:bng_17885 { - [] rdf:value 7; :attack (1 3 8 6 4). -} - -_:bng_17886 { - [] rdf:value 1; :attack (3 8 6 4). -} - -_:bng_17887 { - [] rdf:value 3; :attack (8 6 4). -} - -_:bng_17888 { - [] rdf:value 3; :attack (6 2 5 8 1 7 4). -} - -_:bng_17889 { - [] rdf:value 6; :attack (2 5 8 1 7 4). -} - -_:bng_17890 { - [] rdf:value 2; :attack (5 8 1 7 4). -} - -_:bng_17891 { - [] rdf:value 5; :attack (8 1 7 4). -} - -_:bng_17892 { - [] rdf:value 8; :attack (1 7 4). -} - -_:bng_17893 { - [] rdf:value 1; :attack (7 4). -} - -_:bng_17894 { - [] rdf:value 7; :attack (4). -} - -_:bng_17895 { - [] rdf:value 6; :attack (1 5 2 8 3 7 4). -} - -_:bng_17896 { - [] rdf:value 1; :attack (5 2 8 3 7 4). -} - -_:bng_17897 { - [] rdf:value 5; :attack (2 8 3 7 4). -} - -_:bng_17898 { - [] rdf:value 2; :attack (8 3 7 4). -} - -_:bng_17899 { - [] rdf:value 8; :attack (3 7 4). -} - -_:bng_17900 { - [] rdf:value 3; :attack (7 4). -} - -_:bng_17901 { - [] rdf:value 8; :attack (3 1 6 2 5 7 4). -} - -_:bng_17902 { - [] rdf:value 3; :attack (1 6 2 5 7 4). -} - -_:bng_17903 { - [] rdf:value 1; :attack (6 2 5 7 4). -} - -_:bng_17904 { - [] rdf:value 6; :attack (2 5 7 4). -} - -_:bng_17905 { - [] rdf:value 2; :attack (5 7 4). -} - -_:bng_17906 { - [] rdf:value 5; :attack (7 4). -} - -_:bng_17907 { - [] rdf:value 2; :attack (8 6 1 3 5 7 4). -} - -_:bng_17908 { - [] rdf:value 8; :attack (6 1 3 5 7 4). -} - -_:bng_17909 { - [] rdf:value 6; :attack (1 3 5 7 4). -} - -_:bng_17910 { - [] rdf:value 1; :attack (3 5 7 4). -} - -_:bng_17911 { - [] rdf:value 3; :attack (5 7 4). -} - -_:bng_17912 { - [] rdf:value 5; :attack (7 2 6 3 1 8 4). -} - -_:bng_17913 { - [] rdf:value 7; :attack (2 6 3 1 8 4). -} - -_:bng_17914 { - [] rdf:value 2; :attack (6 3 1 8 4). -} - -_:bng_17915 { - [] rdf:value 6; :attack (3 1 8 4). -} - -_:bng_17916 { - [] rdf:value 3; :attack (1 8 4). -} - -_:bng_17917 { - [] rdf:value 1; :attack (8 4). -} - -_:bng_17918 { - [] rdf:value 8; :attack (4). -} - -_:bng_17919 { - [] rdf:value 3; :attack (6 2 7 5 1 8 4). -} - -_:bng_17920 { - [] rdf:value 6; :attack (2 7 5 1 8 4). -} - -_:bng_17921 { - [] rdf:value 2; :attack (7 5 1 8 4). -} - -_:bng_17922 { - [] rdf:value 7; :attack (5 1 8 4). -} - -_:bng_17923 { - [] rdf:value 5; :attack (1 8 4). -} - -_:bng_17924 { - [] rdf:value 6; :attack (2 7 1 3 5 8 4). -} - -_:bng_17925 { - [] rdf:value 2; :attack (7 1 3 5 8 4). -} - -_:bng_17926 { - [] rdf:value 7; :attack (1 3 5 8 4). -} - -_:bng_17927 { - [] rdf:value 1; :attack (3 5 8 