diff --git a/docs/notebooks/tutorials/coil_stage_two_optimization.ipynb b/docs/notebooks/tutorials/coil_stage_two_optimization.ipynb
index b8d60dd43..1f23a792a 100644
--- a/docs/notebooks/tutorials/coil_stage_two_optimization.ipynb
+++ b/docs/notebooks/tutorials/coil_stage_two_optimization.ipynb
@@ -49,8 +49,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "DESC version 0.12.3+655.ge41a12764,using JAX backend, jax version=0.4.31, jaxlib version=0.4.30, dtype=float64\n",
-      "Using device: CPU, with 3.55 GB available memory\n"
+      "DESC version 0.12.3+681.g240074ba0.dirty,using JAX backend, jax version=0.4.31, jaxlib version=0.4.30, dtype=float64\n",
+      "Using device: CPU, with 2.39 GB available memory\n"
      ]
     }
    ],
@@ -59,7 +59,7 @@
     "from desc.coils import CoilSet, FourierPlanarCoil\n",
     "import desc.examples\n",
     "from desc.equilibrium import Equilibrium\n",
-    "from desc.plotting import plot_surfaces, plot_2d, plot_3d, plot_coils\n",
+    "from desc.plotting import plot_2d, plot_3d, plot_coils, plot_comparison\n",
     "from desc.grid import LinearGrid\n",
     "from desc.coils import MixedCoilSet\n",
     "from desc.objectives import (\n",
@@ -75,7 +75,6 @@
     "    FixParameters,\n",
     ")\n",
     "from desc.optimize import Optimizer\n",
-    "from desc.magnetic_fields import field_line_integrate\n",
     "from desc.integrals import compute_B_plasma\n",
     "import time\n",
     "import plotly.express as px\n",
@@ -62975,9 +62974,9 @@
        }
       },
       "text/html": [
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        "                            \n",
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+       "var gd = document.getElementById('136286d5-9a2a-443c-a620-25f7f6c6fe9c');\n",
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@@ -63056,7 +63055,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
+   "execution_count": 7,
    "metadata": {
     "tags": []
    },
@@ -63067,24 +63066,24 @@
      "text": [
       "Building objective: Quadratic flux\n",
       "Precomputing transforms\n",
-      "Timer: Precomputing transforms = 57.2 ms\n",
+      "Timer: Precomputing transforms = 1.03 sec\n",
       "Building objective: coil-coil minimum distance\n",
       "Building objective: plasma-coil minimum distance\n",
       "Building objective: coil curvature\n",
       "Precomputing transforms\n",
-      "Timer: Precomputing transforms = 6.61 ms\n",
+      "Timer: Precomputing transforms = 45.3 ms\n",
       "Building objective: coil length\n",
       "Precomputing transforms\n",
-      "Timer: Precomputing transforms = 4.28 ms\n",
-      "Timer: Objective build = 197 ms\n",
+      "Timer: Precomputing transforms = 3.94 ms\n",
+      "Timer: Objective build = 2.09 sec\n",
       "Building objective: fixed coil current\n",
       "Building objective: fixed shift\n",
       "Building objective: fixed rotation\n",
-      "Timer: Objective build = 34.6 ms\n",
-      "Timer: Linear constraint projection build = 25.9 ms\n",
+      "Timer: Objective build = 327 ms\n",
+      "Timer: Linear constraint projection build = 1.45 sec\n",
       "Number of parameters: 191\n",
       "Number of objectives: 1656\n",
-      "Timer: Initializing the optimization = 265 ms\n",
+      "Timer: Initializing the optimization = 3.90 sec\n",
       "\n",
       "Starting optimization\n",
       "Using method: lsq-exact\n",
@@ -63126,8 +63125,8 @@
       "         Iterations: 29\n",
       "         Function evaluations: 42\n",
       "         Jacobian evaluations: 30\n",
-      "Timer: Solution time = 1.29 min\n",
-      "Timer: Avg time per step = 2.58 sec\n",
+      "Timer: Solution time = 2.21 min\n",
+      "Timer: Avg time per step = 4.43 sec\n",
       "==============================================================================================================\n",
       "                                                                 Start  -->   End\n",
       "Total (sum of squares):                                      2.285e+07  -->   6.523e+02, \n",
@@ -63174,58 +63173,71 @@
     "plasma_grid = LinearGrid(M=25, N=25, NFP=eq.NFP, sym=eq.sym)\n",
     "\n",
     "\n",
-    "# define our objective function\n",
-    "obj = ObjectiveFunction(\n",
-    "    (\n",
-    "        QuadraticFlux(\n",
-    "            eq,\n",
-    "            field=coilset,\n",
-    "            # grid of points on plasma surface to evaluate normal field error\n",
-    "            eval_grid=plasma_grid,\n",
-    "            field_grid=coil_grid,\n",
-    "            vacuum=True,  # vacuum=True means we won't calculate the plasma contribution to B as it is zero\n",
-    "            weight=200,\n",
-    "        ),\n",
-    "        CoilSetMinDistance(\n",
-    "            coilset,\n",
-    "            # in normalized units, want coil-coil distance to be at least 10% of minor radius\n",
-    "            bounds=(0.1, np.inf),\n",
-    "            normalize_target=False,  # we're giving bounds in normalized units\n",
-    "            grid=coil_grid,\n",
-    "            weight=100,\n",
-    "        ),\n",
-    "        PlasmaCoilSetMinDistance(\n",
-    "            eq,\n",
-    "            coilset,\n",
-    "            # in normalized units, want plasma-coil distance to be at least 25% of minor radius\n",
-    "            bounds=(0.25, np.inf),\n",
-    "            normalize_target=False,  # we're giving bounds in normalized units\n",
-    "            plasma_grid=plasma_grid,\n",
-    "            coil_grid=coil_grid,\n",
-    "            eq_fixed=True,  # Fix the equilibrium. For single stage optimization, this would be False\n",
-    "            weight=10,\n",
-    "        ),\n",
-    "        CoilCurvature(\n",
-    "            coilset,\n",
-    "            # this uses signed curvature, depending on whether it curves towards\n",
-    "            # or away from the centroid of the curve, with a circle having positive curvature.\n",
-    "            # We give the bounds normalized units, curvature of approx 1 means circular,\n",
-    "            # so we allow them to be a bit more strongly shaped\n",
-    "            bounds=(-1, 2),\n",
-    "            normalize_target=False,  # we're giving bounds in normalized units\n",
-    "            grid=coil_grid,\n",
-    "            weight=500,\n",
-    "        ),\n",
-    "        CoilLength(\n",
-    "            coilset,\n",
-    "            bounds=(0, 2 * np.pi * (minor_radius + offset)),\n",
-    "            normalize_target=True,  # target length is in meters, not normalized\n",
-    "            grid=coil_grid,\n",
-    "            weight=2,\n",
-    "        ),\n",
+    "# define our objective function (we will use a helper function here to make it easier to change weights later)\n",
+    "weights = {\n",
+    "    \"quadratic flux\": 200,\n",
+    "    \"coil-coil min dist\": 100,\n",
+    "    \"plasma-coil min dist\": 10,\n",
+    "    \"coil curvature\": 500,\n",
+    "    \"coil length\": 2,\n",
+    "}\n",
+    "\n",
+    "\n",
+    "def make_vac_coil_obj(eq, coilset, weights_dict):\n",
+    "    obj = ObjectiveFunction(\n",
+    "        (\n",
+    "            QuadraticFlux(\n",
+    "                eq,\n",
+    "                field=coilset,\n",
+    "                # grid of points on plasma surface to evaluate normal field error\n",
+    "                eval_grid=plasma_grid,\n",
+    "                field_grid=coil_grid,\n",
+    "                vacuum=True,  # vacuum=True means we won't calculate the plasma contribution to B as it is zero\n",
+    "                weight=200,\n",
+    "            ),\n",
+    "            CoilSetMinDistance(\n",
+    "                coilset,\n",
+    "                # in normalized units, want coil-coil distance to be at least 10% of minor radius\n",
+    "                bounds=(0.1, np.inf),\n",
+    "                normalize_target=False,  # we're giving bounds in normalized units\n",
+    "                grid=coil_grid,\n",
+    "                weight=100,\n",
+    "            ),\n",
+    "            PlasmaCoilSetMinDistance(\n",
+    "                eq,\n",
+    "                coilset,\n",
+    "                # in normalized units, want plasma-coil distance to be at least 25% of minor radius\n",
+    "                bounds=(0.25, np.inf),\n",
+    "                normalize_target=False,  # we're giving bounds in normalized units\n",
+    "                plasma_grid=plasma_grid,\n",
+    "                coil_grid=coil_grid,\n",
+    "                eq_fixed=True,  # Fix the equilibrium. For single stage optimization, this would be False\n",
+    "                weight=10,\n",
+    "            ),\n",
+    "            CoilCurvature(\n",
+    "                coilset,\n",
+    "                # this uses signed curvature, depending on whether it curves towards\n",
+    "                # or away from the centroid of the curve, with a circle having positive curvature.\n",
+    "                # We give the bounds normalized units, curvature of approx 1 means circular,\n",
+    "                # so we allow them to be a bit more strongly shaped\n",
+    "                bounds=(-1, 2),\n",
+    "                normalize_target=False,  # we're giving bounds in normalized units\n",
+    "                grid=coil_grid,\n",
+    "                weight=500,\n",
+    "            ),\n",
+    "            CoilLength(\n",
+    "                coilset,\n",
+    "                bounds=(0, 2 * np.pi * (minor_radius + offset)),\n",
+    "                normalize_target=True,  # target length is in meters, not normalized\n",
+    "                grid=coil_grid,\n",
+    "                weight=2,\n",
+    "            ),\n",
+    "        )\n",
     "    )\n",
-    ")\n",
+    "    return obj\n",
     "\n",
+    "\n",
+    "obj = make_vac_coil_obj(eq, coilset, weights)\n",
     "## define our constraints\n",
     "# we will constrain the current of one coil to avoid the trivial quadratic flux minimizing solution\n",
     "# of zero coil current\n",
@@ -63251,12 +63263,13 @@
     "    maxiter=100,\n",
     "    verbose=3,\n",
     "    copy=True,\n",
+    "    ftol=1e-4,\n",
     ")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 8,
    "metadata": {
     "tags": []
    },
@@ -63276,7 +63289,7 @@
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   {
    "cell_type": "code",
-   "execution_count": 25,
+   "execution_count": 9,
    "metadata": {
     "tags": []
    },
@@ -126044,9 +126057,9 @@
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        "                            \n",
-       "var gd = document.getElementById('c450a54d-1807-4294-83d8-c21e3911d089');\n",
+       "var gd = document.getElementById('993f616c-25f5-4a2e-8139-311d71b8a161');\n",
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@@ -126088,7 +126101,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": 10,
    "metadata": {
     "tags": []
    },
@@ -126108,6 +126121,188858 @@
     "plot_field_lines(optimized_coilset, eq);"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Using REGCOIL Algorithm for initial guess"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Instead of starting from a circular coilset, we can do a sort of \"warm-start\" by first solving a simpler problem where we find a surface current on an exterior surface which minimizes the normal field error. This problem can be quickly solved as a regularized least-squares problem ([See the REGCOIL tutorial notebook for more info](./coil_optimization_REGCOIL.ipynb)), which can give an initial guess coilset which has low Bn from which to further refine with filamentary coil optimization."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 149,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from desc.magnetic_fields import (\n",
+    "    solve_regularized_surface_current,\n",
+    "    FourierCurrentPotentialField,\n",
+    ")\n",
+    "from scipy.constants import mu_0\n",
+    "\n",
+    "# First, make a constant-offset surface upon which our surface current will lie.\n",
+    "\n",
+    "surf = eq.surface.constant_offset_surface(\n",
+    "    offset=0.3,  # desired offset (m)\n",
+    "    M=2,  # Poloidal resolution of desired offset surface\n",
+    "    N=eq.N,  # Toroidal resolution of desired offset surface\n",
+    "    grid=LinearGrid(M=8, N=2 * eq.N, NFP=eq.NFP),\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 150,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 864.648x720.54 with 6 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plot_comparison([surf, eq], labels=[\"surf\", \"eq\"], theta=0, rho=np.array(1.0));"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 151,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "##########################################################\n",
+      "Calculating Phi_SV for lambda_regularization = 1.00000e-19\n",
+      "##########################################################\n",
+      "chi^2 B = 1.31920e-08\n",
+      "min Bnormal = 2.62809e-10 (T)\n",
+      "Max Bnormal = 3.97698e-06 (T)\n",
+      "Avg Bnormal = 2.52400e-07 (T)\n",
+      "min Bnormal = 2.50989e-10 (unitless)\n",
+      "Max Bnormal = 3.79812e-06 (unitless)\n",
+      "Avg Bnormal = 2.41049e-07 (unitless)\n"
+     ]
+    }
+   ],
+   "source": [
+    "# create the FourierCurrentPotentialField object from the constant offset surface we found in the previous cell\n",
+    "surface_current_field = FourierCurrentPotentialField.from_surface(\n",
+    "    surf,\n",
+    "    I=0,\n",
+    "    # manually setting G to value needed to provide the equilibrium's toroidal flux,\n",
+    "    # though this is not necessary as it gets set automatically inside the solve_regularized_surface_current function\n",
+    "    G=np.asarray(\n",
+    "        [\n",
+    "            -eq.compute(\"G\", grid=LinearGrid(rho=np.array(1.0)))[\"G\"][0]\n",
+    "            / mu_0\n",
+    "            * 2\n",
+    "            * np.pi\n",
+    "        ]\n",
+    "    ),\n",
+    "    # set symmetry of the current potential, \"sin\" is usually expected for stellarator-symmetric surfaces and equilibria\n",
+    "    sym_Phi=\"sin\",\n",
+    ")\n",
+    "\n",
+    "surface_current_field.change_Phi_resolution(M=12, N=12)\n",
+    "\n",
+    "lambda_regularization = np.append(np.array([0]), np.logspace(-30, 1, 20))\n",
+    "\n",
+    "# solve_regularized_surface_current method runs the REGCOIL algorithm\n",
+    "fields, data = solve_regularized_surface_current(\n",
+    "    surface_current_field,  # the surface current field whose geometry and Phi resolution will be used\n",
+    "    eq=eq,  # the Equilibrium object to minimize Bn on the surface of\n",
+    "    current_helicity=(\n",
+    "        1,\n",
+    "        0,\n",
+    "    ),  # pair of integers (M_coil. N_coil), determines topology of contours (almost like  QS helicity),\n",
+    "    #  M_coil is the number of times the coil transits poloidally before closing back on itself\n",
+    "    # and N_coil is the toroidal analog (if M_coil!=0 and N_coil=0, we have modular coils, if both M_coil\n",
+    "    # and N_coil are nonzero, we have helical coils)\n",
+    "    # we pass in an array to perform scan over the regularization parameter (which we call lambda_regularization)\n",
+    "    # to see tradeoff between Bn and current complexity\n",
+    "    eval_grid=LinearGrid(N=20, M=20, NFP=eq.NFP, sym=True),\n",
+    "    source_grid=LinearGrid(N=20, M=20, NFP=eq.NFP),\n",
+    "    lambda_regularization=1e-19,\n",
+    "    # lambda_regularization determines the complexity of the coils, larger values yield simpler coils at the cost of higher Bn error\n",
+    "    vacuum=True,  # this is a vacuum equilibrium, so no need to calculate the Bn contribution from the plasma currents\n",
+    ")\n",
+    "\n",
+    "# solve_regularized_surface_current returns a list of FourierCurrentPotentialField objects, one for each lambda, even if a single lambda is passed in\n",
+    "surface_current_field = fields[0]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 152,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(<Figure size 432.324x432.324 with 2 Axes>,\n",
+       " <Axes: title={'center': '$\\\\mathbf{B} \\\\cdot \\\\hat{n} ~(\\\\mathrm{T})$'}, xlabel='$\\\\zeta$', ylabel='$\\\\theta$'>)"
+      ]
+     },
+     "execution_count": 152,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 432.324x432.324 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plot_2d(\n",
+    "    eq.surface,\n",
+    "    \"B*n\",\n",
+    "    field=surface_current_field,\n",
+    "    cmap=\"viridis\",\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 153,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(<Figure size 432.324x432.324 with 2 Axes>,\n",
+       " <Axes: title={'center': '$\\\\Phi~(A)$'}, xlabel='$\\\\zeta$', ylabel='$\\\\theta$'>)"
+      ]
+     },
