From df58a7764abd4c4fbb6d79753617bdd5ece3138f Mon Sep 17 00:00:00 2001
From: Johnny <j.b.vandoorn@uva.nl>
Date: Tue, 12 Nov 2024 08:21:13 +0100
Subject: [PATCH] update

---
 SSR/2024/25. moderation/25. moderation.html      | 16 ++++++----------
 .../25. moderation/25. moderation.slide.html     | 14 +++++---------
 SSR/topics/moderation/moderationNames.qmd        |  4 ++--
 3 files changed, 13 insertions(+), 21 deletions(-)

diff --git a/SSR/2024/25. moderation/25. moderation.html b/SSR/2024/25. moderation/25. moderation.html
index 478022d..f70b3d0 100644
--- a/SSR/2024/25. moderation/25. moderation.html	
+++ b/SSR/2024/25. moderation/25. moderation.html	
@@ -261,8 +261,8 @@ <h2 class="subsection anchored" data-anchor-id="scatterplots">Scatterplots</h2>
 <h2 class="anchored" data-anchor-id="d-plot">3D plot</h2>
 <div class="cell">
 <div class="cell-output-display no-overflow-x">
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projViewModel * vec4(aNext, 1.0);\n  vec2 currentScreen = currentProjected.xy * aspectVec;\n  vec2 nextScreen = (nextProjected.xy / nextProjected.w) * aspectVec;\n  float len = uLwd;\n  vec2 dir = vec2(1.0, 0.0);\n  vPoint = aPoint;\n  vLength = length(nextScreen - currentScreen)/2.0;\n  vLength = vLength/(vLength + len);\n  if (vLength > 0.0) {\n    dir = normalize(nextScreen - currentScreen);\n  }\n  vec2 normal = vec2(-dir.y, dir.x);\n  dir.x /= uAspect;\n  normal.x /= uAspect;\n  vec4 offset = vec4(len*(normal*aPoint.x*aPoint.y - dir), 0.0, 0.0);\n  gl_Position = currentProjected + offset;\n#endif\n  \n#ifdef IS_BRUSH\n  gl_Position = vec4(aPos, 1.);\n#endif\n}","fragmentShader":"#line 2 2\n// File 2 is the fragment shader\n#ifdef GL_ES\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\n#endif\nvarying vec4 vCol; // carries alpha\nvarying vec4 vPosition;\n#if defined(HAS_TEXTURE) || defined (IS_TEXT)\nvarying vec2 vTexcoord;\nuniform sampler2D uSampler;\n#endif\n\n#ifdef HAS_FOG\nuniform int uFogMode;\nuniform vec3 uFogColor;\nuniform vec4 uFogParms;\n#endif\n\n#if defined(IS_LIT) && !defined(FIXED_QUADS)\nvarying vec4 vNormal;\n#endif\n\n#if NCLIPPLANES > 0\nuniform vec4 vClipplane[NCLIPPLANES];\n#endif\n\n#if NLIGHTS > 0\nuniform mat4 mvMatrix;\n#endif\n\n#ifdef IS_LIT\nuniform vec3 emission;\nuniform float shininess;\n#if NLIGHTS > 0\nuniform vec3 ambient[NLIGHTS];\nuniform vec3 specular[NLIGHTS]; // light*material\nuniform vec3 diffuse[NLIGHTS];\nuniform vec3 lightDir[NLIGHTS];\nuniform bool viewpoint[NLIGHTS];\nuniform bool finite[NLIGHTS];\n#endif\n#endif // IS_LIT\n\n#ifdef IS_TWOSIDED\nuniform bool front;\nvarying float normz;\n#endif\n\n#ifdef FAT_LINES\nvarying vec2 vPoint;\nvarying float vLength;\n#endif\n\n#ifdef USE_ENVMAP\nvarying vec3 vReflection;\n#endif\n\nvoid main(void) {\n  vec4 fragColor;\n#ifdef FAT_LINES\n  vec2 point = vPoint;\n  bool neg = point.y < 0.0;\n  point.y = neg 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textureColor.rgb) * lighteffect.rgb, lighteffect.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(lighteffect.rgb + textureColor.rgb, lighteffect.a);\n#endif\n\n#endif //TEXTURE_rgb\n        \n#ifdef TEXTURE_rgba\n\n#ifdef TEXMODE_replace\n// already done\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = lighteffect*textureColor;\n#endif\n\n#ifdef TEXMODE_decal\n    textureColor = vec4((1. - textureColor.a)*lighteffect.rgb) +\n                     textureColor.a*textureColor.rgb, \n                     lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - textureColor.rgb) * lighteffect.rgb,\n                    lighteffect.a*textureColor.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(lighteffect.rgb + textureColor.rgb,\n                    lighteffect.a*textureColor.a);\n#endif\n    \n#endif //TEXTURE_rgba\n    \n#ifdef TEXTURE_alpha\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(lighteffect.rgb, luminance);\n#endif \n\n#if defined(TEXMODE_modulate) || defined(TEXMODE_blend) || defined(TEXMODE_add)\n    textureColor = vec4(lighteffect.rgb, lighteffect.a*luminance);\n#endif\n \n#endif // TEXTURE_alpha\n    \n// The TEXTURE_luminance values are not from that reference    \n#ifdef TEXTURE_luminance\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(luminance, luminance, luminance, lighteffect.a);\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = vec4(luminance*lighteffect.rgb, lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - 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 </div>
 </div>
 <p>Take it for a spin (does not work on tablet)</p>