4). -} - -_:bng_17928 { - [] rdf:value 3; :attack (5 8 4). -} - -_:bng_17929 { - [] rdf:value 5; :attack (8 4). -} - -_:bng_17930 { - [] rdf:value 3; :attack (7 2 8 6 4 1 5). -} - -_:bng_17931 { - [] rdf:value 7; :attack (2 8 6 4 1 5). -} - -_:bng_17932 { - [] rdf:value 2; :attack (8 6 4 1 5). -} - -_:bng_17933 { - [] rdf:value 8; :attack (6 4 1 5). -} - -_:bng_17934 { - [] rdf:value 6; :attack (4 1 5). -} - -_:bng_17935 { - [] rdf:value 4; :attack (1 5). -} - -_:bng_17936 { - [] rdf:value 1; :attack (5). -} - -_:bng_17937 { - [] rdf:value 5; :attack (). -} - -_:bng_17938 { - [] rdf:value 6; :attack (3 7 2 4 8 1 5). -} - -_:bng_17939 { - [] rdf:value 3; :attack (7 2 4 8 1 5). -} - -_:bng_17940 { - [] rdf:value 7; :attack (2 4 8 1 5). -} - -_:bng_17941 { - [] rdf:value 2; :attack (4 8 1 5). -} - -_:bng_17942 { - [] rdf:value 4; :attack (8 1 5). -} - -_:bng_17943 { - [] rdf:value 8; :attack (1 5). -} - -_:bng_17944 { - [] rdf:value 4; :attack (2 7 3 6 8 1 5). -} - -_:bng_17945 { - [] rdf:value 2; :attack (7 3 6 8 1 5). -} - -_:bng_17946 { - [] rdf:value 7; :attack (3 6 8 1 5). -} - -_:bng_17947 { - [] rdf:value 3; :attack (6 8 1 5). -} - -_:bng_17948 { - [] rdf:value 6; :attack (8 1 5). -} - -_:bng_17949 { - [] rdf:value 7; :attack (1 3 8 6 4 2 5). -} - -_:bng_17950 { - [] rdf:value 1; :attack (3 8 6 4 2 5). -} - -_:bng_17951 { - [] rdf:value 3; :attack (8 6 4 2 5). -} - -_:bng_17952 { - [] rdf:value 8; :attack (6 4 2 5). -} - -_:bng_17953 { - [] rdf:value 6; :attack (4 2 5). -} - -_:bng_17954 { - [] rdf:value 4; :attack (2 5). -} - -_:bng_17955 { - [] rdf:value 2; :attack (5). -} - -_:bng_17956 { - [] rdf:value 1; :attack (6 8 3 7 4 2 5). -} - -_:bng_17957 { - [] rdf:value 6; :attack (8 3 7 4 2 5). -} - -_:bng_17958 { - [] rdf:value 8; :attack (3 7 4 2 5). -} - -_:bng_17959 { - [] rdf:value 3; :attack (7 4 2 5). -} - -_:bng_17960 { - [] rdf:value 7; :attack (4 2 5). -} - -_:bng_17961 { - [] rdf:value 3; :attack (8 4 7 1 6 2 5). -} - -_:bng_17962 { - [] rdf:value 8; :attack (4 7 1 6 2 5). -} - -_:bng_17963 { - [] rdf:value 4; :attack (7 1 6 2 5). -} - -_:bng_17964 { - [] rdf:value 7; :attack (1 6 2 5). -} - -_:bng_17965 { - [] rdf:value 1; :attack (6 2 5). -} - -_:bng_17966 { - [] rdf:value 6; :attack (2 5). -} - -_:bng_17967 { - [] rdf:value 6; :attack (3 7 4 1 8 2 5). -} - -_:bng_17968 { - [] rdf:value 3; :attack (7 4 1 8 2 5). -} - -_:bng_17969 { - [] rdf:value 7; :attack (4 1 8 2 5). -} - -_:bng_17970 { - [] rdf:value 4; :attack (1 8 2 5). -} - -_:bng_17971 { - [] rdf:value 1; :attack (8 2 5). -} - -_:bng_17972 { - [] rdf:value 8; :attack (2 5). -} - -_:bng_17973 { - [] rdf:value 7; :attack (4 2 8 6 1 3 5). -} - -_:bng_17974 { - [] rdf:value 4; :attack (2 8 6 1 3 5). -} - -_:bng_17975 { - [] rdf:value 2; :attack (8 6 1 3 5). -} - -_:bng_17976 { - [] rdf:value 8; :attack (6 1 3 5). -} - -_:bng_17977 { - [] rdf:value 6; :attack (1 3 5). -} - -_:bng_17978 { - [] rdf:value 1; :attack (3 5). -} - -_:bng_17979 { - [] rdf:value 3; :attack (5). -} - -_:bng_17980 { - [] rdf:value 4; :attack (6 8 2 7 1 3 5). -} - -_:bng_17981 { - [] rdf:value 6; :attack (8 2 7 1 3 5). -} - -_:bng_17982 { - [] rdf:value 8; :attack (2 7 1 3 5). -} - -_:bng_17983 { - [] rdf:value 2; :attack (7 1 3 5). -} - -_:bng_17984 { - [] rdf:value 7; :attack (1 3 5). -} - -_:bng_17985 { - [] rdf:value 2; :attack (6 1 7 4 8 3 5). -} - -_:bng_17986 { - [] rdf:value 6; :attack (1 7 4 8 3 5). -} - -_:bng_17987 { - [] rdf:value 1; :attack (7 4 8 3 5). -} - -_:bng_17988 { - [] rdf:value 7; :attack (4 8 3 5). -} - -_:bng_17989 { - [] rdf:value 4; :attack (8 3 5). -} - -_:bng_17990 { - [] rdf:value 8; :attack (3 5). -} - -_:bng_17991 { - [] rdf:value 2; :attack (4 6 8 3 1 7 5). -} - -_:bng_17992 { - [] rdf:value 4; :attack (6 8 3 1 7 5). -} - -_:bng_17993 { - [] rdf:value 6; :attack (8 3 1 7 5). -} - -_:bng_17994 { - [] rdf:value 8; :attack (3 1 7 5). -} - -_:bng_17995 { - [] rdf:value 3; :attack (1 7 5). -} - -_:bng_17996 { - [] rdf:value 1; :attack (7 5). -} - -_:bng_17997 { - [] rdf:value 7; :attack (5). -} - -_:bng_17998 { - [] rdf:value 3; :attack (6 8 2 4 1 7 5). -} - -_:bng_17999 { - [] rdf:value 6; :attack (8 2 4 1 7 5). -} - -_:bng_18000 { - [] rdf:value 8; :attack (2 4 1 7 5). -} - -_:bng_18001 { - [] rdf:value 2; :attack (4 1 7 5). -} - -_:bng_18002 { - [] rdf:value 4; :attack (1 7 5). -} - -_:bng_18003 { - [] rdf:value 6; :attack (3 1 8 4 2 7 5). -} - -_:bng_18004 { - [] rdf:value 3; :attack (1 8 4 2 7 5). -} - -_:bng_18005 { - [] rdf:value 1; :attack (8 4 2 7 5). -} - -_:bng_18006 { - [] rdf:value 8; :attack (4 2 7 5). -} - -_:bng_18007 { - [] rdf:value 4; :attack (2 7 5). -} - -_:bng_18008 { - [] rdf:value 2; :attack (7 5). -} - -_:bng_18009 { - [] rdf:value 8; :attack (4 1 3 6 2 7 5). -} - -_:bng_18010 { - [] rdf:value 4; :attack (1 3 6 2 7 5). -} - -_:bng_18011 { - [] rdf:value 1; :attack (3 6 2 7 5). -} - -_:bng_18012 { - [] rdf:value 3; :attack (6 2 7 5). -} - -_:bng_18013 { - [] rdf:value 6; :attack (2 7 5). -} - -_:bng_18014 { - [] rdf:value 