+     "execution_count": 153,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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4UkFBcMw1eUW1ErdKQQdQR0WhTxLQpkLUnpRMBmENIE2Ax+PfAHIEd4D17g4FO8TOASUitVv4PAAaQtAQ6pJuvXLkBBNMhgt6S4W6YF+qtntSJos4T6q2hvtqO+4nUpGRGETUjAqPgiuCejSJCvn5N4Kcs9LbLYtPdyjcBRaxT89quqFHbFixLKG0J51DLpkrhBCXhPxC0JApONznjYwiwSJlFCgkepM1DV0EGjXoBIT7goI8IlUZbidSyuBgjCL+xSLrQLKgM1hh9SEtXnq7Qc0gW3BxVmWo9atYbB0/NZ0wcAyzC9KoAYJoRrYLCtsCBBJMNtnC5wnAixzBFeXlyDAJFqkCk7U8kgjy9eAnKOqqVoopuRQUJL4sUm3G/UQqJASDiF4moeGQnws6AeGSsAaQKiDcF9hcvEiBNRW9UKyXI8cHFa3Ru+gMUxDNyXKRSAURSDbi26taRUpsyScFCN2RMltAZ7ZWnhBBvt7anVcEKiUYBBSvdXVPqdqG+4mUKE9KLofwaEgRUWW9PqTHS2/XOwLMBigSvN/hfZNwkQJQ0wM924XPA+BNFCZ06BAfRwkkiCwXiJQ/auGelAKEJqAXmkEjB7mgcJ9IkVIrQS+gDYiru/PWNtxOpFQhIWJECiA6FpIEhPzC6ovxpGQy13hT3t2Ep6EDeNGDYheJlAwZATQhxwXJE0EEucyTyhUuUmLDfYUCQ30gWKRUYsJ9vr5QWAgi+r3eCLidSCmDgzGKal0cFQtJAkoYhTWwelIijtEHNYMswYdFte1BfxrMYmvDqemKgcNYXFA5ASCQJmQjOPEEqyeVTbbwrsBWT0psuE+GWE+qwAQ+Au86eYLDfSI8KbkcAgI8+1K2cE+REuVJxTaAxHjp7Xr7W7vp5gtYd0g7SBecpSb3Aq9moDsqdhp8UdICvYsKwPoSSwGCMjrL4IUXcuTCW8lrUVKM2MftYixoBFa0SDdaW8gLs18Iod5ibIvqVQVWbyo/X4zt2o77iZSoxAmAug3hkqBzRyGxkCEilNgB0l3Qj0nTziVNEDX0LqnjJx5vIil0QfFXAH/8yUNA69YyqFFQLLhkUSEWvAWKVJoBwgSKVFohhIkSKaWYflIAPj4ekbKF+4mUSE9KpEgFCxKp0A6Qflj4OSa07aBI/LkiL3qiY4vweQB8iKTQRU0J/fAn1wUipRdcDaIQs1iR0kO4IJEymSFbByGCREqpEJPdB1ZPqsA1pzNqHW4nUgpfXywGA2adgEOLdRvCxXPS2wWrJ5UpQKQ0QaAJEX+oV9veRe3ku2DkBGbEdgQGa+UJPbmYBCcbgNWTcoVIucKT8hF4W0g1QLigPaPMIgjwEldgVlQKOng8qcpwO5GSyWTWkJ+QA70xkJMp5qyUqHAfQFhHSBNcMFXTDnRHhHtsMrSo6OCSLD8ZCrSEU4iACiblcI0nJceIWWj2XUEtDvelFUKYjxjbIHZPysfH40nZwu1ECkAVFiamNJJCATH14JKAdHFRbeQBwjrBFcHJBsogUASBXpCnWQYveqF30b6UlnCKXFB93Q8/8l3gHcpBaBZhDmb8Bd4WkvQQJciTSsmHCIEipVSI3ZPyiFTFuKVIecXGUiyqjXzdRnBJwI04rL6YNvIAkd3hivgisNaQnyv2pbpTjICK9BXOFUSxC0oWeeMtPLvPiAWQoRT4sb2MkRiBlePP66ChRozthFyI9RdjG6wiZRIkUhoNFIuPStdKhLfqcAR1bCx6USJVvzHEC9jfEVV1AiC8izUN3VRsbYQoitJ9qcCR4uYA1HTEyGnM5CPHV+hcXgRS7IKDtlq8KUTsOTM9JrwEtx5JwsRAgbeF80UCRSpHvEiJ8qQ0XlDkmuODklNYWMiMGTOoW7cuERER3HPPPQAcP36cH3/8EZlMxujRo2nevLlD9v97nlS9RmKSJ4KiITcNDAIeh9S+ENQcUvdJb7ss2vZQJD7dXYYGFW1cUsfPKlLZwufxRivckyp2kUhFC5oj3wQ5JogUFO5LyIXYADG2wbpbIEykNCAiV8wVrFy5ki5duvD444+zdOnSq69/8MEHPPHEEzz++ON88MEHDtt3S0/KKzaWrL/+EmO8XmPY9Kf0dhVKq1BlJEBkY+ntR/WE5G0Q1UN626Vo2oPONe0t1HRHzw403Cp0Hi8CyUPQXmEZtHhT5AJPSi1YpKzhPjG3hQs6aKARV7cvIRcGNxVjG0rCfYLyirRacSJ1ZckS/r3tNsevB5bHxDBp0qSrr8XFxREXFwdAQkIC3bt3B6CojDuYmJhIaGjo1TGO4p4iVbcuxRcF7e/UawQXBaVzh9W3Nj8UIVKRN8Pp74AXpLddiro+mPLBkAqqcHHzAF7cRB4fCZ3DOk+QS8J9rtiT0mEU6knlYMYCBAjK7jsnMNQHcElwuE8hF+tJiQr3RYwfz81Lljh+/cSJjBw5kpkzZ1b4fmxsLGlpaQBotf/fNbpOnTqkp6dfHeMobhnu0zZrRtEpQUVVYxtY+0qJqOYY3QIuC6qzF90Lkv8VmyIuk5W07RCfpKGiPQaOYBF8OFVNAHrEF0VToMAouGSR6Nbxx9DTHBUyQSJ1qADaCMq+s1jgQjY0CBJjH6weoIjynFC7s/uGDx/Onj17mDdvHvfffz8TJ07EbDbz7LPP8sknnzBv3jyeffZZh+27pSeliozEYjRiSEtDFRYmrXEvLwiNsBaardtQWtuxrSH+oLQ2S/GJAq8gyDwOIa3FzAHg2xMKtkHAUHFzAApCkOGLiUsoqS9sHi8XiZQcufACsykUEImgcgrAYfS0Q9CGEXAgH8YIctBT8sFHBf4C84pE4ucH58Sf/hCCt7c377zzztU/lyZOtGzZkjfeeMNp+27pSclkMrxbtqTw+HExE9QTlOFXpzUkCizSGt0LkreKsw/g0wsKBM9RgorWGDgmdA41gRSTI1xAZMgwC/YKr1BIJOIOAh1GTxvBItVBUDLnuSxoJNCLKkXUT5GvL+R5Kk5UiFuKFCBYpARl+NVpBYnHxMUEonpBkmAB8e5qrTwhuG0HgJo2GDgidA4F1kdrE2JTp+QlHyWRQpVCARECReqIQE8qwwBZRmgkaE/qXBY0ChZjuxSZuEIcniroleC2IqVt2ZIikSIlwpPyCwEvb8hMlN42QHRPqyclSgQB5N6gaQOFu8XNUYLVkxLbHkSGDC8CKL4BQn5WT0pMuK8AMwmYaIqYmkUH86Gdj7jMvrOZ0NgFnpQo/PwgT3zBklqJ24qUd6tWFBwVdANr0BTOC0rMqNcezgs6zxTQBMxGyBVQ1qksPr0hf6PYOQAlLTBwUvg81uSJbKFzmEoKv4pKOjBg5jL51MFPiP29FNMaFSpB69+ZB13ELB0oESnBnhSIez4MCPC0kLeF24qUT5s2FB45gkXET0WTlnBWUBZekx5wRlDxVJkMYm6FpM1i7Jfi1w/y/hE7B6CkLiaSsCCg3WkZrCIl9jG1kEK0aK+G/aTmHNlE4YOPIE9nPTr6Cswc3JgNfQKFmedkBjQPFWcfrGekFILumOHhkCq+xGStxG1FShUZCTIZhhQB/YDqNYIrSVAkYN+laQ84/a/0dkuJvhUubxJnH8Cnp3VfyiQ2RCbDCwURmBAUHi3BFWnoBRTgI7DE01HSaY24u/AGiuiLmA2jYjPsyoPegqpBmC1wOgOahoixf3UegSIVFmYVKZGR/NqK24qUTCbDp00bCg4flt64Ummt4XdOQMivcTe4eFBMeSSwelKXNwnel9KCd3cXhfwaYERs+NILf/SC22jkk4+PwKSGo6TTCjF34UsYycRMW0FJE7tyobkWAgQdeEnMhUCN+PRzkxnkgu6YWq31QG+O+K3TWofbihSAd+vWFB4TlKLcpCWcEZCYofGFqOZwQdC+VGBTMOshL16M/VJcFPJTUB8j8ULncI0nlY+vIE/KjIXjZAgTqQ0U0QcNckH7URtzBIf60qG5YC8KrB6bKE8KPCE/W7i3SLVqRaGo5IkmLeGMIAFs2gNOCeqXVLovlbhBjP1S/Pq7aF+qAUbOC51D7QJPKo88YSJ1kVx8URMsaM/oH4qE7ketzxIvUs0E70eBNdwnMg09IgJEtNGr7bi1SGmbNxdXHqltFzgoKM26xS1wQmByQ92BcHGNOPtgTUM3pYFB7KdGQR1MXBY8h0Z4C/lkkoggUojtrSTSnSghttMxsZtiBggSqUwDHCyAWwVWJz+eDi1dIFIWi7gUeoA6dUBU84fajHuLVLNmFJ0+LcZ4h25weI+YLmYtbrV6UkZBWWv1BkLiejAKPKAqk4P3TVAots27ghgXiJQaE3qhcySSSCyOF9G0hQULm0nkFgG2AX6hkH5o8RV0K/gj0+pFaQUWbz+eBi0lrp5WE9SvB/HxNb0K98OtRUoVEYGluBhDZqb0xoNCrDX8ROxL+YdCaD1x+1LaMAhu7YIsv5uhQGCmIq4RKTlqzAJFqoACiigkRED23RmykAFNCJTcNsDP5DNKYMLHb5kwWOD5JYsFjrlIpEQn3tWrB6KaP9Rm3FqkZDKZ2IroHbvDfkEVv1v2geMCs+PqD4b438XZBxeJVARmMrEIFBE5KqGeVCIJRBMj5IzUphIvSsQh4RPoScNMT4Gp539lwmCBSQ1phVahihCns9cgck+qXj24KL71Wa3DrUUKrCE/nbCQ302wf6cY264SKZGp6NquoDsMZnF9kmQoURCGCQHn4UpQCPakEkgQEuozY2EridxCHcltAyyjgBH4oBCV1ZcNrX0gQlzN2quhPpHi4So8nlTF1AqRKjwpqHROl56wc5OYG32L3nBmh7h9qeCWoNBA6h4x9gEUPqBuBDqxpYvkRGEiWZh90RXQz3Ca+kjc9gXYTTLBaKiL9J38dFj4iQLuExjqW54OwwQnNBxPgxYuSJoAa9KEqM68APXrW/ekzGKL6dc63F+kmjenSJRINWsNxToxxWZ9g62deuMPSG8brI+OTcfA6aVi7JeibgB6sYdtFYRiJkOYfT05eAna00nlCvnk0YAGkttewRmGI6Yf+ioKaIOaJoLKLOnNsCod7hUsICczXCdSGjXoBObf+PpCYCAkJYmbozbi/iLVogVFJwTV2ZPJ4JYBsPkvMfab9YJTAltrNL0fzvxkLTorCheIlJxQzKQLs19MNmrE5EAf4hBtaSf5ftRJMkmniJ5ES2oXrJ7lIvJ4WFCxWoB12dDMG2IFtosHOOFCT0rrBUViTzLQqFHtbX4oCvcXqSZN0MXHY9YLeoTpPQC2CBKp5r3gpECRCmwC/vUhYZ24OW4AkRLlSVmwcITDtKWd5LZXcJq7aYxCwEd0O8UYsHCroIQJgB9T4T4XZNy5orBsKaI9KYDGjeGs1IGd5Uugnszxr5+/lnhB9uH2IiX38sIrNhad5P9yJfTqB7s2Q7GAR6RmvaznpUQmNzQdC6e/E2ffJSIVgklguM/qSQVKbjeBBJQoiZT4oG0S+Rwhnf7Ul9RuKYvIYzJ+wtqK6MzweyaMFCweecWQUQj1AsXOU4rWBSLVqKEAT2rkeLhocfzr3gclXpB9uL1IgeAuvUEh0Kg57BWQah1SB7R+kCQw8aDJKIhfDQZBnXTV9UEfL8Z2CQpCBIf7MvESEO47yH7a0Fbym/0KTjOQBmiRviLreQzsoZiRAhMm/siE9j4QJbjg66kMaBIitgpEWTRqKBQc7mvcGM4Ieh6vrdQKkfLt0oW8nYJSxQH6DIKNa8XYbnqz2NYd2jAI6wgJgursKfzBLLplqBIQUPkDa0gui5ME0ERSu3nkcYyjdKGrpHYTyONfkhhGY0ntlvIRuUzED2+BH/0fUmFMuDDzV7mQDY1c2I032B8yBX8UmjUDUcdCayu1QqT8br6ZvH8F3uj73gkbBNXCa3oznBJ7IJYGQyH+NzG2Zd5Cz0mJpgBrqpSPxAkI29lGW9pLXlT2a44ykqb4I70bcgkjf1HEQwITJnKN8FcWjHDBPtHFbKgnsCZgecICIC1bbPS+WTM4c0ZMtbbaSu0Qqa5dKTh8GFORoJtlm06QkwmXBFTjbiqwU28pDYZYQ35mAT/Zci1YRIuUuE99JkcJoY2kIblCCtnPPnrSUzKbYO0ZdY5shtBIUrulfEIu4/AlUODHflUG3BIAwWIy268hPgfqB4qfpxQfrTUhuEBgyUwfH2s19Atit4FrFbVCpBQ+PmhbtCB/714xE8jlcOtA2CAg5BfbGrJTIDdNetul+DcA7wi4IiAkKtdaPSnhLUPFbCykc5gQ2khqcyfbaUkrAiRMxrBg4QuOMJ5WqJG+GmsSRn6jUGjaOcD3Lgr1AcRnu1ak4P+9KZE0bw6iTt3URmqFSAH419aQn1wBjW+yVp8QSYOhcEFAyE+mBORgEVQ5QzAZHCGEtpLZ06FjN7voSW/JbAJs5TImzNwqqNr5fHIZjQ+hAgSwlFQ97MwVW6uvLBdzXBvuAwgLFC9SLVt4RKostUakAvr2JesvQeeZAHr1h73boEhAllzzXnByi/R2yxLbD5IE9bCSqYSKlJkcZAIaBmZxEhkyfCW88W9mE81oToiEXXILMfAlR5hMWyHdcVMwspxCHhFQXqksK9JhUDD4CGzLUZbkPIgW6xheR3QIXBaXiApAu3awb7/YOWoTtUakAvv3p+DAAfSiWlf6B0DrjrBjk/S2W9wKxwQWmwVr647M42LCchaDVagEYeQ0KgHlf87zCw0YItl+VCpXOMA++jFAEnulfMtx2hFGW8Scfv2IXEbhQ4RALwqsIuWKhAmw/pjnFkOA4DT38jSMgnOCyxbdfDNsE3y8sjZRa0RKodUSNHAgGb/8Im4SUanojbtCymnIz5LedimaYFD5Qr7ErT0tFsBYEvYTg5EzKCUWKR0ZpLKXuhIJigULa1jNrfSVNKPvNJlsIZGHJN43KyURI79QyBOCvahUPezNg4ECe0eVpdhkTWLwEvdjWSGNouG8uFrI1jkaWbP7PBXRrdQakQIIveceMpYtEzdBn0HWfSmpH2GUauu+lMg6fgDBrSDjqMRGTYDc2qlXEAZOSy5SF/mTaHqjkkhQTnCcAgokPRdlxMzHHGASbYSknAPMJYdx+BIm2ItaWRLq83ZRqC+3GPxd7EWBVaREe1IyGfTsCSK34GsTtUqkAu+4g/y9ezGkCcqUa9ba2lrjnIDTdC37wLEN0tstS3AryDwmrU3BoT4zuVjIQ0GMhDZNXGQt9blLEnsGDPzJHwziThQS3uxXcRZ/vOgjKFniAgbWUsSjgjP6AH5Og3td2ML9RhYpgJt7WEN+HmqZSCm8vQm84w7SV6wQM4FM9v/elNS0vg2OCiwEC9YeU1kSpwUJFikDx1HSGJmEP4pJbMGbCAIkOm+0lS1EE01DCc8vJZHPck7zBO2F1dB7jxwm4kuQYC8qVQ/782GAC6s/5BWDr8BmiraoHwmJaaAXnOzasyds3OTZlwIXiFR8fDyDBw/moYce4vvvv3faXvi4caR9840EK7NBv6Hw9yrp7TbsDLmpkBYvve1StOGgkzj1yKyznpUShI4/0HC7ZPaM6DjBVzRngiT2kkliD7sYxJ2S2AMwYeF99nIfzYkSkNUIcBw9m9DxP8F7UQCrM6F/EGhdFOoDUCvAUANVGbzU0DAaTghu896pExQVwaFDYuepDbjEk2rRogWdO3emTRvnN4cDBwxAd/48haIKXN18G5w6AmkSZxHKFdB+EOxfLa3dsqgDQJ8jrU1zgbU0kgAsWCjiN7QMkczmWX4imJaESnA2yoiRlSxnAAPxl7BA7QpOo0IhrLIEwBxyeAJ//FzwEf89w3Vno0rxVkFhDR3d69AYDpwRO4dcDmPvh2+/FTtPbUD4T3BMTAwzZszg4YcfZurUqde8t2jRIjp37nz1K60ae01ylYqwsWNJW7JEzII1GrjlDvjnV+ltd7gLDggUKa8A0OdKa9NSCHIxImXgADLUKGkpib0CkolnNS15SBJ7m9hIEEG0o70k9gAukMNKzvAMnYSciQLYQzFH0DPBBXtROjNsyLYmTbgSHzUU1KRIuaBS+bhx8P0PYBTY07Q2IFykzpw5g1wuRyaTYSz3tx0XF8fevXuvfoWFVW/nNXz8eFK/+QaLqCqMdwyHP1dKb7dNf2tFdF2+9LYBVP4CPClxIlXEr2i5W7I9mWMspBEj0Epw3ugyiexjD4MlXJ8BM++zl4m0JgJx3ulssnmOADSCRLAsG7KhvS+EuKBWX1lq1JNqIt6TAmt5pNhYWL9e/FzujHCRSkpK4o033mDevHkMHz5cEps+bdqgiowke52gRIRbB8K+7ZCTLa1db39rKvoRQW01vAKguHaIlNShvivsIY9LNMT5nzFrmG8FA7kTPwm9ke85QTje9KOeZDbLsxkdVzBxn8B+UWX5LQMGu9iLAqtIFRnAXAOJBR0aw6HzYDaLn2vcWPhWYE/TmuTs2bO0bFl1FEX4Ubjbb7+d22+XbmO8lIgJE0hdsoSgAdKe/gfA1w969IW/fpG+K2X7QXDoT+gyTFq7YD3Ma5DYSzPlglz6sJGOv5ETIEmoT08uh/iQ9jyLAudTvv7hL8IIo42ENf+OkcHfxDOP24Rl85mx8CbZTCUQpQu8KIC/MuHJ1i6Z6hrkMgjUQHohhLtGj68S7A/hgXDkArQTt60IwOjR8NoMSEyEOnXEziU1KSkpfPTRRwQEBHDzzTfTq1eva95ftmwZUVFVd7WuVSnoZQkdPZqstWsx5kjsOZQy/AFYIWDfq/XtcEyQ/67wArNB2rxVUzoopT0AY8FCHu/jxzNO37AtWDjI+8RwC+F0cnptpznFcY4xRMIwXyEG3mcPj9GBIDSS2KyI3ylEhozBiMvGLMuFItBZoIWYyGWVNA2B0xk1M3e/TvCPoKYMZQkNhYkPwttvi59Lar744guGDx/O888/z4cffnjNewcPHqRt27bIZFV/xlxcVEQ6VCEhBPTtS/qyZUQ+JM1G+TX0vROmxUFCPMTWl85ubGsoyoPUCxDeQDq7YK0KIVeA2QgKiTYJjGmglLYgWzGbsJCPhsFO24pnNUWk05npTtvKI49VrOQe7sNbwj2jhRyiHeH0kLjxYlkMWJhDDnMIFuaplWdjDtwaYD1eWBOUilTPuq6fu39n+PQ3mDJK/FzPPw8tWsK0aRDtyI/Q5iXwxW2OL2AnLI+JYdKkSVdfiouLIy4u7uqfjx49yvTp134Gg4KCCAsLQ6FQkJ9/bYRn9erVTJ8+nblz51Y5fa0VKbAmUCS9954YkfLygrtGwS/fwZPO3wCvIpP9vzcVLmDdcjWYiiUUKek9qTzm4sfTTh/gzSWeU3xLT95HjnPfrxkzK1lOJ7rQAOkeHrZxmWNkMA8nbhLV4AcKiEHBLQI9tfJszIY+gS6b7jqahcCpGvKk+rSHcW9BUTFoBVe+iIiACeOt3tRHHzlg4Jbx8LoTUaGJExk5ciQzZ860OaR169asWrXqmtdmzZpFWloadevWxdf3/88DZmVlkZ+fz8KFC7l8+TI///wz9957r03btTbcBxA0aBBFp09TdO6cmAlGPAArv5H+2Hfr2+GIoKQPhReY9dLZM6aBQjpPSs8BTFxEi3N7ciaK2cdbtGSSJK04tvMvevTcSh+nbZWSThELOMjzdEEr8HmwEDMfkMPLEjZhrAqLpeZFqibDfQG+0LYhbDvimvleeMGaQJEsuLitlEyaNIkVK1bwzjvv8PTTTwMwYcIEgoKCmDNnDg0bNkQmkxEcXHnmTa0WKblKRejo0aQuXixmgvZdrafq9kncsLBVXzi+QUzNE7kaTBL2tzZeAaV0rVbz+BgfJiNzwvOxYOEoC/Ejllj6O72myyTyL1sZyb2S1eYzY2Eu+xhEA5ojNv3tK/LpiJoOgorUVsQFHViAxq5z3K6jWQgcE9jwuir6d4a1u1wzV2QkPDAO5sxxzXxSEBUVxZw5c5g6derVpInFZe7V/fv35/jx41Um1tVqkQKImDSJ1K+/xiLixJtMBiMnwLKvpbUbWtcqUNkCHouUWjBKKFK6Y6BpIYmpYnZiYB8+THTKTjy/k8kx2kmQeFFIIT/zI3cxhCCkKz63hvMUYGA0zSWzWRF5mFlALi+60IsCOFQAHX1rbj8KoFUYZBTBZYnPr1eXMbfB9xvE1/ErZdo0+G4pXLjgmvnchVovUj5t2qCuU4esP/8UM8GIB2DtcigskM6mTAaxbeCSgFiB0huMEnUXNmaBKRPUDZ02ZcFMDtPxZzpyJ5IS0jnIab6nK6+jcvIsUOk+VHNa0grp8qgTyGMpJ5hCZxSCP2Kfk8etaGjm5J6cvRwtgFYuTv0uj0IOtzWAf87XzPxN6kDLevDbdtfMFxEBTzwOr7zqmvnchVovUgCRkyeTsmiRGOMR0dCpB/whceX12DaQIEKktGAsksaW7hBo2krSS6qI5YAcLSOdsJHKPt6mIy/gQ9XnK6piK5vRoaO/hJ12DZh5lz2MoyV1BJclysbM5+QxRcK6gtXlaCG0rqHU87L0awh/15BIATw0CD4X0DTBFs89B+vWwYEDrpuzprkhRCp01Cjytm2jOEHirrSl3PMg/CxxyK9uW7h0WFqbIK0nVXQItO2cNmOmgFxmEcAshzP6TOjZy5s05G7C6Oj0ms5xlt3s4l7uk7RH1PecIAgNgyTMELTFAnIZgJaGLvaiwD08KbCK1LrzNVN5AmB4L9h3GuJTXDOfnx9MfxmmveSa+dyBG0KkFL6+hI4Zw5UvvhAzwe2D4fRRuChhFqFQT8q9RCqf+ajpipcTXW2PshAvQmiM7VTV6pJDDitYxgjuxV/CVhbHSOdv4nmajsLPKqVg5Bvyea4GvKhiM5zX1dwh3rLUD4QgLRxykUiUR+sFY293rTcVFwdnz/53avrdECIFEPXYY6QsXIgpX0DxVi8vuPNeWP2zdDajm0GKgCqVcpW16oSzWCyQvwG8ezhlxsAZCvgCf15z2MYFfieDI3TgOadv/kaM/MQP3EQPGuL8XlspOox8wD7hVSVKmUce9+BDbA0cdUwqhggVaNzk7jG0KXx/tObmf+xuWLQaMgQVvymPWg2z34Qpz4OoGtvuhJv8mDmPd4sWBPTpQ/KCBWIm6D9U2vYdWn/AYq0+ISVSpVsV7QG5F2gcTyiwYCabp/HjeZQOnmVKZR+nWUo3CRIlAP5gDX740YveTtsqy2KO0ZxgoVUlSknDxDIKeMwFrTgqIt8Mvi5scFgVD3eCxYdqrip6kzowsje8udR1c95zD3h7g8j+r+7CDSNSALGvvELS+++L8aZuuhXOnYIrEqWNy2QQGA1ZSdLYk5rsZRBwj1OiV8hSLBjxYVLVgysgj0vs5x068zI+Etz897KbC5xnGCMkDccdIZ1tXOZhCQvSVsbn5DEEbyJrqGBMvsm9RKpRMHSvA0tqsIvta+Nhyd9wwUWHbWUyeP89a/FZnYQnTtyRG0qkvFu1EudNqdXQqx9sljDVPchNRcpisYpU4D0OmzCRTi5vEsi7DiVLGChgD6/TkomE4HxH53gusJ513M84NBKG43QY+ZB9PEZ7/F1wmDYHM9+Qz2MuaAtviwIT+LiRSAE83x0+2AkmF7TPqIjIYHhqOLwkaFu8Im66Cdq1g88+c92cNcENJVIg2JvqPQC2/i2dPXcVqaK9JaE+xz2DXF5HywjUDngXFswc4D1CaEddCdLDs8jiZ35kBPcSgrTFcpeUhPm6uyDMB/AVedyGhvo1WHbT3TwpsBaZDdHCr6dqbg3P3gObD8Oek66bc+YbMOdtKJDwGKe7ccOJ1FVv6pNPpDfeuz9sWyddOaPAKOlFymxy/lxT1rcQcK/Dob5itqJjE/5Mdej6M/xIMZm05n8OXV8WPXq+5zt60pvGNHbaXlmOkcFWLvM/nM+ArA46LHxBHk/WQEZfWYrM4FWDlSYqQiaD53vAzK1gqKFkAl8tvD4enlngmoaIAO3bQ+/eUI1i4rWWG06kAOrOnMnl99/HkCZxYa/oWGstvysSCYtfCBRkSWOrlLyL4OtE7wJDEmQthdBHHbrcTB5ZPEkQHyB3YGM/hZ3Es4YuvOp0A0MLFn5hBdFE0x3nshTLY8TMPA4wmbb4SdBosTqsppCWqF1eXaI8MWq4LGENY6kY3hwifGDW1ppbw8SB1mfYBRLmWFXFW7Nh7oeQ5IZBGSm4IUVK26QJYWPGkPDGG9Ibb9oaTkmU7+oTJK1IWcyQex4CnGgXemU2BD8IKscqOuQwHS9uQUM/u6/N4yIH+YDOTEdDiEPzl2UrW8gmm7sYIvm5pV85SzAaehMjqd3K+I58HsC36oGCaayFsxIVNZESmQy+GgIL98HOxJpZg0IBXz0PM5bAeReJRsOGEDf5xj3ge0OKFEDsq6+S9sMP6M5LXDOlmYQi5R0IhdnS2ALITwRNMKgcTNXWX4LsHyD8RYcu1/E3xWwlANt9Z2xOTR67mUFLJhOM8wVtT3Cc3exkNGNQSex5pFHIMk7zKO1d1mDwNAbOYeAOF3XdrYwotXVfKk9ATWdnifaDBYNg3CrIryFvr1ldmDYGJr7rurDfSy9ZyyXt3u2a+VzJDStSqtBQop58kkuvSlyNsVlra/UJKZDak8o+AwFNHL8+7X0InuRQk0MzWWTxLEF8bHeYz4KZ/bxNBF2p64AHVp4kLvMrvzCa+/EXsH/zGYe5i4bEuNCr+ZZ87sMXlYtEsTJkMmikhTNu6E0BjGgBPerAlH9qbg1PjwCjCT75xTXz+fnBm7PgqaddM58ruWFFCiD6mWfIXreOgsMS1shr2hpOSlTOyDtQWpHKOQMBDiYHGDOsCRNhTzt0eTYvo2UwXvS0+9oz/IiRQloy2aG5y5JLDt+zlMEMJYY6Ttsrz26SiSeHe2kmuW1bFGJmGQWMdYNQXynNtXBCoupbIvj4DvjzbM1l+ykU8PULMPNbOC2opGh5HngARHQsqmlqdfv4qlD6+RH93HNcfu89mkp1NLthU+lq+Gn9QCdhqnzyNoi62cFrX4LA0aCyP5W6kOXo2Us4G+2+NpV9XOB3evMJcid/HA0Y+IGldKGLpK03SjFi5nOO8DDtUEtYlLYq1qOjDWrqudHHtVcA/J4J90fU9EoqJkADP46AwT9aU9N7OpFL5ChN6sAbD8J9M2H7PNAIzq+Ry+HzippBnFwCJ25z3PAJgKccv95J3OenXhARkyaxr1EjDGlpqMLsD2NdR2Aw6Aqtx7w1Th4KVajAJFEtF1MxXFwDPd61/9r8rZC7Gpofs/tSA2fJ4WVCWI7czrJFhaRygHfpxDS0Tp5fsmDhN1YRRDC9udUpW7b4kwuE4U1nXHtn/psit9iLKssDEfDaRUgshjquawhsFzfVge+HwfCfYc1o6OK6HJerPDIENh6A5z6F+S64z7dvX8GLzcdD3yWOG93nXJNSZ7mhw30AquBgQoYN48qXX0pjUCaD0AhIv+K8LaUajBLt7iash+BW4GNnVp65GBLjIOZjUATadakFHVk8hB8vorazKoS19cZMGjGCUAnOGe1gO1e4wt0MF5LMkI+e7znJQ7R2WbIEgAkL6yiiv5uJVIASxoTDQjdPe+7XCL4YDHf9CIcl+Mjai0wGX0yBP3fDsk2un/9GwK1EylAoJsgd9dhjpHz6KRapSgaHRUKaBL0BpPSkzq+AhiPsvy71LfBqBgHD7b40h+koaYQPD9p97VEWoiGMRk40QSzlDGfYxhbGcD9qQWeWfuQU3YiioYvbtO+lmEgUNVLtvCoej4bPU0BXQ6WIqsuQZtY9qjuWwql0188f4As/vwaPfgRnaig1vjbjViKVHR+PWcDOn2+nTqiioshcvVoag1KJlFIikTIb4cJv0NBOodGdgPR5EDPP7uoShaxCx2YCmWu3Z5HAP6RzUJLWG2mkspJljGI0gQQ5ZcsWl8lnHRcZR0sh9ivjbzf0okpp7g0dfOGn1JpeSdWMagWz+0K/7+CCxOfnq0OnpjDzQRj2KuS7aVaku+JWIiVXKtm7cKEQ21GPPipdU8TQCGlESqawljFyloR/wL8B+Ner/jVmPSQ8CJEzQG1fFpyB0+TwIsF8jtzOQqd5XOQYn9OFV5xuvVFEEUv5jn4MoB71nbJVGYs5yjCaEOyCPlHlWY+Ofm4qUgBPxcCcBCisBX2NJrS3lk7q9x1czHb9/A8Phq7N4f43wXADZuGJwq1EKiA2ls1vvEFRZqbktoPuuovczZsxFxc7b8w/EPJynbeTewX8w523c+A9aPuEfdckPw/KSAixr/yRiXQyGIM/M1DT3q5rjejYyyxaMgl/J9urmzGznJ9pSjM60skpW5VxmkxOkslQnKji4SDFWLiAkTYuKrvkCHcEQUdfeOJsTa+kejzR1frVazGcdHHoTyaDhc9YK7WPnW09R+WhatxKpJRaLS1GjGCzgHJGquBgtM2bk7dzp/PGfP0gXwKRyrxsrYTuDKl7reejGt9X/Wty10LOKoj92q5itBaKyWQCWobiw2i7lmnBwmE+IZBmklQ238h6DBgYwB1O26qMbzjOfTRHUwN7QmcwUA8lXm5wgNcWMhl81hS258LiGmrhbi9PdYOZfaDPN7DfRf2fSlGrYPkMyM6HB9/+b3TWdRa3EimAPm+8wZGlS0k/Jf0pvMDbbyd73TrnDfn6SyNSWUkQ5GRe7P63of2z1iSM6mC4AgmToO63oKz+Ho4FC9k8h5wQ/HnZ7mUm8Dc5nKYNj9t9bXlOcJyDHOBe7kMh8LzSYdJIIp/+AkOJlXEcPS1quJhsdfBVwPKW8PwFOCSgQ44IxreD+QOtyRRbL7p2bo0afnkDLqdD3AeuK51UW3E7kfIJC+PmF1/knylTJLcdcPvtZP8jQa0UH4k8qawk5zyp7DNweRO0eKh64y1mSJhgLX3ka1/79Hw+xsBxglhgdxPDXOI5zpd0ZjpKJ/d10kjjN1ZxH2PwFViBwYKFJRxjLC1R1dDH5ASGWiFSAK184ONGMPQYpLphhfSKGN4Clg6D4cvgLxeHK7018Nub1my/ye97PKrKcDuRAuj6xBOknTjBOSkEpQx+3btTeOQIJmdT3f38pdmTynIy3HfgPWj9P1BX82ad/jGYsiDyNbumKeJ3CviSEJbafWDXSFHJPtRk/LAjsaMCdOj4ge+4nf5CSh6VZQ8pFGLkFmKFzlMZxzHQ0o33o8ozOhzGhsPw47UjkQKs56hW3WstSLvhgmvn9tXC2jnWlvMPzAG9RKdRbjTcUqSUXl70mTmTrW++KaldhVaLtlkzCo84WXvPSwPFOucXdH4v1Gnl2LUZR+HCL9D2yeqNz9tgPRNV93uQVf/pvJh/yWYKwXyLAvsOCpfuQwXR3OnCsaUVJepRn050dspWdeb6npPcTwsUNbgflIKJGBeWX5KCN+pDQw3cfgTSa8lN9+a68PNIuG8FrD7t2rl9tbDmLWtaev8XID3HtfPXBtxSpABajhxJ5tmzpBw6JKld79atKTxmf/mf63Cwa+1VspIh+TQ0ty/sBli7qm15DLrMAG01Sj0Vn4FLo6Hej+DVsNrT6NlPJhMJ5nPUDlSFuMhacjgnyT7UHnaRThqDuMtpW1WxjysUY6KHi1rC28KEBaUbJ01UhFwGi5tB7wC4+SCcryVngm6tD6tHw0O/w1KJ6kdXF60XrHwdureEro/CURd7dO6O24qUQqWi4+TJ7FtUUcVEx/Fu3ZrCoxK12nCGA6uh3R3WA732cvo7MBRAq4erHmsuhPhhEPkG+Pap9hQGjpHB/QTyMV7YL6TZnOYkS+jCK07vQyVxmQ2sZxSjJe8NVZ5SL+o+miOvYYEwUTuLa8plMKcBPBkDPQ/B3ryaXlH16BoDGx6AqevhExf3ZVIo4K3J8MYE6PMs/L3HtfO7M24rUgAdJk7k2I8/SlouSTKRctaT2vcbdBpi/3XF2bD9BbhlAcirEQq6/ARoO0BwXLWnMHCWdEYRwGy0DqSL68llL7NoyxP4Orl3VEQRP/EjdzGEECeL0FaHg6RRgIGeLuy4awsjlhoNNzrLY9EwvzEMPAqrM2p6NdWjZRhsnQAf74bZNdCGfmw/a+bf2LdgrQSnZW4E3FqkAmJjqXPTTRxbtkwym96tWkkT7nMGXQGc3AxtHTjjs2s6NBgKEV2rHpv5DRT8CzGfVltUjSSQwUj8mYY3w+xengUzB3iXSHoQTS+7r7/WloVVrKQJTWhtZwFbR/meE4yimVuIQ231pMoyLBRWt4LJZ2CBmxejLaV+oFWolhyGD3a4fv6ebeC3WTDhHfh9u+vndzfcWqQAOkyaxKElTpSZL4dX3bqY8vIwZjlRwMtotDZvcZT9v0PDruBrZ625lJ1wdjncNLvqsUWHIek5qLcMFNXL/jORRDrD8eV/+HC/fWsr4Qw/oSefllQzLb4SdrOLHLK5g0FO26oOR0gnCx23CM4crC4y4EaontPNH7a1g48uw8OnoaAWZP5F+sK6sfDJHviwBjyam1rCmtnw0Pvw13889Of2ItVowAAu796NvqBAEnsymQxN06YUnXYijSc1GcLtbIlRitkMv86GgU/bd52hANaNg1vmgya4irGpcGEIxHwC2up5IEYuk8ZQfBiPL/+zb20lpHGAC/xGZ152uoFhOulsZD0jGYXSRf7EMk4xkqYo3ORj0RwVx6glh46qoJEWdnewVkzvsB92S3CCQzSxAbB5PCzYCzO3WPOVXEmX5taEinFvwX4XZx26E+7xaawEtY8PUR07cmmrdAFibZMmzolUcgJEOXh+Zt+v1j5SHe6077p/p0BkD2hURTsOczHED4egcRBUvVJJRi6Tzt34MAE/BzPxCklhP+/QkRedbmBowsRKltOHvoS6YB8K4DzZXCCH26iBFq426IQXe5Gg1qSbEKCEJc3hzfow+Bi8Fg8GN6+2UDcAtkyAZcfh+X9cL1Q3t4bPnoHBL1vPU/0XcXuRAmhw222cX79eMnvapk0pOnPGcQOXL0GMAzcziwVWvgHDX7Uv8eLiH3BxLfT6uBprexRU4RD5erVM/79APYgfj1V/TWUwUMAuXqUJ9xFmZ9HZitjGVtSo6UI3p21Vl2WcZiiNUbnRuaQueLHnBhKpUu4JgwMdYU8edD8IJ8S0kZOMSF/YNB62JcDDa6wFYl3JsF7w3L3WorS1qYRSSkoK06ZNY86cOWwt52TMmDGD999/n2nTpnHgwIFK7dQKkWp4221ckFCkNE2bonPGk0q6BNEOiNS+36y/dxxc/Wt0GbDxIbhtMXgFVD424yso2AGx31SrcKyRRNIZii8T8cO+auilmDGxj7cIpjUNcCBbsRzJJLGT7QxjOHIX/XgmU8ABUhnkZGV2qemImqMYKMbFj+8uINoL1rSGyZHQ+5B1v8rsxt9msBb+GQunM2D8r2B0sVg8PcL6XLvgV9fO6wxffPEFw4cP5/nnn+fDDz+85r2OHTuSlJTEzp072bt3b6V2akXyUEzXrmSePUthejreoc6Hf7RNmpDktEjZGe4zm+33oiwW2PwoNL4X6lRxxqnoMCS/CI03VytRwipQd+PLJHx5pHrrqYDjLMKMgTY86nQDQyNGVrCcAQwkwIUdcFdymoE0wNvN6uT5IKcRSg6jpwteNb0cyZHJ4OFouC0IHjgFq9Lh86bQ2E3bZ/l5wdoxMPxnGLUcvh8OXi66g8rl8Plz0OspGHozxNrT4SdzCRy6zfHJM2H58hgmTZp09aW4uDji4v7/WMvRo0eZPn36NZcFBQURFhaGQqEgP//aysNff/01P/74I8nJyRiraHRbK0RKoVZT56abSNi+nWZDnH9a96pXj+KEBMcuzkiD3Gz796T+WQAqL+g0tPrXHFsEmcetXlRlGDMg/m6I+Qg0VXePNZEsiUDFs4Yr7KUXHzqdKAGwmY0EE0w7CUKG1SWHYjaTyGdOlm0SxUC8WUzeDSlSpTTWwtZ2MDcRuh2AR6JgWl3wcZ/I61W8VfDrKBj7C9z+LfwyCkK9XTN3i3rw0CCY8wPMf8qOC4PHQzsnMqSDJzJy5Ehmzpxpc0jr1q1ZtWrVNa/NmjWLtLQ06tati6/vtQ/OhYWFeHl5odPpmD9/Pp988olN27Ui3AcQ060bl3dLcwxcGRSEKTsbiyO7oP+uh263gMqOp+6MBFgxA+K+qn7qeupe65mogStAWcmjpcUIF++FgBEQNKZKsyZSSWcYPjzglEClcZCTfEM33kCNn8N2SkkhmT3s5i6GOO2R2cMfXKA70QTVQNfd6vA//NiCjkM3SJafLRQymBILhzvBeR202AvL0lyfqFAdvJTw00i4ORa6fwWnXNg88ZmR8MMGSHXiBI2rmDRpEitWrOCdd97h6aefBmDChAkAjB8/nnfffZdPPvmEYcMqP49ZKzwpgDrdurHro48ksSVXq5FpNJjy8lD629f+nK3/QE87nrotFlj8OAx4AmKaV+8aXSb8eQ/c8ikENq18bNLzgBKi5lRp1kQm6YxEyzD8qGZh2grIJZ59vEVnpuErQWUGM2ZW8Qv96I+/ne3oncGAidWcZyY3u2xOe/FFzvMEMoMsVhLuUgGvCWK84PsWsDkbnjhnPQD8QSPoIK4ri0PIZTDndmgcbO3y+9UQuKuKj6oURATDvbfCvFXwxoPi53OGqKgo5sy59r60ePFiAMaMqfqBupTa40l17crlPXuwSJTeogwKsv9Ar8UC2/6BXnaI1J5frIVkh0yt5hxmWPcANBwGjUdWPjbzG8j93Vo4VlZ5bMRMDhmMRMNt+PFCNRd/PflcZicv0ZqHCZUoLLeTHahR01FwdfPybCGRuvjTgCoSUmqYMfiQgZnfqSXVWiXglkDY3xHuDYNBR2H8SUiQoPGA1DzUEVaNgkfWwvQNrsn8e+4e+PQ3a+X0/wK1RqR8wsPRBgWR4UzCQxlUwcEYMzPtu+j8aatQNWpWvfGFOfDNkzDpM+t+VHXYOwv02dD97Sps77dWlGjwa5Udds3kkc4o1NyEP686/DReRCo7mEZTxlKHvg7ZKE82WWxhE0O426VeggULv3CWYTR22ZyOokTG+wTzEpmkUwvKNUiEUgaPRMOpzhDrBe33w/QLkOdmZTh6xMK+ybA9EQZ+D+mCU+qb1IFb2sFXf4idx12oNSIF1n2pxF27JLGl8PfHlGNn85Z/foNe/auXnWexwDdPQ7uB0KKaVcQv/AbHPoMByypvB29Mh4sjoM580FTej8qCnkzGo6IFAbzpsBAUk80OptGAIdSXsEzRGlZzE91ddmi3lGNkoMdEJyJcOq+jdMGLe/DhYdIpoBYdlpEAfyXMagAHO0JCMTTeYz0InOJG23ThPvD3WOgUBZ0+h72C6xS+MArmLq9d56YcpVaJVJ2bbuKyRCJlzMxEGRJS/QtMJvh2PtxfjfYYABs+h3O7Ydzc6o1P3QsbJsHAVeBTScklixEujoKAeyHw3kpNWrCQxdPI8CGQ9xwWKCOF7OIVouhFY6oIQdrBKU6STho9HWgF4ix/cIFBNKzxdhz28DKB1EHJKFLJ/o8JFUCsxlqxYnM7SDNYkyvGn4T9btIKRCmHt26DDwdYParvBfal6toCgnxh/X5xc7gLtU6kEndKU+1Rn5SEOsqO+nub/oTgMGhfjerjZ3fDsunwzErQVGPHN/cirB0KfT6HiC6Vj72aKFF1kdk85mDkHEF8hszBSgom9OzmdQJoTHPGO2SjIgwY+IM1DGKwy2rzlZKHnt2k0KcGW8M7ghIZcwmmA14M4wqp/6HQX1mae8OCJnCuC7T0gaHHoPdB+CkV9G6g3cOaw4Zx8NIGmLFJXIbixIGw+C8xtt0Jl4hUnz592LZtm9N2Ijt0IOPUKaeLzZp1OkwFBfZ5UksXwthqpGzri+DTcTBhPkRXY++qOAfW3Antp0DDuysfa0eiRAHfUMhKQliKHMcOcpgoZg+vo8aftjwu6Z7Rv2wjgkia0EQym9VlEwl0IoKAWnj2SI6MNwjkLrwZyhUu3hB10h0jWAUvxsL5rvB4DHyWDHV3wUsXIL6GkyzaRMCuSfDXORizEooM0s9xzy2wZicU3XiVs65BuEj9/fff+Pj4SGJL6eVFRNu2JFVRRqMq9CkpqCMjkVW38kPiRdi/A4ZUo2Drslehbju46Z6qx5oM8OdIiOkD7Z6ufGzhnmonSuhYRy5zCOVHFA7u9RjRsYvXUOFLR6Y67IlVRDZZ7GS7y1pwlMWChb+I5w7qu3xuqZAh4zkCmIwfd5HCLtww7c2FqOTWLMAN7WBTOygyQ+f9cOdRWJdVc2etInytnX4B+nwDKfmVj7fbfjB0aHLjt/IQKlIWi4W9e/fSubN0qcUxN91E4g7nOpHpk5JQ2RPq+34RDBsL2io8kjM7Ydu3MGFe1TYtFtj0MCg10PPDypMxDCkQPwLqfFZlooSeQ2TxGMEsQUmjqtdRAVaBegUNwXTkBeQSF139kz+4ie4EYWc/LQk4QzaFGGhLmMvnlpqJ+PExITxIOkvIw3ID1vizl+beMLcRXOoGI0LhyXPQ5QD8nAbGGvjr0aqs5ZMGNoabvoTzEh/CvfcW+HmTtDbdDaEitXLlykpPEy9atIjOnTtf/UpLS6vSZnTnziTvd263sODAAbxbVl0+CIDcHPhhETxQRYXwvAz45D54cAEEVFFYy2Kxtt7IOg79f6y8DbxZZy15FDwJAodXatZEKpk8QCDv4kUVe1u2psPAHt5ASxgdeE5SDwrgIvEkcZmbneza6yg7SKI3dWpVwkRl9EHLr0TwPQUMJfWG6T/lLN4KmBgJRzvB9Low7zI03A1vJ0CuiyOkMhm8dgs81Q3uWwEGCbcSR/SGtbug4AY+MyVUpOLj49m8eTN79+7l119/vU6E4uLi2Lt379WvsLCqn27DW7Uizcn271l//knQHdVs3f7Vh9D3TmhQyd6J2QwLxkLXEdC1ciEBYO9MSFwHd60FVSWhUIsFEh4CVT2IeLVSkxYMZPIQ3tyH1sFq5BZM7OdtFHjRXoBAWbDwN3/Rl9tR1VAx18Ok0R57qnO6P01QsZYIRuDNPaQylUxS/sN7VWWRy+DuUNjSHn5pCYfzofleWJLi+qrrT3eDEK21gaJUhAdZu/j+dgO3mRcqUs899xx33HEHcrkchUJBQIDzJ/tDmzcn6/x5THrHnhjNOh25mzcTcPvtVQ/OyYLFn8CTr1Q+btUs0OXDfVWXJuLQh3DqOxjyd9UddlPnQPEpqPt1lWezcngdGd4OV5OwYOYgH6Inj05MkzzEB9aU82KKaUs7yW1XhwIMxJNLC+xImKklKJAxHj+2EIUGGbeQwmtkkfYfzQCsiE5+sLSFVazmJ0PPQ7DPhenrMhl8PRQW7YftDta3roj7b4Ol0nUycjuEJ07Ur1+f3377jTlz5qBWq522p9RoCKhblwwHmxbmbtuGd+vWqIKrEAiAzz+A/ndDvUr2dg7/DesWwpM/gbIK7+D4l1aRGroOvKs4RJqzCjLmQ4NVIK98L6yQ5ej4i2AWOuT9WLBwhPkUcJmuvI4C5/+dymPGzDr+5nb6uaxPVHkOkUpzgvFyo8aGUhOKghkEsZlI9FjoRTKzyCbTI1ZX6eYPO9vDpAhrckXcacgQkH1XEZG+sPBOGLcK8iTKyru7J2w9Aul21iaoLdSqc1KlhLVqRerRow5dm/XnnwRWJ9SXlQHfLoAnptseU5ANiybCY99BUHTl9s4ug92vwpB/wK+KholFhyBhMtT/BVSVF3A1cIwcXiaExcgd6MFkwcIxFpHNGboxE6WgauCHOYQGLc2oZpFdAezjSq2pMOEskSh5i2DWEUk2ZrqRxBNksIdiT4IF1jDgpCg42QU0cuiwH7a66CZ/d3PoWx+ekuiMk583DOp64yZQ1EqRCm3e3KEafhaTicxVqwgaOLDqwZ+8CXfeA7H1bY9Z8iR0HAKtqqhjl/APbHkM7lwDgVWcCzKkwIWhEDMPvCtPfjCTSwYTCGA2KirP+rPFGX4gnYPcxJuokOaoQHlMmNjAem6nf41W8T5KBu1ugKw+e6iDkvcIZifRtEDFk2TQg2TeIIud6ND/xwUrUAkfN4aFTeCe4/B+omtS1ucOgC0X4c+z0ti7/3b4/gYN+dVKkZIpFA79JKUvW4YqPBzfqlLiTx6BVd/Bs2/YHrNtqbXs0Zh3K7eVtA3+HgN3rISw9pWPNeXDhTsh+EEIGlXpUGvJoyfR0BdvRlRu19bS2MJF1nITsyTpCWWLoxwhkEDq1/DZJB1G/ASEMmsDISh4FH+2E8WnhKBGxitk0ZxERnKFueSwm+L/rGgNCobdHWBpqrVLcJHg6KivGt7tB1PXS5PA0b8zHL8IiVUnSNc6aqVImQ0GFHbub1nMZhJnzSL2lVcqP8RrscArj8Ezr0OojSywK+fh26fhiR9AU4n3kboP/hwO/b+H6J5VLNAAF+8BbccqM/kACvgKE5cIoBIhrYRsznCYeXRlBhqBiQRmzGxlM724Rdgc1cWEBcUNknruKDJktMeLqQTyD1EcIIbJ+JGNmZfIpBmJDOYKr5LFKgq4iPE/Ex6sq4Ft7aznqXodEt8a5O5moFHCz84lKwOgVsHQHrBCwsxBd6HWND0si0mvR25PZ1wg89dfkWu1Ve9H/bIUCgtgTFzF7xsNMG803P0y1O9g207GMVh9J9z6OcRW0X/KYoHERwA51Pm0ykw+PYfJ4x3C+AOZA6V9dGSxh9dpyxMECG5VcYbTyFHQ2A1aYnhE6noCkDMAbwaUlM7Kxcwh9OynmFUU8irZGLHQFjVtSr7aoqIeyhuyAaO3Ar5vDu8kWrP//mkDTQW1h5fJ4PVb4Jm/4Z6WoHDSZbjnFnhzKTxVLrBSwA9cpvJi1JVRSD5gT796aamdImWnJ2WxWEiYOZPY116r3IvKy4U5L8LCFaCwkQG2/FXwC4U7KvlHyz4Lvw+AnnOh4dCqF3hlJhQdhEabQFb5P4mZPDJ5iABmo6Rh1bavu97AXmYRSz+iBR+otWBhC5vpRW+3uKGZMKOoncEDl+GPnF5o6FWSQGPBQjImjqDnCAaWU8Br6MnHTCvUtC4RrdaoaYIKlRv8OzuLTGatCRiqhD6H4a820FrMdi39G0GAFyw7Dve1ds7W7Z1gXAWnYHwYTQyfO2zXm4lOrMp5aqdI6fUo7PCkstauxWI0Ejx4cOUD574Gtw6EjjdV/P7R9bD1G5h9wLa3o8uA1QOh8yvQdHTVi8v8GrKWQOPtoKi6Yno2L+BFD4f3oY6xCBU+NGOcQ9fbwznOUkQhrXDy0ycRJiw3TKUJVyFDRjRKolEyoMzr6Zg4WiJc69DxIbkkYaIlKjrhRTvUtEZFY1Qoa+nf+aQoq2d1+2H4o42YFvYyGbx+qzXTz1lvSq2CId2lWpn7UCtFKvv8eZredVe1xpr1euKff556s2cjk1fyE7B/J/z2A/xlowlMbhp8+gD8b4ntskdGHay929r6vXU1+k7l/Q3JU6HRFlBVnRpdyAoMHCQMx9J4rrCLK+ziFj5F5gKPYgfb6cUtNXYuqjzR+HCSzP9MGrpIQlFwK1puRXv1tYKSUOFeivmLIt4nh2RMtEJFV7zoghdd8SK0Fp1TGx1u7RA85Kg1sSJKQOH8fg0hzBu+PmhtR+8MA7tJsiS3otaJlNloJHHXLkbefHO1xid99BGa+vUJHlpJ2E2ngykPwuufQEgFKcoWC3wRBz3GQBsblSosZlg/AXyioXs1Kk8UbIeL91vPQmmqbulh5HLJeagfHWq9oSeXQ3xMR54XlmpelmyySSSBUVTDm3QRd9KQ1ZzziJQgfJDTAw09ypy1y8fMAfTsoZhvyOcpMghFQXe86F0SVgxxc9G6JwxOFsLdx60NFzUSP3PJZPB+Pxj6E4xqBX5OCOE9NZ+fJDnu8YhrB8kHDhBYrx7aalSMKE5M5PLbb9Pg448r34ua+xo0a209F1URm76C1PNw7yzbNna+BAWJcNsSkFXx11p0GOKHQd1vwbeKrD+sJYuyeQJf4lDTvsrxFXGET4niZkIdvN5e9rOXNrRF7UYp37cSywkyuURuTS/lP4NvyR7XswTwI+GcpA5fEEoL1KygkG4kcXvJua3N6NC5aSbh9LpQXwOPOFbopkq6xMBtDeDtf52zU93uQ7WJWidSl7ZupW6v6m34x0+ZQuQjj6BtXElm2b4dsGIJzJxf8ftXzsGPU+GxpaCy8Yhz9DM4txIG/WptvVEZxWfg/ECI+QT8q1fkNp95WCjGlyerNb48yfxLNqdo4aINUBMm9rOfzg5WYheFBiX30owvcaxaiQfnUSCjFWom48e3hHGCOswmGC0y3iabViRyP6l8QR7nMbhN+rtMBl81he251g7AIpjdFz7dB5du0PJGjlLrRCppzx5iulUdeM3ZtIm8nTupM22a7UFFhfDceHh9XsVnokxGmD/Wmm4ea2Pz/+IfsGcGDP4DNFWcN9Inwvn+EDkDAquXEqpnH/ksIIiFyByIzhrI5wjzac+zwkoelecsZ/DDj0js6NnlIgbTkETy2M+Vml6KB0CFjK548TyBrCWSvURzLz4cQc/dpNKNZKaRyTqKKKRme8P7lKSnP3FOzBmq2AB4rLO17byH/6dWiZTFYiFx506iO3WqdJzZYODCM89Qb84cFN6V7N/MmgJtu8CdIyt+/5dZoPGFATY8mJxzsH483LECAqpoMGjMgvMDIOQRCJlc+djS74N8MnmYQN5FSWy1rinPKb4lgm6EuDDD7gD76YR0jS6lRIWCSbThI/ZzGok70HlwmiAUDMWHjwjhENF8TShRKPiEXNpwmbGk8h355NSQYHXyg6dj4H8SlTMqzws3w8Z42H1ZjP3aSK0SqcSdO1F4eRHWqvI6dZfnzEEVGUnoqEpKC61ZBlv+glkLKn7/xGbY8Bk8sgQqygo0FsEfI6DzqxDVo/KFm4sgfgj49Yfw6rfSyOV1vLgJLVWkztugiHQSWOeSdPNSTJg4zzma08Jlc9pLD6KZRBte5V9WcdZtQkoerkVWEhp8kgB+JYJ9xDAcHzZSRGcuE0c66ynC6OJ/vyl14HgBbBMQlvNVw8s9YdZW6W3XVmqVSB3+9lvajhtXaRJEweHDJH38MY0XLbI97uI5mP4ozP8J/CvocZWXAQvGweQvK65ubrHA5kchuCW0qaJjr8UIF0eBqi5Ev1/52DLo2IyOvwjgzWpfU56z/Ews/dFQjbYkEpFIAoEE4YuAQyUS0ps6zKUPG7nETHaSRmFNL8lDFQQiZzg+fEkYu4mmO168Sw4dSWImWaS6qB2JWg6v1oPp8WKK0T7Y3upJHRW091XbqDUiZdLrOfbzz7S9/36bY8wGA2cmTKD+nDl4xdoIjxUXw6P3WhsZtq0gJGWxwOcPQdeR0GFQxTZOfAlXdsOtiypPp7FYICEOLHqI/brqrL/S74M8snmKQOYix7FGkUWkk8h6GmMjY1EQZzlDY6qo9O4mROHDe9xKPfx5jPV8yD4ScWEXPA8OE4SCB/HjTyJZTjhFWOhNMnPJccne1bgISNbD+mzpbWtV1lbzzmb63SjUGpE6s3Yt4a1aEVi/vs0xl+fMQRURQfjESrLYZj8PMfVgwhMVv79uIaRfhPveqvj91H2wYxoMXAHqKryF5GlQfAzqLQd59VOxc5iOF33QcFu1rylPTXhR1nlrj0gBqJAznlZ8QX/C8GYKm5nNLs569qtqDU1RMZtg/iCCo+i5mWR+Jh+zwDCgUgavC/SmHukMa89CfLb0tmsbtUakDn3zDW3H2d5buRrm+/xz22G+tStg3e/w7pcVe0AJR621+Z74seJ0c10m/DkSblkAQVU070ubC7m/QoM11Sp3VEoRaylmq8PVzQF0ZNSIF1VIIemkU5cqmjq6If54cT8t+Jo7aE4wr7ODp9nIj5zkKOkUezrbuj0NUPElYXxGKF+TzwBSOIO4lrv3hkGhGVZnSm87UAOTO8D7O6S3XduoFSKVm5hI/KZNtLyn4puuqaCAU/fdR4P338erTp2KjZw6CtMfgU+XQUDQ9e/r8uGje+D+9yCq6fXvWyzWihINhkLjKm7+Oasg9T1o+CcoQysfW/b7IJ1sphDEZ8id6O90kT+I4VaXe1FXuEIEkShrXyGTq2hRMpwmfM0djKcVORTzBUe4j9U8zUbmc4DVnOMo6eShr+nleqiArnixlgjG4MtoUoXtVcll1kO+7yUKMc+E9rDazsPDl27AkxW14m6ye9482o4bhyag4v2Z+BdfxLdTJ8IfeKBiA1kZ8NBQmP6B7X2orx6FxjdB7/EV2zi6AAqS4I7llS9Wd8za+r3hWlDXq3xsOXJ4CW9G4OXEIVgLZhL4h8687LANR8kjlwAH99DcDSVyOhBOB6zn53QYOUM258jmLNms5xKXyMMbJfXwJwZfYvAjBl/q4Eso3p62IDWIDBkP4kcmZsaRxkrC8RHwTD4sBJ45B0cKoI3E1caaBMOVfMgtBv9qlkr6bh28ZHvbvlbi9iKlLyhg/xdf8NCuXRW+n7tjBxkrVtDhmI3OYUYjPDYK7hgOw8dWPGbzYriwD2burvj9jKOwewaM+BcUlewtGbOsrd+j36+y9Xt5ivgDPQcIZ7Nd1123VI6iwIuAGtgXyiEHP/xdPq8r0KCkDaG04f89YzMWUinkErkkUcAlctlBEpfJJ4diIvAmCh+i8CUKH6JLfo/AB1XtCGLUep7Fn4sYeYQMviZU8gcHlRwejoL5SdYW9FKikEOrcGuWX49qHpP8Z59HpFzOoW++oW7PngQ3uv6wrFmv51xcHA3mzkVlq5bf7OetvaGm2ij6evEQ/PACvLKp4i67xiL4ezT0eAcCKwgDlmIxwaXR4D8Ygm14dDYwk0M2LxDMpw4Vjy1LAn8TS/8a6d+URy6BVBBKvUGRIyMSHyIrKNirw0gKBSSXfCWSzx5SSKaAdIoIQUMUvkTjQx38iC35CkXrFr23bhRkyHiPYO4jldfIZpaAn8+4KGixF+Y0gECJ76htw+HwleqJVEER7Dkp7fzugFuLlMVsZteHH3LXokUVvn/5vffwio21fWh32WJYvxp+211xE8P8TPhgGIz/BOrYOCC8/QUIbgXNJ1S+2OSXrC3go9+tfFwF5PAqWgbgRdXFZivDiI4UdtCCB52y4yi55FIX+0KcNyoalNQngPoVhD+NmEmlkCTyuUw+ieSxgyQSyEOHiRh8qY9/yfX+1MefIDQe8XIQNTK+Joy7SGERCuIk9vYj1TAwCBanwNM2tsQdpW0EHK7mealtR6GjGyXWFhQUMHXqVCIiIpg+fbrDdtxapE799hsqHx/q9e593XuFp06R9MEHtNu7t+Jsvv07rV7UT5srTpQwGeGT0dD5buhxX8ULiF8N8b/DqIOVn4fKXg45P0OTPVV21i1PMTsoZhPhbLPruopIYx8BNEZDFTUEBVFAAd5OeoL/BZTIicaXaHyvKx6Vh54E8rhILhfJZTfJxJdUbY/Fj7r4EYv/NZ6Xp5Fj1QQgZynhDCKFbmhoJ3F1/seiYeJpeCpG2krkTYNh9enqjf1jF/Rzo2pkubm5DBw4kP3791/33vTp02nYsCF79+5lxowZhIfb6NGHG4uUxWJh04wZ3Pr669eJkMVk4uyDD1J3xgw0FZ2bSk2BR0bCO19C05YVT/DTS2A2wph3Kn6/IAU2ToYBy8Ar0PZCi8/B5UehwVq7MvnA2po7h9fwZ7pT2XylZHCEMDo4bcdRgggi23O+yCn8UNOSEFqWedCwYCELHZfII6HkaxfJXCKXfAyEoSUc76tfwWjwR41fyZc/arxR4YXiP+2N1UXJo/iziFzmY99ntSp6+IPJAvvzrfX9pOJKAURU4wSL0QQ/boQtH0o3t7NERUVx6tSpCt975JFHiImJIS8vj927d3NXJU1s3Vakzv7xB1gsNBsy5Lr3kj76CJlKReSjj15/ocEAj90LoyZBv+uvBWD7D7BrGczcA4oK/gosZtgwAVpOhuhKQnAWA1wcDeEvg7f9jzBFLAOMaB1sBV+eTI7RijhJbDlCGOGk4qnlIjUyZASjJRgt7bn2iVOHkTSKSKXw6tcJMslDTx56ctGTj558DBgx44UCDUo0KPBCWfLn//9/LUp8UOGLCl/U+KLCDzXBaAhGQwBetdpzG40P3cghDRNhEjZblMmsXXy/T5VWpM5lQaNqbKP9vQfqR0LTCvauLvEPv/G2w2u4xFGWL49h0qRJV1+Li4sjLu7/7zVHjx69LqS3yMY2DUBMTAxGo5GLFy/yyCOPVDq/W4qUxWJh65tv0nPatOu8qKLTp0mcPZu2u3ZV3A7+zSng4wdPv1ax8fgDsORJeGkd+Nt4mjr4AehzofMrlS/0ymxQBEGo/X2eTGSSwwxC+E6SVu5GdORxkUAqSe4QTDjh7OJ8jc3/X0SD8mrorypMmCnGhA4TxRhLfjehw3j19yKMFGK8GnYswEAexWRRTAY6CtATiIYQNETjSwy+xOJHHfyIxhcvN++yG4SCQXjzPfk8JfFxiTHhcPtheKchKCTS8XNZcEcVDRYAvv0HHuhf8Xt16UdfbFTQqQarmMjIkSOZOXOmzTGtW7dm1apV171+/PjxCsfr9Xo++eQTXn31Va5cuUKsrTJ2uKlIXdq6lYLU1OsO71osFs4//jh1Xn4ZbQXZfqz8Djasgd/3VFy5PDfNmijx4Hyo167iya/sgQPvwMjdoFDZXmThHshYAE33OxSEzmUGWoaipqPd11ZEFifxpyEKnOg97SRhhJPm8aTcFgVyvJHjTSU/11VgwEQmxaRTRDL5JJDHJhJIJJ8UCojG92q4siUhROLtdiHGifjxIGk8hj9KCdfWwhvCVbAlB/oESmPzXCY0qiJIk5MPa3fDPMd6ogojNzeXNWvWcPbsWc6cOUOTJk2YMGECixcvZsyYMWg0GqZOnUrr1q15/PHHbdpxS5HaOns2N7/4IvJyGXlZa9dSnJBAVEXf0NEDMPMZa2C2okQJQzHMHQ433w832Wg4qM+1ppv3ng/+9W0v0FwEl8ZB9Megiqn+N1ZCMdtKkiWkqyCZyTGCXdgzqiICCaSQQoooQou2RtfiQQwqFETgTQTetCqXoGPEzHmyOU4mu0jma45iwUJHIriNurQjzC0Eqy1qIlDwN0UMkjjRpzTkJ5lIZUGjKgrHrNgKfdtDiJudo/f39+fdd6/Ndl68eDEAy5dXURShDG4nUpf37CHt2DHa/vrrNa+b9XouPPMMDT78ELmq3JNgVgY8PBzemAfNKrhRWyzw1SPgHwb32HZZ2fI41OlTddmjlBmgaQdBlfSrsoE1WWIm/rwmSbJEKXlcIJIq+loJRo6cFrRkC5sYwMAaXYsH16NETlOCaUowd9MYCxZSKGQ3yXzKIVTIGUZjehNb44eZ78GHvwSI1KBgGFFxhMtujqdZK6JHVFHJYuFv8IrrWsa5HLc79r5l5kxufvFFlF7Xhq2SPvoIbbNmBA8q1z7DYoEXJ8OAu2GwDdFY+wHE74dHvqk4DAhw+gdr+42eH1a+wML9kLUYYj6uzrdzHcVswEI+Wu526Hqby+IK3m7Qrn0gd3KIg1ziUk0vxUMNI0NGFD4MpTGfcjvjacV6EniQP/mdc0KrlFfFzWj4F+l7wDfVwkUd6CToFrL8OIxoUfluwu4TkJ4Lg7o5P5+74lYiZSgsJGnvXjo+9NA1r+uTk7n89ts0+OCD6y9a8Q3En4EXbGwMHlgDa96H536ztoKviNx42PYU9P8eVJU8tlgMkDAJot4BVUT1vqmyl2Mhl3fwYwoyiTeYC0nBm0hJbTqCDz4M4i5WsQKDwArUHmoXcmR0IZLZ9OQNerCRBKazrcaaTTZBSREWEjBKalcth4ZaOCXBt7XiJIyootnCvFXw6JCKaxXcKLiVSOUnJ3PzCy+g1GiueT1+6lQiHnoIbZNyx6kTL1qz+T78DspdY33/GHz2IDy9AkJttI8wG2HdWOjwAoRVkcSQ9gEowyDIvrJHpVi9qDy02EiNdxADBZgoxotASe06SmvaEEEkG1lf00vx4IY0JJB36U07wnmSjaznEhYXe1UyZPRAww4B3lQrbzjmpEidzbQWl62sHFJqFvy+Aybe4JF1txIpfX4+neKuPeeTu2MHOevWUeflclW9zWZ4bgJMfg5aVpCpl5sO7w6G+9+Hpt1tT7pjGqh8of2zlS+u+Dykvgt1FjqUzWf1ot4V6kW5w6Z0KXcymIMcIIGEml6KBzdEgZxRNGMWN7Oc07zJLnIodukauuPFdgFztvKGYwXO2VhxAoY1txaZtcXC32Fkbwi+MWs6X8WtRMonMhKV9/9vZFpMJs4/8QT15sxB6VcuyeCrj8BogIefv96Q2QTzx0C3kdCrkh3F87/CuWXQb2nVrd2TnoGwKeDV0I7v6P/RswsLWWgZ6tD1lVFEGlpslxWpCXzxZRB38TM/chY7m+J4+M/QiEA+pg9R+DCFzehd2FzyJrzYLUCkGmvhnBMOmsUCS4/APTaK5QDkFcL8X+FZ1/Y1rRHcKrvPN+LafZ4rX32FXKMhbGy5FhtnTsD82bBqZ8XB2JUzwaiHUbNtT5Z7ETbFwaBfQVNFrbv8bVB0EOr9VL1vpAJ0rEHLcMm9KAATOhRUEO6sYVrTBiVKVvM7wQQzgIFEYP9enocbGxUKJtGGZApYzmnG0MIl8zZGRQJG9FhQSxiFyDJCiBN31j/PWn/vU9/2mA9XwO0doUW5es6XL0OM/adi3Bq38qTKYszL49Krr9Lw44+vrTphMMCzD8BzM6FeBQd6D/8NGxbB4z9UXPIIwGSAf0ZD+ykQeVPlC7FYIPlFiHwD5I4JgQULRaxFy50OXV8VZozInTigKZLmtOBxnqQJTVnMl/zKL+SRV9PL8uCGxNGW3zhHMvkumU+NjCiUXJI4eeKyHmIcPFNvscDMrTCtp+1dhcxc+GgFvD7h+veefc6xed0ZtxWppPfeI/C22/DtWC6Z4bN3ITAY7n/4+osyEmHheHj8ewiqJB1796ugDoQO1fgXzf0dzLkQZKNhYjUwYm3IqMRGOxAnMWNA4aYiBaBESXd68CTP4IWGeXzEr/zCKU56MgA9XCUcb0bQhIUcclkiRSOUnJdYpBKLoY6DIrX6NOTp4d5KQn3v/AjDe0Hjch7T/v2wdatj87ozbhXuK0WfkkLyvHm027fv2jcSL8Ln78Pqfdc/ZhgN8Mko6P8EtLzVtvFLf8Gpb2HUgar3oSwmSJ4G0W+DzPEwXRFr0DJIWGKDGYPbelJl0aLlDgZyE905xlG2sZXl/ExjmtCcFjSkEX4SHnD2UPu4myas4xI7SKIH4uNWDVByHgNIWCHlcjHEONAJxGyBlzfCrD62EyZSMmHRGjj0+fXvvTwdXn7J/nndHbcUqYTXXyd8woTr23DMeg4mPgWx9a+/6Kdp4B0IQ6baNlyQDOsnQP8fQBtW9UKyvgVlMPg5F6bT8QcB2OgMLAHuHO6riEACuZme3ExP8snnNCc5yhHWshoVKqKJIZpowokgjHCCCUbh5oVLPUiDCjmP0Z732UtHItAIvkU1QsVJib15Rz2pH4+CVglDKqkRPXspjO8PseXypLZsgVOn4NdV9s/r7ridSBWeOkX68uV0PFmuD/K29XB0P3z47fUXHfoTdv4Msw/YrihhscCGB6FlHMTcWvVCLBZIfRti5jvVxcxCMQZOo76uvZ10yFFhcnH6rlT44ktHOtORziV9k7JI4jJJJLGffaSTRm5JW/owQgklnDDCCCecMMJR1SJx9lA92hJGJD4cJo2ugquoRKBgm4RnpZKKIcMIDezcvs7Xw4vr4bu7bd9uzifB9+vh+NfXvm6xwLSX4PUZoJa2l6Nb4HYidXHaNGKefx5VSJmMO4MBZjwJr3wAmnJueVEefPkwxH0FfpVk6R2ZD7os6FzNNsb560CmAt8+9n8TZTBxGQXRyAT+VWsIIZW9wuy7CmvfJOuv1rS5+roBA5lkkk4aaaRxhtP8y1YyyMCfAMIJJ5wIIoggnHBCCEXpfj/aHuygHWEcIV24SHkhQyfh/teKdBgcbK08YQ+ztsAt9eCW+rbHvPwlPDUCwsvVz169GnJyYMwYu5dbK3CrT7IpP5/8vXtpunTptW98Mx8iY6B/BWeMfp4OLftCm9ttG848AXtehxHbK2+/UZa0j6x9opzsBW3kEkoqOTYuARqC0ZEhdI6aRIWqRIKuTV83YSKTDK5whVSucIyjbOQK2WQTRHCJYIUQXPIVQjC++LnVoWcPFdOWMD7nsPB5NBKL1M9p8KKdH/eT6fDFATjyP9tj9p6CzYfhiynXvm4ywUsvw+w3b9zSSG4lUvrEROrOm4dCW8ZbSk+FeW/Cz1uuF4wzO2HXz/D2UdtGTXpr2aNusyCwie1xZdGdgKLdUP9n+7+J8tNzCQU2SjJJhIZgiskUOoc7okBBWEnYj3KeVwbppJJKBhlc4Dz72EsmGejR44cfvvjhW+aXBi1q1HjhhRov1KhRoUSJEgVKFChK/l9x9f/l7pscW+tpRhCJ5FOAAR+BIV0pRSqp2FoOqV81OumWYrHAE3/A9F4QZSNnyGyGJz6BNyaAT7lA0g8/gJ8fDB7s8LLdnipF6ty5cyxfvpzc3Fzq1KlD9+7dad++vZDFWMxmwseVqxDx9jQY/gA0KXfAz6iHzx+CcR9WHubb8zr4REMrO9qqp70PIY+B3Pky/kYSUAj2pLwIophsLJiEHBaubahQEUkUkRWEinToyCeffPKu+T2dNPQlv4pLfhkxYir5r/V36/+V/kmGrETGlFeFTY2qROq88MEHH3zxxQdvfPDFj0ACCSDAkwhSBSoUNCWIo6TTTWDIT4OMYolEqjTU52XHs8vyE3ClAB7vanvM52tAxvU1+vR6ePU1+PorpwM+bk2VIrVx40ZGjBjBpUuXWLBgAWvWrCElJYVnnnmG+++/X9LFeMXGIivrsx7eCxvXwoaT1w/+/R0Iq2+7gSFYu+we/xLuO1T9f0VTLmQvgxbn7Fq7Lcwko6aS2oESIEeFmgAKScXHDdp1uDOakl+hhDplx4IFM2ZMmDBgwHBV4Ky/6yiikAIKKCCDDC5xiTzyyCabfPLww48gggkiqMQbtKaDBBDg8dBKaEUIJ8kUKlJykOSUlMUC36bCa3YETdIL4Zm/4PvhoLTxT56cAa98DevevT4nbOFCaNoUbrnF8XXXBqoUKZPJRH5+Pn379iUhIYHx48ej1+tZuXIln376KY888ohki1GUrc9nsVhTzp+bCf7lWk6mnIU/PoQ3KzgvVYrZBJv/Bz3eAW87SvHkrQOf7qB07ib2/ygACZrLVEEYHUhlDw0krrDuoWJkyK6G/tSogSo605XBhIkcsskki0wySC9JBkknjSKKCCX0GuH6r6bhB6PhLNlC57iEkVgJ/l635kCWAe6oootuKRYLTPwNRreG3vVsj3viE3hoELQtV1wnNRVmzoLNm659fcWKTEaMuHYRB9jPJic6EuxnX9WDBFKlSMXFxfHxxx8zZcoU/P39CQkJoWHDhnTp0oWVK1eKW9nmv6z7UfdMuPZ1iwW+fhQGvwhhlfzrHltorW7ezM6WlXl/gN8ddi/XFjI0WFyQHh5Jdy7yh0ekagEKFFeTOaDxNe/p0JFGGumkkUoq+9lHGmnkkUsggSUJIKGEEkJwye9++N+Q3pcvavLQC53jPEYaSbDn9W4iPFcHFNUM2CzYC0l5sLySArG/bIUj5+G7Cg7ovvQSjBsLLctUptDpzDz33MXrRKoDHelL3+otrAISSXb4WimoUqRkMhlPPfUUjz32GBs2bGD79u38/vvvhIaGMnr0aDGrMpute1FTZoGy3BJ3/gzZKTDwadvXF6bC7hlw9yb7grUWi1WkwqZUPbaayPDCIqBnTXnC6cRBPsBAASo7nuo9uBcaNMSW/CpLaRp+BulkkEESSRzhCBmko0NHMMGEEEoIoYQTTgx1CCa4VouXLyryBZfNOoeBdjh3uOh4AezJg5+rWRf38BWYsRm2PwhqG05cdj48/jH8MB005Za3ezes/QNOlGtTv2DBFdq0cX4f3d2odnafUqmkf//+9O/fX+R6rKxZZhWngcOvfV2vgx9etLaBV1by9LPjRWg+HkLsrJWnOwYyNXhVcuTbTqyelHiRUuJNMC1JYx/R9BY+nwfXYisNH6CY4hL5sv46wXHW8Q/F6IgmhhhiqEd9GtKoVp0f80VNvgs8qWFOPtS9lwiPRYO2GlHDQgPctwLe7wdNKsn3euEzGNwDepdrlWc2w+NPWFPOA8rsgmRnG5kzJ4mNG11TQd6VuN9PrMEA778CsxZc7wX9swDqtoUWldyEk7dDwj8w5oT9c+f9AX4DJU6V8cJCkYT2bBNJd5L51yNS/zG88CKKaKKIvub1fPK5TCKXucwWNrOcn2lKMzrQiYY0dPvzYj6oKJC4+GtZLFg4i4FGTtwGk4phVQac6VK98U//BR2jYFxb22M2HYQ/dsPRL69/b/Fi63moB8o1B58zJ4khQ4Jo1eo/7Em5jOWLISoWepY7nKvLh9/fhpcr2QC0WGDHC3DTbFA7UKi0+BR4d7P/ukpQEIyeg5LatEUUvTjJN2RzmkCk8wY91E588aUZzWlGc/pyG3nkcpzjrOE31HjRh740o3lNL9Mm1kCluGroxzHghYwoJxInXrsIEyMhpBrbWksOwaZ42DvZ9nNweg6MnwMLn4EA32vfy862Htxd/fu1mX4JCcV8/nkahw+34UZEuEgdOnSIPXv2UFhYSHp6Om+88YbtwRYzfPQGfLr8+vf+nget+kJsa9vXX/rTWvqoqYOp8aZsUAQ6dq0NFDTAyCpJbdrCiwDa8gS7eZ1efITWyTRrDzcWfvjTjZvoQldOcoK1rOY85+nPALfMHCzEKLTA7AoKGI6Pwx7lgXz4PQNOVsOLOpoKU/6BjQ+Av43isyYT3P8mjO4Ld1bQ5u6112DoEOhcrgzoq68m8r//hRPjSOn1WoDwXdV27drRt29fTp48Sa9evSofnJ4GbTtDh3LeTGEurP0Ahr9m+1qLGXa+DN3eALmDHzgBIqWkPibiJbVZGdH0ogGD2c1rGF2wF+ah9iFHTkta8TCPkkYqS/iafBc1GrQHHUa0gkTKjIWVFDICx8JjFgs8cw5m1IPAKpZYaIBRK+Dd26F1uO1xb3wLeiPMmnT9e0eOwA8/wptvXvv64cOFrF2bzQsv3LjnI12S+tOwYUPeeecdFi5ceM3rixYtonPnzle/zKlJ1oy+8vz1MbTpDzGVhCbOrbT2h2o43PaYqjDlCPCk6mAizSVp6KU0ZhR+1Gc/72BxwRktD7UTb7wZywPUox4LWUACl2p6SddQiBFvQSK1nWKCkdPcwcy+XzIg0wgPVUMbnvwTOkbC+Ha2x/y5G75ca83mU5Z7xjYaYdJDMPMNCC0XHJk69RIvvRRDQID77dxIhXCR+uuvvwDw9fUlL+/atuFxcXHs3bv36pfcPwialsvIK8iGPz+C4a/ansRssnbb7TbLuaQHUzYoAqocZg8ylCiIwejCG4AMGe14Cj05nGCxy+b1UPuQI+c2+nEXg/me79jD7ppe0lWKBIb7VlDASAez+nRmmHIe5jYEZRW3m++PwNZLsGCQ7VvTxRQY/7ZVoCIrOAz81lsQFARx5Sq7rV+fw6lTOh55pBL37AZAuPympaUxe/Zs5HI5EyZMqHxwZAWdOP+eB+0HQVQliQDxv4FXINQd4MxSwVJkTUGXGCWNMHIGFdUscCsBCtR04VW28TQmimjBJJTY2eTGw3+G5rQgjDAW8zUhhNKQhjW9JPLRCykum4WJPyjiBRx7IH0/Edr4wG1VFJI9lQ5P/QX/jAU/G/tQOj2MfB2evxd6VZDxt38/fDIP9pcrrmM0Wnj66Yu8805d1Pb2BallCBepsWPHVn+wqtwPpL7IKlIvb6j8ugu/QZPRzqeOezUH3XFQ13fOTjnUdEHPTrQMktRuVXgRQC8+5iifsp4JNGQ4DbgLpYNxeA83NiGEcit9+JetbiFSSRQQjW/VA+3kY3IZjDdRDtz+zhXB3ETY27Hycfl6GL4MZveF9pEVj7FYrAd260fAcxWUIC0qgrHj4MO5UKfOte999tkVwsNVDB9+rVIuWrSPuLhOdnxH7o97S/DWb6FhZ6jT0vYYi9ma1Vd3oO0x1UXbEYr2O2+nHF70oJjtktutDmr86MgLdOctcjjLOiZwmu8xUFAj6/Hg3rSlHckkkUpqTS+FRPKogwNHSSq1aeQHCpjigBdlscCjZ639oupXEpSwWODh1dA1Gh7qYHvcRytg90n46oWKn69feglat4byhX0yMgy8/vplPvywHrIyF+r1JmbN2mLnd+X+uK9IWSzw54cw6LnKx6UfstboC2xc+bjqoO0ARQect1MONR0xcgYzeVUPFoQ/DejMS9zMe+STyHomcJRPSecwZkw1ti4P7oUKFV3oxg7+remlkEgesRKL1LvkMB5fIhxIuf8hDZL18HQFuxJl+eogHEmF+ZXsQ/25G97+EX6fBX4VBDY2bICfl8GnFdQ0eO21y9x7b8h1JZCWLDlIixZh1f+GagnumxJydL01lbzlrZWPu/gH1JMojKbtCCkVVHN0EhleqGiPnl1oqKSDsAvwoy4deYECkkhkA8f4jCLSiKArkfQgjI6evav/OF3pxsfM5Tb64Ssg3FYdDJhIo4goCetQXsDAPxSxo1xljuqQboBnz8FvrUBVyaP96QyYuh42PQDeNrbTTlyEB+bAytehXgWhwOxseHAifPE5hJQrnXTkSCE//5zBiRPXbmAZDCbeemsb33wzzL5vrBbgviL19zzo/3jV+0yX/oBOL0szp1cTMKaDMROU1ay5X13TdKeYf2tcpErxIZpmjKUZYynkCins5AK/sp85eBNNII0JoBG+1MWXWDSEIHfDA58epMcHH1rRmj3sog+31cgakiggAm+UEgZ73ieHSfgR4IDNZ87BmHDo6m97jN4EY1bC67dAKxsJdxk5MPhleCcOelZQIMJigUcfg4F3wMCB5d+zJku89loMIeVKXCxdeoT69QPp2VNsF/CawD1FKjcdjm+ER7+temzmcQirYhezusjk4HML5K2FIDsSPqqBlqGkMwI/piB3syrl3kTQkKE0ZCgm9ORxkWxOkUs8yWyngMsUk4MXgWgJRUMYWkJQ4YcKP9T4ocIXFb4o0aLAq+RLgwIv5G76Y+bBNk1pxl721Nj8J8igMXb0Ya+C7ejYRjGzsf/hc2U67MiFQ1XkI7y8AaL94JHOFb+vN8CIGTCsJ0yw0Q3ok0/gxAn4d9v17/36axYpKQYefvjaIsNms4U5c7Yxf75rE7NchXvePfashHZ3gLaKeLTZCPoc0Ejo9QSNgaxvJRcpFS1Q040CFuPHY5LalhIFagJpQmC5dHkzRnRkoiONItLQkYmBPPJJwEAeevIwkI+J4pIvHSaKMaJDBsjxQoG6RLzUKPEuETafEnHzxYsAtIShIbREDEOQC0hB9lA1WrQUuagwckUcIJXO2EiLsxMdFp4jk7cIwt9OLypFD4+egV9agU8lgYQ/zsCPx+BgXMXBn9JMPj8tzJlcsY0tW+DN2bBzB3iX26fS6808//wl5s2rj7Lc4axVq07i7+9F374N7PreRFNQUMDUqVOJiIhg+vTpDttxT5Ha8SMMeKLqccVZoA4AuYTfhv9QSHwUDKmgkvaQnD9TSOcefHgQeS1LA5ejxJtwvLH/78SMsUS49JhLRMxIEQbyS74KMJCPjkyyOIWOdIpIo5hsvAjElzr4EIMvdfAlFl/q4E0EMjfO+6ntaNGiqyGRMmPhEGlMRpqCqe+TQytUDLTzM2exwOTTMCkSulcS5kvOg4m/w4/DIcTGFJ/+BtuPwY551irm5bl8Ge4bDd8sgQYVaM1HH6XQpImGAQMCy63R6kVNndrzmkw/dyA3N5eBAweyf//1GdPHjh1j8+bNGI1GunTpQvfu3W3acT+RykqG+APQrhop5UXpoJW4iKrCB/zvhJyfIfRxSU2raIWariXe1KOS2nZn5CiRo7S7GaMZE0WkUUAi+SVfV9hNAYnoycWHGPyoiy918SMWH2LwIRolWkHfyX8HTQ16UufJJgAvQiV4kDuGnqXkswn7a9t9mQKX9bCikhMwZgs8sAomd4Bb6lc8ZssheP0b+PfjijP5ioth5D3w+GMwoIJ6BKdPF/H228ns2nV9f7wNGy6Qm1vM3Xe7XzX7qKgoTp06VeF7s2fPZsCAAaSmptKqVeV9/9xPpHYtg05DQF2NDDNdOmgEVPoOuh+uzJJcpKDUm7oXHybUOm/K1chR4EMkPkQSzrWBfiOF5JNIHhfJI4FENlLAZQpIRoUvviWCpSUC75IvLeFoCPUkgFSD0nCfBYvL+04dIJUODnjs5TFi4RkymU4g4Xb+m58vgmnxsKktVFbQ4f0dUGSEV2+p+P2EVBg1E76ZCo1tpK4/8wxERsLUqde/ZzJZmDjxPK+9FkOjRtffE+fM+ZcXX7wZudz2v9E/xPMeK21/E1VwmIvELF/OpEn/X/k2Li6OuDJ1mo4ePXpdSG/RokU2be7bt4/33nuPS5cuMXfuXF57zXbxcPcTqT0r4c5qtm83FoLCRr0RZ/DrBwkPQvFpSbv0AqhojZqbyOVNAnmz6gs8VIgSbwJpel3fLAtmikgvEawkirhCKnsoJJUiUtGTg4ZgtCWi5U14ye8RJa+FoXCynfiNgAIFFiyYMbu8jccerjBCghJiH5OLPzJG2+nBF5rgnhPwciy0quTS/cnw7nbY/RAoKxAynd7auOGZkTDARjuPb76B9Rtgz+5re0SVsmDBFeRyGY89dn1H5sOHr3DiRBr3319JB0WgH/V5i76VjqmMiaxm5MiRzJw50+aY1q1bs2rVquteP378+PWDgYiICPz9/QkKCiIzM7PS+d1LpCwWOL8XWth4LClPaHtI228tMOtoe46KkKkg6EFIXwAxH0pnt4QgPiCNgeTzBb48JLn9/zIy5Ff3zsK4/ri/CT1FJckfRVyhkFQyOcZlNlLIFXRkoCagxPuKvBpC9CEaX2JQ1dC5IVeTRRb++LtcoFIo4BK5dHTSk9pHMV+Rxzoi7fIELRaYdBpaeMNTlRzazddb28B/fAfUD6zYzqMfQsMoeH6UjTXug+emwMYN4F/BnldCQjFvvHGZbdtaVugpffrpHh56qCNqtXtGBnJzc1mzZg1nz57lzJkzNGnShAkTJrB48WKmT5/OO++8g8lk4n//+7/2zjM+qmrrw8/U9N4TEiD0Jl2q4BVQRFRARFCviCiKili4KFf0tXFVUK8VFQvFhggIKEpTqUrvJZRQEhJKeptJMuW8Hw7hAqbNzNlnJmGe348PZGbW3pPJnP9Za6/ySLV2PEukykogoXXNWX0V+MfI/3L3Q2Q1ffCdIfIRONIZYqfJ51QKoiWUCOaTxSB0xKve0+9qRoeRQBIIpPIrkB0bpeRg4iwmzlBCBmfZRAlnKCETHb6E0IQQkgmhKcE0IYC4epfEkcV5ohQIuTnK76TRhwYYXBBHM3aeIIdphBHr4CVu+mk4Zob17asv0XxiBfROgpFVzGD99Ce55dHmjyq3c+4cDLsDPvlYbn10JZIk8eijJ3niiVhatPj7GWtenpn58w9w8KDnnm0HBwczY8aMy342Z84cAAYMGMCAAQNqZcezRKq0CFoNduw1cddB5gblRcrYCAJ6Q/43EDGuxqc7ip6GRPAVOdyDjUwCGKt67N/L39GiuySL8fIwioSEmSwKSaWAVE7zBwV8jo1SoulCNF2JpjNGqkkFqyOcd4NISUj8RhrPUotRt9XwOgW0wcjtDob5lufA+xmwpSP4VaOR3x+ATemwo4pU8q2H4MU5cqJEYCU5POXlcqLE6Pvgjjsqt7FoUS7Hj5exaFHlYc/Zs3czaFAz4uKUbRvliXiYSBVDyz6OvSb+Ojj1C1yjfJIDkY9B5r8g/CHXO6xXgpFORPELOYzGwh5CmYHG25LIY9GguShgsfwvZdbEec6zlQzWspf3CaYxsfQgiZvqrGBlcZ7GKndCP0gOerQ0c6GI909KWYKJtQ7WWB0ywZgjsKQ1NKjmmPtkPkz4FVbcA4GVHF3mFcmJEh8/Cc0a/P1xgCeegPBweOmlyh/Pz7cyceIpFixoVukYDpvNzocfbuW776pQuHqGZ8UoSouhRW/HXlPhSUkCJtAG9ge7GUoqKf9WCD2NieJXJExkMRgLKcLW8iIGf6JpxGC68TI38T3NuZtCTvIbY9jNO5SS4+4tOow7PKk1pNGfJKcjCsXYmUgOMwgj3IFwYZ4Fbj8AbzSGntU0R7fa4Z7F8Gwv6FRJRrskwdgZcFtPuKOKe+1PP4UNG+GreZUnSgBMmpTGrbeG0atX5V7SL78cJSoqgG7dqlDBeoZniZRGC4EOdo8IbiyfS536Rcx+ov8FZ1+U/wIFoSWAMD7Hn1FkM4Q8nsRC5VkxXjwbHUai6UIn/sUNfIGRENbyKBmsc/fWak0xxeSRS6xCHR9qQzZmNpFBfxo69XoJiafJpS9+3ORAaUepHYYehFvC4YEa3u7zv8vDC5/qXvnjHy+DU+fkvnyVsX07vPAiLPmx8kQJgNWrC1i9uoDp0xOr3MdXX+3lwepmgNQzPEuknMnQ02jkBrNbXpCz/JQmfAxYz0DRSuVtX4IGDYGMJYa/0BFDNiPIYhAlzEdyY3saL87jQyitGUs3XiaFeexkOnYs7t5WjaRwkKY0w6BiS6r5pHAjjQhzMtw9l2KOYeFVQmv9GqsEow5BrBHeriGyufiQfBb1zVCorCRp33H4vznyCHifSsKA+fkw4i6Y+RE0qyK7vrjYxrhxJ/jkk8YEB1d+ElNSUs7KlakMG9aq+g3XI+q+SAE0uQMMAZAyW9n9AGj0EPc6nHlWTEjxCrSEEcwUYtlNII9jZglnaU8+UyhjM5J39lOdI4yW9OUjrJjZxmvYKHf3lqrlAAdoQxVpawLIpJiNZDAC52oSj2DhTQr4jEj8anlJkyR45CiU2GBei8qFp4LD2fDIcvhheOVtj0ylMPJVeOsRaF6JAyRJMPZBuGUQDB9e9TovvHCa3r0Dufnm0Cqfs3z5UXr0aEBEVf2X6iEeJlJObkejgd7vweapUFag7J4AgoeA1h/yvlHedhVo0OPHICKZTxRr0BJGPs9ylrbk8SSlrEKiVLX9eHENPb504Xm06NjGqx4rVCZMnCadZk4KhjN8xUFupynBOF6Yb0ViAjk8RwhNHPD8nj8Je0vklkfVdZQoLoc7foDX/gFdq6ibevpj6NAU7rux8sc/+ghOnoS33qp6nS1bivnuuxz++9/qw50LFhxgxIjq2wjVNzxMpFwoSovuDI1uge2vKbefCjQaiHsTzr4AdvWFQU8SwUwmhnVE8SsGWlDE+5yhNTn8kxJmYyVN9X15cQwtejrzb/T4sI2XPVKoUjhIE5piVKnrRir57CWLITg3WftDCglGy30OFFm/e1oev7G8DQRVk98sSfDQT9A1Hh6qYhrQwnWweruczVdZAvDOnfDKq/D9fPCpQoPLy+08+OBx/vvfJCIjqxba4uJyVq8+7pF9+kTiWSLlap1Qt2lyyK8gVZntXEpgH3m8/FmFBiw6iZ5GBDKeKH4mhq34cTtlbCOLmzhHd/J5HjMr3Tqq3kvVaNHTiSlo8eEwtZiXpjK72a1aqE9C4jP2MZKW+DlRDbOHcmZRxH8Jr3VG4Lxz8E4GrGwHUTXo8EfbICUHZlYxBj79PDz6nnwOFVxJSVZJidzZ/MMPoGk1Gvzuu2dJSvJh5MiIqp8ErFlznG7dEggPv7oaKHuWSJW7mCAQEAvXTIQtzs8uqZbEz6FgKeTOFWPfQXRE4s9wwplJLAcI41N0RFLCJ5ylLVncTCH/oYwN3uQLD0KLjhbcQybrkRCXNeooGZwmjzxao0446TfSMGFhEI7PQSrGzsNkM40wGtRS4H7MhmdPwKp20LCG/Iy/0uGV9bBwOPhV4tzY7TD6DZg4DK6tIofhueege3cYMaLqdXJzrcyYcYZ33kmqcdTGzp1n6Natml5N9RTPKua1lYO5qPZtkSqj/VPwTXM4v0MOASqJPgIaL4PU6+VR8wE9lbXvAhq0GGmPkfYE8RQSZsrYRhkbKOA1rBxCTwuMdMVIF4xci44Eb5cLNxFMMqChkFRCnAx1Kc0WNnMt3VTp11dAGV+yn1foic6Je+XnyKU7PgytZVeJNXnw8FFY0RZa1pBzkJoLw36A2bdBkyoqYt5dBGUWeHZU5Y//9hssWQp791S/1n/+k8GwYeGVtj66kt27zzJ6tMKddeoAniVSBj9I2wstejlvwxgIXV+Ev56F21Yr3ynCtzUkzoGTw6HZZjAmKWtfITT44UsffOkDPI8dExb2UM42zCyhADlsaaA1Blqjpw0G2mCgORonDrC9OIYGDXH05gybPEKkiikmhUMMVKmP5Cz2cgNJTo2I/4ESdlPOylrWcW0uhLtTYGEr6FTD/W+OCQZ9By/2gVuqyB3ZmwqvfwtbPgJ9JXpeWChn833+GYRV8/YOHzYzZ042+/bVbrjjnj3naN9evdo1T8Gzwn0+/vLAQ1dpNRaK0yF9leu2KiN4EEQ9DSduB1uJmDUURos/PvQgiCeIYB6xHCSa3wnkEbREUsbv5DGeTJI5S1eyGUUBL1LCPMr4CxtZHhWaqg/E05tMxHUzcYQdbKM1bfBXYcbZTs5xkBzuxfFan5NY+D/y+JRIAmpx+dpXIneTmNMC+oRW/9xSKwz5Hm5vDuO7VPGccrj3dblgNzm+8udMmgQ3Dqh8gGEFkiQxYcJJnn8+nri4mpNUcnPN5OWZSU52vmVUXcWzPCmjP5z8+6hhh9EZoPvr8NdzkDhA7hyhNFHPQOl+SL8PGn4v11PVITRo0BGHjjh8+V83YolyrJzCylGsHKWcrZTwDVaOAaCnKXqaYKAlBtpioC06N3TLrg+E0pxyCjFxDn/+Pi9ILWzY2MZW7uU+4WsVUc577GQinfB18PJjReJxcniCYNrUIvsw1Qw374P3msCgGhrZ2CW4fynEB8Eb/at+3gtfQtN4uH9g5Y+vXg0rV8G+vdWvt3hxHpmZFh5/vHaf+96952jXLqba4Yb1Fc+6svoFwZ4VysyHSh4KO9+AYz9AsyoGuriCRgMNPoWTQ+DErdDwO9CFKr+OymgwYqAZhiuGzskD8HKwcgwrx7CQQinvY2E/Gnww0A4D7TDSCSNd0SFgYnI9Q4MWA4HY3FzvtosdRBFNrBMj1h3BhsR0ttGLBDo5IcozKMAPLeOo+cz6bDkM2AcvJMHIWtxDvfgHpBXA7/dVXdj71wH4ajXs+6LyU4SyMnjscbmrRFVtj0D2ol55JYPp05MwGGp3A52XZyYq6uop4L0UzxIpgy+ExsKhddDG+UmSgPxX1P11WPcIJA+TvSul0fpA458g82k42l1OqlB4kq+nIHtekeiIxIf/NS+TkLBxGgv7sLCXEr4kj8fQEoGRrvjQFR/6ole5o3ZdQB79cR4/N3qiFiysZS13UUUGgILM4wAW7DzgRIr7OszMp4TVxKKtIdmnyAqD9sOYGHi4ipDcpczZDd/uh81jwbeKK2JBMdzzH7keKiq08ue8+y40bw633FL9eqtXF2C3S9x8czXdbK/AYNBhsYjveOOJeJZIAfQYBX9+57pIAST2kxvQHvoc2o533V5laPSQ8D7kfAbHroPEeRBcTTC6nqFBg55E9CReHN4oYcPKEcrZRjlbKeQtNPjjywB86YcPPdFwddV6VEY5Begwonfj72IH24kllkSqbmiqBOs5zTpO8x7/QO/gUfh5bEwgl4+IILqGzEOLHYYfgi6BMLUWOU2LDsGU3+H3f0J0FYmCkgSP/Bdu6gJDr6v8ORkZMOMt2PxXzWvOmHGGSZPiakw5vxSDQYvFcnW2RPM8keo5EqZ0gPs/BIMCWWbdX4flt0KL++T+fqKIeAh8WsKpERA9GSKfFDKDqi6gQYeBVhhoRQD3ISFhYT9lrKGI/5LLWHzphz+j8OF6NB74Z6gGpWTjR5Tb1i+nnA2s4x7+KXSd4+Qzk91MozchDmaO2pAYTzb3EsB1NTSflSR48AgYNTCzWc1fv1+PwqO/wIq7oVU1H8PclbD3OGz7uOrnTH4Wxj1UfdEuwM6dJRw6ZGbUqOoLd6/EaNRRXu6cSH1PMaNc6EhTSDETnX6163je1SEiERq0gb0rofNtrtuL7iwPRtzzHnT5t+v2qiPwOjkt/cTtUPInJHwAhqsvZfRKNGgw0g4j7QjiKWzkYmYJhUzHxkT8GYE/ozCo2C/OEzCTha8bRWorW0gkiXjEFYgWUsZrbGY87WniQIfyCt6jEDvwDDWHxl44CSlm+P0a0NcgUGtPwn1LYdld0LGao7gj6fCvT+H3t8G/Co3csAHWr4dDtZiu89ZbZ5g4MbbSYYbV4Uq47y4C+RTnS2UecKDllAg8KwW9gp53wyYFm7l2ew32/BcKTypnsyqMDaHZX3Kx7+F2kPU+SFbx69YhdIQTyANEs4pIFgOQzVBy+CdWjrt5d+pRRBoBKs5suhQTJjaxgX/QT9gaZqy8wmZ604C+ToQT11PKbIqYSQS6Gs6hPsmE77PgpzYQUEPO1c4zcOdCmD8MelSzLZsN/vk6/N990K6KI1VJgmcmwZtvQGAN1/LcXCvLl+czbpzjZ5ABAQaKisocfl19wDNFqtudcpafqVAZe6HNoNOzsOZesKsgGFo/iPsPNF0HhUvgSGco9ox6GE/DQAtC+D9i2YGRLmQxkAJeuip6D55hEzGXJKGoyVr+oBWtiRGU+l6GjZf5iwYEcr8TbZZOYuVRsvmESOJqCPj8mgsvp8GKdhBdQ2Z6ai4M/g4+vQX61ZDL8+4iCPCFR2+v+jmrV0NxMYwcWb0tgN9/L6B37yBCQhwPYLVoEcmxY7lOh/zqMp4pUkER0PofsG2xcjY7PC1n4+14XTmbNeHbGpJ/g+h/Q9pIOHkXmLaqt34dQoMvQUwkmvXYyeUc3Sjhq3o7P6uEs5g4SyQdVF87h2z2spsbqKYgyAUs2HiNzYTjywQ61ZiNdyUl2LmfLJ4khF41nEMdMsHow3I3iSY15J9kFMKN38jdJGqaGXj0tNxV4rNnqp4gJEnw8isw9fnaTRlavbqQAQOqyU2vBn9/Aw0bhpKSku3U6+synilSAL3vhY1fK2dPo4X+82D/x3D8R+Xs1riuBsLughaHIKA7nLoLjvaE/B+8YcBK0BFLGO8TwbeYmE8WN2HhgLu3pTiZrCeOXmhV6JN3JatYSU96EyjgrMGKndfZig86nqFzjWG6K5GQeJJc2mNkbA37y7HArfthRmPoVcORVbYJBnwND3WER6roJlGBuQxGvAIvjYYm1RzX/fYb5OTAXbUsw1y9uoD+/Wufdn4lHTrEsnv3WadfX1fxXJHqOFjuPpGboZzNwAS4ZRn8MQ7O1iJXVEl0QRD1FLQ8BlGTIPsDONQEzr0B5d5ZUFdipAOR/EwAo8lmGIX8p14NecxkPfH0VX3dk5wgk0x6oHxzZBsSb7EdGxLPcq1TjWPfp5B0rLxZw/iNcjvccRCGRcLoGo71Ckrhpm9gSAt4rnfNe3j8fWiRCI8Nqfo5kgQvvQwvTAVdLe4zUlNLKS2106aN8+UG7dvHsGePV6Q8B6MvXDsc1s9R1m50F+g3F34ZCjn7lbVdGzQ6CB0GTddDo8VQfhyOdIRjfSHnyzrTC1ANNGgI4J9EsxYLhznPPyhnn7u35TLFZGAmiwhq11hUKezYWcGvDOBGDA5Msa0NNiTeYweFlPM83TA4cWlZg5kvKWY2kfhWI1CSBI8fgyAdvF7DlA+zBW6dDz0awLRalF7O/hX+OgifT6o+hf2PPyArq3ZnUQBr1shelCO1UVfSoUMsu3Z5RcqzuOEh+OMLeXiLkjQaBNe9C0tvgLSVytp2BP/OkDgLWmfKXlbhEjiUCKcfg9L6F+JyFh1xRDCXIJ4mhzsp4093b8klTvIzifRTPdS3ix3o0NFWYXG0IfFfdnAOEy/SHaMT7+sIFp4gh89rkSjxQSb8VQjftgRdNdd8mx3u/REaBMP7A2uumzp1Vk43X/AiBNbg8Hz4ETz9VO28KIDU1DJat3ataLtLl3h27DiDzXZ1dZ7wbJFK7gK+gXBorfK2m42EgYthzWjYN1N5+46g9YGQIXJbpeZ7QR8JqQPg2PUXzq4s7t2fh+DPnYTxKbk8QBnb3L0dp7BiIp3VNKaalDEBmDCxhtUM5la0Cn7tbdh5i23kYuZlejrcNBbgHDbu5jz/Ryhdayj2/S0PXk+HZTWMfgf412rIMctzoWrqyypJMO4deGo4tK3BOzt3Dn7/HUY50EmqsNBGSIhrNyWRkf7Exwexb995l+zUNTxbpDQa+MeDsjclgvjecMcm2Pch/PEQ2DygDsHYAGJfhtanIPJRyP4QDjaCsy+D9erL7LkSX/oSxofkcl+dTKhIYxVRdFC96/lqVtKWa4ijFs3saokVO2+yjSLK+T8nBaoYO/dwnrsJ5K4aEiWOm+GeFPiuJTSuydPZCr+mwo8jwKcW25q9ArLyYXItwnfz5sHQodU3kb2SwkIbwcGue869eiWycePVdYbt2SIF0Ose2L0civPE2A9pAsO3QFkeLL4OitLFrOMoGgOEjpBrrZJXgOU0pDSHzGfAkunu3bkVX/oTwutkMwIrqe7eTq2RsHGcJSQzTNV100nnCIe5QcHCXQt23mArZVh5kR74OBHisyDxINm0x8hTVH/FL7HBkIPwfBJcH1q93Z8Ow382wi+jIKwWEbaMLHh2Fsx+Fgw1CJokwRdfwoNja7Z7KUqJVO/eSWza5CHXKJXwfJEKioBrBsKf34pbwxgEN/0ATYbDwmvh9B/i1nIGv3aQ+Bk03yOnrR9uC6fHQ/lJd+/MbfgzhGCeI5vhWFEwA1QgZ9mCkWDCnBj25yx27CxnGQO4CT+FGtlasfMGW7AjMdXJMygJiX+Riw5qzOSTJBhzGDoHwuM1OII7MuGBn2QPqnEt5gNaL3SVeHwItG9S8/M3bZIDPD0dTI4sKPB6Us7i+SIFcgLFmo+VT6C4FI0GOk2G/l/BqlGwc4b87fAkjImQ8B60SJFnVx3pDBlPgy3f3TtzCwH8kwDGkMdDHj81WELiGAtowrBqL8hKs52t6DHQXqGiYfuFJAkLdqbQDYOTyR/vUMhBLMwiEn0Nv4/pp+FkGXxcQ9PYs8UwZIHcTaJbg9rtY/p8uRB36r21e/5338H9ox3vHV1aasfHx/XPvWnTcMrLbaSlFbhsq65QN0SqzQ1g9IPtS8Svldgf7twKqQvgt9GecU51JYZoiHsdWhwEexGktJRHhUj1sztDdQTyGHZyKGODu7dSLVnsxEIJ8VQx60EABeTzO79xG0MUEUYJiZnsJgsz/3YyzRzgW4r5jmK+JqrGEfC/5cG7GbCoFfhW81SLDUYshAc61NxNooITZ+CdH+SuErXN0lu/Afo5ETWNjjaQleV68b5Go6Fnz0T+/PPqCfnVDZHSaGDoi/DjK+p4N0FJMGQdWE2wdACYPTRhwRAjhwEb/wJ58+BIFyhe7+5dqYoGHUE8QxFvu3sr1XKU72jGSDQqpZ1LSPzEMrrRg2gFhipKSHzJfo6Sx0v0cCpJAmAxJbxBAfOJrnE2VHop3HsYvm4BidV3R2LyGgg0wv85UB898UN4+k5oXMuBxHl5cOoUdOhQ+zUqiIszkJlZ7vgLK6FXL69IeSadBgMa2LFMnfUM/nDTAojrCYt6QN5hddZ1Bv9O0GQ9RD8HaffCqZFQfvX8EfsxFCtHsXDE3VuplBz2YyaLBK5Xbc197CWffK6jjyL2vucw2znHq/TC38lC4F8w8SJ5zCeKpjXYMF1IlHg6AfrVcLa04AAsPQxfD6051byCZZvgyGl45s5abh7480/o2hX0TuhzfLyRM2eUKSXp2TPxqkqeqDsipdHAsBdhsUreFMj9/nq8IXdQ/7EPZKxVZ11nqOgR2DJFHmF/pAOcmwb2+tNKqCo0GPBnFCa+cvdWKuUo82nKCNWKd0soYQW/MISh6BUYGbeUY6zhFNPoRbCDQwsrWIOZSeTyLdG0pvpW5ZIEDx2BFn4wqYazpZRseOxXWHgnhNcyL6TEDE98CB9NBJ8auqZfym+/wQ3/qP3zL0VJT6pTpzhSUrIpLlbGnqdTd0QKoPPtYLOoczZ1Ka0fhAHfwsoRcNgzL4QX0fpD7CvQbBuYtsPhNlC0yt27Ek4A92LiByQ864tbwDEKOU4iA1Rb81eW0472NFBgJPwmMljEUaZxHeFOZgduoJQnyGEuUVxTg0ABvJMBh8zwefPqExRMFhj+A0z7B3SqZcgO5O7mPdtAv061fw3A7384dx4FEB9vIDNTGU/K11dP+/YxbN3q2Vmtn332GTNnzmTKlCls2HD5mfG6det44403mDJlCufOnavWTt0SKa0W7v8AvngY0lTu4ZbYTz6n2vw87P1Q3bWdwScZGv8ICR9B+kNw+tF63RdQT2M0BGLDs8Igh/maJgxHV4uLsxIc5ACnOU0/BcZwHCWPD9jFC3QnBn+nbOymjIfJ5jMia+wmAbChAGakw4+twb8Gx3PKb9AuGh5yQGxKzPDxT/D6g7V/Dcje3eHD0M7JjlKNG/ty/LhyUY3rr2/Eb7959oDQQYMG8eijjzJy5EiWLl162WPvvvsukydPZtiwYXzxRfXNGjxvfHxNtOoL970HM26BlzbJ4+bVIrwVDF0PS/tDeSF0nuJ4LqraBA+EFnsgY6IcAkyaCwHKd8D2BHTEYSMTPbUoeFGBfI6SzxE6M0WV9Yoo5GeWMZJ7MLooitmYeZXNTKAjzahFwVEl7KWce8jibcJrnAsFcL4cRh2C2S2gYQ1P/+04LDoEex9x7Cv47W9wXTto6OBA5KIiOQMwIMCx11XQrJkvJ06UYbVK6GuabV8LBg5sylNPrWTatJpdu7lnoZ8r+VRnIWHhQsaO/V8F87hx4xg3btzF/+/fv5+pU6de9rJZs2YBsHLlSsaPH3/ZYyaTCa1WS1RUFGlp1dd91T2RAug5CvIy4c2b4cUNEOjcl8gpghvBsA2wbACUF8hnVp4uVLpQWZzyF8PJYRD+AMT8n9wzsB6hIx4bZ9y9jYsc5muaMgKdk+c4jiAh8SOL6UJXkkhyyVYpVl7hL26hMb2oZqBSNeyjnFGcZzrh3FwLL8wmyS2PRsfAzeHVPze/FMYsgy9urf05FMhllv9dBO8/XvvXVHD+PES7kCTp56clPt5IamopLVq4XlTdo0cDUlNzOXeumJiY6ttJjY6FuS7kzzwwB4YPH86rr75a5XPatm3LkiVL/vbzb775hoEDB2I0Xn7TFBAQgN1uJysri6Sk6v9e61a471IGPQ1t+8M7Q6Bc5eSAgDgYug4yfod1j4JUR7oShw6Tu1aUHoCj14J5r7t3pCiySHlGy6h8jlDAMRoySJX1trAZM2b64uTJ/gXsSLzNdpIIZgQtnLJRIVBvEs4ttQwTTj0JVgleblTzcyeugMHN4aamju3rx40Q5Of4WRTITWVjXGy32LatH/v2mVwzcgGDQUe/fsmsWuW5bcE++OADZs+ezcyZM5kxYwYA999/PwATJ05k+vTpLF68+DIPrTKEe1LLli0jJSUFi8VC8+bNufNOB3I+q0OjgXvfgQ9Gwsx/whPf126Gs1L4RsDtv8Hy2+SEin7z5LR1T8cQA42WQN4cSO0H0f+CqGfkOVd1HB3xWDnq7m0AshfVjBGqnEWd5xxr+Z2HeBidixmEX3GQPMp4na5OFQDvvyBQbxDO4FoK1FfnYEEWbOkINUXCFh2CP0/D7nHVP+9KJAle+xpeud+5wIcSItWunT/79pkZPtw1OxUMHNiEX389xj//2V4ZgwozYcIEJkyYcNnP5syZA0Dfvn3p27d2RW3Cr+qdO3dm8uTJPP7443z//feXPTZr1iy6dOly8V9WVpZjxrVaGD8PirLgk9FgUbk7hDEYblsJen95NlVprrrrO4tGA+FjoPk2KPwZTtwOtmJ378pltIRjJ8fd2yCXQxSQShI3C1/LgoUfWMAAbiSCSJdsbSSDtaTzAt2dand0FAujOM/rDgjUrmJ4+rg8eiOyhvKr/FJ47BeYdzsEOKj9G/dBuQUG93DsdRXk5UG4i6cK11zjz549ynhSALfc0pyVK1MpKfGsjFalES5SCQlyTPvHH39k0qRJlz02btw4tm/ffvFfVFSU4wsYfeFfy6HcDK/9A/JVnlyp85En/cZdJ9dSlXhGuKlWGBtBk99AHw2pfcHiOec5zmCnAA2h7t4GKcyhBfeo4kWt5FciiaQTXVyyk0YhH7KL5+lGiBNnaGlYGcl5phLKrbUUqEIrjDgI7zeBNrVISHh1vRzm6+FErtSq7XBbT+ePj7VaXO4O2alTALt2KZdhGx8fRJ8+DZk3b49iNj0RVeJjy5cvJzk5+aJgKY5vADyxANrdCC92g5O7xKxTFRoN9JwOze+Fxb0h/5i667uCxgCJX0DIUDjao05PBLaThc5Fb8JVstiNiXMkcqPwtQ5xkKMccbk3nwkL09jCA7SlqROZfOewcSfneYTgGmdCVSBJMO4o3BAKo2qRkHAkB+bukWuinGH1Dujf2bnXgtxlwuJimVNysg/5+Tays5UbYvrkk914770t2O2e3WDZFYSL1JIlS3jttdf49ttvee6558QtpNXC8Jfg7rfg9Rth8w/i1qoMjQY6Pwcdn4UlfSFrt7rru4JGAzFTIfZVSL0BSja7e0dOYScbrQJ96pxFQiKFObTkPrSCj3vzyGUZSxjOXS6N4JCQeJedtCGCG2nk8OtzLgjUSAJ4iKBav27WGThkgndrWS0waTVM7gk1JLJVSl4RHDgJvdo6/toKDAawutgfVqvV0LGjPzt3KudN9enTEF9fvUcnULiK8MSJIUOGMGTIENHL/I/ud0JMEznr7/QBuZWSmgkVbR8G33A5Rf36T6DJHeqt7Srh/wR9OJy4FRp+C0HqdUlQAhvZ+LjRkzrHFqyYSMCBLqdOYMXK98znOvqS6GJXiR85xjlKmOTEnouwM4osBuDHkzUMLbyU3cUw9RRsbA9+tTj6Wp0KB7LgBycTDtbuljtM+LoQfVXCkwLo3DmAnTtN3HhjqOvGkLuiP/lkd959dzMDBzqY7lhHqLsp6NXRuBO8uhX2rZKz/6wqHyw2vRNuXQEbn4JtKvYaVILgW6DRYki7R06qqEPYyUJLhFvWlrCTwjxaMlp4p/MV/EIIIfTAtaLsfWSxiCP824nBhaVI3EsWnTAylZBahxuzymHIAfiwCbSoxdGVzQ5PrYK3BtRuDHxlrNkJ/Z1IO78UpUSqU6cAduxQtvPLyJFt2b37LAcOnFfUrqdQP0UKIDQWpv4hC9T7d4FVuThwrYjuDMO3wvEfYcMTdaeWCiDwOmi0DNIfgLIT7t5NrZCwYyEFPc3csv5p/kCLnlgXhaMmdrOLYxxjiIvDE3MpZTrbeJouDrc8kpB4khyi0fEfwmq9D0mCB4/CnVFwVy2jssuPgp8BhjhXsgXI3c7bJTv/epA7TZQooC3XXRfE2rWFip4h+frqmTSpJ5Mnr1HMpidRf0UKwOAj109Zy2HmvWBzfeiYQwTEwpC1kL0b1oyWm+PWFQK6Xxj9MRLsnp/iauUYWkLR4WIxixPYKCeFObRhnNCpu2fIZAW/MIp7XDqHsmHnTbZyE43o7MTv620KOYWV9wlH68D7nXUG0svgtUa1X+vdLfBUN9eaumTlQ3So868HCAuD/HzXbAAkJfkQHW1g+3ZlvaknnujGsWO5LF/umeNqXKF+ixTIQvXkIijJg0/HgF3l6bU+IXDrSijNgV+HQnkdqkeKfAp0UXB2as3PdTPlbMVIV7esfZwlhNCUCFw4ma8BEya+41sGcxsxLgrx1xxCh5ZR1HKE7SUspoT5FDOXKPwcuHykmOD5k/BNS/Cp5ct2n4XDOTC8tcPbvIzz+RDtYo1TWJhcK6UEgwaF8ssv+coYu4DRqOO99wby5JMrFbXrCdR/kQK5lurpJZCbAZ+PU/+MyOAPg5aCf0zdqqXSaCBpjjz117TV3buplnK2uUWkyikklYW05gFha9ix8wPf05o2tMXJNtwX2MZZ1nCKyXRB56DXt40yppLHXKJqnKp7KeV2uDtF9qBaORBZnP4nTLwWjC4c8UkSZBdAVIjzNkBZkbr55hDFRQrkprOtWrm3BEMEV4dIAfj4w6RlkL4fFr2k/vo6A/zjczmpYmF3yK4jffP0kRD/NqSPA8lzw5Xu8qSO8B3xXEegArObqmINq7FjZ4CLtVdZmHiXHTzLtYTWoiv5paRhZSzZvEcEbRwsUn7hJDQwwsMOzHw6kQcrU+FhF2qbAApK5Kw+R4YbVkZICBQWyk1qXaV37yAOHy7l/Hnlv0+ffDJYcZvu5uoRKQDfQJj0E2z4Sv06KrhQSzUFes6QU9Szdqq/B2cIvVtOTc/71t07qRQbZ7BxHoMT4StXKOEs6aymOXcLW2Mfe9nPXkYw0qW+fFbsvMFWhtCUtg6m6ZciMYYsHiWIAQ6ehe0ognnn4YsaBhheyee74P72EOKYlv6N/GIIc6K26kp0OggKUsabMhq13HhjCIsWKd9GLT6+9rVqdYWrS6QAQqJh4gKY8xicc1MBXLO74PpP4adBkLPfPXtwBI0Gwh+C/O9rfq4bMLMUPwahUXnyzAFm0YRh+ApKez9NOsv5ibv5JwE4OcjoAnM5QCAG7qC5w699mTwao+dhB4p1AewSTEiFVxpClIOezK/HYGhLx15TGXodWBU6hk5IgEyFIvWPPhrN+++frdedIpTCs0QqT6XmoMldYMhUeG+E+k1pL+5hCPR+B366qW60UQoeDCWbwKpQYF5BTPyIH0NUXTOLnRSSShMUaml9BQUUMJ9vGcIwYnFwQt8VbOEM6znN03RxKBsP4CdMrMHM20Q4nLn42YVWkGMd3P7ZYjiRD90bOPa6yvAxQLlCSb0JCZCh0MT2668PxmjUsnJlgTIG6zGeJVJnTsNZhf4KauKmCRDVEL79lzrrVUbzu6Hr/8mhvyLPGnv+N3RBENQfCpe4eyeXYeUUNk7igwtT3RzEjpX9fEwbHhbSRLaccr7lK7rRg5YuhjDPUMy77ORZrnW4cexJrDxLLp8RSYiDl4qz5XJXiU+bgdbB9PFVqdCvMegVuDoZ9Z4pUhqNhqeeiuXdd1VuiF0H8SyRioiCfz+iTvadRgMPfQE7f4Kti8SvVxVtxkG7x2ShMnl4xXjICMhf4O5dXIaZpfhyCxpqmPOgICf5GR8iiMXJuQ/VYMfOjywihlh6c51LtkqxMo0tjKIlrR0MSZYh8TDZPEkwHZzoiv5UKjwYC+2ciFKuSIWbatnTryaMBihTqMyvgYIiBTBqVAR795oUG4RYX/EskYqOg4xTsESlA/rAMJjwPXw5HrJOqbNmZXScBE1HyKE/i7JFfooSfAuU/AlWz5ibJSFhZjH+DFVtzTLyOcK3tGO8kMLddaylkEKXO5tLSMxkN4kEcSuOt1uYRj6x6BxqGlvB6jzYUgQvODHF3i7JnpRSIlUR7lPivjchAU6fdt1OBT4+Wp58MpZp01SKHtVR1D1prgmNBt74DB4eBgNug0AVMlWaXgs3PyXXTz23wrXSdle49mUoSIW/pkCf992zh5rQBYJPcyg7Cvpu7t4N5WzHThFGwa2ILmU/n5BIf4JoqLjtfexlJzsYxyPoXfxqruQkR8jjv/zDYbH7i1KWYmItsU4J5cun4D+NwN+JZMSsC/doSS7WNVWg1cop6CWlEOh8kw4AmjeHr79RZl8VPPZYDM2b72H79mK6dFEgDbES5u6GfhtdMLAbJiq0F2fwLJEC6NgNeveHD16DKW+qs+Ytk2DLQlg3B64fo86aV6LRQJ8PYX47SB4KDZwcnCMafTRYPSMsWcKnBPKg8IauFZxnG3kc4no+Vdx2Omn8ws+M5gGCnPBeLiWVfOZwgBn0xc/Br7gJO0+RyxuEEebE7/XPAsgsh+FOzC8FOF0IDWrfUL1WhAfJ4zpcFamOHWHPHrDZ5JR0JQgM1PHyyw2YNCmNP/5ohUbATfLoDjD3Budf/8BJpXbiHJ4V7qvg2Tfg+y/gxFF11tMb4OEvYf6zkOfGbhC+YXD9LPj9AbB4aJzaQ0TKRialrMWfe1RZz0ope/mQa3gcvYOFsDWRR55imXzFlPMftjCe9iQ6IXZvUEAHjNzsYNPZCmachmcagN7Ja21GESQoHEAJuyBSLtsJg5gYOHzYdVuXMmZMFNnZVn76KV9Zw/UEzxSpmDh4+F/w6tPqrdmwPfQfD1+olLhRFY0GQWx32DHNfXuoDn2MR4hUMV/iz51oHZhj5ApH+JYwWhKtcFeLUkr5hq/oTR9a4FphkB2Jt9hOF2Lo60QHjC2U8iMlTHNiOi/I/fk2FcIYF1oLZhQp70mFBUKuAiIF0LkzbN+ujK0K9HoNM2YkMXlyGhZLHZqWoBKeKVIADzwJqSnw+y/qrTnkecg6AX/NV2/Nyuj1Nhz4FHIPuXcflWFwvyclYcbE1wTyoCrrFXKSNFbQhocVtWvDxgLm05CGdFcgU/ArDmLCykNc4/BrS7AzgVymE06Ek+HTt07Do3HOnUVVkFGovCcVHqyMJwXQpTPs2KGMrUsZODCExEQjn32WpbzxOo7nipSPD7z6Ebz4OJSWqrOm3gjjvoSvngJToTprVkZAPHSaAltfcN8eqkIbBHY3/m6AEr7FSCf0KJQCVg0SNvbwX1pyH76EK2p7NauwY2cQg13OFNxIBn+QzvN0Q+/E1/oNCuiGj9NhvjwL/JAFExKcevlFskwQ7Vpzjb8RESw3mVWCa6+FjZuUsXUpGo3sTb3ySgYmk8qTGjwczxUpgD43Qst2MEfFbLcmXaHdjfDzDPXWrIw2D0H6GijxsGI/aw7o3DP9FsCOiSLeIYhnVVnvGIvQ4UNDBilqdxc7SeGQyz35ANIo5EN28TzdHC7YBThAOYso4SVCnd7Dr3nQNwQiXCxX02pA6WB7gyhIV8hB6dkTTp2CtDRl7F1Khw4B9OoVyKxZ7g+nexKeLVIA/54Bn0yHbBU/uDtfhTUzIe+MemteiTEYmtwBKXPct4fKsJ4Dg2uH+65QwmyMdMVIe+FrFXGKVBbSgafRKPhVOcUpVrGCe7gXfyc9lwpKsPAqmxlLO5o5cZZkR+JZcnmOUKfDfAA/5cCtCty76LVgVfhYJjEK0hW6fBgMcNutsHixMvau5IUXEpg+/Qxms/dsqgLPF6nk5jDsn/DOi+qtGdUQrhsNS9ycvND6ITj4uWeNnreek5Mn3ICdEor5iGAmq7CWjV28RUvuw9/FjLtLySefBXzHUO4gilrOUK8COxJvs50ORDHAybqt7ynBCtzrQgNbix1W5MFgBaKhei1YFI52JUUr50kBDBsGi39Uzt6ldOgQQNeuAXzxhdebqsDzRQpg4ouwYjGk7FNvzdunwF/fwfkT6q15JTHd5IGJp/9w3x6uxHrWbSJVwhyMdMeAi6Naa0EqP6AngIbcopjNip58PelNc1q4bG8Bh8mnjHFOepV52JhGPtMdHAN/JRsKoJkfxDkeafwbBhGeVDSkKXjN798f9u6Fc+eUs3kpU6bE8/bbZ7FavR3Soa6IVEgYTHgBXntGvTWDo+DGx2Hxy+qteSUaDbQeB4c+d98ersTiHk/qf17UJOFrFXKSVBbTgacUa30kIbGYhcQRT096uWzvTzL4hRP8m24YnPwav0EBt+LPNS42yf05F25VKKdEr5U9MyVJjJbDfUoMLATw9YWbb4YlS5SxdyXduweRlGTkhx9Umgrh4dQNkQK49xG5r9/6VeqtOfBJ2L4Eit3Yq67JHZC20jNCfvYysJwEH/FZdVdSzMf40FO4F2WjnJ28QSsewB/lxHgjGyiggFu53WXhS6OQ99nFVLoT6eAQwgpOYmUpJibjev+h7UXQU6HaJh89lCrUtbyCQD+IDIHjCh4x3z0K5sxVzt6VTJwYy8cfe0N+UJdEymCAf/0HXn9WuVuimggMgw6DYJMbJ9IGxIFvJOQecN8eKijdA8ZmoHXtsN9RbJynmE8JZqrwtQ4xG3/iSeImxWweJ5W/2MRIRrnck8+EhWlsYQxtae5k0S3AG+TzIEFOtT66ksNmaKnQn0SAAUzKT1Wnc3PYqWADm5tvhvR02C9oZumtt4Zy9GgpKSlmMQvUIeqOSAHcPAx8fGGJwl0eq6PvA7D2C/XWq4z4PpC53r17ADBtBf9rVV+2iLfwZwR6GgldJ4udZLKeDjypWJivgAIWsoA7GEGICyneIIcM/8sO2hDBTS78LvZSziZKGe9ij0CQ66NMdohXaKxWgBFKBIhUp2aw44hy9vR6GHM/fPaZcjYvxWDQMnp0JJ9/7vWm6pZIaTQw9W2Y/m8wqTTSos0NUJILJ3eps15lXMUiZeEoZpYShNjzyHIK2cXbdOBpjAq1WrJi5Xu+ozs9aaJA4fEijpKFmfEupt+/Sj7PEEKAAl//w2Zo6afc8IAAA5QoNP/pUjo3V1akAMaOhW++Fddr4MEHo5k3L5uyMg8I9buRuiVSAF16Qtfe8KlKxbZaLfQZA2u/VGe9yqgQKXf2FAS3iFQhrxHIY+gU7vZwKRISe3iPeK4jms6K2V3JrwQS4PLwQoDdnOdHjl5IlHA+RLcOM6excg/KjIVIMUELBaO//gYxnlRFuE/Jr1CjRnIvP1E1U02b+tK2rT9Ll+aJWaCOUPdECuC5N2H2++oV+PYZLffzU+ss7EqCGsrfrmIFJ645ijULLGfAV3z6dwVl/IWFPQTykNB10llFMadpxQOK2dzPPo5yhKEMR+vi1yyPUt5iO5PoSrSLxb9vUsBzhGBQKJx5vBSaKNgUXpQnFRsuJ1AcTlfW7oNj4XOBpwEPPhjFF19c3f386qZIJSTBbaPgs7fVWS+6MQRGQNoedda7Eo0GQpKh6KR71gcoWgWB/wCNOiPIJOwU8CLBTEXjZAZbbSjmNAf5nM5MQediKnYFeeSxnJ+4k7vwc3HvdiTeYQcDaEhHF4t/t1FGNnYGuyh0l5Jndb0V0qX4G8CscHZfBQM6wyqFO5jfdhvs2wfHjytrt4KhQ8PZtq2Y9PQyMQvUAeqmSAGMfxbmfw55KtUStO0P+9aos1ZlBDWEIjeOuC/8FYJvVm05M3JJvx/DhK1hx8IO3qAF9xKsUFKGDRsLWUBPepNAA5ftLSOVYsq5h1Yu2/qUQh4iCJ2CY+/zrRCq4H2Lv6DsPoCbusLKbcra9PG5kI4+R1m7Ffj5aRkxIoJ587LFLOBGjh07RuvWNUdm6q5IJSTBwGHwxbvqrNe2P+y/SkVKskPRSggaqM5ylFLIa4TwsqI9864kha/wJYxG3KaYzbX8gREjvejtsq3j5DOfFCZzrVOdzS/lFFY2UsYoF9ofVYYIkRLlSfXvBOv3QqnC4cQHHoDZc+SJvSIYMyaKOXOykNx9Ju0gn332GTNnzmTKlCls2LDhb4//8MMPxMXF1Win7ooUwGNT4KuZUJAvfq3W18PRP6FcpbEhVxKY5D6RMu8AfRQYnesP5yjFfIaBtvjQU9ga2ewmndV04BnF0s1PcIIdbGOYAudQpVh5k22M4xriFBCWzynibgIIVPgrn2+FUIVGqYNYTyo8GNo1hg17lbXbvr08sXeNoHvYa68NwGDQsGlTsZgFBDFo0CAeffRRRo4cydKlSy97bPfu3VxzzTVoapEWWrdFKikZ+g2GuR+KXysgFBq0kYXKHbjTk1Ix1Gcjl2I+IBhxDYXLKWIXb9GRp/FxsXapAjNmFvMDQxhGkAL1R1+wnyaEcgNJLtsqxs4CShirwL6uJN8KIQp6Un6CEicqEBHyA3hgDHw5W3m7IM+aGjMmyumms3NXgOYG5//N/hUWLlxIly5dLv6bNWvWZWvs37+fIUOGXPbPYJAPK1euXMn48eMve/7PP//MLbfUri+mOqfgIhkzER69EyY8r1yxRlW0uA6O/iXXTqmNMQQsCo0XdZSCRZDwgSpLFfE2ftyOgWbC1tjHR8TSQ9FR8Cv4hRa0VKRxbCr5bCKDWQxQYGewnlKuwUiCgK97iR0CFfSkQn0hv1ROZhXxdR54LYydAW+Nr/m5jnDXXTDl32Aygb+Ahiz33RdFixZ7eO89K8HBjn2OowfC3OnOr/3AAzB8+HBeffXVKp/Ttm1bllTSzPCbb75h4MCBGI3/S0rKy8ujuLiYTz75hIyMDBYsWMCIESOqtF23PSmAth3llkm7t4pfK7kLHFc4Pai2aHXu6d9XmgLWbAhw/YylJqycwMQCgviXsDUyWU8+R2nFWMVsHuUoJzjBAAVaKUlIfMZe7qEVgQplG67BTD8UzBO/hFI7+Cl4FfHVy95UgaBkti7N4VyecvOlKoiIkGumVglqLRoTY+CGG4KZP9+NfUQd5IMPPmD27NnMnDmTGTPkutb777+fsLAw3njjDZKTk9FoNISHV18DWfdFSqOB2++GpSr010vuAid2iF+nMjQ6kNwwVrpgIYTeARrxfyqFTCOQh9G5mGpdFaXksI+ZdOJf6BW6aJdSyjKWcBtD8HFiKu6VbCSDQsoZqFC2oYTEb5QyQFAav9kOvgr/aUT5w3lBDWV0OrixC/wq4J522FD4cYnydit48MHoOjVnasKECaxZs4ZPPvmE99+Xp6vPuSQN8sYbb+TgwYP079+/Wjt1X6QABt8FvywUX2wbnQzmIigQNEimOjQ6sLtBpPIXQchw4cuUs5MyNhOIwnGYC8hdJd6lITcTRkvF7K5iBU1oQlOaumyrFCufs4/xtEen0FdzPxb80dAEBYuZLqFUgEhFB4gTKYCbr4Vftyhvd8gQ+PlnsIhKob8phIyMcvbtM4lZwEOpHyLVpAWEhsPOzWLX0WigcWc47gZvSuOGcF/ZMbCegQDX5x9Vh4REAS8TzGS0CqdIV5DGCkrJpTl3K2bzGEc5yhEGMkgRews5QisiaEeUIvYAVmOmvyAvSpKgTJAnlSXwOnxTV/h9N5QrLCYNGkCTJrBunbJ2K9DpKhIorq4OFPVDpABuHAK//SR+nUYd4dRu8ev8DTecR+UvgJBhskAKpIx12DmLv4ICcilmznOIL+nIv9Aq5FFYsLCMpdzOUHwVCB0WUc4yUnmAtgrs7n/8SSl9BZ1HlUug14BW4QSHhGBIK1DW5qVEhULzBvDXQeVtDx0CV2RbK8qYMVF8+232VTW1t/6IVOeesEuAD38lsU3hvKAeKNVRmgO+EeqtJ0mQ9zWE3SN2GSQKeY0gpqARkH0mIbGPj2jM7Yp1lQD4k43EE09ThbIQfyONzsS43JvvSk5hJVlQEq9VAoOADLxOsbBTwQGFlfGPDrB2t/J2b7kFlv8irhd0crIviYlGNm50U6avG6g/ItXhWti3XVzZdwXRTeB8qtg1KsOcDX7KhYFqXm83SGbwF1dQC1DKcsCGn4JdHy7lDJsoJoOmVJ3i6iiFFPAnm7gRZTpwSEj8wnFuIVkRexVYkTiLTUjqOcgipRcgUl3iYbtgkbq+PawV0IqzXTv5TColRXnbFdxxRziLFtWdLD9XqT8iFRYBEdGQKvCvA+TkCXd4UuYs8ItUb738ryH0HqG1ZxI2CvkPwTwvpP2RhRL28zHtmahY81iA1ayiK9cSrtD4kH1ko0VDG5T1lM9iIwIdPgr26rsUqwQ6AabbRMHJfCgWWNTbux1sS1G+RZJGA7cMguXLlbV7KcOGhfPjj7nY7VdHyK/+iBRA+2vF10tFJEL+WbAK/AZVRmm2PEZeDSQb5H0nPNRn4ge0hONDPyH2DzGbaLoQQTvFbKaRxnFSuY6+itlcznEGkaxYe6YK0rCSKLBe3ybIkzLooG0U7BLoTQUHQOuGsOWQ8rYrQn6iaNnSj5AQPVu31q02Sc5Sv0SqYzfYLfhcSm+A8AaQdVLsOldizlJPpIp/B0M8+LreebsqJMopYvoFL0r5K10eKZxhE615UDGbEhK/spwB3KRITRRAAWXs4jz9FGh/dCXpWEl0YUBiTYjypEAO+W3NFGO7gus7iDmXuuEG2LED8vOVt13BsGFhLF58dQxDrF8i1aIdHDkgfp3QOPVrpYpOyf371CDvKwi7V+gSJuajJxkfeihuW0JiP5/QmgcwKtiv7jjHKaeMa1wc334p+8imFREECKhjKkXCX+BX3KABi6Ck0/7J8MtRMbYruK4dbNyvvN2AAOjTB1asUN52BQMGhLBuXaG4BTyI+iVSTVvC8cPi1wkMh2KVDy4LjkKouH52F7EVQ8EyCBWTDg4gYaGId4W1P8pkPXYsNFA4jLiJDfSkl8sdzi/lEDm0Uuhs60p0aLAh7twiQCf37hPBTU3k5IksgUW9PdvI4T4RuVa3DoafflbebgWdOwewf7+ZsjI3TQtXkfolUtFxUFYKBYLdYLVFymaB4nQIbix+rYLFcp8+g5jWRAAmFqCnIT50U9y2jXIO8SWteUjRZIwzZHKOs7Sno2I2AVLIpaUwkQKRua5+WrmY1yZAB/0NcGMyLBV4zxkRAgmRsO+E8rYHD5Y9KVHdJwICdLRo4cuuXQJV3EOoXyKl0UDj5pAq2JsKCIcSFUWq6CQExINOmXOQasn7CsLvE2ZewnrBi5okxP4JlhFEQ6LooKjdDaynJ73RK5iIYMHGcQpoTphiNi9FL9iT0mjAXwsmQUp4RytYJCCx4VJ6toE/BZwQJCRAo0awaZPytivo3j2QzZvrf/JE/RIpgCYqhPzU9qQKjkGI673haqT8tDzgMPhWYUuYWYyOWHxQvtVSOYUcY4GiyRIAOeRwnFS6KDjaA+Ao+SQShL+gvnpaQNCQ24v4Cwz5DW4Of56GHIEtknq1hU0CzqXgQshPYBOcbt28IqUIVquVadOmMW7cONFLySQ3h+NHxK7hHwqmfLFrXEr+YQhtrsI630LIHaAV1OsNiSLeI4hnhNhPZSFx9CJI4Uy5bWyhM10Vy+irIJV8mik0dLEyfNBQJtCTAnl0fJ4gJQw0yiE/kd5UrzawcZ8Y24MHi01F79o1gB07vOE+lykpKWHgwIHYRXcoryCpCaQLLrbVG8Am+h71EnL2QbiyPd0qJe9rCPunMPNl/AHo8VGwxqgCK2ZO8StNuVNRu3bsHGC/ohl9FRRjIVhh4buUCLTkCu752MQXjpnF2R/VFuYLTNhtngilFjh1VnnbnTpBTg6kpSlvG6BZM1/S08spLa3fyRPCRSokJISICBV7ziUlwynBbYu0ejmZQS1y9kGEcgWplWLeC7YCocMNi/mEQB4WUheVxioiuIYA4hW1e5rTGDESLWDGlQmLsFAfQCQ6soWmTkAzPzgqUKRubgq7zkKmoFZ1Go2cir5BgDel1UL//rB6tfK2AQwGLY0a+XDsWKmYBTwEt55JzZo1iy5dulz8l5WlQAv6hk0gTbAnpdOr50nZbZB7ULwnlfcNhN0tbLihhRQs7MefYYrbtmPjOItpgvJzrw6wnza0FSKsxVgIFChSUejIEixSzf3giECR8jPAbc3hBwEdyyvocw2s3yvG9o0DYJUgkQJo1cqPQ4eq/wDmzpW/1s7+mz1b3P5rg1tFaty4cWzfvv3iv6goBRqoRkTJaeiFAnv96wxgV0mkCo/L3c99QsStIdkh/xuhBbzFfEIAY9AIGBtxho34EE44ynbIsGPnIPtpo2BbpUspEexJhaDBjCT0XEq0JwVyyO87QckNIFakBgyANWvE9b1u2dKXlJTqPanRo+WvuLP/xowRs/faIlykJEni+++/5/Dhw+zcuVP0crL/npQs1pvS6cGqUrhPjVBfyXrQRYFvGyHmbeRg5icCuF+I/VQWKX4WBZBBBgZBoT6QRSpAYG89DRoiBIf8mvnBEcGDYvs1htQ8OCGo/LFdYziXB2cFJOw2aAAxMbBrl/K2oXaeVF1HuEhpNBqeffZZNmzYQKdOnUQvJ5PQEDJOibMvSUK7g19Gzj6IuEbsGvkLIVS5URZXYmYRvvRHp+DE2QqKSKOUbGIFFAancYpkAY1fK9CC4Nw7iEXHGYEi1cgXzHbIKBO2BAYd3NocfhbUJkmnk8+l1gkY3QHQ5zr4808xtlu29CMlxStSdY+4RMhMF2ffZpW9KTXI2QuRAkVKskPBj/IEXkGYmI8/I4XYzmAt8fRBI6CR6lnOEK9wIsal+KKnVHAlUwN0ZAhcQ6uBPiGwTmB0HeQECpG9/G7oCH/sFmP72mth6zYxtlu29OXw4dJ6PbajfopUfCKcEShSdhtoxY5Uv0jOXrGelGkb6ELAt4UQ8xYOYSMLH/oobltCIoN1JHC94rYBMskkTqBI+aHHLFyk9GQITp7oGwpr84UuwYBk2JgOJkFR9n90hN8FheSuvRa2CpogFBysJzRUR3q6yqODVKR+ilScaJGyymnooikvhpIMsYW8BYtV8KLuFOLpFHAMCSuhKC+w5ZSTTx5Rgs6jQB2RSkBHuuA1+qrgSYX6ymPl154UY79dY8gthNMKJBhfSatWcOYM5ApqUlPfQ371U6TiVQj3qeFJ5R6A0JbiBFGSLojUUDHmsWJiocBQ3zoS6CvkzOgsZ4kiStFefVeiTrhPvCd1TQBkWeCMwHMpkEN+vx4TY1urledL/SHAm9LpoHNn2L5dedtQ/5Mn6qdIxSbA2Qxx9u0qnUnlCs7sKzsCUin4iUloKecvdMRgQIwneJY/ieM6IbazOE80MUJsV+CPgRIVRCpN8BoV51J/qHAutVJgnf717WGtoOSJzp3kQYgiaNXKl4MHvSJVtwiLhPwccfZtVrlWSjSii3iLf4PA/sIyFUv5DV9uFGQ7jzLyCSFZiH0zZvzxF2K7ghCMFCLW/UhGz0ms2AXnEd4YBisF91xuFwM5ZnHdJ3q1hb8EFQ23bg2HUsTYbtvWn337vCJVtwgOgVIzlAs6TLRZVPKkDkB4a3H2i3+HwBuEmS/lN3wUHjxYQR4HCaOlkLMugFLM+CKm0W4FIfiQL1ikAtESglZ4yO+mMFiVL0eQRaHVQJ8kWCeouqRdMqSfhzwBItiqFaQIEql27fw5cMCEJPKX70bqp0hpNBAaDvmCbu1U86QOQLiYAlskOxT/AUFiRMpKBjbOYkRMKDGXA0Qgzss0Y8ZPsEiFqiBSIHtTqYgtPm/iBwFa2Cu4KXffhuKSJ/Q66NoCNgvwpipESoSOhIfrCQrScepU/czwq58iBRAaAXnZYmzbLOJFqqwAyvIhSNmxExcx7wF9FBgShJgv4zd8uV6Yp5PLQcIR52WWUoqvgBZOlxKCj/BwH0BTDKQKnywFA8NhheCh2Nc3grUC6/R7thET8gsLA39/yBB0VN6unT/79glu/eEm6q9IhUVAnqBzKTWKefMOQVhLYQ1fxYf6fseX/kJs2yinkOOE0lKIfZA9KdEiFYoPeSqIVBP0HBPsSQHcHAa/Cj6XuiYGskrgrKBZfz0ETeoFaNlSbMjPK1J1jcBgKBF0wqpGMW/+YVmkRGHaCgE9hZkvZwdGAa2KAMycw5cI9AJFREIS1g6pAj/02JGEp6G3xsgBFUSqTwhsLwKR4420GuiZCJsEVZh0bAr7Toix3awpHBOUQt+6df1NQ6+/IuXnDyZRAXJJnIdTQf5RCGkmzr55F/h1FGLaRhYSJehoKMS+ifP4CSyyBdCjxyY42UCD5kLIT+xZwjUY2U85NsEZfkF6aOkPOwTdG1bQOxE2CBokGBcBZeWQLSCdvqlAkapNN/S6Sv0VKf8AMAtyf+128SJVcBRCBYmUrRCsGeAjqhXSPgy0E+aJmDiHv+AaJj16rCqc4wRjpEBwyC8ULVHoOKbC++kdAhsLBa+RBBsFiZRGA60bwsGTyttu2hSOCarzatFC7jpRHzP86q9I+QWI86Qku/gu6CI9KfNu8G0HGjHnahb2YkRcv0Ez5+qFJwVy8oRokQJoj5E9KqzTOxg2Ci7q7RIPh7KhSNDbad0IDgpIzmjaFFIFiVR4uB5/fy2ZmSpODFeJeixS/lAq6iBRcLhPksR6UuZdwrpMwP88KVHI4T6xnpQOnSqelBrhPoAOGNmjwjq9gmFTIYhsyu2rl/v4bRGUKde6oRiRatJEFim7oDO7+trDT6V5E25A5JmU6HlS5vOgNYJPqBj7pXvBr6sY28idz4N4Spj9MnLxJVyYfQADRspVuKiHYFSlVqoDRn5CfPZXnA+E6uGwGVoJbNjRK1EO+fUX0HCkZSKsENC1PDAQQkIgM1Mehqg0zZr5cvRoKf36CZzi7QCfffYZFouF9PR0Bg0axHXX/a+F2UsvvURQUBDZ2dmMGDGCjh2rPh+vv56Urx+UC/ryazRiS+uLTkFwI3H2y46DT1Nh5m1koiNRoP1ydPgIsw/gjz9mFS7qYfiqIlIdMZKChRIEpt5doFMg7BaUIl5Bj0TYLMiTahQLp86JsS0y5JeQYPSocN+gQYN49NFHGTlyJEuXLr3ssU6dOpGZmcnmzZvZXkPn3frrSfn4QpmobBeNfC4liqI0CBKTGQdA+XEwiul5Z6cIkNAQLMS+vIYFLWKLqQPw5yxnha4Bcq1UOoLT4QA/tLTFyHbK6Su4/qtDgCxSowQeG3ZPgPuXymFFrcJBjYYxkHZeTMCkaVM4ehT69lXWLsgitXXr3+8O5s7Nol+/LS5YziIhYSFjx469+JNx48Yxbty4i//fv38/U6dOvexVs2bNAmDlypWMHz/+ssdmz57N/PnzOXPmDFZr9WF1r0g5gxqeVKCgThP2crCeBaMYT0f2ouKE1hipIVL+BGBSyZPKQ53U4e74sJlS4SLVMRDeEziEACAmEMJ84UgOtIxU1naAHwT4wvk8iFE4qty0ibg09Ph4A5mZfw9Rjx4dxdy5ztcsPvBAFMOHD+fVV1+t8jlt27ZlyZIlf/v5N998w8CBAzEajZf93GQy4ePjQ2lpKR999BEffPBBlbbrb7hPtCclsuak6JQ4T8qSJrdC0oi5yFeIlEjslKPDWPMTXcCfAEoQ3IgOCMdXla4TAD3wYbMa51+BsLtE7H0cQPcG8NdpMbaTosWE/ESmocfHe1a474MPPmD27NnMnDmTGTNmAHD//fcDMHr0aGbMmMEHH3zA0KHVz7Or355UqaBMF61WXIoOQHEaJAiIB8CFUF9jMbYBG2fQChcpK1rBf7oBBGBSQaTk1kjqeFJd8WE35ZQh4SPQ042/cP+QWQ4JAo8OuyfA5tMwpoPythvGyCJ1bStl7VaE+0SQkGAkI8NzmsxOmDCBCRMmXPazOXPmAHD33XfX2k799aR8/cQV82q0CPWkSs5AQLwY25YzYBBkG5AoREuoMPsAGnTYBdcwBRJIMYJP/5HDfSYswlsjAQShpTkGdgn2pjQaOeS3S/Cvr3Mc7BJ0bJgUA+kCRsk3aQLHj4vxMiMi9OTlif87Upv6K1L+geJS0DVauX+fKMznwU9QHZA1C3RRYmwDEmY0gkdc6PDFJtj78McfCxbhaehaNMQSQKYKggjQEx/+VCObUAWRahcDB7LAJiCokRglz5ZSmtBQMBggR0Dva71eg59f/buk1793VIF/AJgFiZRWJy7cJ0lgPgd+glKjrFmgF5d2JVGKRvDBvB5frIJFSoOGIIIpQnCPHyCBQDJVCC0C9MSXTSqEFzsGiBepYB+ICYCjAjqvJ0aL8aQAGjeWvSkRhIXVvxOc+itSAYFQIuhbotWKS0G3lAAaMAaKsW/NkudICULCVC88KYBggilQQaTiCSRDhTR0gG74sOvCuZRIOgbCThWcw/YxsEdAgkNStBhPCiA5GU4I6rQeGip4OoMbqL8i5RcAJkHfEpHhPpFeFIBNtEiVChcpvYoipZYnlaFSuC8YLc1UOJdq6ge5VsgVnGzWPgb2ChCpxGi5VkoEyV5PyiHqr0gFBkGxoLtTrU6gSGWDn8KFH5dizQV9hDDzEuVoBNcw6fHHokJ4LJgQChDcLRVIJIg0lTwpkFPRRZ9LaTVyUe8OFc6l9gkQk7hwyC2Sx3YoTaNG4jwpr0jVJYJCoLhQTBqNVi9OpCyFYBDXrQF7CWgDxNlHB4Iz74yEUK6CeIQRSh6CR80CTQjlFIWUqdB1HeSQ31YVkie6B8Nfgh3R5uFizqR0OmgQKaZWqkEDyMhU3i7I3dDrG/VXpAwGMPqIyfDT6cEuKNWzvAiMQWJsA9hNoBXX+VODAUnwxdaHMMrIE7oGQChh5JMvfB1f9CQRxDEV3hPI9VLbKRM+BLGHCiLVNBxO5InJ8GscBycEpLg3aACnBRUhh4d7z6TqFsGhUJivvF2dHmyCRMpSBAaBIiWZQCOwPTV6EFzzI4tUvtA1AMIIJ08l4WhFBIdU8NoAItERg44UwSPlewTDliKxYzv8DBAdAKcEONaNY+HEGeXtJiRAhqC2Ud5wX11DlEhpdeJEqrwIjCLDfSbQikts0KBDEixSvoSqIlKhhFJAPnYVOoe3JJwUlUQKZG9qi+CQX6wRQnRwRPCIo2bhcFRA3VHjODguQKQiI6GoCMwCfi/ecF9dQ5hICQz3WYrAICj9HMBuFipS6nlS4j0cAwb88KNQhQy/VoRziBwkwSG4CrqpIFKgTsiveQQcEaDvyXFiPCmtFuLjxXhTXpGqa4gSKYMPWAV1IrCVg05kMawNOblBDBr8kBB76+xLJKUIuHWuhAgiyVFhrWj88UHHKRUEEWRPakc9SZ5IDpPPpZRG1JkUQFwcnBVgu1MnkUlR7qH+i1RBvvJ29T5gEVSnI1llT00YYju4awm6MFNKHEZCsGIS3nUCIIooshFUMHMJGjR0JobtCJq2dwXJ6CnATrbgJJeeKohU41A4ka+83WSBIhUTA+cEfNTNmont9uIO6rdIhYRBgYBbLIOvOJGyixYpsc1xNQQhCRYpDZoL3lS20HUAIokiC0H9ca6gC7HsUEmktGhoj5HdgnsTtg+AE6VQIDAC3DgUTgpInIgMkeukCgTUesVEixGp+kj9FilR4T6jL5QLFCmNyDRSsVOFtQRiV6F7gj/RmFXwcKKIVk2kriGKI+RhEpx1V0GHC6M7RGLQQucg2CLQm2oUKibcp9FAcrwYb0qUJ1Ufqd8iJdKTsgqK54sO92nEhvvU8KQAfInCrIJ4RBFJtkoi5Yee5oSxV6X1OmEU3h4J5JDfnwJFKtxPTnPPE3AU2jgWjgsovPWKVO2pf6kglxIcCkf2K2/X6AdlgtrySPYL86pEITb7TkswdhW6QfgTjUkFTyqYEMoow4QJf0TWl8lUnEt1R9zMrwo6YGQS5UhIaAQOQeweBJ8IyJKrQKOBhqFwMh/CFE5cbRwLJwWISUwMnFVBpGJiYnjrraX067fBSQsSsKba0fGiqd8iFRQChQIumH7BYBbkLWgEtlwC0AbKrZF0oWLME4ZdhfRwf2LJZq/wdbRoiSWOM5yhCU2Er9eFGF7iL+HCARCHDi2QiY0EgZeC9oGwT3CrxYYhkFYIHRUeCp0oqBt6bKw6ntRDDz3EV1/1wWzegq+v40kVK1as4PvvT5GQkCBgd7Wjfof7gkOgSJRICYpfaHVyyE8UukCwiQvHaYnArkJRqj8xmBCUenUF8cRzBkHN1q6gIcFISKSrEDLVXEie2CP4XKqhDxTZIEfgUVtSCKQJ+KqLmiulVrgvJCSEUaNG8emnnzr8WkmSeOWVV3jxxRcF7Kz21HORCq17IiXckwoCu7jEBg3BSJQgCT789ydWNZGKU1GkNGjoomIquhoZfhoNtAsQ6001DIFT+crbTYyCNEHhPrXOpB5//HG++OILSkoc+wCWLVvGNddcQ+PGjQXtrHbUb5EKEuRJGf3kLDwRBb1avVhPShsoWKS0qoT8fIminAJsgi+wAPEkkImgZmuV0IVYtqskwO0xsleF3+E1AbBXoEglXQj3KY0oTyowUB7QUKzCGLHAwEDGjBnDRx99VOvX2O12pk2bxtSpUwXurHbUf5ESkYKu0cjelEnAt0KjA7tAL0QrNtwHoCUcu+AuDVp0+BKhShp6JJEUUkipCsXDAB2I5jB5mAW3l5LX8mHPheQJkQgXqWAxnlRcOOQUQrnCX0mNRl1v6pFHHuGbb76hsLB216yFCxfSo0cPGjRoIHhnNVO/Raoi3CdiplRAGJQI8Bb0vmATmBasDweb2DMjLVHYVEij9ieOEgSmjV1Ah454EjhNuvC1QE5FTyaEQyq0Y4pBhw45eUIkzf3gqMBuWUkhcFrAvZdOB1EhcD5fedtxcXBG/J8vAH5+fjz88MO89957NT7XZrPx5ptvMmXKFBV2VjP1W6R8fOSxGmaT8rYDI6BYwEVE7w9WAfutQBcJVrGdGnTEYFchXBVIAiUqnRUl0ZBTnFJlLYC2RHJApf6EbTByQPAZYrKf3HlCFLGBkFUCFgFaGxMGZwXc16kpUgBjx45l0aJF5OVVf3P97bff0q9fP2JjY1XaWfXUb5ECcV0nRIqURaBI6aPAKtbL0RGDTYWD/wDiKVHprKghDUlTUaTaEMF+Fdo+AbTFwH7B51INfOBcOZQJanZi0EFUAJwVcMYTGw7nBARN4mLVFSkfHx8mTJjA22+/XeVzLBYL77zzDpMnT1ZvYzXgFSlnCYqAojroSekjwSb24qclBpsKnlSAip5UIklkcBqbSiPeWxPBUfKwqLBea4wcFCxSeg0k+ECawEh2gyA4LeCYWJQnFR8Pmer8+V7kvvvu45dffiE7u/JrwNy5cxk8eDCRkZHqbqwa6r9IhYSJ6YQeGAFFAi72aoiU8HBfLPZ65kn54UcY4aqlovtjoAFBHFFhuGNbjOxXoV9gsi+cEHgu1SBYzLmUME8qDs6ok8R5EYPBwNNPP8306dP/9lhZWRkffvghzzzzjLqbqoGrRKQE3AYFRYoJ9xkCwCIwL1UfDVaxGXE64rCpkNDgTyxmsrCr1JC1IQ05yUlV1gLZmzqowrlUE/ScwUaJ4AnEjXzhpEBPKj4IMuqQJ6X2mVQFo0aN4vfff+fsFQOtPv/8c4YPH05oaKj6m6qG+i9S4ZGQK8BzCIqEQgFnOz6hUC6w950+Fqxib990JGFTIRNOhxE/olUL+TUmmRMcV2UtgKaEclwFT0qPhoboOSE45T3BCJkCRSomAM4LSHOPCoWsfOXtihp8WBM6nY5nn32W119//eLPzGYzs2bNYuLEiepvqAauApGKglwBYhIcBUUC7BpDoUxgIaw+BixnxaTlX0D2pLKRVOiwHUQSRaQJXwdkkUrjlGrnUk0IJVUFkQJojp6jgj3SeCNkCDz6igmEcwJEKjoUsgTcN8aqnDhxKXfccQebN28mPV2+mfz444+59957CQoKcs+GquEqEKlIyBEgJkFRYs6kfEKhLF95uxXoAi8UDIsr6NWgR0csNhXOi2SRUifrzh9/wgnnNKdVWS+RILIwq1LU2xQDxwSLVIIPZAoUqWiBnpSIOqnISMjPB4s60erL0Gq1PP/880ybNo3i4mLmzp3LY489pv5GaoFwkTKZTEyePJkPP/yQH374QfRyfyc8CvIEiElwlMBwX6HQwYToY8Ei9hZORxJWFUJ+gSRRrFKRLUBjmnCCVFXW0qMlkSBOqDD6pCkGjgoWw3gjZAh0rqP9BXpS+crb1ekgKgrOi2+aUim33nor+/bt45lnnmHs2LH4+4sfReMMwkVq8eLFdO3alccff5xvvvlG9HJ/J7GxLFRKExwNUY2Ut6vVQ1xvsAqsfAzsA5LYUJwP3UCFhIZgktFiEL5OBU1pRqkKYcwKOhNDiQq/x1YY8BM8GqSBj+xNiSIhWM7wU5rIEEiOExMhv/56MAlM5q0OjUbDiy++yOrVqxk3bpx7NlELNJIk8HACeP311+nRowfXX389N910EytXrrz42KxZs5g1a9bF/+/fv5+2bduK3I5byMrKIipKgFC6kfr4nsD7vuoa3vf1dyIjI1mxYoXCO3I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+      "text/plain": [
+       "<Figure size 432.324x432.324 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plot_2d(\n",
+    "    surface_current_field, \"Phi\", filled=False, levels=20\n",
+    ")  # see how the current potential contours look, these are the coil shapes on the surface"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 154,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.plotly.v1+json": {
+       "config": {
+        "plotlyServerURL": "https://plot.ly"
+       },
+       "data": [
+        {
+         "colorbar": {
+          "title": {
+           "text": "𝐁·n̂ (T)"
+          }
+         },
+         "colorscale": [
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+           0,
+           "rgb(5,48,97)"
+          ],
+          [
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+           "rgb(33,102,172)"
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+           "rgb(67,147,195)"
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+          [
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+           "rgb(146,197,222)"
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+          [
+           0.4,
+           "rgb(209,229,240)"
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+          [
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+           "rgb(247,247,247)"
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+      "text/plain": [
+       "<Figure size 432.324x432.324 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# the to_CoilSet method fits the above contours with SplineXYZCoils\n",
+    "coilset_initial_from_regcoil = surface_current_field.to_CoilSet(\n",
+    "    num_coils=3, stell_sym=True\n",
+    ")\n",
+    "plot_2d(\n",
+    "    eq.surface,\n",
+    "    \"B*n\",\n",
+    "    field=coilset_initial_from_regcoil,\n",
+    "    cmap=\"viridis\",\n",
+    ")\n",
+    "fig = plot_3d(\n",
+    "    eq.surface,\n",
+    "    \"B*n\",\n",
+    "    field=coilset_initial_from_regcoil,\n",
+    "    field_grid=coil_grid,\n",
+    "    grid=plot_grid,\n",
+    ")\n",
+    "\n",
+    "fig = plot_coils(coilset_initial_from_regcoil, fig=fig)\n",
+    "fig.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 155,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.plotly.v1+json": {
+       "config": {
+        "plotlyServerURL": "https://plot.ly"
+       },
+       "data": [
+        {
+         "colorbar": {
+          "title": {
+           "text": "𝐁·n̂ (T)"
+          }
+         },
+         "colorscale": [
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+           0,
+           "rgb(5,48,97)"
+          ],
+          [
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",
+      "text/plain": [
+       "<Figure size 432.324x432.324 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# we want FourierXYZ to optimize with, so we will fit these with a Fourier series\n",
+    "coilset_initial_from_regcoil = coilset_initial_from_regcoil.to_FourierXYZ(N=10)\n",
+    "plot_2d(\n",
+    "    eq.surface,\n",
+    "    \"B*n\",\n",
+    "    field=coilset_initial_from_regcoil,\n",
+    "    cmap=\"viridis\",\n",
+    ")\n",
+    "fig = plot_3d(\n",
+    "    eq.surface,\n",
+    "    \"B*n\",\n",
+    "    field=coilset_initial_from_regcoil,\n",
+    "    field_grid=coil_grid,\n",
+    "    grid=plot_grid,\n",
+    ")\n",
+    "\n",
+    "fig = plot_coils(coilset_initial_from_regcoil, fig=fig)\n",
+    "fig.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 156,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Building objective: Quadratic flux\n",
+      "Precomputing transforms\n",
+      "Timer: Precomputing transforms = 41.1 ms\n",
+      "Building objective: coil-coil minimum distance\n",
+      "Building objective: plasma-coil minimum distance\n",
+      "Building objective: coil curvature\n",
+      "Precomputing transforms\n",
+      "Timer: Precomputing transforms = 6.45 ms\n",
+      "Building objective: coil length\n",
+      "Precomputing transforms\n",
+      "Timer: Precomputing transforms = 4.12 ms\n",
+      "Timer: Objective build = 203 ms\n",
+      "Building objective: fixed coil current\n",
+      "Building objective: fixed shift\n",
+      "Building objective: fixed rotation\n",
+      "Timer: Objective build = 48.1 ms\n",
+      "Timer: Linear constraint projection build = 31.6 ms\n",
+      "Number of parameters: 191\n",
+      "Number of objectives: 1656\n",
+      "Timer: Initializing the optimization = 338 ms\n",
+      "\n",
+      "Starting optimization\n",
+      "Using method: lsq-exact\n",
+      "   Iteration     Total nfev        Cost      Cost reduction    Step norm     Optimality   \n",
+      "       0              1          5.348e+05                                    2.671e+06   \n",
+      "       1              3          2.092e+05      3.256e+05      1.138e-01      9.248e+05   \n",
+      "       2              4          4.653e+04      1.627e+05      1.921e-01      1.032e+06   \n",
+      "       3              6          2.253e+04      2.400e+04      9.088e-02      1.509e+06   \n",
+      "       4              7          8.769e+03      1.376e+04      1.754e-01      1.909e+06   \n",
+      "       5              9          4.321e+03      4.448e+03      4.051e-02      9.099e+05   \n",
+      "       6             11          2.808e+03      1.513e+03      9.122e-03      7.242e+05   \n",
+      "       7             12          2.403e+03      4.043e+02      2.120e-02      6.775e+05   \n",
+      "       8             13          1.608e+03      7.949e+02      2.124e-02      6.375e+04   \n",
+      "       9             14          1.130e+03      4.782e+02      4.290e-02      1.063e+05   \n",
+      "      10             16          1.124e+03      6.182e+00      2.116e-02      2.736e+05   \n",
+      "      11             17          1.016e+03      1.078e+02      3.791e-03      1.809e+05   \n",
+      "      12             18          9.034e+02      1.127e+02      4.591e-03      9.579e+04   \n",
+      "      13             19          8.257e+02      7.776e+01      5.181e-03      1.338e+04   \n",
+      "      14             20          7.594e+02      6.622e+01      1.059e-02      8.885e+03   \n",
+      "      15             21          6.492e+02      1.103e+02      2.117e-02      9.142e+03   \n",
+      "      16             23          6.039e+02      4.530e+01      1.050e-02      1.633e+04   \n",
+      "      17             24          5.252e+02      7.867e+01      2.106e-02      2.276e+04   \n",
+      "      18             26          4.901e+02      3.513e+01      1.046e-02      2.308e+03   \n",
+      "      19             32          4.900e+02      6.948e-02      1.845e-05      1.644e+03   \n",
+      "      20             34          4.900e+02      3.330e-02      9.376e-06      1.428e+03   \n",
+      "Optimization terminated successfully.\n",
+      "`ftol` condition satisfied.\n",
+      "         Current function value: 4.900e+02\n",
+      "         Total delta_x: 7.736e-01\n",
+      "         Iterations: 20\n",
+      "         Function evaluations: 34\n",
+      "         Jacobian evaluations: 21\n",
+      "Timer: Solution time = 52.8 sec\n",
+      "Timer: Avg time per step = 2.51 sec\n",
+      "==============================================================================================================\n",
+      "                                                                 Start  -->   End\n",
+      "Total (sum of squares):                                      5.348e+05  -->   4.900e+02, \n",
+      "Maximum absolute Boundary normal field error:                7.618e-02  -->   1.863e-03 (T m^2)\n",
+      "Minimum absolute Boundary normal field error:                4.928e-05  -->   5.137e-08 (T m^2)\n",
+      "Average absolute Boundary normal field error:                1.762e-02  -->   4.800e-04 (T m^2)\n",
+      "Maximum absolute Boundary normal field error:                4.171e-01  -->   1.020e-02 (normalized)\n",
+      "Minimum absolute Boundary normal field error:                2.698e-04  -->   2.813e-07 (normalized)\n",
+      "Average absolute Boundary normal field error:                9.647e-02  -->   2.628e-03 (normalized)\n",
+      "Maximum Minimum coil-coil distance:                          1.984e-01  -->   2.017e-01 (m)\n",
+      "Minimum Minimum coil-coil distance:                          7.553e-02  -->   1.484e-01 (m)\n",
+      "Average Minimum coil-coil distance:                          1.279e-01  -->   1.721e-01 (m)\n",
+      "Maximum Minimum coil-coil distance:                          3.690e-01  -->   3.751e-01 (normalized)\n",
+      "Minimum Minimum coil-coil distance:                          1.405e-01  -->   2.759e-01 (normalized)\n",
+      "Average Minimum coil-coil distance:                          2.378e-01  -->   3.201e-01 (normalized)\n",
+      "Maximum Minimum plasma-coil distance:                        8.403e-01  -->   7.391e-01 (m)\n",
+      "Minimum Minimum plasma-coil distance:                        1.543e-01  -->   3.078e-01 (m)\n",
+      "Average Minimum plasma-coil distance:                        3.620e-01  -->   4.307e-01 (m)\n",
+      "Maximum Minimum plasma-coil distance:                        4.433e+00  -->   3.900e+00 (normalized)\n",
+      "Minimum Minimum plasma-coil distance:                        8.142e-01  -->   1.624e+00 (normalized)\n",
+      "Average Minimum plasma-coil distance:                        1.910e+00  -->   2.272e+00 (normalized)\n",