@@ -278,13 +278,13 @@ <h2 class="anchored" data-anchor-id="sd-planes">1 SD planes</h2>
 <h2 class="anchored" data-anchor-id="section"></h2>
 <div class="cell" data-rgl.usenull="true">
 <div class="cell-output-display no-overflow-x">
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 </div>
 </div>
 </section>
-<section id="fit-model" class="level2 smaller subsection">
-<h2 class="smaller subsection anchored" data-anchor-id="fit-model">Fit model</h2>
+<section id="fit-model" class="level2 subsection">
+<h2 class="subsection anchored" data-anchor-id="fit-model">Fit model</h2>
 <div class="cell">
 <div class="sourceCode cell-code" id="cb5"><pre class="sourceCode r code-with-copy"><code class="sourceCode r"><span id="cb5-1"><a href="#cb5-1" aria-hidden="true" tabindex="-1"></a>fit <span class="ot">&lt;-</span> <span class="fu">lm</span>(wakefulness <span class="sc">~</span> hours.awake <span class="sc">+</span> ml.coffee <span class="sc">+</span> hours.awake<span class="sc">*</span>ml.coffee); <span class="fu">summary</span>(fit)<span class="sc">$</span>coefficients</span></code><button title="Copy to Clipboard" class="code-copy-button"><i class="bi"></i></button></pre></div>
 <div class="cell-output cell-output-stdout">
@@ -316,10 +316,6 @@ <h2 class="anchored" data-anchor-id="expected-surface">Expected surface</h2>
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n0b4QmesT0O5p1FBn0b4QrHzVUONsFxBn0b4Qvs6XENhuWdB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\nNMJyQD4Nn0OmCoBDwnKPQD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2 1\n// File 1 is the vertex shader\n#ifdef GL_ES\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\n#endif\n\nattribute vec3 aPos;\nattribute vec4 aCol;\nuniform mat4 mvMatrix;\nuniform mat4 prMatrix;\nvarying vec4 vCol;\nvarying vec4 vPosition;\n\n#ifdef NEEDS_VNORMAL\nattribute vec3 aNorm;\nuniform mat4 normMatrix;\nvarying vec4 vNormal;\n#endif\n\n#if defined(HAS_TEXTURE) || defined (IS_TEXT)\nattribute vec2 aTexcoord;\nvarying vec2 vTexcoord;\n#endif\n\n#ifdef FIXED_SIZE\nuniform vec3 textScale;\n#endif\n\n#ifdef FIXED_QUADS\nattribute vec3 aOfs;\n#endif\n\n#ifdef IS_TWOSIDED\n#ifdef HAS_NORMALS\nvarying float normz;\nuniform mat4 invPrMatrix;\n#else\nattribute vec3 aPos1;\nattribute vec3 aPos2;\nvarying float normz;\n#endif\n#endif // IS_TWOSIDED\n\n#ifdef FAT_LINES\nattribute vec3 aNext;\nattribute vec2 aPoint;\nvarying vec2 vPoint;\nvarying float vLength;\nuniform float uAspect;\nuniform float uLwd;\n#endif\n\n#ifdef USE_ENVMAP\nvarying vec3 vReflection;\n#endif\n\nvoid main(void) {\n  \n#ifndef IS_BRUSH\n#if defined(NCLIPPLANES) || !defined(FIXED_QUADS) || defined(HAS_FOG) || defined(USE_ENVMAP)\n  vPosition = mvMatrix * vec4(aPos, 1.);\n#endif\n  \n#ifndef FIXED_QUADS\n  gl_Position = prMatrix * vPosition;\n#endif\n#endif // !IS_BRUSH\n  \n#ifdef IS_POINTS\n  gl_PointSize = POINTSIZE;\n#endif\n  \n  vCol = aCol;\n  \n// USE_ENVMAP implies NEEDS_VNORMAL\n\n#ifdef NEEDS_VNORMAL\n  vNormal = normMatrix * vec4(-aNorm, dot(aNorm, aPos));\n#endif\n\n#ifdef USE_ENVMAP\n  vReflection = normalize(reflect(vPosition.xyz/vPosition.w, \n                        normalize(vNormal.xyz/vNormal.w)));\n#endif\n  \n#ifdef IS_TWOSIDED\n#ifdef HAS_NORMALS\n  /* normz should be calculated *after* projection */\n  normz = (invPrMatrix*vNormal).z;\n#else\n  vec4 pos1 = prMatrix*(mvMatrix*vec4(aPos1, 1.));\n  pos1 = pos1/pos1.w - gl_Position/gl_Position.w;\n  vec4 pos2 = prMatrix*(mvMatrix*vec4(aPos2, 1.));\n  pos2 = pos2/pos2.w - gl_Position/gl_Position.w;\n  normz = pos1.x*pos2.y - pos1.y*pos2.x;\n#endif\n#endif // IS_TWOSIDED\n  \n#ifdef NEEDS_VNORMAL\n  vNormal = vec4(normalize(vNormal.xyz), 1);\n#endif\n  \n#if defined(HAS_TEXTURE) || defined(IS_TEXT)\n  vTexcoord = aTexcoord;\n#endif\n  \n#if defined(FIXED_SIZE) && !defined(ROTATING)\n  vec4 pos = prMatrix * mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w;\n  gl_Position = pos + vec4(aOfs*textScale, 0.);\n#endif\n  \n#if defined(IS_SPRITES) && !defined(FIXED_SIZE)\n  vec4 pos = mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w + vec4(aOfs,  0.);\n  gl_Position = prMatrix*pos;\n#endif\n  \n#ifdef FAT_LINES\n  /* This code was inspired by Matt Deslauriers' code in \n   https://mattdesl.svbtle.com/drawing-lines-is-hard */\n  vec2 aspectVec = vec2(uAspect, 1.0);\n  mat4 projViewModel = prMatrix * mvMatrix;\n  vec4 currentProjected = projViewModel * vec4(aPos, 1.0);\n  currentProjected = currentProjected/currentProjected.w;\n  vec4 nextProjected = 