4; :attack (8 1 3 6 2 7 5). -} - -_:bng_18015 { - [] rdf:value 8; :attack (1 3 6 2 7 5). -} - -_:bng_18016 { - [] rdf:value 2; :attack (6 8 3 1 4 7 5). -} - -_:bng_18017 { - [] rdf:value 6; :attack (8 3 1 4 7 5). -} - -_:bng_18018 { - [] rdf:value 8; :attack (3 1 4 7 5). -} - -_:bng_18019 { - [] rdf:value 3; :attack (1 4 7 5). -} - -_:bng_18020 { - [] rdf:value 1; :attack (4 7 5). -} - -_:bng_18021 { - [] rdf:value 4; :attack (7 5). -} - -_:bng_18022 { - [] rdf:value 7; :attack (2 6 3 1 4 8 5). -} - -_:bng_18023 { - [] rdf:value 2; :attack (6 3 1 4 8 5). -} - -_:bng_18024 { - [] rdf:value 6; :attack (3 1 4 8 5). -} - -_:bng_18025 { - [] rdf:value 3; :attack (1 4 8 5). -} - -_:bng_18026 { - [] rdf:value 1; :attack (4 8 5). -} - -_:bng_18027 { - [] rdf:value 4; :attack (8 5). -} - -_:bng_18028 { - [] rdf:value 8; :attack (5). -} - -_:bng_18029 { - [] rdf:value 3; :attack (6 2 7 1 4 8 5). -} - -_:bng_18030 { - [] rdf:value 6; :attack (2 7 1 4 8 5). -} - -_:bng_18031 { - [] rdf:value 2; :attack (7 1 4 8 5). -} - -_:bng_18032 { - [] rdf:value 7; :attack (1 4 8 5). -} - -_:bng_18033 { - [] rdf:value 4; :attack (7 3 8 2 5 1 6). -} - -_:bng_18034 { - [] rdf:value 7; :attack (3 8 2 5 1 6). -} - -_:bng_18035 { - [] rdf:value 3; :attack (8 2 5 1 6). -} - -_:bng_18036 { - [] rdf:value 8; :attack (2 5 1 6). -} - -_:bng_18037 { - [] rdf:value 2; :attack (5 1 6). -} - -_:bng_18038 { - [] rdf:value 5; :attack (1 6). -} - -_:bng_18039 { - [] rdf:value 1; :attack (6). -} - -_:bng_18040 { - [] rdf:value 6; :attack (). -} - -_:bng_18041 { - [] rdf:value 4; :attack (8 5 3 1 7 2 6). -} - -_:bng_18042 { - [] rdf:value 8; :attack (5 3 1 7 2 6). -} - -_:bng_18043 { - [] rdf:value 5; :attack (3 1 7 2 6). -} - -_:bng_18044 { - [] rdf:value 3; :attack (1 7 2 6). -} - -_:bng_18045 { - [] rdf:value 1; :attack (7 2 6). -} - -_:bng_18046 { - [] rdf:value 7; :attack (2 6). -} - -_:bng_18047 { - [] rdf:value 2; :attack (6). -} - -_:bng_18048 { - [] rdf:value 3; :attack (5 8 4 1 7 2 6). -} - -_:bng_18049 { - [] rdf:value 5; :attack (8 4 1 7 2 6). -} - -_:bng_18050 { - [] rdf:value 8; :attack (4 1 7 2 6). -} - -_:bng_18051 { - [] rdf:value 4; :attack (1 7 2 6). -} - -_:bng_18052 { - [] rdf:value 4; :attack (2 8 5 7 1 3 6). -} - -_:bng_18053 { - [] rdf:value 2; :attack (8 5 7 1 3 6). -} - -_:bng_18054 { - [] rdf:value 8; :attack (5 7 1 3 6). -} - -_:bng_18055 { - [] rdf:value 5; :attack (7 1 3 6). -} - -_:bng_18056 { - [] rdf:value 7; :attack (1 3 6). -} - -_:bng_18057 { - [] rdf:value 1; :attack (3 6). -} - -_:bng_18058 { - [] rdf:value 3; :attack (6). -} - -_:bng_18059 { - [] rdf:value 5; :attack (7 2 4 8 1 3 6). -} - -_:bng_18060 { - [] rdf:value 7; :attack (2 4 8 1 3 6). -} - -_:bng_18061 { - [] rdf:value 2; :attack (4 8 1 3 6). -} - -_:bng_18062 { - [] rdf:value 4; :attack (8 1 3 6). -} - -_:bng_18063 { - [] rdf:value 8; :attack (1 3 6). -} - -_:bng_18064 { - [] rdf:value 7; :attack (4 2 5 8 1 3 6). -} - -_:bng_18065 { - [] rdf:value 4; :attack (2 5 8 1 3 6). -} - -_:bng_18066 { - [] rdf:value 2; :attack (5 8 1 3 6). -} - -_:bng_18067 { - [] rdf:value 5; :attack (8 1 3 6). -} - -_:bng_18068 { - [] rdf:value 8; :attack (2 4 1 7 5 3 6). -} - -_:bng_18069 { - [] rdf:value 2; :attack (4 1 7 5 3 6). -} - -_:bng_18070 { - [] rdf:value 4; :attack (1 7 5 3 6). -} - -_:bng_18071 { - [] rdf:value 1; :attack (7 5 3 6). -} - -_:bng_18072 { - [] rdf:value 7; :attack (5 3 6). -} - -_:bng_18073 { - [] rdf:value 5; :attack (3 6). -} - -_:bng_18074 { - [] rdf:value 7; :attack (2 4 1 8 5 3 6). -} - -_:bng_18075 { - [] rdf:value 2; :attack (4 1 8 5 3 6). -} - -_:bng_18076 { - [] rdf:value 4; :attack (1 8 5 3 6). -} - -_:bng_18077 { - [] rdf:value 1; :attack (8 5 3 6). -} - -_:bng_18078 { - [] rdf:value 8; :attack (5 3 6). -} - -_:bng_18079 { - [] rdf:value 5; :attack (1 8 4 2 7 3 6). -} - -_:bng_18080 { - [] rdf:value 1; :attack (8 4 2 7 3 6). -} - -_:bng_18081 { - [] rdf:value 8; :attack (4 2 7 3 6). -} - -_:bng_18082 { - [] rdf:value 4; :attack (2 7 3 6). -} - -_:bng_18083 { - [] rdf:value 2; :attack (7 3 6). -} - -_:bng_18084 { - [] rdf:value 7; :attack (3 6). -} - -_:bng_18085 { - [] rdf:value 4; :attack (1 5 8 2 7 3 6). -} - -_:bng_18086 { - [] rdf:value 1; :attack (5 8 2 7 3 6). -} - -_:bng_18087 { - [] rdf:value 5; :attack (8 2 7 3 6). -} - -_:bng_18088 { - [] rdf:value 8; :attack (2 7 3 6). -} - -_:bng_18089 { - [] rdf:value 5; :attack (2 8 1 4 7 3 6). -} - -_:bng_18090 { - [] rdf:value 2; :attack (8 1 4 7 3 6). -} - -_:bng_18091 { - [] rdf:value 8; :attack (1 4 7 3 6). -} - -_:bng_18092 { - [] rdf:value 1; :attack (4 7 3 6). -} - -_:bng_18093 { - [] rdf:value 4; :attack (7 3 6). -} - -_:bng_18094 { - [] rdf:value 3; :attack (7 2 8 5 1 4 6). -} - -_:bng_18095 { - [] rdf:value 7; :attack (2 8 5 1 4 6). -} - -_:bng_18096 { - [] rdf:value 2; :attack (8 5 1 4 6). -} - -_:bng_18097 { - [] rdf:value 8; :attack (5 1 4 6). -} - -_:bng_18098 { - [] rdf:value 5; :attack (1 4 6). -} - -_:bng_18099 { - [] rdf:value 1; :attack (4 6). -} - -_:bng_18100 { - [] rdf:value 4; :attack (6). -} - -_:bng_18101 { - [] rdf:value 3; :attack (1 7 5 8 2 4 6). -} - -_:bng_18102 { - [] rdf:value 1; :attack (7 5 8 2 4 6). -} - -_:bng_18103 { - [] rdf:value 7; :attack (5 8 2 4 6). -} - -_:bng_18104 { - [] rdf:value 5; :attack (8 2 4 6). -} - -_:bng_18105 { - [] rdf:value 8; :attack (2 4 6). -} - -_:bng_18106 { - [] rdf:value 2; :attack (4 6). -} - -_:bng_18107 { - [] rdf:value 8; :attack (2 5 3 1 7 4 6). -} - -_:bng_18108 { - [] rdf:value 2; :attack (5 3 1 7 4 6). -} - -_:bng_18109 { - [] rdf:value 5; :attack (3 1 7 4 6). -} - -_:bng_18110 { - [] rdf:value 3; :attack (1 7 4 6). -} - -_:bng_18111 { - [] rdf:value 1; :attack (7 4 6). -} - -_:bng_18112 { - [] rdf:value 7; :attack (4 6). -} - -_:bng_18113 { - [] rdf:value 3; :attack (5 2 8 1 7 4 6). -} - -_:bng_18114 { - [] rdf:value 5; :attack (2 8 1 7 4 6). -} - -_:bng_18115 { - [] rdf:value 2; :attack (8 1 7 4 6). -} - -_:bng_18116 { - [] rdf:value 8; :attack (1 7 4 6). -} - -_:bng_18117 { - [] rdf:value 3; :attack (5 7 1 4 2 8 6). -} - -_:bng_18118 { - [] rdf:value 5; :attack (7 1 4 2 8 6). -} - -_:bng_18119 { - [] rdf:value 7; :attack (1 4 2 8 6). -} - -_:bng_18120 { - [] rdf:value 1; :attack (4 2 8 6). -} - -_:bng_18121 { - [] rdf:value 4; :attack (2 8 6). -} - -_:bng_18122 { - [] rdf:value 2; :attack (8 6). -} - -_:bng_18123 { - [] rdf:value 8; :attack (6). -} - -_:bng_18124 { - [] rdf:value 5; :attack (2 4 6 8 3 1 7). -} - -_:bng_18125 { - [] rdf:value 2; :attack (4 6 8 3 1 7). -} - -_:bng_18126 { - [] rdf:value 4; :attack (6 8 3 1 7). -} - -_:bng_18127 { - [] rdf:value 6; :attack (8 3 1 7). -} - -_:bng_18128 { - [] rdf:value 8; :attack (3 1 7). -} - -_:bng_18129 { - [] rdf:value 3; :attack (1 7). -} - -_:bng_18130 { - [] rdf:value 1; :attack (7). -} - -_:bng_18131 { - [] rdf:value 7; :attack (). -} - -_:bng_18132 { - [] rdf:value 6; :attack (3 5 8 1 4 2 7). -} - -_:bng_18133 { - [] rdf:value 3; :attack (5 8 1 4 2 7). -} - -_:bng_18134 { - [] rdf:value 5; :attack (8 1 4 2 7). -} - -_:bng_18135 { - [] rdf:value 8; :attack (1 4 2 7). -} - -_:bng_18136 { - [] rdf:value 1; :attack (4 2 7). -} - -_:bng_18137 { - [] rdf:value 4; :attack (2 7). -} - -_:bng_18138 { - [] rdf:value 2; :attack (7). -} - -_:bng_18139 { - [] rdf:value 5; :attack (8 4 1 3 6 2 7). -} - -_:bng_18140 { - [] rdf:value 8; :attack (4 1 3 6 2 7). -} - -_:bng_18141 { - [] rdf:value 4; :attack (1 3 6 2 7). -} - -_:bng_18142 { - [] rdf:value 1; :attack (3 6 2 7). -} - -_:bng_18143 { - [] rdf:value 