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b4QmesT0O5p1FBn0b4QrHzVUONsFxBn0b4Qvs6XENhuWdB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\nNMJyQD4Nn0OmCoBDwnKPQD4N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2 1\n// File 1 is the vertex shader\n#ifdef GL_ES\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\n#endif\n\nattribute vec3 aPos;\nattribute vec4 aCol;\nuniform mat4 mvMatrix;\nuniform mat4 prMatrix;\nvarying vec4 vCol;\nvarying vec4 vPosition;\n\n#ifdef NEEDS_VNORMAL\nattribute vec3 aNorm;\nuniform mat4 normMatrix;\nvarying vec4 vNormal;\n#endif\n\n#if defined(HAS_TEXTURE) || defined (IS_TEXT)\nattribute vec2 aTexcoord;\nvarying vec2 vTexcoord;\n#endif\n\n#ifdef FIXED_SIZE\nuniform vec3 textScale;\n#endif\n\n#ifdef FIXED_QUADS\nattribute vec3 aOfs;\n#endif\n\n#ifdef IS_TWOSIDED\n#ifdef HAS_NORMALS\nvarying float normz;\nuniform mat4 invPrMatrix;\n#else\nattribute vec3 aPos1;\nattribute vec3 aPos2;\nvarying float normz;\n#endif\n#endif // IS_TWOSIDED\n\n#ifdef FAT_LINES\nattribute vec3 aNext;\nattribute vec2 aPoint;\nvarying vec2 vPoint;\nvarying float vLength;\nuniform float uAspect;\nuniform float uLwd;\n#endif\n\n#ifdef USE_ENVMAP\nvarying vec3 vReflection;\n#endif\n\nvoid main(void) {\n  \n#ifndef IS_BRUSH\n#if defined(NCLIPPLANES) || !defined(FIXED_QUADS) || defined(HAS_FOG) || defined(USE_ENVMAP)\n  vPosition = mvMatrix * vec4(aPos, 1.);\n#endif\n  \n#ifndef FIXED_QUADS\n  gl_Position = prMatrix * vPosition;\n#endif\n#endif // !IS_BRUSH\n  \n#ifdef IS_POINTS\n  gl_PointSize = POINTSIZE;\n#endif\n  \n  vCol = aCol;\n  \n// USE_ENVMAP implies NEEDS_VNORMAL\n\n#ifdef NEEDS_VNORMAL\n  vNormal = normMatrix * vec4(-aNorm, dot(aNorm, aPos));\n#endif\n\n#ifdef USE_ENVMAP\n  vReflection = normalize(reflect(vPosition.xyz/vPosition.w, \n                        normalize(vNormal.xyz/vNormal.w)));\n#endif\n  \n#ifdef IS_TWOSIDED\n#ifdef HAS_NORMALS\n  /* normz should be calculated *after* projection */\n  normz = (invPrMatrix*vNormal).z;\n#else\n  vec4 pos1 = prMatrix*(mvMatrix*vec4(aPos1, 1.));\n  pos1 = pos1/pos1.w - gl_Position/gl_Position.w;\n  vec4 pos2 = prMatrix*(mvMatrix*vec4(aPos2, 1.));\n  pos2 = pos2/pos2.w - gl_Position/gl_Position.w;\n  normz = pos1.x*pos2.y - pos1.y*pos2.x;\n#endif\n#endif // IS_TWOSIDED\n  \n#ifdef NEEDS_VNORMAL\n  vNormal = vec4(normalize(vNormal.xyz), 1);\n#endif\n  \n#if defined(HAS_TEXTURE) || defined(IS_TEXT)\n  vTexcoord = aTexcoord;\n#endif\n  \n#if defined(FIXED_SIZE) && !defined(ROTATING)\n  vec4 pos = prMatrix * mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w;\n  gl_Position = pos + vec4(aOfs*textScale, 0.);\n#endif\n  \n#if defined(IS_SPRITES) && !defined(FIXED_SIZE)\n  vec4 pos = mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w + vec4(aOfs,  0.);\n  gl_Position = prMatrix*pos;\n#endif\n  \n#ifdef FAT_LINES\n  /* This code was inspired by Matt Deslauriers' code in \n   https://mattdesl.svbtle.com/drawing-lines-is-hard */\n  vec2 aspectVec = vec2(uAspect, 1.0);\n  mat4 projViewModel = prMatrix * mvMatrix;\n  vec4 currentProjected = projViewModel * vec4(aPos, 1.0);\n  currentProjected = currentProjected/currentProjected.w;\n  vec4 nextProjected = 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textureColor.rgb) * lighteffect.rgb, lighteffect.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(lighteffect.rgb + textureColor.rgb, lighteffect.a);\n#endif\n\n#endif //TEXTURE_rgb\n        \n#ifdef TEXTURE_rgba\n\n#ifdef TEXMODE_replace\n// already done\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = lighteffect*textureColor;\n#endif\n\n#ifdef TEXMODE_decal\n    textureColor = vec4((1. - textureColor.a)*lighteffect.rgb) +\n                     textureColor.a*textureColor.rgb, \n                     lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - textureColor.rgb) * lighteffect.rgb,\n                    lighteffect.a*textureColor.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(lighteffect.rgb + textureColor.rgb,\n                    lighteffect.a*textureColor.a);\n#endif\n    \n#endif //TEXTURE_rgba\n    \n#ifdef TEXTURE_alpha\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(lighteffect.rgb, luminance);\n#endif \n\n#if defined(TEXMODE_modulate) || defined(TEXMODE_blend) || defined(TEXMODE_add)\n    textureColor = vec4(lighteffect.rgb, lighteffect.a*luminance);\n#endif\n \n#endif // TEXTURE_alpha\n    \n// The TEXTURE_luminance values are not from that reference    \n#ifdef TEXTURE_luminance\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(luminance, luminance, luminance, lighteffect.a);\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = vec4(luminance*lighteffect.rgb, lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - 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-</div>
 </div>
 </section>
 <section id="expected-values" class="level2 subsection">
diff --git a/SSR/2024/25. moderation/25. moderation.slide.html b/SSR/2024/25. moderation/25. moderation.slide.html
index f53c023..fdc5c9b 100644
--- a/SSR/2024/25. moderation/25. moderation.slide.html	
+++ b/SSR/2024/25. moderation/25. moderation.slide.html	
@@ -515,8 +515,8 @@ <h2>Scatterplots</h2>
 <h2>3D plot</h2>
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pos2/pos2.w - gl_Position/gl_Position.w;\n  normz = pos1.x*pos2.y - pos1.y*pos2.x;\n#endif\n#endif // IS_TWOSIDED\n  \n#ifdef NEEDS_VNORMAL\n  vNormal = vec4(normalize(vNormal.xyz), 1);\n#endif\n  \n#if defined(HAS_TEXTURE) || defined(IS_TEXT)\n  vTexcoord = aTexcoord;\n#endif\n  \n#if defined(FIXED_SIZE) && !defined(ROTATING)\n  vec4 pos = prMatrix * mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w;\n  gl_Position = pos + vec4(aOfs*textScale, 0.);\n#endif\n  \n#if defined(IS_SPRITES) && !defined(FIXED_SIZE)\n  vec4 pos = mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w + vec4(aOfs,  0.);\n  gl_Position = prMatrix*pos;\n#endif\n  \n#ifdef FAT_LINES\n  /* This code was inspired by Matt Deslauriers' code in \n   https://mattdesl.svbtle.com/drawing-lines-is-hard */\n  vec2 aspectVec = vec2(uAspect, 1.0);\n  mat4 projViewModel = prMatrix * mvMatrix;\n  vec4 currentProjected = projViewModel * vec4(aPos, 1.0);\n  currentProjected = currentProjected/currentProjected.w;\n  vec4 nextProjected = projViewModel * vec4(aNext, 1.0);\n  vec2 currentScreen = currentProjected.xy * aspectVec;\n  vec2 nextScreen = (nextProjected.xy / nextProjected.w) * aspectVec;\n  float len = uLwd;\n  vec2 dir = vec2(1.0, 0.0);\n  vPoint = aPoint;\n  vLength = length(nextScreen - currentScreen)/2.0;\n  vLength = vLength/(vLength + len);\n  if (vLength > 0.0) {\n    dir = normalize(nextScreen - currentScreen);\n  }\n  vec2 normal = vec2(-dir.y, dir.x);\n  dir.x /= uAspect;\n  normal.x /= uAspect;\n  vec4 offset = vec4(len*(normal*aPoint.x*aPoint.y - dir), 0.0, 0.0);\n  gl_Position = currentProjected + offset;\n#endif\n  \n#ifdef IS_BRUSH\n  gl_Position = vec4(aPos, 1.);\n#endif\n}","fragmentShader":"#line 2 2\n// File 2 is the fragment shader\n#ifdef GL_ES\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\n#endif\nvarying vec4 vCol; // carries alpha\nvarying vec4 vPosition;\n#if defined(HAS_TEXTURE) || defined (IS_TEXT)\nvarying vec2 vTexcoord;\nuniform sampler2D uSampler;\n#endif\n\n#ifdef HAS_FOG\nuniform int uFogMode;\nuniform vec3 uFogColor;\nuniform vec4 uFogParms;\n#endif\n\n#if defined(IS_LIT) && !defined(FIXED_QUADS)\nvarying vec4 vNormal;\n#endif\n\n#if NCLIPPLANES > 0\nuniform vec4 vClipplane[NCLIPPLANES];\n#endif\n\n#if NLIGHTS > 0\nuniform mat4 mvMatrix;\n#endif\n\n#ifdef IS_LIT\nuniform vec3 emission;\nuniform float shininess;\n#if NLIGHTS > 0\nuniform vec3 ambient[NLIGHTS];\nuniform vec3 specular[NLIGHTS]; // light*material\nuniform vec3 diffuse[NLIGHTS];\nuniform vec3 lightDir[NLIGHTS];\nuniform bool viewpoint[NLIGHTS];\nuniform bool finite[NLIGHTS];\n#endif\n#endif // IS_LIT\n\n#ifdef IS_TWOSIDED\nuniform bool front;\nvarying float normz;\n#endif\n\n#ifdef FAT_LINES\nvarying vec2 vPoint;\nvarying float vLength;\n#endif\n\n#ifdef USE_ENVMAP\nvarying vec3 vReflection;\n#endif\n\nvoid main(void) {\n  vec4 fragColor;\n#ifdef FAT_LINES\n  vec2 point = vPoint;\n  bool neg = point.y < 0.0;\n  point.y = neg 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vPosition.xyz/vPosition.w);\n        halfVec = normalize(lightdir + eye);\n      }\n      col = ambient[i];\n      nDotL = dot(n, lightdir);\n      col = col + max(nDotL, 0.) * colDiff.rgb;\n      col = col + pow(max(dot(halfVec, n), 0.), shininess) * specular[i];\n      lighteffect = lighteffect + vec4(col, colDiff.a);\n    }\n#endif\n    \n#else // not IS_LIT\n    vec4 colDiff = vCol;\n    vec4 lighteffect = colDiff;\n#endif\n    \n#ifdef IS_TEXT\n    vec4 textureColor = lighteffect*texture2D(uSampler, vTexcoord);\n#endif\n    \n#ifdef HAS_TEXTURE\n\n// These calculations use the definitions from \n// https://docs.gl/gl3/glTexEnv\n\n#ifdef USE_ENVMAP\n    float m = 2.0 * sqrt(dot(vReflection, vReflection) + 2.0*vReflection.z + 1.0);\n    vec4 textureColor = texture2D(uSampler, vReflection.xy / m + vec2(0.5, 0.5));\n#else\n    vec4 textureColor = texture2D(uSampler, vTexcoord);\n#endif\n\n#ifdef TEXTURE_rgb\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(textureColor.rgb, lighteffect.a);\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = lighteffect*vec4(textureColor.rgb, 1.);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - textureColor.rgb) * lighteffect.rgb, lighteffect.