3; :attack (6 2 7). -} - -_:bng_18144 { - [] rdf:value 6; :attack (2 7). -} - -_:bng_18145 { - [] rdf:value 4; :attack (2 5 8 6 1 3 7). -} - -_:bng_18146 { - [] rdf:value 2; :attack (5 8 6 1 3 7). -} - -_:bng_18147 { - [] rdf:value 5; :attack (8 6 1 3 7). -} - -_:bng_18148 { - [] rdf:value 8; :attack (6 1 3 7). -} - -_:bng_18149 { - [] rdf:value 6; :attack (1 3 7). -} - -_:bng_18150 { - [] rdf:value 1; :attack (3 7). -} - -_:bng_18151 { - [] rdf:value 3; :attack (7). -} - -_:bng_18152 { - [] rdf:value 4; :attack (6 1 5 2 8 3 7). -} - -_:bng_18153 { - [] rdf:value 6; :attack (1 5 2 8 3 7). -} - -_:bng_18154 { - [] rdf:value 1; :attack (5 2 8 3 7). -} - -_:bng_18155 { - [] rdf:value 5; :attack (2 8 3 7). -} - -_:bng_18156 { - [] rdf:value 2; :attack (8 3 7). -} - -_:bng_18157 { - [] rdf:value 8; :attack (3 7). -} - -_:bng_18158 { - [] rdf:value 6; :attack (3 1 8 5 2 4 7). -} - -_:bng_18159 { - [] rdf:value 3; :attack (1 8 5 2 4 7). -} - -_:bng_18160 { - [] rdf:value 1; :attack (8 5 2 4 7). -} - -_:bng_18161 { - [] rdf:value 8; :attack (5 2 4 7). -} - -_:bng_18162 { - [] rdf:value 5; :attack (2 4 7). -} - -_:bng_18163 { - [] rdf:value 2; :attack (4 7). -} - -_:bng_18164 { - [] rdf:value 4; :attack (7). -} - -_:bng_18165 { - [] rdf:value 5; :attack (3 1 6 8 2 4 7). -} - -_:bng_18166 { - [] rdf:value 3; :attack (1 6 8 2 4 7). -} - -_:bng_18167 { - [] rdf:value 1; :attack (6 8 2 4 7). -} - -_:bng_18168 { - [] rdf:value 6; :attack (8 2 4 7). -} - -_:bng_18169 { - [] rdf:value 8; :attack (2 4 7). -} - -_:bng_18170 { - [] rdf:value 4; :attack (2 8 6 1 3 5 7). -} - -_:bng_18171 { - [] rdf:value 2; :attack (8 6 1 3 5 7). -} - -_:bng_18172 { - [] rdf:value 8; :attack (6 1 3 5 7). -} - -_:bng_18173 { - [] rdf:value 6; :attack (1 3 5 7). -} - -_:bng_18174 { - [] rdf:value 1; :attack (3 5 7). -} - -_:bng_18175 { - [] rdf:value 3; :attack (5 7). -} - -_:bng_18176 { - [] rdf:value 5; :attack (7). -} - -_:bng_18177 { - [] rdf:value 6; :attack (3 5 7 1 4 2 8). -} - -_:bng_18178 { - [] rdf:value 3; :attack (5 7 1 4 2 8). -} - -_:bng_18179 { - [] rdf:value 5; :attack (7 1 4 2 8). -} - -_:bng_18180 { - [] rdf:value 7; :attack (1 4 2 8). -} - -_:bng_18181 { - [] rdf:value 1; :attack (4 2 8). -} - -_:bng_18182 { - [] rdf:value 4; :attack (2 8). +_:bng_8_1 { + (var:I var:J) :range var:INs. } -_:bng_18183 { - [] rdf:value 2; :attack (8). +_:bng_9_1 { + var:INs list:firstRest (var:I var:Ns). + var:I math:lessThan var:J. + (var:I 1) math:sum var:I1. + (var:I1 var:J) :range