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(lighteffect.rgb + textureColor.rgb, lighteffect.a);\n#endif\n\n#endif //TEXTURE_rgb\n        \n#ifdef TEXTURE_rgba\n\n#ifdef TEXMODE_replace\n// already done\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = lighteffect*textureColor;\n#endif\n\n#ifdef TEXMODE_decal\n    textureColor = vec4((1. - textureColor.a)*lighteffect.rgb) +\n                     textureColor.a*textureColor.rgb, \n                     lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - textureColor.rgb) * lighteffect.rgb,\n                    lighteffect.a*textureColor.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(lighteffect.rgb + textureColor.rgb,\n                    lighteffect.a*textureColor.a);\n#endif\n    \n#endif //TEXTURE_rgba\n    \n#ifdef TEXTURE_alpha\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(lighteffect.rgb, luminance);\n#endif \n\n#if defined(TEXMODE_modulate) || defined(TEXMODE_blend) || defined(TEXMODE_add)\n    textureColor = vec4(lighteffect.rgb, lighteffect.a*luminance);\n#endif\n \n#endif // TEXTURE_alpha\n    \n// The TEXTURE_luminance values are not from that reference    \n#ifdef TEXTURE_luminance\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(luminance, luminance, luminance, lighteffect.a);\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = vec4(luminance*lighteffect.rgb, lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - 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 </div>
 </div>
 <p>Take it for a spin (does not work on tablet)</p>
@@ -532,12 +532,12 @@ <h2>1 SD planes</h2>
 <h2></h2>
 <div class="cell" data-rgl.usenull="true">
 <div class="cell-output-display no-overflow-x">
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 </div>
 </div>
 </section>
-<section id="fit-model" class="slide level2 smaller subsection">
+<section id="fit-model" class="slide level2 subsection">
 <h2>Fit model</h2>
 <div class="cell">
 <div class="sourceCode cell-code" id="cb5"><pre class="sourceCode numberSource r number-lines code-with-copy"><code class="sourceCode r"><span id="cb5-1"><a href="#cb5-1"></a>fit <span class="ot">&lt;-</span> <span class="fu">lm</span>(wakefulness <span class="sc">~</span> hours.awake <span class="sc">+</span> ml.coffee <span class="sc">+</span> hours.awake<span class="sc">*</span>ml.coffee); <span class="fu">summary</span>(fit)<span class="sc">$</span>coefficients</span></code><button title="Copy to Clipboard" class="code-copy-button"><i class="bi"></i></button></pre></div>
@@ -570,10 +570,6 @@ <h2>Expected surface</h2>
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n0b4QmesT0O5p1FBn0b4QrHzVUONsFxBn0b4Qvs6XENhuWdB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\nNMJyQD4Nn0OmCoBDwnKPQD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2 1\n// File 1 is the vertex shader\n#ifdef GL_ES\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\n#endif\n\nattribute vec3 aPos;\nattribute vec4 aCol;\nuniform mat4 mvMatrix;\nuniform mat4 prMatrix;\nvarying vec4 vCol;\nvarying vec4 vPosition;\n\n#ifdef NEEDS_VNORMAL\nattribute vec3 aNorm;\nuniform mat4 normMatrix;\nvarying vec4 vNormal;\n#endif\n\n#if defined(HAS_TEXTURE) || defined (IS_TEXT)\nattribute vec2 aTexcoord;\nvarying vec2 vTexcoord;\n#endif\n\n#ifdef FIXED_SIZE\nuniform vec3 textScale;\n#endif\n\n#ifdef FIXED_QUADS\nattribute vec3 aOfs;\n#endif\n\n#ifdef IS_TWOSIDED\n#ifdef HAS_NORMALS\nvarying float normz;\nuniform mat4 invPrMatrix;\n#else\nattribute vec3 aPos1;\nattribute vec3 aPos2;\nvarying float normz;\n#endif\n#endif // IS_TWOSIDED\n\n#ifdef FAT_LINES\nattribute vec3 aNext;\nattribute vec2 aPoint;\nvarying vec2 vPoint;\nvarying float vLength;\nuniform float uAspect;\nuniform float uLwd;\n#endif\n\n#ifdef USE_ENVMAP\nvarying vec3 vReflection;\n#endif\n\nvoid main(void) {\n  \n#ifndef IS_BRUSH\n#if defined(NCLIPPLANES) || !defined(FIXED_QUADS) || defined(HAS_FOG) || defined(USE_ENVMAP)\n  vPosition = mvMatrix * vec4(aPos, 1.);\n#endif\n  \n#ifndef FIXED_QUADS\n  gl_Position = prMatrix * vPosition;\n#endif\n#endif // !IS_BRUSH\n  \n#ifdef IS_POINTS\n  gl_PointSize = POINTSIZE;\n#endif\n  \n  vCol = aCol;\n  \n// USE_ENVMAP implies NEEDS_VNORMAL\n\n#ifdef NEEDS_VNORMAL\n  vNormal = normMatrix * vec4(-aNorm, dot(aNorm, aPos));\n#endif\n\n#ifdef USE_ENVMAP\n  vReflection = normalize(reflect(vPosition.xyz/vPosition.w, \n                        normalize(vNormal.xyz/vNormal.w)));\n#endif\n  \n#ifdef IS_TWOSIDED\n#ifdef HAS_NORMALS\n  /* normz should be calculated *after* projection */\n  normz = (invPrMatrix*vNormal).z;\n#else\n  vec4 pos1 = prMatrix*(mvMatrix*vec4(aPos1, 1.));\n  pos1 = pos1/pos1.w - gl_Position/gl_Position.w;\n  vec4 pos2 = prMatrix*(mvMatrix*vec4(aPos2, 1.));\n  pos2 = pos2/pos2.w - gl_Position/gl_Position.w;\n  normz = pos1.x*pos2.y - pos1.y*pos2.x;\n#endif\n#endif // IS_TWOSIDED\n  \n#ifdef NEEDS_VNORMAL\n  vNormal = vec4(normalize(vNormal.xyz), 1);\n#endif\n  \n#if defined(HAS_TEXTURE) || defined(IS_TEXT)\n  vTexcoord = aTexcoord;\n#endif\n  \n#if defined(FIXED_SIZE) && !defined(ROTATING)\n  vec4 pos = prMatrix * mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w;\n  gl_Position = pos + vec4(aOfs*textScale, 0.);\n#endif\n  \n#if defined(IS_SPRITES) && !defined(FIXED_SIZE)\n  vec4 pos = mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w + vec4(aOfs,  0.);\n  gl_Position = prMatrix*pos;\n#endif\n  \n#ifdef FAT_LINES\n  /* This code was inspired by Matt Deslauriers' code in \n   https://mattdesl.svbtle.com/drawing-lines-is-hard */\n  vec2 aspectVec = vec2(uAspect, 1.0);\n  mat4 projViewModel = prMatrix * mvMatrix;\n  vec4 currentProjected = projViewModel * vec4(aPos, 1.0);\n  currentProjected = currentProjected/currentProjected.w;\n  vec4 nextProjected = 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4QmesT0O5p1FBn0b4QrHzVUONsFxBn0b4Qvs6XENhuWdB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\nNMJyQD4Nn0OmCoBDwnKPQD4Nn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2 1\n// File 1 is the vertex shader\n#ifdef GL_ES\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\n#endif\n\nattribute vec3 aPos;\nattribute vec4 aCol;\nuniform mat4 mvMatrix;\nuniform mat4 prMatrix;\nvarying vec4 vCol;\nvarying vec4 vPosition;\n\n#ifdef NEEDS_VNORMAL\nattribute vec3 aNorm;\nuniform mat4 normMatrix;\nvarying vec4 vNormal;\n#endif\n\n#if defined(HAS_TEXTURE) || defined (IS_TEXT)\nattribute vec2 aTexcoord;\nvarying vec2 vTexcoord;\n#endif\n\n#ifdef FIXED_SIZE\nuniform vec3 textScale;\n#endif\n\n#ifdef FIXED_QUADS\nattribute vec3 aOfs;\n#endif\n\n#ifdef IS_TWOSIDED\n#ifdef HAS_NORMALS\nvarying float normz;\nuniform mat4 invPrMatrix;\n#else\nattribute vec3 aPos1;\nattribute vec3 aPos2;\nvarying float normz;\n#endif\n#endif // IS_TWOSIDED\n\n#ifdef FAT_LINES\nattribute vec3 aNext;\nattribute vec2 aPoint;\nvarying vec2 vPoint;\nvarying float vLength;\nuniform float uAspect;\nuniform float uLwd;\n#endif\n\n#ifdef USE_ENVMAP\nvarying vec3 vReflection;\n#endif\n\nvoid main(void) {\n  \n#ifndef IS_BRUSH\n#if defined(NCLIPPLANES) || !defined(FIXED_QUADS) || defined(HAS_FOG) || defined(USE_ENVMAP)\n  vPosition = mvMatrix * vec4(aPos, 1.);\n#endif\n  \n#ifndef FIXED_QUADS\n  gl_Position = prMatrix * vPosition;\n#endif\n#endif // !IS_BRUSH\n  \n#ifdef IS_POINTS\n  gl_PointSize = POINTSIZE;\n#endif\n  \n  vCol = aCol;\n  \n// USE_ENVMAP implies NEEDS_VNORMAL\n\n#ifdef NEEDS_VNORMAL\n  vNormal = normMatrix * vec4(-aNorm, dot(aNorm, aPos));\n#endif\n\n#ifdef USE_ENVMAP\n  vReflection = normalize(reflect(vPosition.xyz/vPosition.w, \n                        normalize(vNormal.xyz/vNormal.w)));\n#endif\n  \n#ifdef IS_TWOSIDED\n#ifdef HAS_NORMALS\n  /* normz should be calculated *after* projection */\n  normz = (invPrMatrix*vNormal).z;\n#else\n  vec4 pos1 = prMatrix*(mvMatrix*vec4(aPos1, 1.));\n  pos1 = pos1/pos1.w - gl_Position/gl_Position.w;\n  vec4 pos2 = prMatrix*(mvMatrix*vec4(aPos2, 1.));\n  pos2 = pos2/pos2.w - gl_Position/gl_Position.w;\n  normz = pos1.x*pos2.y - pos1.y*pos2.x;\n#endif\n#endif // IS_TWOSIDED\n  \n#ifdef NEEDS_VNORMAL\n  vNormal = vec4(normalize(vNormal.xyz), 1);\n#endif\n  \n#if defined(HAS_TEXTURE) || defined(IS_TEXT)\n  vTexcoord = aTexcoord;\n#endif\n  \n#if defined(FIXED_SIZE) && !defined(ROTATING)\n  vec4 pos = prMatrix * mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w;\n  gl_Position = pos + vec4(aOfs*textScale, 0.);\n#endif\n  \n#if defined(IS_SPRITES) && !defined(FIXED_SIZE)\n  vec4 pos = mvMatrix * vec4(aPos, 1.);\n  pos = pos/pos.w + vec4(aOfs,  0.);\n  gl_Position = prMatrix*pos;\n#endif\n  \n#ifdef FAT_LINES\n  /* This code was inspired by Matt Deslauriers' code in \n   https://mattdesl.svbtle.com/drawing-lines-is-hard */\n  vec2 aspectVec = vec2(uAspect, 1.0);\n  mat4 projViewModel = prMatrix * mvMatrix;\n  vec4 currentProjected = projViewModel * vec4(aPos, 1.0);\n  currentProjected = currentProjected/currentProjected.w;\n  vec4 nextProjected = projViewModel * vec4(aNext, 1.0);\n  vec2 currentScreen = currentProjected.xy * aspectVec;\n  vec2 nextScreen = (nextProjected.xy / nextProjected.w) * aspectVec;\n  float len = uLwd;\n  vec2 dir = vec2(1.0, 0.0);\n  vPoint = aPoint;\n  vLength = length(nextScreen - currentScreen)/2.0;\n  vLength = vLength/(vLength + len);\n  if (vLength > 0.0) {\n    dir = normalize(nextScreen - currentScreen);\n  }\n  vec2 normal = vec2(-dir.y, dir.x);\n  dir.x /= uAspect;\n  normal.x /= uAspect;\n  vec4 offset = vec4(len*(normal*aPoint.x*aPoint.y - dir), 0.0, 0.0);\n  gl_Position = currentProjected + offset;\n#endif\n  \n#ifdef IS_BRUSH\n  gl_Position = vec4(aPos, 1.);\n#endif\n}","fragmentShader":"#line 2 2\n// File 2 is the fragment shader\n#ifdef GL_ES\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\n#endif\nvarying vec4 vCol; // carries alpha\nvarying vec4 vPosition;\n#if defined(HAS_TEXTURE) || defined (IS_TEXT)\nvarying vec2 vTexcoord;\nuniform sampler2D uSampler;\n#endif\n\n#ifdef HAS_FOG\nuniform int uFogMode;\nuniform vec3 uFogColor;\nuniform vec4 uFogParms;\n#endif\n\n#if defined(IS_LIT) && !defined(FIXED_QUADS)\nvarying vec4 vNormal;\n#endif\n\n#if NCLIPPLANES > 0\nuniform vec4 vClipplane[NCLIPPLANES];\n#endif\n\n#if NLIGHTS > 0\nuniform mat4 mvMatrix;\n#endif\n\n#ifdef IS_LIT\nuniform vec3 emission;\nuniform float shininess;\n#if NLIGHTS > 0\nuniform vec3 ambient[NLIGHTS];\nuniform vec3 specular[NLIGHTS]; // light*material\nuniform vec3 diffuse[NLIGHTS];\nuniform vec3 lightDir[NLIGHTS];\nuniform bool viewpoint[NLIGHTS];\nuniform bool finite[NLIGHTS];\n#endif\n#endif // IS_LIT\n\n#ifdef IS_TWOSIDED\nuniform bool front;\nvarying float normz;\n#endif\n\n#ifdef FAT_LINES\nvarying vec2 vPoint;\nvarying float vLength;\n#endif\n\n#ifdef USE_ENVMAP\nvarying vec3 vReflection;\n#endif\n\nvoid main(void) {\n  vec4 fragColor;\n#ifdef FAT_LINES\n  vec2 point = vPoint;\n  bool neg = point.y < 0.0;\n  point.y = neg ? (point.y + vLength)/(1.0 - vLength) :\n                 -(point.y - vLength)/(1.0 - vLength);\n#if defined(IS_TRANSPARENT) && defined(IS_LINESTRIP)\n  if (neg && length(point) <= 1.0) discard;\n#endif\n  point.y = min(point.y, 0.0);\n  if (length(point) > 1.0) discard;\n#endif // FAT_LINES\n  \n#ifdef ROUND_POINTS\n  vec2 coord = gl_PointCoord - vec2(0.5);\n  if (length(coord) > 0.5) discard;\n#endif\n  \n#if NCLIPPLANES > 0\n  for (int i = 0; i < NCLIPPLANES; i++)\n    if (dot(vPosition, vClipplane[i]) < 0.0) discard;\n#endif\n    \n#ifdef FIXED_QUADS\n    vec3 n = vec3(0., 0., 1.);\n#elif defined(IS_LIT)\n    vec3 n = normalize(vNormal.xyz);\n#endif\n    \n#ifdef IS_TWOSIDED\n    if ((normz <= 0.) != front) discard;\n#endif\n\n#ifdef IS_LIT\n    vec3 eye = normalize(-vPosition.xyz/vPosition.w);\n    vec3 lightdir;\n    vec4 colDiff;\n    vec3 halfVec;\n    vec4 lighteffect = vec4(emission, 0.);\n    vec3 col;\n    float nDotL;\n#ifdef FIXED_QUADS\n    n = -faceforward(n, n, eye);\n#endif\n    \n#if NLIGHTS > 0\n    // Simulate two-sided lighting\n    if (n.z < 0.0)\n      n = -n;\n    for (int i=0;i<NLIGHTS;i++) {\n      colDiff = vec4(vCol.rgb * diffuse[i], vCol.a);\n      lightdir = lightDir[i];\n      if (!viewpoint[i]) {\n        if (finite[i]) {\n          lightdir = (mvMatrix * vec4(lightdir, 1.)).xyz;\n        } else {\n          lightdir = (mvMatrix * vec4(lightdir, 0.)).xyz;\n        }\n      }\n      if (!finite[i]) {\n        halfVec = normalize(lightdir + eye);\n      } else {\n        lightdir = normalize(lightdir - vPosition.xyz/vPosition.w);\n        halfVec = normalize(lightdir + eye);\n      }\n      col = ambient[i];\n      nDotL = dot(n, lightdir);\n      col = col + max(nDotL, 0.) * colDiff.rgb;\n      col = col + pow(max(dot(halfVec, n), 0.), shininess) * specular[i];\n      lighteffect = lighteffect + vec4(col, colDiff.a);\n    }\n#endif\n    \n#else // not IS_LIT\n    vec4 colDiff = vCol;\n    vec4 lighteffect = colDiff;\n#endif\n    \n#ifdef IS_TEXT\n    vec4 textureColor = lighteffect*texture2D(uSampler, vTexcoord);\n#endif\n    \n#ifdef HAS_TEXTURE\n\n// These calculations use the definitions from \n// https://docs.gl/gl3/glTexEnv\n\n#ifdef USE_ENVMAP\n    float m = 2.0 * sqrt(dot(vReflection, vReflection) + 2.0*vReflection.z + 1.0);\n    vec4 textureColor = texture2D(uSampler, vReflection.xy / m + vec2(0.5, 0.5));\n#else\n    vec4 textureColor = texture2D(uSampler, vTexcoord);\n#endif\n\n#ifdef TEXTURE_rgb\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(textureColor.rgb, lighteffect.a);\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = lighteffect*vec4(textureColor.rgb, 1.);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - textureColor.rgb) * lighteffect.rgb, lighteffect.