var:Ns. } -_:bng_18184 { - [] rdf:value 8; :attack (). +_:bng_12_1 { + (var:X var:N) :attack3 var:YYs. } -_:bng_18185 { - [] rdf:value 6; :attack (4 7 1 3 5 2 8). +_:bng_13_1 { + var:YYs list:firstRest (var:Y var:Ys). + (var:Y var:N) math:sum var:X. } -_:bng_18186 { - [] rdf:value 4; :attack (7 1 3 5 2 8). +_:bng_10_1 { + var:Q :attack var:Qs. } -_:bng_18187 { - [] rdf:value 7; :attack (1 3 5 2 8). +_:bng_11_1 { + (var:Q 1) :attack3 var:Qs. } -_:bng_18188 { - [] rdf:value 1; :attack (3 5 2 8). +_:bng_14_1 { + (var:X var:N) :attack3 var:YYs. } -_:bng_18189 { - [] rdf:value 3; :attack (5 2 8). +_:bng_15_1 { + var:YYs list:firstRest (var:Y var:Ys). + (var:Y var:N) math:difference var:X. } -_:bng_18190 { - [] rdf:value 5; :attack (2 8). +_:bng_16_1 { + (var:X var:N) :attack3 var:YYs. } -_:bng_18191 { - [] rdf:value 4; :attack (7 5 2 6 1 3 8). +_:bng_17_1 { + var:YYs list:firstRest (var:Y var:Ys). + (var:N 1) math:sum var:N1. + (var:X var:N1) :attack3 var:Ys. } -_:bng_18192 { - [] rdf:value 7; :attack (5 2 6 1 3 8). +_:bng_4_1 { + (var:Us var:Ps) :queens3 var:Qs. } -_:bng_18193 { - [] rdf:value 5; :attack (2 6 1 3 8). +_:bng_5_1 { + var:Us list:select (var:Q var:Us1). + (_:bng_6_1 false true) log:ifThenElseIn var:SCOPE. + var:QPs list:firstRest (var:Q var:Ps). + (var:Us1 var:QPs) :queens3 var:Qs. } -_:bng_18194 { - [] rdf:value 2; :attack (6 1 3 8). +_:bng_1080 { + [] rdf:value 4; :attack (2 7 3 6 8 5 1). } -_:bng_18195 { - [] rdf:value 6; :attack (1 3 8). +_:bng_1081 { + [] rdf:value 2; :attack (7 3 6 8 5 1). } -_:bng_18196 { - [] rdf:value 1; :attack (3 8). +_:bng_1082 { + [] rdf:value 7; :attack (3 6 8 5 1). } -_:bng_18197 { - [] rdf:value 3; :attack (8). +_:bng_1083 { + [] rdf:value 3; :attack (6 8 5 1). } -_:bng_18198 { - [] rdf:value 5; :attack (7 2 6 3 1 4 8). +_:bng_1084 { + [] rdf:value 6; :attack (8 5 1). } -_:bng_18199 { - [] rdf:value 7; :attack (2 6 3 1 4 8). +_:bng_1085 { + [] rdf:value 8; :attack (5 1). } -_:bng_18200 { - [] rdf:value 2; :attack (6 3 1 4 8). +_:bng_1086 { + [] rdf:value 5; :attack (1). } -_:bng_18201 { - [] rdf:value 6; :attack (3 1 4 8). +_:bng_1087 { + [] rdf:value 1; :attack (). } -_:bng_18202 { - [] rdf:value 3; :attack (1 4 8). +_:bng_1_1 { + var:N :queens var:Qs. } -_:bng_18203 { - [] rdf:value 1; :attack (4 8). +_:bng_2_1 { + (1 var:N) :range var:Us. + (var:Us ()) :queens3 var:Qs. + [] rdf:value true; log:callWithCut true. } -_:bng_18204 { - [] rdf:value 4; :attack (8). +_:bng_18_1 { + [] rdf:value 8; :queens var:Qs. }