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(lighteffect.rgb + textureColor.rgb, lighteffect.a);\n#endif\n\n#endif //TEXTURE_rgb\n        \n#ifdef TEXTURE_rgba\n\n#ifdef TEXMODE_replace\n// already done\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = lighteffect*textureColor;\n#endif\n\n#ifdef TEXMODE_decal\n    textureColor = vec4((1. - textureColor.a)*lighteffect.rgb) +\n                     textureColor.a*textureColor.rgb, \n                     lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - textureColor.rgb) * lighteffect.rgb,\n                    lighteffect.a*textureColor.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(lighteffect.rgb + textureColor.rgb,\n                    lighteffect.a*textureColor.a);\n#endif\n    \n#endif //TEXTURE_rgba\n    \n#ifdef TEXTURE_alpha\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(lighteffect.rgb, luminance);\n#endif \n\n#if defined(TEXMODE_modulate) || defined(TEXMODE_blend) || defined(TEXMODE_add)\n    textureColor = vec4(lighteffect.rgb, lighteffect.a*luminance);\n#endif\n \n#endif // TEXTURE_alpha\n    \n// The TEXTURE_luminance values are not from that reference    \n#ifdef TEXTURE_luminance\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(luminance, luminance, luminance, lighteffect.a);\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = vec4(luminance*lighteffect.rgb, lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - luminance)*lighteffect.rgb,\n                        lighteffect.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(luminance + lighteffect.rgb, lighteffect.a);\n#endif\n\n#endif // TEXTURE_luminance\n \n    \n#ifdef TEXTURE_luminance_alpha\n    float luminance = dot(vec3(1.,1.,1.),textureColor.rgb)/3.;\n\n#if defined(TEXMODE_replace) || defined(TEXMODE_decal)\n    textureColor = vec4(luminance, luminance, luminance, textureColor.a);\n#endif \n\n#ifdef TEXMODE_modulate\n    textureColor = vec4(luminance*lighteffect.rgb, \n                        textureColor.a*lighteffect.a);\n#endif\n\n#ifdef TEXMODE_blend\n    textureColor = vec4((1. - luminance)*lighteffect.rgb,\n                        textureColor.a*lighteffect.a);\n#endif\n\n#ifdef TEXMODE_add\n    textureColor = vec4(luminance + lighteffect.rgb, \n                        textureColor.a*lighteffect.a);\n\n#endif\n\n#endif // TEXTURE_luminance_alpha\n    \n    fragColor = textureColor;\n\n#elif defined(IS_TEXT)\n    if (textureColor.a < 0.1)\n      discard;\n    else\n      fragColor = textureColor;\n#else\n    fragColor = lighteffect;\n#endif // HAS_TEXTURE\n    \n#ifdef HAS_FOG\n    // uFogParms elements: x = near, y = far, z = fogscale, w = (1-sin(FOV/2))/(1+sin(FOV/2))\n    // In Exp and Exp2: use density = density/far\n    // fogF will be the proportion of fog\n    // Initialize it to the linear value\n    float fogF;\n    if (uFogMode > 0) {\n      fogF = (uFogParms.y - vPosition.z/vPosition.w)/(uFogParms.y - uFogParms.x);\n      if (uFogMode > 1)\n        fogF = mix(uFogParms.w, 1.0, fogF);\n      fogF = fogF*uFogParms.z;\n      if (uFogMode == 2)\n        fogF = 1.0 - exp(-fogF);\n      // Docs are wrong: use (density*c)^2, not density*c^2\n      // https://gitlab.freedesktop.org/mesa/mesa/-/blob/master/src/mesa/swrast/s_fog.c#L58\n      else if (uFogMode == 3)\n        fogF = 1.0 - exp(-fogF*fogF);\n      fogF = clamp(fogF, 0.0, 1.0);\n      gl_FragColor = vec4(mix(fragColor.rgb, uFogColor, fogF), fragColor.a);\n    } else gl_FragColor = fragColor;\n#else\n    gl_FragColor = fragColor;\n#endif // HAS_FOG\n    \n}","players":[],"webGLoptions":{"preserveDrawingBuffer":true}},"evals":[],"jsHooks":[]}</script>
-</div>
 </div>
 </section>
 <section id="expected-values" class="slide level2 subsection">
diff --git a/SSR/topics/moderation/moderationNames.qmd b/SSR/topics/moderation/moderationNames.qmd
index 3d8d445..20c4d21 100644
--- a/SSR/topics/moderation/moderationNames.qmd
+++ b/SSR/topics/moderation/moderationNames.qmd
@@ -159,7 +159,7 @@ rglwidget()
 #        step = 0.01, loop = TRUE, rate = 0.5)
 ```
 
-## Fit model {.smaller .subsection}
+## Fit model { .subsection}
 
 ```{r, echo=TRUE}
 fit <- lm(wakefulness ~ hours.awake + ml.coffee + hours.awake*ml.coffee); summary(fit)$coefficients
@@ -220,7 +220,7 @@ aspect3d(1,1,1)
 subid <- currentSubscene3d()
 rglwidget(elementId="plot3drgl2", reuse = FALSE)
 
-rglwidget()
+# rglwidget()
 ```