+      "Maximum Coil curvature:                                      9.732e+00  -->   3.725e+00 (m^-1)\n",
+      "Minimum Coil curvature:                                     -2.602e+00  -->  -1.870e+00 (m^-1)\n",
+      "Average Coil curvature:                                      2.441e+00  -->   1.356e+00 (m^-1)\n",
+      "Maximum Coil curvature:                                      5.233e+00  -->   2.003e+00 (normalized)\n",
+      "Minimum Coil curvature:                                     -1.399e+00  -->  -1.005e+00 (normalized)\n",
+      "Average Coil curvature:                                      1.313e+00  -->   7.290e-01 (normalized)\n",
+      "Maximum Coil length:                                         3.394e+00  -->   6.174e+00 (m)\n",
+      "Minimum Coil length:                                         3.351e+00  -->   5.075e+00 (m)\n",
+      "Average Coil length:                                         3.379e+00  -->   5.589e+00 (m)\n",
+      "Maximum Coil length:                                         6.312e+00  -->   1.148e+01 (normalized)\n",
+      "Minimum Coil length:                                         6.232e+00  -->   9.437e+00 (normalized)\n",
+      "Average Coil length:                                         6.283e+00  -->   1.039e+01 (normalized)\n",
+      "Fixed coil current error:                                    0.000e+00  -->   0.000e+00 (A)\n",
+      "==============================================================================================================\n"
+     ]
+    }
+   ],
+   "source": [
+    "# perform optimization now with this coilset as the initial guess, which has much better Bn error than our prior guess\n",
+    "\n",
+    "weights = {\n",
+    "    \"quadratic flux\": 200,\n",
+    "    \"coil-coil min dist\": 100,\n",
+    "    \"plasma-coil min dist\": 10,\n",
+    "    \"coil curvature\": 500,\n",
+    "    \"coil length\": 2,\n",
+    "}  # 2.114e-3 Bn avg err\n",
+    "# weights = {\"quadratic flux\": 100,\n",
+    "#            \"coil-coil min dist\": 100,\n",
+    "#            \"plasma-coil min dist\":10,\n",
+    "#            \"coil curvature\": 50,\n",
+    "#             \"coil length\":2} # 2.114e-3 Bn avg err\n",
+    "\n",
+    "obj = make_vac_coil_obj(eq, coilset_initial_from_regcoil, weights)\n",
+    "## define our constraints\n",
+    "# we will constrain the current of one coil to avoid the trivial quadratic flux minimizing solution\n",
+    "# of zero coil current\n",
+    "coil_indices_to_fix_current = [False for c in coilset_initial_from_regcoil]\n",
+    "coil_indices_to_fix_current[0] = True\n",
+    "constraints = (\n",
+    "    FixCoilCurrent(coilset_initial_from_regcoil, indices=coil_indices_to_fix_current),\n",
+    ")\n",
+    "\n",
+    "# Pick an optimizer. For this problem with only linear constraints we can use a regular least squares method.\n",
+    "# if we used the ToroidalFlux constraint we would need to use a constrained optimization method\n",
+    "optimizer = Optimizer(\"lsq-exact\")\n",
+    "\n",
+    "(optimized_coilset_initial_from_regcoil,), _ = optimizer.optimize(\n",
+    "    coilset_initial_from_regcoil,\n",
+    "    objective=obj,\n",
+    "    constraints=constraints,\n",
+    "    maxiter=100,\n",
+    "    verbose=3,\n",
+    "    copy=True,\n",
+    "    ftol=1e-4,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 157,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "<Bn> = 2.422e-03\n"
+     ]
+    }
+   ],
+   "source": [
+    "normalized_field = compute_average_normalized_field(\n",
+    "    optimized_coilset_initial_from_regcoil, eq, vacuum=True\n",
+    ")\n",
+    "print(f\"<Bn> = {normalized_field:.3e}\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 158,
+   "metadata": {},
+   "outputs": [
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+       "var gd = document.getElementById('29fb5779-770f-45d9-a184-fc3677815a9d');\n",
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+       "            console.log([gd, 'removed!']);\n",
+       "            Plotly.purge(gd);\n",
+       "            observer.disconnect();\n",
+       "        }}\n",
+       "}});\n",
+       "\n",
+       "// Listen for the removal of the full notebook cells\n",
+       "var notebookContainer = gd.closest('#notebook-container');\n",
+       "if (notebookContainer) {{\n",
+       "    x.observe(notebookContainer, {childList: true});\n",
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+       "// Listen for the clearing of the current output cell\n",
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+      ]
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+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "## visualize the optimized coilset and the normal field error\n",
+    "# passing in eq.surface avoids the unnecessary plasma field computation (as this is a vacuum eq)\n",
+    "fig = plot_3d(\n",
+    "    eq.surface,\n",
+    "    \"B*n\",\n",
+    "    field=optimized_coilset_initial_from_regcoil,\n",
+    "    field_grid=coil_grid,\n",
+    "    grid=plot_grid,\n",
+    ")\n",
+    "\n",
+    "fig = plot_coils(optimized_coilset_initial_from_regcoil, fig=fig)\n",
+    "fig.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 159,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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mIiKCHj16sHTpUhRFYfr06QCcS0vmeNwNupnZcyHrBgsTvMj5Zh0r33/JdAwzMzP6v7uCzeOacevKj2jMzMqcQwghhBBCPDrknSwhHhCHup3p2cDrrveyUvOKcVCVANChQ4e7RqAau3uRgYEe6uf57I0RTPBP44AhkH7Tvy9TVdDG1o56r6/mOc94GtfyefgXJIQQQggh/hFJsoR4QGq1fpzquti7kqicQh2d27akT58+DBky5J772lpYsOzqORRFYc7brzPS5hKb7xh58esNZbZr0KgpPPstNuFvkpQQ95CuRAghhBBC/C8kyRLiAWncsiNuxSn3TH7OnDlDREQE4eHh99w3uEFrRtRuQpFeB8Cbo4czpWYuUUY/BsxYWGZEq8sTz5Jc+ykOhz6LXqd/OBcjhBBCCCH+MUmyhHhALK2suOXclO/nzSiTFDlYW1CrQRP69OlDUFDQPfdVqVR8FX2Cby9GAaVVBT+Z8gbDrWP4OcGC1+evLbP9U2+GYVGcw5yJg2WhYiGEEEKIR4wkWUI8QFeNPuhvHiUsLMzU5mBtzslzF/50JAtgYpP21HEpO9Vw4pjneSMwh21Fgbz2cZgpobKytua8zwDaZuxg/hefPpyLEUIIIYQQ/4gkWUI8QPm2/rSxSynT5u1oTZU6jQgNDf3DxYoB6roo7Im/ybm0ZFOboih8PnU8T9vc5Js4J2Yv/NH02cuvjOeA1yBaJa0lPz/vwV+MEEIIIYT4RyTJEuIBGv/W29iZldCpZxdTm7+LLYk5xfe1v5edPZtuXb6r/dOXn2WATxHrjQ3JLiytVKgoClM/XUCOc3U2fznhwVyAEEIIIYT4n0mSJcQD5OnpySXnpuw5+LOpzc/ZhnM3E5g0aRIajeZP95/QqB09/KpTYihb0EJRFNZNG0P7ACc6friG1NRUoHT9rI5vLsH38k+cPLLnwV+QEEIIIYT42yTJEuIB82z8BPW1l9AW5gNQU7Eny8yBWbP+fLoglBbA+OjUQdbduHTPz+skHOD8rWRGff3bu10+VQJI6fwuSd+P5M4dKesuhBBCCFHRJMkS4gFr3DmIwLQo+kYsB8DNzgp7awuGjg2+aw0tAKPRyBcHb1Bn1l5qfLKHvNv+pKZZYDQa79p27KiRTGmo4rjBj4M30kzt11L0XM+3ZeE7w6TaoBBCCCFEBZMkS4gHrHrNehSZ21LtwhVTwlPL1ZoZYZp7JkDfHb3Nt4dv0iU3km7p+7C6eoKQn8/T8av93EzLL7Ptr6XdNYObMvTHk3wwaw5arZZRL45ib34tenKG+WGflct1CiGEEEKIe7Oo6A4A5OfnM336dAICAvDy8mLQoEEAbNiwgdzcXE6fPk23bt3o27dvBfdUiPtz2aoOVoe208LdiZixUzCkxrIoYju1rfMICQkxbVesM/De9ssMMpxi/kdv/3aAof3IsepD41mZLB7UkEGtapY5ft/6XviXJDPtWAK2ZhpCQkJY+P0SFs0cT8PU7RgMMzEzk2cof0RijhCivEi8EaJyeiS+ha1fv55WrVoRHBzM8uXLTe1PPfUUgYGBJCYm0qxZswrsoRB/j0/rfvSoakGXmnWJTk8hqGNz2vQZeNc7WXuva6nmYsXVY7sB6Ny5MyEhIbxfqzktbJLIXfEOw5efZO6uC3edY+UrvVAatcetXekCx4qi8NanS7DW5bL9p28f/kX+i0nMEUKUF4k3QlROj0SSFRcXh4eHBwAFBQVlPuvUqRNjxozhhx9+uGu/BQsW0LJlS9OfXyuuCVHR2j/+LHWLLrOoSxCRqQnU83fDzLP6Xe9kHbqSiPbcIXbt2kWfPn1Yt24doaGhzJg+nR3+jnTuUJeiJW/wwfYYBsxYWGa6YaCvF5tf7cbUXbdIzC4EwNLKCrehX2K3YxpZmRnles3/Jv8k5ki8EUL8E/IdR4jK6ZFIsvz9/U3Bw9bW1tS+fft2AHx8fEhISLhrv7FjxxIVFWX682sQE6Kiefn4kWbtw+nje7mQkcKx7CucTcji09DZZRKl7cfPc/PkIfr06cPSpUvLJGGLugTxzZy5hL4zgRdsr/BzvDmvfLO+zHnaBLryQhMPun/6s+l3qG2XJ0jyasu2b0IQ9/ZPYo7EGyHEPyHfcYSonB6JJGvAgAFERkYSFhbGsGHDGDVqFAaDgX379rFw4UIWLFjAmDFjKrqbQvwt2X4duB25lbntHue5WnWxMxTw9mfflFkry83Hj2b1azN37ty7Rrk6eAcw9cJRJk6cyPvjxxDsnczWHA/WRF4rs53b1d1cSszkrW/XmdoaDv0QvytrOH5478O9yH8piTlCiPIi8UaIyumRKHxhZ2dHaGio6edfXwr95JNPKqpLQvzP7Ot0JG/n5+RkZLIj/jq27tCo5zMEBQWZtomNT+LyiaOEh/uXKYgB4Ghpxc2cDFIL8/FUFAIcLchb/C5qPqaenycNfZwAGDNqJLe/W8VGXW2yCkpwtrUkYttOohMC6LF0Am06nC7X6/43kJgjhCgvEm+EqJweiZEsIf6Lzl9PoUbxDRYtWsBL9VriXpTG+ZRCwsN/W0jYz8eL5q3blEm8fqVSqTgcNIrkglwA1Go1oa+PZFqXKnSdt5Mbd5KA0oIX898Jpk89L97ddtm0bf1uw6iiT+TInk3lcLVCCCGEEOJXkmQJ8ZCMGfMSsZaBNKnth5OVNcM6N8OuVecyFQbTkhM4dTa6TOL1ezdzMnl6x2qgNJkKCQmBS/vQntzNU/P3lFmwOPTJeqw+E8+4mV8BMHnKFAq6vo127VQMBsNDvFIhhBBCCPF7kmQJ8ZAoioKhdndyrhwGYGSrhhTqbLF1dDZt06B2TZ4ZPOyu0u6/auTmyaQmHcq0qdVqZvaqjsHRg6c++N5USMPNzoqu5rcIu1DM94tL3/t6fPBrWOny2BO+7GFcohBCCCGEuAdJsoR4iHyb98L29iEAFDtbGno58dGxKNPndpbmFBn/+NdQpVLhY+fAtxd/20dRFN6eNJEnjRcIT7blk4W/rbvy1StPU8U/AJc2/QCwsLDA6skZ6CKmo9PpHvTlCSGEEEKIe5AkS4iHqHn7nvjk3yAjvXS0qaGHNZ8fPcPx2NIKgXGXz7F5z8EyFQf/Px87R9bevHhX+8QxzzPAK59dFo0p0ZdOB/T08GD+cy2YsuUScYkppeds+zg5Rms2LJ71oC9PCCGEEELcgyRZQjxEdnb2xDk24PShrQAU3jxP0bFbbFpbWm69b5d2NO/c8w+nCwK09PAlrEMf8kqKy7QrisLa90fjYW9Jnw+WmqYNxuxaR2bMCcZ+txmApUuX8umRItyOzqOwIP9hXKYQQgghhPgdSbKEeMgK/NsRvWM5Wq2W157phWedViz3seJcWjI+jlZk6f96JYVvL0bx9YXIu9pVKhVtsyPZlWplmjaoVquZ3M6L4zpfkrILUavVDB75KumONdix8ssHfn1CCCGEEKIsSbKEeMiuZ1vilx2NRqOhUz1/cs3s+LBFTwr0JRzduZnryRn3nC6oNxh5Z2sMnu9t5dvV6Xy/+jyXbyfetd0bo4fzlFcBR2ybYjQaURSFT99+A3XrAD7YedVUldD3qXewP/IVJcXFdx1DCCGEEEI8OJJkCfGQjX4tBD+zDPo9+QSW5mY09nXE39KHNTcu0ueZ3li6+TJy5Mi79pu97zo7Y5JwjPiYouVvcyUjkyZz97Px5PUy2ymKwtr3XqRQZ2DwhwtN0wandKvBqjMJ3M4oAKDtY33Js3Zn1/pFD/2ahRBCCCEqM0myhHjIfHx8iHNtxq3oIwA0VGyYvWwDtnojh3OTcLGz5ovvfzQlRwAlegOhe65ht38BN04dpqarFR7utyk6t4Jnl51k8aHLZc5hbqaic3E0PyXa8vX3SwHwcLBmeBMPnp27Fq1Wi5mZGfa9QjDu/VzWzRJCCCGEeIgkyRKiHKhqdiEzejcAOVdPsuXkFRyPnKWXXw3sSjL5+JslZaYMHrqZjm1xFvs3rqRHjx4cPXqUqHHv8ZibOcUrpvD6xguM/HB+mcTsvbFDaKNAUtUupjbX6/s4nm7OnEU/AnDG248SXQkRa78vpysXQgghhKh8JMkSohzUaN0b14SjAIx/tg9u9dswSj2Kn2/GYO9tx9MvBpepMHgmIZsq5rkAdOjQAUVRcHVz43TfNswMeZmniGZpohNTvvgtMVMUhQ0hg/jpQhrXtXkABL/4At2UYuJ82wEQefQYC7ICyN85t7wuXQghhBCi0pEkS4hy0LBZexx0WcTdukbb2n6UWNiBrRMhTdrT2seFFJ11me2jrsWTFXuJkJAQgoODAXC0suaNRm15/c03qWFvgB1f8lNBdabNmmsa0fJ2smFsCy8GfL4RrVaLoiismTyUbdcyuZGWx+v9B9K0dW/cjVkc2xdR7vdBCCGEEKIykCRLiHJgbmFOglszoo/uwMxMRQs/Z6LiMnG3seP8jTMc/n8VBvcejeLKmSguXLiAoiim9qCqddgYG0NwcDChLw2kiWU6H0Tl8f3i3/Z1uLyLc9pipn+3CgA3OyuGN/Hg+XnrmH/1DIH9Hien9SvEbf6s/G6AEEIIIUQlIkmWEOWkpEoLrh9cj1arpZW/M1F3sgCY0PMxrF39ykwXrFanPn6ebrz33ntljlGk1/Fl9AlTWfY1bz5FtZp1KG7Y27TNS6NG0k/JJSLbzTTC5Xh1H0fTLeFcLN18q9H12WD80yK5HXu1HK5cCCGEEKJykSRLiHJyLQN8c2LQaDTUcTFn5d4otFotzzZtgBEbzhfkmbZNT8/gTlwcBw8eLHOMdl7+aB7rj9FoBMDb04PVo9rz6d7rHL0cB5S+m9XeuYCb6QW8/8to1vjRL9DKVc8dt4bojQacXVy5Ffgkx9bMK5+LF0IIIYSoRCTJEqKcjHr5TQLM0hjwdH+uHdrKRW0xGo0GC3MzFAczhq/7yTTy5O/vx8hRo8qMbv1q9tnDrLoebfp534aV5O9ayJAlRzEYSpOv0aPUDPTXE+3UGChNvDTB/Tl8rYTbOTkANHzqTbwvraKosPBhX7oQQgghRKUiSZYQ5aRKFT/uONYn7vIpJrw4DDsnZ/oMGgaAa2EG8av3sUCzGAAV8Mtg1V2erloPw+8+VKvVfDrkMVxc3Rj80UJTwYsV74zmTo6OA9fTAGjg7Uj7AHdiE0p/7b38qpNo7kXE6m8f3kULIYQQQlRCkmQJUY6K/duQEr0PDw8P2tf0JjbfHIBuzerS6ImniWrgB0DindssXb6iTDGMXz0ZWJuMokLTlEFFUZg8KYQuukus+d1ixJbmZoxv483o73eaRsjira8SuvcaBoMRjUbD4mgDxYcWlMelCyGEEEJUGpJkCVGOvBp1wSruBADNqzhz8pfiF80CPKhXvSlVXd0BaFq3Jk8PeeGe0wUBZp87wrXs9DJt740dQlsF4gN+W4y44OQWrqYV8fGCFaXH9bYhOzODjaduoFaradPzWbx1SRw5sPOBX6sQQgghRGUlSZYQ5ahJ2x745V6iqLCQFn7OnIovTbLqeNpzM62AwTUasvzqOVxszCkwmv/hcTb2Goy/vXOZNkVR2DjpWdZe0DLlk3lotVrGjFLzhI+eBJ/WANjH3CRlu4YZPx9DURQcHR35KbUKp1bPengXLYQQQghRyUiSJUQ5cnF1J8Xaj3NRB2jh50zk7Qxmz56NWVYS5++kU5idwwenDnDtwlm27T14z+mCABnFBbx6aMtd7Z6O1rQ0T2TWoXg0Gg2KorB80vPsvJFFfFYBPzkZeGdwV27iRkpOEWq1Gp/WT9M8P1IKYAghhBBCPCCSZAlRznJ8WnH79F6qu9uRkVvApGkf8+HUEArzctm1NoIdfZ6nTZvmtO7c7Z7TBa+k5rL7fD7nbxdTojfc9fmCl/rg2KADLfs8C4CrnRXP1Hfn+Tmrmdu8Kx9OeosBjXxYGnUHRVF49/0PSLWvxsFtqx/6tQshhBBCVAaSZAlRzqwCW5ATvYu0tDRaBrgyaupM5s6dS1VnS1r0eoqzacmsS4rBv2Y9FEUps+/ZhGzafL6fsO9+4PqZAqpMXs349z8xFbYAqOrrxcQu1Xl9xWFTu3vsIfalWfHtwb2oVCpeahfIguO3TMUzaP4cGYd/LLd7IIQQQgjxXyZJlhDl7GJcJoGF19BoNLStplCtbU/q1KlDt2Z1SCoyp5dfDWrbWrP32CkuX75cZt+JG8+hO7CUrJ9DyUhfT+qtQ3yV7MPA0ePLJFrmF3ZwPl3PgDFvoNVqmTjmeWo5q4g1egLQJsAFKxW8PPMbtFotHfuNIjD1CBnpWoQQQgghxP/mkUiy8vPzmTRpEmFhYaxZs8bUHhoaysKFC3njjTeIiYmpwB4K8eCMeXkcVioDWRlaajmbcfJOJgB1POy5nJqLjYUFV7dvJd3cmgkTJpj2yywo4eCNNHKPh+Pu7s5TDt6MqONArbRT7Hfrwuyv5pu2fWnUSGrnXeZgsY/p3azPhnWlmrE2ACqVilqFN1hwNBaNRoO7hxc3XVvy7cwJZZK1/yKJN0I8OAaDgejTx9ixdhGHdm0gPz+vorv0yJGYI0Tl9EgkWevXr6dVq1YEBwezfPlyU/uwYcMYM2YMXbt2ZdeuXRXYQyEeHE9PT25YVefo7g1cO7TNVMbdx9rA1mPn0Wq1vPfyKLBxYc6cOab9dl+4jbcqn2nvTCEmJoYV874it0sLhjZ0g9hTLIl3IDU1FSitNLjtk2Ds6negx4ChANStYkV0SgbnErIBmKXui029jgwa9gIAV63q4pN06A+LbfxXSLwR4sE4uncza19pQGpYf7KP/kjG+nc5FexPxIqvKrprjxSJOUJUTo9EkhUXF4eHhwcABQUFpvYqVaoAcPz4cYYOHXrXfgsWLKBly5amP79+wRTiUWdetTVPtq7FxNHDyC7UkZpbxLn9W4lJzkaj0TCwTVscrKxQeXiZ9vl2dTi3Th8mPz8fRVGwMbfgWMod1C+/xON2iaTorOk5fqZpJKpaFW9GtPTnjaW70Gq1OFtZ0ShAxcvzN6DVaqkT4EO3Oj4cSdIBMHLcu9S2SKVn9y737PN/hcQbIf43BoOBtfMmols2gr1Ve9BufhyNxn7Ht7cCSeg+G6tdH7E67N2K7uYjQ2KOEJXTI5Fk+fv7m4KHra2tqd1oNPL111/z8ssvk5d39xSEsWPHEhUVZfrzaxAT4lHn07gzVVXJeHh4UN/DlnfmLWLEU49j4erN0OEjAHC0VRG8/7enm1eSsyErkdOnTwOlU/6inh6Ls6srPy5ZTIfs45x1bcmXi34w7eN88yAH0iz59vslWJmbUyPnGkfTLflu8RIAnqzpyIdrD6DVavHz8yfO/3GuH1pbfjeiAki8EeKfMxgMrPlYjW3MJpwn7+PJAWP56osvCA4OJiIigmkffcbIrQY8ouazZc3iiu7uI0FijhCV0yORZA0YMIDIyEjCwsIYNmwYo0aNwmAwMHHiRHbt2sXMmTNZvFiCtfjvqN+iC77Zl9Dr9Ki0t1j48062bt5EdQ9Hsij9R7iasy0FV5JMI1NNWrfH28WBDz/80HScFdfO89HpAyiKwoYFc+ik6Iit0tH0+Vujn6eRC5g36c2JlHhSa7lS21mFR9snAdAejyAmW0XY96WJmU+H57CKiSinu1AxJN4I8c+tmzMexztHqPXmBqZt28R7EeuYNGkSzZo1o0+fPmg0Gpo0b827Z12xiZhCdlZmRXe5wknMEaJyUhlNNZz//Vq2bElUVFRFd0OI+7LnRR983txMRKINq/afZusbvRkVfpORrfwY0MiHFu8u59TZHQztXpflb7xNk3dWcG7dfEJfDCIkJASAy5laDifFMapuMwCu3Umi2ZfHCB/RjK4NAgHYfz2NV9ef5+C41lzISCU2wZzVZxLY/GJrtFot3T/fwQuPNeGtng0oKizk9MseBHx0Hl+/qhV1a/4VJN6IymbHuu+xinibOh9E8eOK1Uz6fDavvPoq1aztUavVpiUntFotGo0G36QdJJXYMeL97+9ajkL8fRJzhPh3eSRGsoSojNJc6xN7/hjtavmAEoiiKPg7mLFo3Va0Wi0dmtajVcvOpNfwBcCjSgAjnx9aZoHiOi4Kt3OzKDHoAfh55TJydyzkpeVHTdt0ru5GUYmOF+ctZNfNyzzVwJuDN9PR5hWjKAofDOnGpqulxTesbWy47dmeqJ2yMLEQ4jcx0adw2PwWqsGL+HHFaoKCgmgxdTzjRo4iJCSkTBKlKAohISHccGxFq6x9LFq0oAJ7LoQQFUOSLCEqim9jsm+epoGXIxeTc9EbjCRdOsXWo2fQaDTU9HKldaPWzO3Yh+ziIlSqex9m3c1LXMlMA0CtVvPJ0MfIt3LhtY/D0Gq1qFQq6hTfYkN0JrtPRuJoY0H3as6M+ewHtFotvet6cC4xh4SsQgAcmvaj+PyW8roLQohHXHFREde+HkZKu7c4ceYykyZNYmP4RpJc7ajq7fOH+70SPIFrVjVIOrf7rjX/hBDiv06SLCEqiHvN5lgmR+Nsa4mbrTlTZ31BUKeWVGveAbVajaOqmH0no/n27DFmnz1MfFwcS5YsuavEevjjg6nh5AaUPkGeMimE1qo4vjmZatr2M3UfbHyaMq/PMACcE8+wISYdjUaDtYU5vet6sOVSMgC1WvUgID2K2Ngb5Xg3hBCPqo1fvkWhpRNXMqwJCgoiNDSUoS+8wOGgUdhaWP7hfoqicDjHh1bm18us+SeEEJWBJFlCVJCajdvilR1D6KxQbPNSCF28misn9lFo64aiKJzcv5MLsYnYR12kpYcvgQEBvDBiZJnpggDHUu4w6fjOMm1fvtQfxxpNuJZtQKvVUi/Qh5r+NsyIugLAzDHPYO9X27SGVhc/Oz4PP4JWq2XDhk1E63z4cX5o+dwIIcQj68KZE1S5uIwVtz2ZPGUy4eHhhISEsCktjtCzh/9y/zff/ZSq5ulMDnmzHHorhBCPDkmyhKggfgE1UBkNzJ49E0+zAnoOHcvrLz5PZkEJuUU6Rg9+Gqcq1Zgw8kWOp8STqy/GyN1zBpu4e981ldDP25N2lsksOK0lLCwMgO7V7Yg6m45Wq8XHy5N+DX2Y/mPp+19Jx7ZwKcecBYuXoFarSfVsRXVVQnncBiHEI8pgMHB10UsccO3Lzxs306dPH9NDnkAHFwZVb/CXx2jYsBG3fB7j2MaFpkqpQghRGUiSJUQFMTMzI8mhFq+PGcbw3p1wrtEYTw8Parjbc02bR4OqPhSorHB1c8fB0oprSfEsW77irumC9V096OZbDb3BUKa9maUWqrYg12ABQN7lIyTlwOeLlgFgffsU4dHJaDQaXntxBNUdjFTt3B9FURj48vsEJB9Ep9OVz80QQjxyti7/EktdPiMnzSU0NJSlS5eaClxEpSbQ3sv/vo5zw+CDc8qpu2KXEEL8l0mSJUQFKvFuRF1vO9rX9uV8YjYAgU4WzFm8kqyMdNzsrEjOKWJK04408PaiYYvWBAUF3XWcdyL3cD49pUzbxHGv0MyhgFM6D7RaLUWNqhPoVox1o+4AfDB6ANZVG/LU4OEoisKrj7dk/50CAGrUrk+upQtnTux7uDdACPFI0qYm4bznA0559MPCwqJMBcECXQmzzx3B7I+q8fw/A0eOo5llAs8///zD7LIQQjxSJMkSogI5VG2GIf4stT3sic0ooERvIO/OVX7csheNRoOXnQWffL2Q9LQ0jqXdJjotnZUrV5Y5xqJdp0jek897oUvKTMdRFIVOTrns1Vry/WINk1p2Yc6z3dh4pbRce4CPF73r+3IspXS0ql8DLzZfTObXpfOy/DsRe+K/vTCxEOLeds8P4axdU97/aM5dI1BWZuZEPT0GC7P7+wpRt15D0q28iL954WF0VQghHkmSZAlRgXxrNcUp8xrWFub4OtkQm55PUJfWtOjRD7VaTUlGEmGa0imC1Ur0YDQvs/+Oc7G8vCEGbdxlNhf4UvfFj8qUSn5v7BAC3B3x6/QUS66cwdcdbmcWcDujdMTqqYbebIxOAqC2hwM25ire+KS09LtH016YX99ffjdDCPFIuHkthoCbG+n66ueEhobeVWxn9rkjhN/6eyXZ0zxbsHuNvJclhKg8JMkSogLVrNcUz6J4SoqLqepsySffLaO6qw3W3tVQFIU2DWrQ//kXUavVDGrXFqV9e1597TXT/q8vP4j+0I9wZScWqv2kudelpXqqKdFSFIX3nmrDhqvZ3MjOAJWRHtWdGfflcrRaLe28LNgcHU9CculUQ+/CBL78uXQUrVqDdvjnXOTWrZsVcm+EEBXjhGYKcXWHUr9Bk7sWGgbIKy5BlefMhzuv8PmBG1xKzvnLY94usEEXf17eyxJCVBqSZAlRgRydnMm0cOPmtYsUJ91E8/N2Inds5EpKDrNnz8bbwYp6rTqgKArO1hbkYkZsXul0v8TkFK4W28HlQ/QIrMWKZ4bieuAbcpsOoM8QtemJ8WNVrNh8/g7jqzWjracfxqtHCb+QTFhYGOGrf6Qo8QYfLFoDwOjH21Cn57Oo1WrWrlvPJb03P3w7t8LujxCifB0/vBe/+L00H3Dvkutrzibw3dYi1p5IY/ue/azYuo8uXx/hvW2XTVON76VNj6dp4FR016iYEEL8V0mSJUQFy3Csxu3LZ3iyY3Pa9nmmtIx7fjGTpr7H9bMniM8qBODkkQMUnr3Gz2vXATA9TIM+I5keHduwcuVK3og7y6afl+Fx+zA3AnuYnhj/vHIZhVcjeWr9DmIytdQwzwavWuQbzVGr1XSt7op9vfYA9GtWjUQzF5xd3UpLubs2pLpDQcXcGCFEubuwbAqa5AB+3hBepl2nN/Dmxgu8tekCVj63cd8ZyuFPxxL16Yu8QCSL95zhsal/PB2wRbuuBOjicXFxKYerEEKIiidJlhAVTKfUJvP2BZpX9cKuSk08PDwIdLPjrQ9m8XiHlhw9fwWtVktQ7x74123AGl8bjEYjiYUqyLhDs2bNUBSF4AatqFOrFqcXTce5ZhMuZavQarWo1WqGtvDDlar42Tvx5rhXaeCkp1rXgSiKwrvDn+TwnTwAFHsrAl1tOXknC0VRaPHE8zgkRlXwHRJClIdTx/dRs/gaNbsMKTPipDcYGbHqDCdvpzHM8iw9tQlERETQo0cPpk2bhoOZjoSvX+ZAuhXTvlt1z2M7u7iSae7CJx9Pk/eyhBCVgiRZQlQwlVKd9JhjKOZFXEktTXZqKI50e2owF08c5FpSBhqNhgAvdzw9q/BCnaYAZGEDWcmm47T18uNyppYq3p70ckxDc7kYjUaDoigsnDyGpEyYNbd0YeLgvu05llgEQIdqrlxIziEjvxiArjXc2Xc9DYCm7XpRJfcy+fl55XQ3hBAVJXbF26S3fYMpU6aa3sMyGo2MXXuOO+m52G3/jE9P7sLCCKGhoaxcuZLp06cTHBzMtJDX6eOkZWOWQmpq6j2Pn2KmEPHzKnkvSwhRKUiSJUQFu3wnE+e8W+xcvxJtXjH5xXqqutlyK6OA14Y/h5W7D2q1GkNBLrGJqdSzcWTtzYvoLGyhIBs7OzsAzqen8NON0hLJX778NE6BdbiabUSr1WJnZU6RdTofr9yBRqOhpac5P5+OJTU1FWsLc1r5OvD6nMVotVpaeFqh2RWFVqvF2cWVJNuqnD2+tyJvkRDiIdsRvhKnnBu06lv2nanP9t3gdHwWvQpOsH3LJlyaNyJ4+IgyBTEURWH69Ol09jASr80k6JUp9xytMrgFEtSjo7yXJYSoFCTJEqKCPTd8DNXNUlGPHEF1dzuuafMIdLUlNr2AalW8sLS0wsrBmYif15CWk8+OHTvQXD5DlRp1aFCzKkOGDAFgZO2mvNmoHQDenh60tkxlYVQSYWGlo1chLWvT8MkRqNVq9v68kpy0FD5ZWLrmll3qFZbtP4dGo+HmwU1cyTVj4eLSp815Pi1IOH+gAu6MEKI8GAwGssOn8+VVd1as+G0dvu2XU5i7/xpPFJ1kYP9+fBQ6iy3PjqFJQLV7HufFUWrqltziWJ7zPUerLNyrUtPL8a5qhUII8V8kSZYQFax2nXqUqKzQlxRS28OeK6m5VHW1IzYjH5VKRRVnG+KzChkz4nks7JyY+fyLzG33ODE347hw8jjh4b+9oN5/+2/vQzS3TIUardl7/BQ3EuM5WHSZW7iycPESgoKCaOdri3OTxwAYP6A7Pi27oVaree3FEfjYmdG890AALP2akn1xn7xHIcR/1L7Ny3EwK6bDLw9hAJJzilCvPkt/y2vMfHsC4eHhuPXtiuZOzB8eR1EUFr/1PBZ1O9C7b7+7N3DyIu3meYklQohKQZIsIR4B6Ta+xN24hJ+9Gd//vA1VbirHLt5Aq9XiaWvO5wt/wMZCBWbmOLm68dGpA5h5KAwfNtT0pcjB0go7C0tTGeWQca/gnR/HgWSYv3AhZhZ6nEuymPrNClauXEnIsz04mlBaOfCx+gFkm9lj5eCMoig82aI2V7NL+3YxLpPAgmvyHoUQ/0F6nZ6iLTMwf+J9Jk+ejKIoGAxGRq46w+CGCt4lqUybNg21Wk19Fw/G1m3xp8c7tDMCXcotvv55912fXbmVhCorQWKJEKJSkCRLiEdAvmMA2rgr3Ll4mm2HT7JozkxuZxai0WjIS4lj4cp1LFmyBCdrc2bO+YL+XlWxMjPj96vSmKlUfNXhCQr0OqD0qXIPX3No0A0bAyzs3I/aFplQvSUAHau5cfRWBnqDESsLM5pVcebE7UwAWvo7ExlXuh7XM88Ow1qlo12bP/9yJYT499mx5lt05tZ07z/C1PbloZtkFJTgeW0XM2bMwN7eHjd3d364epaWHr5/ejy1Wk3nAAeic63uGrFq16kbiq1K3skSQlQKkmQJ8Shwr0Ze4jUGPd6FOq06ETbrA8ztnRn8/Aga1wykbvO2BAUFQXE+H3z6GbERu4lNSeTHFatM71wBfHL6EFtuXzH9/Nn44Tj7BKL07Mu4I1t5d9gTKK0eJzg4GA8Ha7zsLZj46VdotVqaeVoTunwzWq2WVv4uRN3JBGDz5s2cL/Fi35bV5X1XhBAPUUJCPOY7P8Kq59uYmZV+HbiamsuHO6/wWF4UT/cPIjQ0FLVazc2cDI4k30GlUv3pMRVFoba9jsPXU+8asfKpEoijqkjeyRJCVAqSZAnxCLD1rI4hLZZGgV6Yu3pTr25d/FztKbGyJyX2CjG3EwkPD6eK4sL4kLdRq9VkmxvBzaXMcV5r0IrGbl6mn708PXiuuT9rd57nKe/qdKkXgN7Sni8WLUOr1eKan8i8tTvRaDRkx5xgZ/RtNBoNDb0diU3P58NZcwgKCiLfvS7Vncv5pgghHqqlcyYTV2zHuWuJABgMRsasOUcH8zvMmvom4eHhpiqCrla27O838r6O+9YLT2MT2ICRI8tu7+ymYKfPecBXIYQQjyaLiu6AEAJc/WujP7mSQNfS0u1GoxEfJ2sSsovo3bktKTor1OrebPnpCv17DkFRFDp7+ZFQrYapuiCAo6UVexNiqePy25Ni1fXjHIpTUf3AQcxadMTHmMFHS9bjZK7jhW5PUmgwR63uRWpeCauzTzBiZHsszc1QyOP9sCXYmBlo3KkfOUeXV8StEUI8BLdv36Jd+lZ2+Q7ljV+m7y2OjCO/RM/qV/vzg31GmWl9w/au581GbenlV+Mvj63YWWKtMnArqwgPj9/ac0r02Otz0Wq1MpolhPjPk5EsIR4BVarWxbUgHicbSyzNzUjPL8HXyYbE7EJq+rjjEVgLRVFwtrUkq7AEgFt34rjg6cDKlb+VXM4uKWLz76YLAkwf8yxW7r7oatUDYHCHhrQbNBa1Ws0TjQPQWnugKAr1An3wcXUkw2gLQM9GVen74huo1WqqN2qLe9YfVxUTQvy7rPo8hLOFCs4eASiKQvTNBN5Ye4rZPQPw8vQosw4WQBM3L9p6+t3XsTUaDVk3zjN/VXiZ9o9WLsMcPV99+cUDvRYhhHgUSZIlxCPAv2pNnHSZ5OfnEeBiw62MAnydbEjILsTTwZqU3GIAbNCz6udNpQsMG41QpCtzHNscCyyjskhKSTW1eXt68GQ9T9JPpqLVaunT2J8sJ38URaGamx2FOgOJ2YUANPF15GxCaVnBzrV9cKjZDEVRqF6zAQ76HFKTE8vpjgghHpbMjDQ6ZO4gu87TptGq5xftJe/oek5s+emu7S9mpNLCwwdHSytT9dI/o1araV2vGnVbdza1FehK0Jup0GFxX8cQQoh/u0c6yUpJSeG5557jxx9/rOiuCPFQWVhYkG6pMGf2THzsLbidWYCTuZ4NOw9gUZxHSm4RAHduXOGnDZvRaDQ0bdiATt6BPDHyeQB2RUbT6esjbMhzpkrwt2yO2Go6/oX4KLbdzCAsLIwmPk7EZRYwbdZc0tLSaOxpxztfatBqtTTxceJsYmmS1ayKE2fiSysMmluYk2hXg6sXosr5zpQfiTeistix6H3ueHfivemfoigKB2+kobX24KOgxves/PfZ8TPM2BSH+3vbsQrZROevDhAVl/mHx1cUhR6tGhNxKMpUYXDJlTPkNa6JXmUm1QV/ITFHiP+2R+KdrPz8fKZPn05AQABeXl4MGjQIgIKCAnr16lXBvROifKSpnNm0dgWGvjVYmnwJY3EB+07dJMJBS0puPUJDZ9O4TnsczJ5Gre7HjINJONWszpqkG7SpWpPRX63FEBsLtfMwqJrxzMdLiW/dCkVRcLHKBuc6GIwXsDA3w8eYxQcLf8LBTI8qxwPNzgPUs86lWvv+fLrlFG+2UnBTGbiemkNicgo+Xp4UuNUi9cY56HaPRUb/RSTeiMosOfEO/heX4fn2MQD0BiOvb7zAZ/0aMLhZ2f//i3UG3tkaw6YoPU11N3A7tZ2Du3eS9tQYutxOY+WQJgQ1r37P89w4c4x9p66j0aQyceJEOnoH8FTVutxa8wpOjg4P/TofJRJzhKicHomRrPXr19OqVSuCg4NZvvy3l+sDAwMxNzf/w/0WLFhAy5YtTX9SU1P/cFshHnUG5yr0790NB7MSNuzYh4OqhFrNWjN21EjMDDomvz+DW9cu07hlGxRFobiokJIrsfTzCAAgy702XD6E44XrWJ1YRnHTIIaqR6PVavn46QF4WhtJMNij1Wrp27IOPYa9hFqtZlivdtTvFoRarebSgQhi0krX51qxbCm6jCTmLC5958voXoPbp/fftfbNv43EG1GZ7Vv0DrcD+1Kjdn0AvtxzkYyUJLr7WZXZLruwhD7fn+D4rRQK7A+ya+ZrHNwWTt0agVxc8yX5az7kuaXHiY1Pvud5nurdnVqNm6NWqwm7cIKFl07hY+eIQWWOTlfy0K/zUSIxR4jK6ZFIsuLi4vD4pQRRQUHBfe83duxYoqKiTH88fl/GSIh/GZWLH3UDPAnq1pFWXXszduhArFx9UBQFHxd7QqZ9TKsmDTh44iRarZaYixfYsTkC9fY13MnJIVtlB9pb2PTswDc/a/DIv8POJDNCQ0N5O/ownpbZfL8jkrCwMDrW8sY2sCGKotC1nh9ZNqXFLyaMHoa1kxv9Bz+PWq2mnpcjDTs/AcC1lHzssq7ftfbNv43EG1FZnT0dif/19TR8ZjIAmQUlvL/jKrGLp7JkyRLTdnlFOrp9c5jcO1epnbmPvIOH6dGjB9OmTWPDhg1MmzaNHrXcKbwaxeNvh93zwYuLjTkFhtIEIrekmJfrt0Sr1aLDjNSUlHK53keFxBwhKqdHIsny9/c3PaGxtbWt4N4IUTEsXHzQZcZTy0fBs1pt6gd6k/BLQQpvJ1uCBg/nfNRxjp86W/puVaOG9O77JC2r1WTl0TPYFmbQuWN7vgkayhO1GlA17Rw0eYJTp0/zUr0W1FLlgW8dAJpXcebkL4sNV3OzI6dIR3p+MZ4eHjSp4sKcH9YD0K99U+ILShcf7TvwBWpaZvzr36eQeCMqqyMLQ/gpvSoR23YC8OHOqzzVyJfQiS+Zfq9L9AYGLTuJKv0Oxz96gXRL+KhzH1auXMn06dOpU6cO06dPZ+XKlbQxT+CKbXW+/CrsrnPt3hLOndQMxv+4kFYeVajv6oFGo0Fl0BG+eVO5XndFk5gjROX0SCRZAwYMIDKy9An7sGHDGDVqFAaDgYSEBA4cOMC+fftITJSqZuK/zU7xR5WThLejNYnZRbjbWZJTpKNEb8DV1pLMghKsVAawKv1H2txMhdEInzbtzMIf15KXeAMrKyusPdzYeCuGH0LfxdbGmjRLd/Zdj+F99TPY12zBa6+9RqCrLfnFOt7/tLT4RU1Xa977fEHpE+m02yxYswWNRkNdTwcupeQC0LhJS5wMuVhbWVbkbfqfSbwRlVFM9CmaFJzGs+2zqNVqYlJy+eHkHeY81cRUrt1oNPL8shPcvHEDzbCWzAydxU4PK14bP/6uda0URaF3izpQkE2c4e53rEYNexY7N0+ivOzxtiv9XK1WY6MqYfDgoeVyzY8KiTlCVE6PROELOzs7QkNDTT//+lKor68vixcvrqhuCVGunD39KclLwsfJmsScQlQqFa62lqTnl+Bia0FmQQnPPdWPSH0UwcHdGfLVJnbt3MXnzikk1a0J+6/SrFkzivR6zqYl80qnVvjlrOBMkQvnb8XwQ58huDjFkK2yw0OlQjFk8+F3K3A012NI8+CbiE14lGjp3WYA1ioDanVfruWZE3Y4FiitMJhq5YPF9Ys0atauYm/W/0DijaiMzv0wBbMmY5j6xnsADP7mEG1VcZgV5YCjNQAfb4tmW9Qlsr97ha2uHzJlYgidkuNwsba55zGDg4PZNednruuMdy0w7OOhoLK04sjTo1Fs7IDSxCzeWEKVKv4P+WofLRJzhKicHomRLCEEePgG4lCkxcvRmtTcYvQGI87WZswO+xaK8li7eRuO1ua4ePqiKAotmjWje89eTH1eTWe/unRt05xJkybxdNW6vN20IwDvD+mFZZ12rKrfBZVKRXNvO9795ke0Wi2PN63J4y+8ilqtRjErBLfSLz5NAz1wqVofRVHwNC8iOiGDlF+mumQ7BJAUK4sSC/FvcibyAN7akzw+qjTBiriUzNlbyWz+8GXTO5aHb6Yza+91spe9TZ9e3VGr1bxxdBvawvw/PK6iKNSzL+HgzfS73tWMT00ir0RHXEqSqa2kuBgzjFhaWf3/QwkhxH+OJFlCPCJ8qlTDtUSLuQqcbCxIzy+mJCedOWHfcfzAHjZu3cn2zRvJzC9i9uzZmJupaNWmDT6eXiRkFnAz6SZpaWncyMngyW2lFQETzh2lBDPeOHsSgJL4GFbtPo5Go6G2YkuqvvTLjjqoO3Xa9yA4OJhaij1XtXkArFu5jOLcLL78vnQdF71rVbLvXKmAuyOE+KeuL59CWpvxODo5k5Ccwoglh/i4RzVCP51ZWlX0ViJ95+/ns54BhL77FkuXLkVRFJLy82iu+Pzpsd964Wls/esxcuTIMu1rVq0CvYFdq9eZ2goLCyhWWWJmJl89hKgo6WmpXL9ykbORBzkbeZDrVy6SmZFW0d36T3okpgsKIcDB0RGdyoLsrAzc7axIzy+hToAvj708Ds+6zTgWUJURg3vy3fwTTJo9iSemudOwZVsArt26Q052ChMmTOCnDT/T278GAKNGqVkUuoHUOD2XL19meO9O3Ci2Q63uwaQvlnDqBoSFhTE8OIRC+9soioJdsZ6b6fnoDUbUajVffLaXTn2eAsDo4kdiTORdU4OEEI+mnZtX45x1nXpPvgjA2Pmb0F69TZZyg5CQEIxGIx3nribraATZHo0ICQkBID4vmzcatSHAwflPj6/YWWKhMhKfXcyvxe9SC/JY4muJKsW8TKGc+Pg4irCU+CFEOTAYDFyNOcuVyD3kXzuKbdplPApuYWHUkWvuRKFF6buSNrpcMvWZZFq4kebWCJc2z9Kl7zCsbe49TVjcP3mcJMQjJNfckbCvvsDOTM+XC5fgYmvBY72fpHaAL7UaNiXQxxO9uRWhoaE0alCfYydKE56mXgHYJ2sZN24c9pZWVHV0wWA0oigKFsmXybxdyIQJE+hYx49MS1c0Gg12hRng6gtAoKstidlFlOgN2FmZ425rwbuhXwDQum41coyl72xci09HlXH7X1/GXYjKwGAwkLXhfb667s6KFStJziniqL4KE1u5mZKfb4/ewtbNi0/6NSqTEH1x/jjb467/5Tk0Gg05d66yYNXPpraYTC3PBtS5a9u1P60iz2gt8UOIhyQ7K5Od6xez+t0BHBrtQeKcxym4sBOjRy3OunbHeeJBWizOpdGsaKJrvkSrj4/hO2k/76d2x/DMfFTVO5KxbQ6Rr/gSvvhT9Dp9RV/Sv5okWUI8QrKxZ+UyDQk3LvPN4h9IvHGZtLxiXGxKC1/YW5lTqDMw4a2JnD19ioOHDhMWFsbl6zfJ69WaL7/6CoAPTh0gtaB0yl+HAR0wD2jI3Llz8XexITu/kEnTPsLdzhIbO3uGvvgSFuZmeNlb8F7ol2i1WmwKM/h0/hI0Gg3+LjbEZZWWku/Uoy/+tiX/+jLuQlQGezb+gL1ZCe37jkCtVvPO1hhGtgpg9tuvoygKxy7HEfLzGeb3q8mUSSFlRpeeqV6P1xq0+stzqNVq6vt7kZKvR6vVEp+XTVRqAg5HL2IsLiyTUHVs14o8S2eJH0I8QEWFhezeuIwVE3ty6fUq5O77FkvfBtiM/ZnIuiF0m/QjcUVuvD/zC7ZE7MDMzAyNRsOkSZPQaDRMmDCBiIgI5oUtIDbHhsGLLrHNczi6I4sJf70FKckJFX2J/1oyXVCIR4je1o3BA9txMrAh1r6jqd6kCekFJTTxdSKzoAQzMxX2VhbkFukwwwhmpYt91qrbALP4Pcz6bDYA63s+i6etPQDBHdqy5sRJXpn0HvNDP6S+pz2WfZ9l6NAhbN2WQpq+dEqAZUEGsxZpcLcooWWdTrR88VXU6gEsic4iLrN0Ac3a9Zty05AuU32EeMSVFBej3zodm6CPmfzkME7eyWTzpRQuT3oMAJ3ewLOaY+TtXMJBz6u0/WWaIMCF9BTmnT/Oyu7P/OV5FEXB1QrWReyljUsx6V2aoULF8MFDmRV2vExCZSzOx2DvKfFDiAfg1LG9XI34Bv+4HeTYBnLIrj5ra45nwctvoSgKs2fPZtKkSQCm38N7/TcoKAiAuXPn4u7uDkBeXh6DNNeY/XIvrKe2IeCNcBo2albel/ivJ0mWEI8QnZ0bLZvUI81WIaCeP7aWZpxLzEFVnEdMbDxarRZHa3NyinR06/oY6eZOBAc/wY7lF2jp7sVtMz2NAM3lMzhZWdPIzYud8Tcwy7rN3kvxTJgwAbNmQzh++Tbh4eEEKp2Y98Maar06gFZ1Amkx+jXU6gGkn0jFwa8riqLgbK7lh+Nn0bb3wtOrCkmGAnJzcnBwdKzo2yWE+APbVnyB3sqVnn2GYDQaeXXtWToSS0leFtgqfH7gJtX9vAke+thdI0tn0pJo4Opx3+dq26wRdmZ6gob2oMjGigauHsRnFeHm7FAmocrPTEFn6/rArlGIyiY3J4e9a+fD8cXYFmWgr/csXlOP8tHWDWx9dybk5NHO2o2QkJAyiZSiKKb3LYEyPyuKwpYtW0yfhYSEoNVqsbe3Jzsvjy1R8XT/4llqfx2NlbV1+V7wv5xMFxTiEaKzdOTsicPYUkJafjEW+kKOnDrPxp9WkpCWhUajwdZCxRfzF1CQn4fBqALgTmIKmw/u5sMd4aXHMRpIKywdfdqXGEvr+v4odVvw3nvv0aFBDao370BQUBCZsZf4afuB0oWHfVyp27oLiqLg62RDQnbpFMEzB3ZxPjYRjUaDuYU5mRZuJCXeqpgbJIT4S3l5uTgdnE2VwbMwMzNj1ZkE7iSlsm5Gacn2qGt3mB5xns96V2PS/5smaDQaSc2A01Hg+NpiAicuY/Ghy396PltLM0qMKiae3s+hpNuYm5mRmKqlICerdIFzQKvVEn3yCCVWTg/12oX4L7oWc57VHzzP+fFVKDq3iTOu3Xj8h1TiVQEkOjpw28uJqRMmMm3aNFNy9Wsi9U9Gjn/dNzg4mMBOwymxduHjsT25fPnPY4EoS0ayhHiEJOUUc+v6FZKco/Bu2IbEkwc5F5NKrwbm2Lu4o1b35/PP9vHZ4nnUf+wGF7NVhIVdw8G5A+3sXZnR6XEAPmndHVtzSwC+av8E75xYjRZ7Dh48SEqBEzfS8gkPD6dPpz5k6S1Rq3uz6UYB+66XlnF1oJj9J6PRdvZh7JCnWfbtCdTqTgDkWbmSkZIAtRtWzE0SQvyp8PnvUWhZlX51m5NXpGPS5kt891xzLrl/ysiRI+nw+W7y9/3EXs+rtPzd0+3swhKeXXaEndfSqHH7GLl7N5Dr6E5wkYpVEXtYMWHQPb+wnT8Vyb7DUQx1C2RU78EALF+7AW2CHo1GQ0hICBqNhoTrFzGvVrPc7oMQ/3aRh3YSu3EWVbSRJDp0pHbwTga2aFP67rRbNVoP6EehTsepga9gZW7+wM+vKAqTJk/i6f4HCHHZz9TJb7Fuw+YHfp7/KhnJEuIR4lutLvWr+dKuRROOnz5H147tqFa7Lq+9PAajhTWKouDt4U7wGxMIDPQ3vZOVmZXF0QMHGHo0gsNnz+E/dS2ur4XxZL8gWq1fwKgBj6PUa4larebprm1xCqxDUFAQtXwVlKq1UBQFG2Mhx87HoNVqObl/JxdiE9BoNDQI9CEfK1zdSudqF9ooZGkTK/I2CSH+gDY1iYDoxXwYUVoFNHTfdTpWc+PJZtUJCQlh++0irF08+WRQuzLTBOMyC2j1+QHOR0Zi2PQ2T/lDj0aBdPa1omDJG+zMdGTAmDdMI1O/175dW5w7t2FU36ewsSh9dtu+e29q+3uXmbJUx0/Bv5Y8nBHiz+h1enZvXMbG4KbkaoZjXr0d+2tP4s2wCHbtOQD8NtL08sndFOp1DyXB+r1PQ+ewy9iYjt7594wB4t5kJEuIR4iDuw9mKZfYcvokp6PvEGmXjptXU/y9PSnQ6TEajTjYWDPwqaHE3EklweokwcGPs/b7czz3+uvcDlQY9tEC9PbVwMKWLVcyqK/NpVOdALKMFxg+Qk2N+o3IpjHh4eF0HzKWxOwiAI7t3saVOwY0Gg0vDh7Kj9+Vjl5ZmJvhaG1BVmEJbnZWFFu7cuLgbpp27CsvsAvxiNm9cCp63668Mq4DPQYMpefSaE5P6AzA5duJvLI6ip+HN6VHo26mfY7ExNF3cRStLJLYaX+enrVqM2nSJBRFQavVEhYWxpKY8xzMdyMsLIzp06eXOWe+Toc50NDF3dRWYmFL64Z1TDFCURS8LQtxCby7tLsQorRK4I6VX2J1JIxCgwWGjq/Rcdg4LK2s0Gq1WFhYmR5a6A0GNsTGsL/fSDxt7UnLK+Z0fBZnErKJTc/ndmYh2rxiinQGDEYj7vZW+Dha08LPmU7V3WhexRmVSnXffatTpw7mtXrR7looCxd+x9tvv/OwbsN/ioxkCfEIsbR1QFWST7/ePahZvxHPDehPdkERc+d8hpWZiiKdARtLM4p0Blycnahdpy6KomD8Zf+3G7Qh2dobbh6DW/uhcS+KTpzF2tIc86Icth2OJOZMJOY2dgx+fgTWujyuJaWj1Wp5cfAAHL0DSksyB3qTr7LC7ZfRKzc7S9LzSwBIzjNw69JpWetGiEfMrZtXCbi6lk4vfUZISAjT996iuSoBW13pcg7DFuwm98RmTm9bY9rnZlo+TyyOInNLGE1skgmoVZPlixaXSY6mT5/OE/6WULMduXn5Zc5ZYtCz/NRx0vcf44clS3/rS3IGsTHnyjz1dshPwMu/9sO8BUL86xQW5LNx0ccceS2QkjPrOOH5NE8tvsk1rQFLKyvg7verQk8f46OD55mx9Qa1P91L1Y93M1azh3M3E7lz/jiD6jrzTidfOhSc4d3WzlRNPUU9hxJW7TzMM4uP4z1lPbO2R1OiN9x3P1965TWuW1UnP/W6jGbdJxnJEuIRYmVrj5muAB8PN9y9q+DnqZCacZJJsydhO3ED+SV6VHodK35aS5eu3dAZStMrbZqWeUs+57pFOiXetSDlKFSxB6d6xFqVViVsFOCJqmcQX3/0Fr3W3EFn5cDmZV+TW1KLRYs1TJjwFgWUJlZmZipsLMzJLtLhYmuJo6WKLxcs5v2xQ/CuWgcz9AyTtW6EeKQcXRSCqvZztAusyf7raRy8kkTG56+gcdDSrP9IUqw8+fCJuqjVIwG4dCuRjmGHacUdOg7qRNvBA3m/ai0cre6uIOZlbwEpWjLdylYd3HTrCiWO9lQNDDCVggbYc+wkh3ZsReOYQkhICAaDAaUkGf9qkmQJARAXd5ulsyfSPmcvxY41cVAvo2vHXnTWarFx8bur6mdSdiFLj17jq/0XSDc60MLXm9ibJ/huUA9ObPmJKZMnUa9PHyIiIuhgF0oS8NU7k7j+S1ufPn04HhHBE336sPXsLRYwlS/3xrDyhdZ0rh/wl/1VFIVopwbYa8+Y3rUUf06SLCEeIda2jljoCnCwsiCvWI+9tQUqK1tCQ0OZk2vNnC+/5k6GOzs2rKCwqIjLRi+02qqlOxuhTgFsMTrA0UN0e6IH+/W30F++TqgqlCo1+nL9l8peHnbmfPbtYsYPDGLm9xfpM3AoVhal0wLTC0pQ7K1wsbUgq6AEF1tL8tOT+WqFBn/LQuoonnhn3JSpgkI8QqJPH8MvYR+8cxid3sD4DdGE9mtAhseHPPf8C3T5/gw9zK7x8osjURSFwhI9j88/RPqRjew+spyeobNQH9/OQS/feyZZwcHBbPxsM8kGFVqtFkVRKNCV4G/vRPX0EvZeuUR4eLjpi5dPzXoMMC9BrX4agJhLFyjEiuISXXneFiEeOXl5uexY9hmux7/CrcidN07aMnz0AAZ17AWULa+eVVDC94ev8M3uaFLNnAhUpRFvd4fxNmb4FaqYNGMSj9mH8uIoNWYqCAoK4rHHyi7L8Gvb7//bNTyc3NwrfLD+MD0LDWxU6+ndpNof9vlsWhJP71jN/CdHoFo2iubykPW+SJIlxCPE2tYBC10hDtbm5BbpsLcyp0BnICQkhE9D1jLzq8+oP+oDnhv2PGbF+Vy8FINGcwc3t+YMe/NNenVsyWcbk8DblUs1vXDK1pPhX58TJ04Qn2zLtdgkJkyYQGHT5/lmzUqqWhVQw6cNJValCxcr9lZo84pR7K1wtDRj3reLeGfsUOpXD6DViy+hVj/Dyb3rKSrMquA7JYT4lcFg4MqS14mqNoi3A2ry3bHbuNtZ8WLH2qg6hTBlyyWcC1LQzHyNetZ5TJw4kVEronCigIntfbHvOY1RI9UEZiVT09ntnudQFIUqNno27z+LxqWAkJAQZp4+SHpRAbXrNcJOZUCt7m/aPrnASMjg/qaHMetWLaWuwZnD8gRcVFK5OTnsWBaKEjUfvUsDVMOWkHLoJANqU3bRbqORw7EZLDp+mw3RSQQY07m+NowZY56mx8D+rNhwh/deGGXa/v+vg/X736//3/b7/2q1WqKiIokID+UZy3cYv3Ujb41+/q4HqMdT7pCvK+Gbjn1pbGFPoj6dvLwcedB6HyTJEuIRYmPngIWhEAcrC3KL9dhYmFGkN6A3GLFUGcDCGmsLM7r36o2jqpiThpOo1T1Y8O0pok5Fcmjfbmg8FCcvD1q3acPpU6lk5PjQ0FtP1+59+H7zfuZO6s+sqGxqDVOjVj/FxhUXWbB0OR+/9Bx2FvD1Ig3Txg4hP1PLvB8X4mtZhHe1x2lS/3EURcHWyY38IkmyhHhURKz9HtucO9R+YS5FJSpm7LjC7pfbolKpOJuQzeITcewb25UtLqGo1Wq+O3qbvZfiSJr7EiM+/oCQkBAmHttBv4A/n8rXrXUTTibkEBT0BAajkS4+VWni7sXk+Gs89UTPMl+6bmXkE+hqB5SukaXLSyPHxuuuKVBC/NcVFuSzYeGH+Jz+jhKXRji/8jOdW5UuidKlRz/TdlkFJWgi41hw7DYlOh11im9xdEwfPOwt0bjEc6FpNdYk3SBswhTTPv/LAwtFUVi6dCkajYaIlNt8erYYy6/C+GDGdNM2316MYu75o5x55mXsLCyZPXs2NVHY8v183vsg9B+fu7K4ryRLp9OxZs0ajh49CkBeXh7m5ubY2dnRuHFjhg4dio2NzUPtqBCVga2DI1b6QuysSkeyVCoVdpbm5Bfr8fP2ZODrEyio1pBCnYEAD2eqVq2GoigkJSdx7cABGjZvjXVWOj99OgevurWZcXQht43O2NnZEejpipO3P+7u7ni7GqnRoXTh4fSkeBb8tIyaVvnkpgcQtmIRAZaF1A5oR5exr6JWD2LOiVRT4Qt7RzdySnIe6n2QmCPE/SkuKsJ82wxmpQSSemwv+y5ZUtuQhI9lMckpqfT7ch9TezagfqAv9UNCOBqbwfvbL7NpVBsOuH9gSnqOJMcR0rj9n57r8unjJGUVEh4ezrkWNQmqWhtVXgGR5y7QsUoL03YpqanEanOx1+cDDmg0Gu5cjMKtZpVH9um3xBzxoJUUF7NtxRc4HPyMYvMqvHzAllEvP8lzvyRYv7qRlsesnZdYdjKex+t68t3ARhxdu5jJ70yii30oISEhjBr3GgeTbtOzSvUH2sdfR8Byp01nn8qBizpXALSF+Xxy+iATGrdjaM1G2FmUrrupVqvZ/M5PNKpZ5YH247/qL5OsyMhIDh48SM+ePRkyZMhdn1+/fp0FCxbQpEkTunTp8lA6KURlYWfngLWhECtzM0p+KWphb2VOXrEOGytLBj89lJWRN9m+aw8+fbtgMJZu4+XlTbNOnXDyr0V0QRGTovZgTLpAXBWgwIf1P3/FHaMTF+5YodFosKjXi50HzvBSU1ca1KpG4xfUqNXPsHfdZTqMfgW1eiDndsTRrVU/FEXB1TaTlNxiAIp1BlTF+ab3Mh40iTlC3L8tSz7FYO9Dh85BVG3xBBPW3yT3y1fROE3jUL4rcTdTKT4ZC93rk5pbxMClkfS1vE4Nt+a0+eUp+KWMVFZ0ewYvO4c/PdfAoL5E5ESiVnfl9XMH6BtQm68/n0f0TRUn96czqmNpefYvv/8RXZ7Cqh+XEhISglqtZv2NcFwbdnjYt+MfkZgjHiS9Ts/OdQsx3/UxemsP7EYspU/9liRrNKaHGkajkYM30vn84A0O3kinEYkUfBdC+/cm0al6O+qNUqNSlSY1p7SJ9I74kTvDJjy09bDGjQvm2rxl7Cr2ITU1lfm3L2JjbkEVe6cy2ymKgpWrN5fOnaTjQ/oO8F/yl0mWjY0NEyZMuOdnOTk51KhRg/Hjx3Pjxg2Ki4ux+qXcpBDi77Ozd8TaWMi8uXPQG+oRGjobMxqjMxixMFNRojdw7vQpDu3dhX1eMrGWNdBqa2Jmbkbr1q24ml4ESZn4FMOTdVtw3SOFr67mcT1Bi+elsygNBqNWd2Hs1z+z/+hZNI4peFTvTcPupVMBFac4urd4EkVRcLZJJLOgdPTKztKcwhI9AHv27ae1vuChVReSmCPE/UlLTcbj2Dycx0ewNy+db45l8EGvWug8ptFzwFA+XXKekKZ5jBo1DKPRiHr1WWrrE1gy/VXqW+eafn/fOLqdsXWbU9XR5U/PZ2GmQoeKSaf3s7BrEHYWlqjVamamHmTUc61M23V44in8V0aZvlAqikIVYyqeDds8tHvxv5CYIx4Eg8HA/oiV5G+aTrHeiM0THxL09AuYmZWulhQSEoLeYGT1mQQ+2XWZ+NR0QrrX4cch3SnIyUTjmFrmd6Z0ewPXUhNY02MQuUV6ouLSOZeYzaWEdI5GX8PB3ZOk1HS8FDfyM1J4rElt2tf04vE6nij29///qaIoNHHSsSI2n3rLl5D6+sQ/XEdLm1vM5aunpMLgffjLJKtRo0amvycmJnLgwAGKioowGo1s2rSJtWvXAlC9+oMdwhSiMrK3d8TWWMTkyZNQTdjI5Len4jRhFd98+y1G+xboDEZUv6yKFRNziWu2EBZ2icyCRsxZ9Bk9hr2Co7kZgXVqcCcvi+ruHvi7QlaVqowcPJAJZ0ufgvXu2okbxXao1Y/z2fFUsotKK345WluQXViaWKn0xWzbvZeh9RwpLswn8vQZtJ19eOrpZ8iY8+VDe7dCYo4Q92fXt5PArzsdm7Vj24IfsdPbM75bfcy616ff4kje7FKDd3v0BuCTbdGcu3qLiBFt2eoYWub397X6rXjcv8Zfnm/Txo0kpduw92oytj0GAGAwGskxWODt8NsXuuRiCzo1qmF6yq3X6fEujKVGgxb3PG5Fk5gj/ldH9mxCu+4drEuyOe3am/dCvyO0TipP/JJglegNzN8fw4fbL1HN251mhTGcDX0NlTIL+14NsbdW7kpYknIK6fnTRuwKXLkel0uh2UW8yKFHkxpor57l0prvad20EXGHD+DboRMXz1xAF9eNq627M3rlSR6rofBJv4Y0reL8l/3XGQw07N+bWsuO46x1Ii0t7Q9Hqdx9AmlkZsMIeb/yL/2twhehoaHUr1/f9BTHaDT+xR5CiL/D3KI0CZr16SzeTzfnvU8+4bNU+OTTWdR+dR46fV1at2qFjZUlbvkJnLtdGsCdnJ0ZMXEiP5+4TE6+BYviinHNjKe+qweZyUVkFuqZ9dEH5D0+A41GQ4MnX8Cnak0URcFMH8+OfccZ3dgFM30xEbv2MriuIxejz7Nn+3Y09mlEFThzIvISGk0SY0aPIp+ScpkmIDFHiHu7cvEM/jc2UO2j82QVlJCb6MGyEU0wN1Px05kEYtMLWD+iJQDnErL5ePc18ha9zlb3N8t8mfsy+ji25haU6MBSZcTM7N5PrwGad+yAXUo0m7oOND3l/nrxMvQF3qxYttRUsWzJpj10aNnUtN/NaxfJMXfCxdX94dyMB0hijvg7Du6J4Naqt/HRp2DedQrdB79Gi8xMrJUaqNVqCkr0LD4RR+je61jnp6Jd8TEh415g1Mtq6lvn3vWw8nJKLqvPJLD5UjKXU3KxMiuhjeEKJxaF8kTbxmyN2ELN0FA+fk2Nxi6DoKAgwsNrERQUxIQJE4hY9jE1005TuGM3hMyl07xkmlqksfbNp/Dy9PiDq4DRB8LJLSmmi00xi6Jz/nyUyqjHqDJ7kLfxP+tvJVk9e/akT58+pp/r16//wDskRGWnx4wJb03go2m7eG3c6yyas4+xk6dwwt6Ln9atw6NBW9q3b09zD0tOrIkiOLgbPy44U7qvyhx0xTTdfQbNwkXYWFjy5IFwMm2d6N2jKfMtrRkxciSHbmVz5UYsWm0NLpyOZO+hSDSOqVzI8WDvjtLEqkXTHphhRK3uh+MFLVeK7VGrH8fW1h5rY1G53AuJOULc27lFr0PTsbSvEsDTS/eRb0yiloOejPxixm84z0DLq2RnNsDOyZXBP55iVp865Hu+WeZLXbHOwLf7YrlxVc8rFnewUhnobh2P5s3B93yIMvvwXvINzqxdvZqG06cD0K730/j9bmqgRqNh//lcAi3zIagJWq2WVUu+oa79v2MUSGKOuB83r8UQ+f1EfJIOszWuCo16jGfK868DpVPvXhn/Jp/tusjc/QfpUN2Tn4Y3p4a9Ho1r3F0l1+MyC1h1OoGVZ+KJzyygtjGZXp1qkGd+iovj3qXltGl0mTKudH2rx7r8Ycn2XysFBgUF8Vh4OHl5KWyb9zaHnpxMs3eXc+bjYXh6lE20IlPi2XL7Kh+17IaPnQPHPS6xNO0S/fo1vOd1a7VaYq/GcDUpS6YL3oe/lWQlJyfTt29fvLy8MBqNnD59mjNnzjykrglRORlQYdDrsTIvfQfL0sKCUaNGs+WLTez76Qd6DrWhbbv2mKng12esGRmZfPb9bFoNfo1s0mk4/Fk6btIwt93jNK1bA+vEdowfN5rFi68xXD0at3qtuRFngUajoUO7J0jVWaNWP0HKwTjMVaWJ1XdnMmjVph2KouDuUkyNWnVQFAWdTocFhnK5FxJzhLjbvi2rcM2+RrsxEVxNzWVbdCaFh+ajsU/hStVeVNcn8/WMcQRaFXCzem+aVXHi1cfqoupaz3SMcwnZPLP0OPHXEynaFAYp1ylw82PzgOk0e2YsuxZ8Qp06dUzb5+tK8Cky41xSMvxuKa2UEssyUwPVajWfag/w6i/vaGk0Gm6dPYRjTb9yuTf/K4k54s+kpSaza8HbBFxbC/Wep8roz2m6foPpIUNBiZ5vj95i1t7reBWnkqN5h26TXqVNYGnRl1+TEp3eQERMCt8evcWx2AxqqVJ5r397ruxZz5TJk3Cc9zFznujP+VArU1L1+/3v5f8nXlqtFoADRw6w16wrHUK+5uhnwb9N4zUYmBd9nOeqN8DPobTAxaEdEZQUV2H5hq18OKXuXefQaDQU5Wbh5uktyzHch7+dZM2bN880jP7jjz8+lE4JUZkZUWEw6LE0N6NEb8TcTIXeYKR61UCavTAC95p1OXz0KPGGVGJvlQY9qAYYSU3PJD01meTzlzD3b4pSEsa1i3WJvnSZ77//Hn1xK3bs2U9Tgx0u1XoQFNSR/Rk2NGzcBEVRcHJIp03b0sTKyjyLDH3p+1m/r3b460u8ep3eNL3xYZGYI0RZhQX5lPw8keMe/WmSX8AbG2/QvZEdDbyfpnbXZ/hyyw32v9SLdU6hWNVqg2ZvNAdebFLmJfatl1IYvuIUet1pCq5voKaTiscHvYadnR0/HNrAnRo9CA4OZufOnaZ9ntq+Cr/GzWmuiyc4+HFT+9nbqaReOYtWG1C6jp6jCwVmNrSoUVriWa1Ws+HGz7g06lh+N+l/IDFH3Etc3G1Wzp1Ix8zt4NeTgA/O0s6/GlCa0BTp9ITuiObjXVfpWMOTHWPa4GtVjMYlvkwyEp9VwKLjcSw4GotFYSYTezakQ/pB3p0cwjWnUIaOGM5i+0JmBQ2lkX9Veofce0TpfiiKwvTp09FqtQwe9TK73Z7mk4XLmfP26wQfiiCruIjl3QaU2ad//yA++uoozTt1u+cxSyuFbsStWVepLHgf/laS1aRJE6pXr475LyUkW7du/UA6kZ+fz/Tp0wkICMDLy4tBgwYBcPHiRVatWoVKpWLIkCHUrXt3Vi3Ef40BM/QGQ2lyZTRipgK90YidrQ19nuzHDxu3s2fPPoa1rYWLqy9BQR35Zs1tXgwJYV9CBrHxUDPpHLXbe9HN/Sbjk23A3ILTp0/j0rYrjXr2pErtepxJyiE8PByr5n05ffYc2q6+WJqbkVtUWkXQ8peRNChNsop1pX83MzNDhxl6ve6hJ1kPI+ZIvBH/Zpu/e588cy/e+3Q+1+0bcd2yLlbVbzB9+As8r4nhq6cbUt3PmzHBb+AzZS2FG2cz/ZoPW7ZsAeC7/TGEbIlhkPVVFq/7jl51G7H86BbTFyZDyCTm5LpRrWm7Mudt6eGLRYoL18xulWnfdfIS59YvReOgJSQkhKNX7uBszCczI720YqmiUK3kFt6te5bPDfofScwRv6fX6dm2Kgzb3R9hW+TG7tqv8t70T0yfl+gN/BB1hw93XcUmL5XsH97jsbfG0tj3t5Ero9HIljM3mbLmKHdUrgxp5sezljHMm/46hW6hvDRKjZXKiFqt5qq+gB5NmtPQL/CBXYOiKKxa/C3D5q5hY5YbPS5H01zx4dkaDe7aNjw8nBytnu37DvF0hyb3PJ6TLhN7d1kn6378rTfXPvroI1q0aEG3bt3o2rUrw4cPfyCdWL9+Pa1atSI4OJjly5eb2ufOncu4ceMIDg5m7ty5D+RcQjzqjKrS6YIGoxFzlco0kgWgAlq2aMFjXbtha2NDZmYW4eHhGAwGThw/TkFeAqDi642FfHXdH+fqR7iTZYuNtx9vvfUWqQV6jKho3aoVeNUkKCiIrbv3EXUrjbCwMG6nZrH56Bm0Wi3xaVlEnLiAVqslIyuLvVeSTNMPLDAw9/O5pp8flocRcyTeiH+rM6dO4HtmAQGDPuKjWbPZY6xJ2NMNWdtzEKsOJWGZnUhH79Jnp29svMDTjf3o08DH9P/zF1ujeG3NKXIWv06yYx49g8eyfLGmzBPpKZMnUc/JSJqVglarJbekmG6blzKj5WPsP3GWg9s2/TJ6Xkrv7M244c+YntbPX7+TpDOHTdukJCfgqMukTsPm5XWb/icSc8Sv9m/9ie2v1cVwZCH6Z76msNloXgl+CwC9wcj8fZfwmbqBJcdjWT60GYcm9CD0rbGm3wW9wYjm0GWqTl3D8OUniY5YzluOF/jmmUa8M3YooaGhZd6v2pGZSEymlq879jWNPBsMRjILStDmFZNdWPKPC7EoikJTy1Su6x34cv0GRtVthoPl3SXeg4KC8HBxpEmrtvc8jkajwbk4lZPnr/yjflQ2f2ska+rUqfTt29f087Zt2x5IJ+Li4mjXrvSpWUFBgan9zp07puAfFxd3134LFixgwYIFpp9TU1MfSH+EqEgGzBiwfSXJ+d7M/PZrorP9Gbnye3QW9Vi95xCv1upAjKsNl+zt8CrxZKpLDCRnctuYBzW7QPJ5eHlw6cEmj8Z43ZPCGr68vn0tmD/F3u6NiVm0ABq/SM/dP+Fu5gW+Phyzz+Bk9Hm0Rhs+nB/GfAIoKbJl6g+LWGi0BWMN+qz6lot2ZpwAZqRcxvwhv/j6MGKOxBvxb3VqwThOagOpejqanAZP0jGzABfXEkbu2Mu5SHvyvh2HxmUKtZ8YzsGb6Zyd0BmHF0tHsHZcTmXS9hvof3qHuh52+LVsyqiGre6a8qMoCu5mRazfc4RGlum0Hz2cui4KlmbmOPnXYmi/HqjVA4HSwhk3MgqJ/OBVbC1LR35sqzXmKVSo1U8BcCFyL5mO9Wht8be+blQYiTni6KFdXP9hIt6GVCx6z6D3gFGYmZnR88nSapMbopOYGhFDfkYKaSs/Jmjc83So1hkoHbnKL9bzzeFY5h64QUl2GrfXfcF7Q3riOPQx1OqRQNn3p6A0IQs9cYq+Lg1o/+MyDO4BJGQXkZBdhK2lOQZdMUYzC4pKdFR3tca9WMuk/u3p37w65n9SERRK+/zR6QNctjPAmRNYNvzjUajw8HBSU/OJPHGcV3rdveTCiBEjuBPyLs+PHP0P7mzl86dRr6ioiNzcXNzdS8uu/j7wAPTu3dv097i4OPz9/f9RJ/z9/U3Bw9bW1tTu5+dnelJ+r2OPHTuWsWPHmn5u2bLlPzq/EI8SIyp+6j6QgMhDfP3BRziNnMvZ77+l0YvTWfPsQG6k5/N8zcYMauJD8M/RJI0ZhP+MbdRQ2eOhusJui2IyZv4A45+Hz5Zg1mUkbmlnWTptPH03Z9Bs1xn6jx7LuweS2Nn9WSLu6LHce4of1cEMnruW3Yf24dqtKtPatGLrkdPMfGE03W9k8v6GKCIGv4yiKJzb/x7dL6cS9FLQA7328og5Em/Ev9GB7WsJLLlNSsfx1O34OEPWX+b4a61JKS4i4aYb7/f0R+U5hU69+tLrh6MsH9IEB+vSf+IPXrrNgMWn+LKHD+FX6zPuo+lYeym09rz3ly17VQnYOZNmDqkFeXzTsS9arZbT1+NZPLS3KTE4cjkOJ0MBeVkZ2P7Sdj61kEXqgSiKS+k+O37Cy6tx+dykf0BijvhVzKVodoW9QbO8SHYk+FO/WzBTBv6WTGw9e5NXV0Vi6+LO7H4Nae3RgCVut0wjVzmFOr4+Esvcfdfx1Kczb2Ab2vg1YolbbJniFb+Kzypg++VU1p25zY6rWpywZ5P5Bc7vXM/YAb14zLKEWfMm0fnxnkRERFC3bl1irt2kpEVnjusdeLXImld+OklvqzjmvDHinu9I5RQXkVVcxNWsdGYOG0VJ9ibi9PZotdp7bh8UFMSnN/bTtWOruz4DKCnKo9DMhqpV/x3VQivan04XtLa25ujRo6xcubLM05ffy8zMZMGCBdy6deuen9+PAQMGEBkZSVhYGMOGDWPUqFEYDAYmTJjAV199RVhY2B+uxi7Ef5HRaMTa2ob3338P3ypVGD9+HN4+PoSHh5Odm4e5mQqdwYjFL0UozMzMadumDUkpzmRk6hg4sRV1m7ixL7ovDRu5oU3OZf369eiM0KlDO86ejyY7I53w8HCsbexo2ay08EWrNm3p1vUxgoODsba1o02rlqUvs9s7ULtGdVNQtsBAREQE4eHhD/S6yyPmSLwR/zZFhYUUrp2Asd+nTJo0hfHhMeTtXEDEmuVsOJOGp409E3s0YOLEiYz96Qw5JzYTs2sdAEnZhfTXRJG3eR7Zl46xZcsWVmXFE52e8ofna9OqBf5Vq3O1QQBZxaXLNSxerCE+R8fhretN281ft53k6KOmqYG3EpK5lJiFr1UxUDq1yCHtAjdz7p6W9KiQmCOKCgtZ/817pM3qQFJSEtv8XqVRzxGMHj0GgKupuQxcGsWQ5WeI3bSAEapT9K3vhYeHByEhIeQU6eg9bTHVZ+7iXGI2L9jGcGHmUC7tWmfa5td/O5OyC/nq0E06hB2m4ex9fLHxENeTTqO7s4z0zwYxwOYmoYM78vFLzzFxzPOEfvIxc+fOJTQ0FI1GQ59e3Vk17wNCn23HS7YXSfn5c37QKnR68+7p+3dys2mw5huitAn80PVp6vsFUN3ewJn4rDJTfn8vPDyc9Jw8Io8cuuszrVbL4m/mkGwnCdb9UhnvY4JnUlISixcvJiUlhcLCQnQ6Hebm5tjZ2eHn58fo0aNxdv7rFaUftpYtWxIVFVXR3RDif3JqhDU76k0nNLcZV97uRpdvjrD6+eYMDtvChZ++pOugkagsrRnZtQnTtl/lxFvdqB16gIzvXqVa7+HcTEqjSa9CLnrWYmbDFD7/zouE08fp4aljf5NxlHz5HCMnf8g+XQCRb3Xj28hEth05zYbX+xB2Mg2A6Y/X4Z3wsxyNOs1P458kPCaNz7eeZO+bvXB1ceXyixZsaRh6z6dzD8K/IeZIvBHlZd2Xk+DGYZ6ee5AlUXf4+uB1ntVH8cTAoTRfEMXKEQ0ZVK8Gq07HM21bDCPMTzN21EgKSgx0+GI/QY2rEBh/GLVajbu7O6e0iTRw9cTmD6bwDZyxkHVnrjG5oxufTJiESqXi4q0EWoWdIHZSBzx+WWvn5VVRxMWcZWlwfxRF4dWPw5h/sZjQpnpCQkJISUnh+qQaOL11kAaNmpbjHfv7JOZUPgaDgX2bl6PfNJUcOz98Bn3IoaOnTf+upeQU8cHOK6w6k8BbXWowrL4jq3/8wfR5VkEJXx66yawdF8m7cJCJnQKY/fbraLVaNBqNabtinYGNF5JYcOw2kbczqKFK460n23DrwAamrvmB14KeQSmtN0VwcPB9/5uq1WoJCwtj26FIjgf2p593MeEfB2M0Gvn+8mmauXtTYjDQ1uu35RMOnr5Aj6UXOPdKkzJLNPz+mDVDD7L3pdY0q1F2pHv27Nlc3vMDjWv4Mj5s+z+/8ZXIfU2S9vb2ZurUqQ+7L0IIwBId77zzDtYTfsZMBcV6A5bmZvj5B9DyhReILYD9u3aSe/EINwlEo7mFg0MTXnp7CrtvF3AzOYOmWoXFY1/C38GZLQ32kXPpFG+99Tr79+iZ+dGH1O32NLGRKSiKwtHjGzl84DAap2RKGvYzvVsRefIUe3fvRuOYyukCJ6LPXkOjiWf8uHHoMHuo72JJzBGi1K2bV/E5/R0ekw+SXqDj7YgYto1pQ1Pfx+j97WEa2WrprDgSHZvAmJWRrB/elJ6NugPQ+t0fibsQTYBbLCGTSn9fZ505RL6uhBYevn94zpoNGmBmNKNLt8amF/ATi61oWc3TlGBptVq2n73BZ888ZvpS6NOsC+0KT6NWly7mm6GNp9DcjnaPeIIFEnMqm+jTx7iy5HUc8pOw7B/KgCeHANCuYw/yinS8vfEMXx6KZVhzPy5NegwPB2ug9J2r2IRknp+2mCiDL33re7N7TAsObLyKWj0M+O19q2vaPGZvvoTmxG2cSjKZ/EQTumYd4p3JIcQ7h9J38CBmOuXzct+RNPT/+9UEfy3RzvTpHP/qQ7YNn8uZ6/Gk2xSz5PIZ+vV8Fi87hzL7HNkZQbF5HTZsDGfypLv/DS/WG8g1mOPjePfos2k5hiaP/e2+VlZ/q7qgEOLhKikunWbz6aezsLSyQgWU6I1YmZthYWnJwGcG0KJla3r26MGYl16mdq0aqNVqVGbmvDR2LDnpqWBhxapAB/rvWM2IfRs4d+0WOcl3mDlrNgaDntHqERQbjCTE3UKr1dK4WQu6PdYZtVqNTm/E8peXaBs2aUqvHt1Rq9W079SZFk2boFarKSwsoERlWYF3SYjKwWAwEPnVi8Q3HEGtuo0Zt/Y0tQ2J+FuX8NPZRE7eSuJMzAaWapYyaMF+cg+v5cy2NQB8f/w2WfY+fNhRYdSo39bpydOVMLjGn6+9c/jUeQxnz3J84xZT2/HriZQkXjNNSVq4WENsnoqLuzeYtjmVUshrT3czJV2Xj20nVfl3VBUUlUNy4h1Wv/8sWV/25op5DRrOOELXXxKslNRUnv1gATU/2U3EiYvkL3qVWnf2mhKsYp2BsEM3aTzvKNtPXmKUXQxLhzSlTW1/05RAo9HIquNXqTF5BU1n7SC/IJ+RtjFc/3Qwmcc3MXbUSEJDQ+k3dDAJKh13Rk3+RwnW7wUHB9OnbWNKYnbRamkETjoDh/qPuivBAniqfxCgol+/fvc81peLV6DPSmXZ0iX3/LxK0W28aty7tLu4218mWenp6eXRDyEEpS9hl2BBSEgIJYbS5KpEb8DSXIXhlzWzrG1s6dKpI96+Vaj1y3tSOl0J6lGj6NqpA06KJx18Amji5kUNJ1fMHd0gP5N8gxn6vCy+/vprwrfv4sr5M2g0GiytbencoT2KopCek8eRg/vQarVYWtnQtUsnFEXB2taOZk0aoSgKBfm5FKlsHto9kJgjRKnw5WHYZd6k3XMh7L+extYLCRz69BXCvv+BNzZeYEx3Tzq0b4t1i75YuHgxs3/pg5A90bd4fe0pNE/X5t3JE38rVJEURztPP+q5evzhOffE3+S0jQXE3S7TvuHQWY5uWmV6l6PZ4wPxtVPxyosjgNJS0/uvp9O1xm9TnQpj9mJb796Lmj5KJOb895UUF7N+/ntcn9oQLKzZX+st3v58JcuXrwDg8M10ms/Zx5qYbJ6xvMLuN3sROvVN1Gr1b+Xa39nAhnPxbHihGaFdPJk05nnT8Yt0ehafuE3Dz/Yz4eez3Ni0iLzPnyUgdg+Txgy7q1z7exePEZWagLPV//5vqbu7O8NnfUBzryJ0Wc5sX/3zH267cuVKwMiqVavu+Xmz7k9S08OhzALKv1rw3de46jM4Ennuf+5zZfGX0wUbNmzIkiVL6NWrF1D6JTAtLQ1f3z+eaiCE+GeKiwspUVliNBop1BmwsTSnWP9rslVa6EJvMP6u8EXpqFNGejr79u7jYlox2Z4NcL50i1dHjyG1MI+VNrep4etB1dr1OVmUB0DLdp24WuSAWt2bT4+m4OlQOjXg9IUYTm5YhcYug8JaT2Bj8csTvF/6AJCfn0ux2cN7kV1ijhCQnpaK654ZTDjhxMAVq1hGKz4Pqo/WYwZRHu15ztWR0W18UDdrRoevjrLn5bY08ulGRn4xg5YdIG/T5xz2DKJ93d+mBH1y5hDP12r0p+dNK8qnkXMVCmpVY8iQIab2fEdfxj37BGp1advFTCNPta5jSuD2X7qNeXEuViW5gA3Jycn4phzDYfCHD/7mPGASc/7bju7dTOaq11FZu2ERHEG+gy1j3f2xtLSh1zNDGbr8FAdupPPuE43IPh7LqFFDUBSFiRMnsuVSClOXHiBbm0z68g94/PURdGvYkW4NS3+vMgtK+OZILF8cuIFrSQYzB7SiU2ADvraJBjqXSax+dSDhFgOV+mzefIA3LlsSefEqLj4B3LgVh0pfjA06fKx1vD8iiDa1/7qa5ayzh1l74yKaKZN47KvDVGnZ/Q+3LTaaga6EexV912q1aLYc4PGmTe75Xlg9P2eu3KrDiy9K+fb79ZdJ1sSJE1mwYAEHDhzgww8/xNramvj4eJYsWUJKSgrz5s0rh24KUTkUFxWiU1lQrDdgYVa6EHGxTs/8b8LIMGvCz2tXU+TXlAtRl7Ft04Qb166i1VbD3d2Nml0fI6nEihQ3Nw7rr3Pl6DbScvNJy6tB2rko3AJr4V/PneDggSyJzqJT6+YoikJixnViT51D28gF74BqDH9uIGr1QF7bfI3Ec0d4vv4ACkv0WFuUJlmF+XkUmz28kSyJOULAzi9eQ+/ThcEj25FZpxfVUooY2aE2a62f5pM15zj1Rgee2LKcvPMevNyuHo18nEhJTaXTZ9upps9l3ODuZZ5Gp+TlE5jlS/Cne3jH4RhdHdL55PVRZb5MfXL6IDWd3YhPzCFu/1bCw31N76BcSc1lR8hzKErpIsWaHccI7vXbVMC5a3ahPXUKjeYGISEhLPh6Li2NNhzdvZ+mzVuX6737uyTm/DfFx93kwFev4p0aSWHX9+j//DgyigvpufJLBg19i7RaPWk/P5KX2wUSM+mx0iUPutQFYO+FW4xdfgxzJ4XZ/RrS1rN+mXLtmQUlfLL9AmGHY3myvjfDrC/z+Qev83/snWVAlOu+ty+6ewADwQa7sLsVFbuLwVZsx+6W5TKxA7G7O7ERpZTurhm6YeL9wNq4OLjPu8/Zey/XPmuub8w9T/2f4X6e3/2vKBNXRohE5blSv6FQKAhOy+embywn3gaQINPHSCEjJzKZulFior9+pqVtXUJ9voC6FugY4mdemxf5H7CraUbb0nB2zB5TRfh4pyexy/89Z3oMZWnzjuz7dQ9ZwaHsOBPP4Oa1fiiUeg4ezr5z35gwYXyVMXd3d574Z2GmXgZU7ZFVGvUBveb9/y3Frv6v8v8NF9TX1+f69euYmZkxYMAA0tPTadu2LatXr/6nyrYrUaKkKqWlxUhVNCguk6Otrsovv/xCYUkpG9euITI2nqNuB3j1+g0P7t3j5Gl3vgX44ebmhgoqKFBhUL/eqEtV2Ni2J+tbd8f4dRjkpGJmasLg0RMoyhaTkZFBSmYu33w+IZFICAiL5sZ5d9zd3SlRqDFpzEgEAgFBETFcO1f+eXaxFGPt8jwscXoKxXK1KuVi/1Uo5xwlf3W8PB9SPfElA5YeY8jUORz7ksqhEU0pKJUx69pXsq5u5dqFs6hEa5IQm4heyFMAph26S3hCKj5756Onp1fxMvQsXEyd7c84+tIPyZurRL28wcmMmgwaL6z0f/wgPoLGGvqIpRosmzGp4oVy05FzlCWHc/zIYQBOnXYnMEtO3MdHFduWVbNjQrdmFds0MJETrd/kh2FHfzaUc87/LUpLSrh5eC1x61uRVqTK4Cv5RKaVoqqqiqmWDmsbONJ09xsefg6m8PgsqkU9r+gpl5pbzPSrATh6+BH50AMnVV+GNPlerl1dz4iNT8Kov+MlL74EUnhyLvaSt6yeOaEiJBDKhdWLwFh6rj9DnS1P6bLnObfefibh9WW4soRFet9w7WTIw1VjcR3fjcsb57JhQl9Eg+0R9W5IH1kQJQcnoOp7h5Px2tjO2EFoaCgAcoWCmNwsXiXHMKVhcww0tdBQVUMoFNLYyozw5Iy/W6L91tPXFEmSf9h+RSgUYmzblgVjHaqMSSQSjBLfY96oy7/qNv0l+P96sry8vJg5cyaLFy+mU6dODB48mJ07d9KrVy86der0R5yjEiV/GUqLi5GpalBUJkNRVsLy5ctRXXqH7du24F5mhfN8F9KqtaKFjQVl+dkEBqUAkJEhJuH1a/wDg5AOWc6pixcYvGwBqrVtISobZ2dnrj96iSSjjCVLHiBuPoLPT+7gphKHkUVPZjpNRCgcy/ULoRhql08LRhY1mOk0CaFwLMufxpAZEYCktSlvXj2nVokK7u7u/5YKg8o5R8lfmeKiQnIuzoWB2zE2ETD0yEc29GtIbVNdFt8Jom+jGtjPG0/dvoOJvxaFqFkU050n4p+Ug5e8Jgvqp2Gybg1CoRCFQsGGB1/Z/yYao2IvUs4fxExHF319feKCnuONOW5ubqxZv45NPq956yhkk+teiotrYG6hVSHSEmT6kOoLDcvD59oNGoPZWR+WTJ8MgEyu4FNSPiEiJwSG5V5ujbgP1O8x5T9i1Vs55/zf4cOLu+ReWQQ65pgufcmkataUWZeXUw9Nz2fezW9EZ+Vha1vEhR79cDdehlAopKhMxt430fzqGUUzlTReTmqLp3nPSo2Gtz4OxO19LEOaVMNrQReMKcLdKKVSSGBIXApCt1NE6dQmLTOHzPcv6WypQtzNs2Qd2MDgYfa0KbSvVKr9b8/R33u//lYG3tHRkSGjxxPRfDJdRW6EuG/Exd8TqULO9b5jKl27QCBg/NBBuN5+R9euXX9on/rte2Jf5IdQOKDKWGx2MVJUqGtSOVJFIpEwa7oTi43yeP8lkG69B1XZVsmP+f+KLE1NTfbu3cvgwYNp3749jx8/RigU8vbt25/eM0KJkv9rFBcVUKaqSbFUjom+Lut2ubIiXZWVomWc3vWK2dOc2fUqip4D+lGQn0+6li8uLgPwOOKDdY+eWJkZclFNlyIV8EqOQ9u0NropoYwYMYKiaDlFT5+yZ9UeRrh/gsJsAPKkMFc4GYHAkKzCYq5dPEv9GRMpkKkwa+okBAIj/IKf4H/jPJ11s2jeqCFZErN/2wq1cs5R8lfm3uFVqOhbM2LkdHY/DyIhMZExoxvw5GsMJ99H8MWlPfWt2tNw91NaNQTXqQspLJUx5tdX9FGPY93cmQgEAsRiMR1WnyY4V4X8sPP079yOgh492bNnDwA9Js8ntV4fCgslXIkK4os4GRUVFVr1GYrNdZ9KFQkVVk2Y0hNc5owC4Eu6lLHtG1S8JH5JyKamoTbVfhNYJcXFWGf7YdPt2h9svf8dyjnnP5+UpHg8983EUuJDcc+1DJs0H1XV8mAtl0VL2PY8giMfYuminsh95364RvpW5F1dDUhh+VFP2tYyYoZuKLtWL8bTwLW8AJVMzqH3sWx9HkG1snQKT4pos3ox9QUdAD1EIhFisRindbvxLrUkWmZASVAQs7oUs3nZGDwEUTg6OnK9QxMMO3VkXusuqKr8KCOqMr/P47p37RIDRk0ktscyRh0/yb6ZTjQ1tfjhdjdv3CCvQJctW7bw4MGDSmMSiYSbr31w7NTqh4sfOy48Ij8wlDNnIiotoLq7u6NXGMsnYzumTZv2j94SJfwD4YJHjx5l8eLFWFmVNzMzNTXlzp07aGtrs3379n/7CSpR8leiIC+bUnV9ispk6GppMHfhYnQ11FBRUaFEKkdbXY2iMhk6GqrIFApUVcp7iaurqdG2XTuWL3FBRaFG8M2H1P0YTHRgGoUfn7Ny5UpyZOo0q1MTMzMzDKrZMGvyWFxcXMgsLMNUtzwUMDkznz1bN+Lu7k5OURnGOuXrMKY1rBFOHINQKERVVoyOWY1/2wq1cs5R8lclNNCXmoFnsHc5SWJOCZufRRJ3fCmnz5zB6aIP+ff2cvfKeTY//IY8O5uTfcpLKS+7F4xeQRqXN8zG3d2ddLEY+xWn8I7PJv/UAgz6t2Wx0zQePHiAra0ttra2jB/QHYyrU2agS0MjM+70HweAX2oBVurFFedUJpPzOamAvUudK/KxTjz7TPtq5UVxJBIJq0/foVcdg4ptfD48Q6xthYXlf0bhCOWc85+LTCrjrvsuotc2J61YlcGXcon4LTQQ4GFIGk1+eU2EpIA5eiHc3TiDh5evMLeJPVdCouju9pbFlz9w0KEO16fas2zGJFxdXXFycuJaQDK2O1+y/4EXF0Y25Nmi/hUVBwGS09IZt/kYzX95iUeSPiFPLrNY7yuuvaqzddZYLH4LMUzQ0+BSbX3mt+n6Dwms/0r9Bg2YMHIwaMQSFK+BFeqoq/749X3w8BEY6uuybt26KmPu7u68j0ghwfdNlTGJREJokRZDW9WusoAqFAoZbCPD1mHGf4Rn+s/EP9SMGEBHR6fS3ytWrKBv377/8hNSouSvTGFuFmUaBhSVydHRUCOvRIrBb+F7f8vTyskv4smD+0iKZHh7B+FumEpuTl1+PfkrSTqFqKjURdGhE9eKxOTotYPudVB8jeZzSDShV07QUTebtJKWGKpJAcgsKOXs8UNMc5pKiYoGOzasRigUsn2/D0a/5WHll6kwc/J4BAITygqyQOffv7qrnHOU/JWQSWWEHp2GvO0COtZpwKBT3szvUhtTiwWk1+9D89QCFgsH02HwWAae9qVA8xMel2LpMHAqj0LTeTG7NzeMynNCBv96h/hiNTqnPaHF2mXMG+9MYyvrSscbN2o4B91DeNfQgpbZYtpZ1ATg1odAvt5yx90wDZFIxIvAOPRl+cgLc0FXwPHTZ4jItyb27T3otBR3d3dexmhhp/kBaI1EIuHzzUOYW/f8CVb851DOOf9ZhAT6EHZ0OmqyEvRdHjDJxrYiNDAgOolJp15ToGvB0VEt6GdrjkRig5GalNETp7DoWTiPArMYoJ1Oiusswsx2QuvyXleN+oykza+eGJuZ0VsRzskd8/AxcaWXSIRIJKKgRMpuzyg2P/xKXoyY8baFNKiVg4p1W1xc5lYSIgqFgkJpGSe7Of6vrjGvtISe9z0YNqArnbcc5r3NcA4edGPTpo0//P6XkGhyk2N5+/YtHTp0qDTW12EwaimhzB5mV2W7k6fdCc6ryfBa0ipCqqykEOuyRFoOmfi/uoa/Mv+wyPoRrVsrmwwqUfKvpKQgm1J1XY57nEdbr2m5yNJSA/itpLsqYdGxRF09SRfHsdS2tsLR0ZHTtxKZtGwZ/R1682DvS/LUzShIAYVmPMZSCcePH2fA1Vi6Nm9Ily5dWHUtlV/cVmGoWkaZtCFrV4gokatiotOUlctFpKaLyS0qpawgB/TMySoqw0SnXHBJ8zNR1TH+KfZRzjlK/q9y7dAa1IsL6TJiHhd8k0jKKea2U1uC7OvQ//gn/Jd0Q6DXiQ4H37F1QENOhAbSr6MDQzy8uDyhBXWtqiESidj7JppomSHcXEiflcu41EDAZI2qq943btxAKm1I88h0poz53lw0W9ucZZOHIRSWv1Dtu/mKlE8fcXePQSQS0aDnMGxu+jL3t/5YfUdMQDf9M+tndAbg9KnTNM/z4XNx8z/Aav9+lHPOn4/iokLuHVpJzSAPFO0XM3D6WtTVy19nFy9Zyv63Max/8I3C9/fYNqwN/Wz7AOX9pAQdHWm17wN9GlXj7swWtNTXoYtuFkKhkKScIhbe8OdBQBzFT48yTziIabOFNNQqQCgUkl8ixfVZEHvfxNCroQV3p7bm88NIhMLJP/TwSGUy+ty9Qle9OgR8eEv1+o3wCwqjtKiQfHESs0YOoCTiM7OnOVXZXqFQcDkqkHqGpqxv3Z0hNg2Rtn3L+1Q5uYoft1CRSCSIS2BAZ3uEwjFVxo/cfokstYgXjyJp3bRRpbF6PYdjfdOPRb/lWf5+n2f2rKaOeUc66Oj+4zdJCfBPiiwlSpT8ayktyCGrSMYx93M0GrOQ+FQbirIzEIvFFJXJOHRgHyWy6iAtIU0sJjY5g7t376Ki0hqFHF6lxWNVJiHEqB5FKnoQ+BwagKGxCfFZIcTeu8IGaQGyOhNw6NuTXkPHcuZmGLNcXWnrMJJbj2IBcDt9HnmBgHMeZxCJRGQWllaILEVeOprWLX+ekZQo+T9GeLA/1n6HmfBCh6kNLnK0qCkPppWXPXe67M+vjo2pYaTNhidh1DDUZnR7K1o2msRMNy/y390l2DyCQS1FnHoXxqb7wdwa24gv5hsQCoXUy0yi/W9eqt8TVSoFXVUMcwtR+S2E6a1fECmZOTjP+l6mOdO4LtN7F1e8tHkmFDG7b+uK8Y9pZYxoZYOlRXmD4+ZN6qEeAqPG//mrCir5z8PL8yG5F+ag0LPmVd2FzBrlUiGwApJzcb4SgKmuBi9ntOGNRQRCoRMAUZIC5t4MJCAqgeyLG2m3cCr+OR35kFHGqkVL2Psmhl9f+9BCJYXiw7Nx6Nebac7lBS3GTprCZLe7fJHXoKYsg/zTq+mywoUeTUT0aFK5+JM4v4TTr75y8M4bSqrbkV2iw7ccPzIjv9IwOo7wwABQVQN9Uzbe9aVQ34rdM12ZWk+NdSuWIhAIUCgUeIuT2PPNi+t9Rld4mQcMGMCuEz40avfjohbu7u58iZEzs5n+D0Wftm1HepV+RSgcXOlziUTCL3e8mN61an8sd3d3rNPfEVlz4P/qfv3V+f/mZClRouSPo6wgB0MLK8ZMcaZpgzpcu/uApJhITrh7oJDLWL1iOVJUcZkzkyFDh9OjW1eEQiGZGRns3beXg4GfSPa8Cjb2IKgJ356R26MNv5y+iDxXjEP/fsxbtQlLHRU8PDxIzC1BNV+CUChEUlhGcWYqEomEHoOGU8NIB6FQSLpYTFZhKbLCHADUCiXomlb/yZZSouT/BlKplNBDU4hrOZt5C5YRYNaBKW2ssK9lzOq7AZRlJDPAWosvCdkc/RjHidHNuRwdyPpnQRibV2PHsFYIhULexWSy8E4IOWeW8uXlI5YtW4bTl6e0t7CqEFG/pwhNkKSiofj+2XzXk5RF+bBs6VIAwuJT+Jqcw8bpoxAIBKSLxVzwiqR7Ta2Kbe4FpzGksWXF34HPzvM8pxr379//9xlNyV+O/Lw8rmyeTOnZyXw27U+QYS/Wrt9S3npEKmPJTT86733J1BZmPJ3ZnvYNayESiZDKFQzeeIp2+9/St6EAvyXdcF04FaFQyMg6jfGNysdq7R3eRqbxaUEXrswfjOv2LXh4eGBsYsqpT/E03/uBxz7hTNUJ4/ni/riucKmUt5RdVIa7dwI9D73FetNjfr3znqRYX0oy7yH9ZQSZx+fhoJ3A3TWT2ODYmnkdatJHI54XsztS/+2v5OQXcSCjNjsOHMNfkkqdS/sx0dTh8/AZ2BgYVxxn3bp1FOdmc/TUj8uzT5nqhHYtO5ZOGVFlTCwWc/FzDCtG9qgipE6edudzlipFX59X2a5rxzZYqecybeH6/+Wd+2ujFFlKlPyJkBXloqlvSueefbEw0qNLz740qleb4WMnooUMALmqOjOcpmJiJqBzxw7fJ0xVNZwlcNltL9rP1sONVTRtZMuVtgOobtsKvdIc1q1bh1TfnPZ2NggEAs7deUyE70fc3Ny48egFkQGfcXd3p1BVm1YNrBEIBLidOoe8MJfzZz0A0CiS8Mkv8N/WJ0uJkr8Sd49vRKGiyhiXHZh0cORjRAoL7AX4JuZwzCuOkAPzOOHuwcTzPvRRi0GjNB+zYn2+BJVxZEh9Vi4XkZRbgsORN+zrb42raA5CoZDcshKKZVLqGZpUOeZW3zdE6hpCahy6ut9DgGr3GEYTA2lFBcJNZ+5SEvGZi+fK//e3nrhMjiSNd3cvAxCbnMaLsFTaCL6/StgVB6HXuPe/rfqokr8eXp4P8VrcCJUCCe/qLWKt6wlUVFVwdXWlab9RtNrzlqc+oRQccabE50HFosK3lFza7fHkQXAqM3RDWdajHtUtLRCJRJRo6CG6FcVb31Iy3p2gZ+4H6gn0KioOeqXLaPrLK7bd9uL4kLq4djNj5YyJFVX/BAIBLwJjab3SnWrrHnDdL56amUEU7xuLk2kytdsYsnHoIDZs2MCGDRvw8PDA1taWjRs34ubmxrNnz+jQoQP3r56nfsxjCH/DkdwapGZION19KA2NzarYoVWrVqCpTaP6dX5op4DUAoxUyzD9Lerk92w8eApJdi7vb5ypMmbdbRg2huoVLRl+T9zr86Q1HEn16sqF1f8NynBBJUr+RCiKc1EX1CYlM4eQAH+amLanVRNbNPQMsTDWZ66rK4eKjDjvcZpCm3aEhYUhaSvA1MgQWfdOJDSqxYABA1hlrsNgm4a0FlRn6qvbeD7+SkFcDFu2vMJ+zg6yYoKRSOqQK9eEXDFgQt2WHegh1UIoHMz18AJq/FaOueugEdS48KXipUmnOINTHhfRNqrxb+mTpUTJX4XQQF+qfT6I+Yq3SIqkLL4XQv651Zw3m84ltXa4OtiSb76KEIsO5L7/wsUTi2mslcfmrNqUPjnGS/N+NFm0BIej78h7dYVE3eYVvXZOhvryYMAE1H5QhSyjuJBWNZuhYpbG+PHjgfKV7ldRmTzbuBDbBuVV9oprNmeEQhWhcDgAarad6VH8FaGwvJT76pO3KY1K4ealcEQiETGRoZiWprNygysamj/OG1Gi5B8lPy+PB/vmUSPmAYrBvzBmhDMSiQQNTW3GTZrKttfxbLkQwF7HRjjaNuGM8SqEQiElUhnbX0Ry+EMcq/s2ocwnFmfnSQDI5Qp2Pw9i87NI5nSywXF8LbbZdEI4pvz59iE0galnP6BqIKCTLJwzO+cSZ+pa8ayTyxV4fAhn3V0/MorlFH96CIHP6bFxNcI5Qppr55LUthHv2nanpp4h9Bvy316jra0tHz9+pM32VcQr1Ll47glnty794XenTZvGwcO+OI1p+sPxvTdfkvbZqyJ/8vcESU0gwguV/yKWJBIJW+9+YUnfqqGCyclJ1Iy8ieaM2//tNSj5+yg9WUqU/JkozkVD15APPgG8fHiXZ6/fYaClTl6JFGNdLUQiEdn5hfyyfSuPnz7j+ZPHuLu7k5oUjyQzi7jHrwDwFidRJC0DQF9DA3O7drSsYciePXt48imAt/eu4u7uTnXb5owe0AMXFxfEJSqMHdATgUBAcm4xNY3KRVYeWtjblnu+5HI5ZvIsZs1ZoFypVqLkn0AqlRJ+eCppHZZQ37YZM69/ZXp7a1yXTEdSvw+1TXSZ3d2ODiOduR4kJvX8BhwcHIis2Q01vVJ2TOzLkCFD6LrpEgbyAvhyq2LfYdkSNnzxRIXKYYKF0jKGPL7E1ra98ItMJez9U+7evQvArpMXyc3KxPPWJQCKy2S8jMnh8JLvDYWfRueyc9rQ7/laFk0Z27JGxVzg/+wSCdW7KwWWkn8ar9eP+Li4EXlJEZiLXtN3hDNQ3j+q57gZ9DsXjNe3MPIOTiHz413MfyuXHlmgRovdnlx/48tLp6Ys7t2Y5cvLPU+BKbl0OfSBI6+CKTi9AIvI5zi1aMv9CXMo1NRCdC+YPie/EPn4AmOL3/LL7NG4upZX7CyTyTn4Mphqq26y7q4fSbf2U+w2mT6G2WwQLaxoSNzLaRIfslIRaP9jRSJOhPgw+uMDnAxrwvs73A1OJyws7IffvXb7HsVo4vvqcZWxsLAwPqTJGNWmTpVns1yuIFq7Dgv6NMXFxaXS2J6T5wjJUZD35WGVfV7eORdTeQ6v33/+h65FSVWUniwlSv5EqBVnoWNkTq36dowYXEodu6Z8/upHfF19DH8r5a6qqcOGtatJqt6ehrVrIRQ6cvvcV1JU7Dg/v/xBdLDTQGr/Fsu9rnV3Wr94z6TmdTAzM0PLwoZpIwchFI7h0bUIVo8bjkAgIDYrkhHNqgEQnZ5NccxXJK1NScguotZvgiszIx0ZaqxaveaPN44SJf+HuHNkHWpqmjhOW8s5nyRiMgu5OrkLQan1GHiyvJpgQakMpysBHB7ehBTztdToMozVL+Pwnt2fpgIzHFYf4kuSnIUWSUz77WUQwFhTm1eDp6KpplbpmG9S4qihq09+Vg5xpdosm+T43UPdtAcdCwMqmhBf/xKFmSwHtZI8MNDia3IueSVS2tYyBiCrsJSPiXkkrBVi+FurB9WgOwj6/ngVXomSf4TSkhJu71tI9bBrfDIfxTrX47jWe4Rdo6ZIZXK2v4jE7X0s+4c1oW+tprgbr0MoFFIqlbPijj8nP8UzQCOO69sX8djYlWa/NRRefTeAIx/i2NivAVPGNcTDdH7Fb3+vZxCnP2YwolEN5uoG8avfPVQdy4u7THVyYsHhG3xUrYt6YSbiS9tZLxyOysT+QH9cXFwqFh3CszNIyM/h07Dp/99+WAn5OYRmS1BTUeVk9yEYdZRz7MlU0tT0mTVrFp6enlW2qWHfC5MbPgwbWrUc/OwVG8itMYT84A8IBKsqjd30iUJWmMu6ZeOreKsKG3Snc0Egs5ydquyzQWkYdwSTmaFcUP1foxRZSpT8idAqkmAoqE5Rrhpjhw7i2K2nvHn2mLqahRhUbwNAoVTOyiULWf0olN49uiMQCNDV1iC+bk0MTcrzL3rc9+DL8BmY6+hx6Ksv6fnF/LJ7CebqZYQVtuT8QiECYx3Cxb48v3GBljMmESXO58WtS9jPmMjn0BjCLx+jvW42aXaDqGVc3j8mOT6aTM0fd5pXokTJP0bw1y9U9z2C5aoPpOSXsuxeME9ntkciyWCQ2xs2DmhCdUNt5tz4Rrc6pkzq2JDA6hPpeNibEZ21OB/lx6DcVrwpqwF35mK8aFZFeNDRVx+Z9yIUlUw19PNTaZLwjNNH3Ug10CK/rJRj3YYwe90uSjKN0NOXVjQY9ngfzv5RnStewvY+8Cb68WXcTeMRiUScfB9BvdJEMjMzEAgEeHyMxFqRSWl+DmgL8Pf1xjw/Ghv7/7z+WEr+HESGfiNk/1jUtIypv8WPRlq6aAnqIxQKCRfnM/7sZ/Iy0ng+vSvN65ZX3BOJRISk5dH/4HsKxYnkH5pLE9FC2v226BCcmsfkS/4UipMoODIPhcVKLPqW97tKyC5i0Clv/CLFSCNvYC9ojXDBbCwNtHBycuJRSDrTPN6QEp/HrCbhbF0yFneT+Aqv1d+QyuTc/PAN4dMX2JnWY3nSJ8RZOWjISqilp4JWvA9ndm/C1tYWKC/P3vO+B6LmnZjV2L5iP9VMDUnT0EGhUPBfkUgkbDt3n6yIcO7eza4SDthq/EKinr5h357dVbbdctub5CcXcTerHEaYmJrO/o/JPJzctYr4+vTmMXrSXJbtOKn0TP8TKEWWEiV/IvRKszC1rIn4ay4W+prUatCYYapSOnTtwuvEQkqkMhQK0NZQQypXoK5WvlqWlhiP7ONbLsnLEIlEDKxVH2Otcu9TcbICveIUZomW0bmvAxsuRKJdlk9esQbpucXs2rMUE7Uy4rNs2b1/ORbqpZTqtkQ0YzJC4USm3w4nOfkbkubGSJKjKdCt9jNNpETJfzSlJSVEHZ5MkOkgppmYM/naV1w616ZlTSN6rj9Dakg4eaYxXNXV4PKnSHwWdEQuVzDy+Bvy399HtXpTerUYz7izvpwa3Yx4iyUIhUIUCgUbHnxl27ME5Ane8PIWOV2d+FAiwMXFhfRZIznQaQAAkcVakBRMoaB8jthz8hwJeZaEvbwJ9iJKpDKiMWPN2N4IhZORyxWc+xxPtvtG3A3EiEQiDr/4SsSNw7gbJyESiXh21pWC/FroXbykzNVU8j9CLpfz6MIBTF5uRNpuIcNnbUD1t1zCZcuWceJTPKsf+tBFLYE7O2byxGQXzUUi5HIFbu9j2fwsnO0OdgyvZ8cZk9UIhUJMTc3Y/jiQHa+i2NK/AZNb2HHGZCVCoRC5XMHeF8FseBrB/C61OTmkG3vPRxHaoh4CgYBuQ8fRafdTsuSabOxdl8KvMTg7j60oegHl4bSXvaNwvetFtMwQWVEm0th4EuXBpEeFgLQEtA2RmNeGRgNpsewEsxqpEdu9GX1sGhA2xqVKvqTTjDmsue3Drl27qtjIzc2NaLkJbczVq4QDpqWLOeOTwtVFY7G1rV1p7HNEIl9LDFnp2K7KdguP3YGoRAKfhjCwxff/WYlEQvCFdeg0d1IKrH8SpchSouRPglwux1iWhYWlFeICfyz0tciTqTJhmAOxaZlEhwYRnVQdo9/CBvMLivAM8GJiI0NUBUbUbNIUR0dHyuQy2lvUREO1PFTo4mNvcnMTCMqLIvu+J0XxeZw5E06PsTOwtdBnyq6dtOs1EO3L4Sxds4qJU6ayds8Xtm6bj6a6Kv5RL4k7d4BWOrk0NClFqq+sMqREyf+W2weWUCbXZPWei7zX7kigzBJ3xzq8icogRLU66ztlMnLCBNoc+EjOlU3cMJ+IRvuRGAqqsWNoCxJb2rHtXhx2siR6122FoJ2IUqmckSfe8MAnDHnmI6x9fJEbaJCf+JnsBr2Q2Wbxadh0tNXVkUgk+OeoQ6wfuh17A6DXog/2+QFM/y1U8H5wOi1rGrN1zmIA7vhGo0kZG+Y5IRQKScsrIU3FiK3ThlX0IRqUdYMbtguVuZpK/kdkZUp4tmsSRpkhvKg1izmj51cIrNziMmZd/0ZQWh5v53XCXK2Ezr81DhbnlzDurDeRCak8EHagfcNaQLlnKz6riOFubwkKDaPw4npkFksw71PuvYrOKGD0MS+i4hIpcF+GqYULNYaK2LJwKc0vH6Hb+jN8KTSi6PUN8L1HkcV2li8vFyASiYRNB07wOteQECypoV5E/JPzIE2EqQNo+Po5HidPcvPmTd69e4eKSgl29VW4fXs1mf0XcyAoln7mkczoP+6HBWkeewdSmBjB48c5dOjQodJYbIEKaBvSw9Kiitdp1fFrZCWX4Pc4ij7NKi9wjD39HgqlmFrqVPG++arVZo59CR1G9CUoM53ovCx2+b+nzdcIRpeE8a5w+D9/g//iKEWWEiV/EvLzclEAhkbGpOUWc8XjBMlabTDX0+TUe28+eXpyWCUReYlt+YvSt0D8Hl6nhSKRNGqTGhXP3bt3cZwhZIf/O4S2rQgLCyNDuzq6VnnsGbuHM9+ysIl+haOjI15peTSvaYxoooiZWw+RH5eDXls98lV1sTLWRlO9/CFQpm3MSpcZCIWTeHJ4KSn5Kkgkkh82O1SiRMnfx+v1I2qEXMJ48QuW13nNwYyaFJ5ZxEmTBZyWtuTkmJYMbtyfyRf9GNHSikbmE2nYuT8Tb33Fc5Y9djadEOw9R/WsQmJ3TcNdfycDBg2m94GXyMrKKE1/gMDMCB8fHwQCAWPmr+ZaqRlBZkVo/Zafdez0GTK0rOnbsNzDJZFIOPkmhG1D21eEDq677MmcPi0qznv7rfeke95Bb3T5d/a/jcaxSTXWTChvUOr/+Q2awOpNv6KmrvajS1eipAqf3z0lz30qCqtu+NWbxfpVa9A2KPcW+SXlMOacD52s9Bkn+4y5WpMKT9KbqAwmHHlLw7JE4l2n88Z0B+1/8zBdC0hm3s1A7FUSyTo6G4eBAyo8ved9k1h8O5AOakk8ntqZB2bf+129i85CHFCDiLQQ5lhGYjGoOQxqXjH+OCCGqYcfkK5WC74+gYBHNOzQikmjOpNcVoR+mQ4bPD0RCARVBFIXr9fMePUYWUpXbOI+oK3+41fv+FItSI+isFC/yliYek0IfoV+n7qVPpdIJNzLMWeoTSpCYeUS7Gl5JWSpGbLGOrTcg6dQ4CdJoaaeIYsefCC1OBOn6QOY6/uSifWb4Vjblq1te5HkdQdvw+5Mnz7zf3djlVSgFFlKlPxJSE9JIEfNmJ2uv5BdbMfm7SIsRFcx19eidqPmDFZRUCLLICMpDnd3dxSYg1yKAuhsY0VAjDWOjo7UNTThVLfyxNg5y9dTYjWUboGB2K635dm588R98eTuXXUSavciIzwAicSa2vbd6Fjij1A4kGdRKajnpSORSNA1NCGzSMqWtQtQV1OlNDmEF19zUbi7K0OClCj5H5CVKaHwrDNyx73YNW7B29eFrGphiJalC34WXeirq8PgxpZc9E3ic0I2Pou6oqraGps1Nyl4cIT7et3InTgPw0Ir7s5sxmPTnUyaMpVW668gTkmhY/FnVMxNOLVyc8UCiH9CEhiaYXP7DSqLykOL63QbSt07vlx0P4FAIGDljn3E5giIe3MbOojYdeAoIbn1SX59HXqtp6hMRoTCnFUjOiMUTkYsFrPrgS+HRrWquLaw+4dRbTafxkqBpeQfQC6Xc+fEFiy89iIbsoexv5VmV1PTwMnJiUPvY9n4NJyDw5qQ8Pwiy1csR0NFwdKly1h7/ysH38VwYmQT+tRribvBDoRCIcVlMuZd8+V2QAJXJrWmZfXWuOtlIBQK0dAzYpS7F+/DkhmlGcmxTSvprldelj0qMRWHtedJ0bTAQSuOi/XTKFI3Y+PqjQC8CY5nzt5LJJZqkvvpIT0tFDRuWY8wnVa4ubmxPuEbrQTVWNmyS5Xr9EpLxMnzNm8chfRYt5UXlhZc8fFiaVhYRX7W3wgKCSWsVB9ifdHV7VhpLD4lja9SM1x6NcLFZUalsU3HLyFR1KG9UXGlhc/k9DSGHHqEo10jius3Ycm3t0y3a82CD4/Y0KoHz3xyKX59htdGCXwRfffUXTxxgt6pnvR3DVMupP4LUJZwV6LkT0KmOJlsFUNWbdqOrooU1107kWrqYa6nSaFCjVGD+jFg6EjqW5eXTG5ga8fYMaPpNXkcj1PCiUxM49KlS7xNied5UjQAzUbOxlASRvjA9igUCjK0zOlS3wJHR0ee+4Xz5OIJ3N3dic9XMKF/FwQCAZcfvyb8kyfu7u6Ei/OpZ6aHulr5VGGpyKRTnyHKkCAlSv6HPHOdirhmF/oMm8qOl5HoaqixekBTGgycjHdyAXscGxOTUciiO0FcmtQaPS11RPeCsVQthJBXFCjUGX72E1Y6YVQ30GTp0mW4PIhCz8CQXsU+WM+fyoCl87CzswPKk+tjWzUHaR4aZbKK87gTmkFT7byKv6W23ekikDPjt1DBb1JTiPJGS0UOwLWAFNrbmLB95WIEAgFbT1wmJSOH8Jc3gfJeRtbxD2k7onJpaCVKfkRuTjZXl/dHzdsdrdn3K5Vmn7NgMTPuRLD93hfuT2zEuFY1EQqFuLq64jh2EgNPenPpYxj5R6aT8OZ2hWcrBx06u33AOyiCzP1T8Ht8rWIsPF+V5rs9+fL+NWl7JlJNraiiLLtnpAT7Ax/57PWBmVrf2L9oCsv1rJgzYRIf/YOwnubKwNNfCH58mfm6gbhO7MnVi+cqmgnXbVAfB+v6LGpa2XOVW1qCR7g/hdIyDncZhIWOHofc3FBHTm5eQZUy6gDCDfuQZyRhV1NQZXz60YcURvpibaBeSfhIJBIe5pgyQCuWTiOHkF1SzPTXd9np/w7n8x74FhiilfyObtVsWN6iM92q2+A/cjZZEl0aVDNn1/DKTcPd3d3RCbnJB8PeCMyVudf/CpSeLCVK/iTkSJKR6luweI0Lj1QNWbJ0GatWPOD0kQMk63dEoFeDEpk6zRqWJ+eWySPQAUw1tamfk0uArjESiYT4/Byk8vIXpDshYnK972PWfRihCckkZuYTe/sidzs2p1CnJcucxyEUTmTk1XBGt6gBgHmDFgxRgFA4jGcJ+TSyLA9dkMvlmJckM3f+MsyUK1xKlPzDPLp0COOMb3T89Ruf4rJwex+L7+KuiAtKmXktgNGaEeTnNGPshSDaqyRQS6s194PTuB+SzguX/lw3deWJXgfMJRH4ndmPu2oJEdU68eidD0VnlzFzx1Zat+pIBwurimMmFuRSu0ifiCgvOnfvDEBRmYx7QWkUHVmOu24WU52cOOUVy82p5VVKFQoFCUZ2zOiswGX2WACOe8WxrEe9iv0ez61LQ/M8nIWOXIsOIubOOapr1KOBoekfa1Ql/3GEBvoSd2AE2eo2OF1IZovdR+zbl3uAYjMLGer+GY2sBJJ3O/PGbBvtReX9rfpPnMXAM18Y1bwaHsN6cs50RYU4uPwpgunXg1jTuz7T29hxxnhDRXig69Mgtr6IZJBmLFdOr8LBwQEXFxfKZHJG/HoTP6mAvf1rk2VeB6FwKgKBgKVTnGl1/AopEgsUMZH0SHyNw7geVSoKxuZl0+7aCepefsWpkgJOHD9e4Z2a8eYe5tq6TO3SstL1K4wsIV9Cq1YOlT6XSCRkWHekUYIvt27frnSc+JQ0nhWYM6pxLkLhRHJLS8goLkSqkDPozDmi880wtsthVeB77tSoRffqNnSpZk3wN026ZYew3Xlqpf0lpKSz5LoPlya2ZGCL7pXOo6mtDbpBqRhMPffP32wlwJ/ckxUVFUXfvn159+7dzz4VJUr+7WQlx5JRqk7nfoOoZqRLZmEpWkhZtWI54fEpmOlpklMkrSh8ERYewaXzZ1l45Qyy+EgwsiQsLIx+VvVY2bILn8ITEEs1WDvFkf29hrLr7B2kiSE4DBzA0HGTyCyWsXPFAgB8YtKx1CgFIC5PxuyxQxAIBISk5dPIolxkpSbHI1VRx8zc8ucY6A9AOeco+VcTExmK4dM1mE8/h4qWHpMu+XFoeFNqGGoz/WoAzUjh8Nr5TD50nxxxKvc3zWDngaNMOPORgw51qGdVDXmb4ZQqVFk2xI5dzrNQbz2IC59jKLq8DrsG9QhuUQdJcSEGmloAXI0KYsjDC+RJDWhTXZdp06YB8Cg0HXtrE1w3rEIoFLJs/1myU+N5fc0dgA+xWUhR4diauQgEAt6FxPM1Pp325t8LEYAKDgMskKjDtehgrIPvcDagEHd3959i3/9k/krzzetHV8j4tRclHWYzavMNtmzZViGUPCMldDj4Hud2tXi0sD+uO76P3fiaQq8jH+ggjWB5BwuqWZQ3HTYzM2PXy0hm3gik4OJq1L89qmhIrGdkgvBKAPtehZJ/fA526tm4urri4eFBcm4JjTfd5W14CvmHp5Hl9wLRb2LuW0wyTdZdJzlChiLwDHYpbzl6YE/FeGBIKC1HzqT+/MM0WPsQcWADPjWYxNvm87CbvZuG6xYz+tElrvQZhVuXykJq8sJVyGQyapvqsnz58kpjW49fJLpUh0ltalUKI8wsLsLp2ANI9iOqeh7pagq63zvD8k/P0VRRp6jEluHVCnkyfhYfhk7DXEePyQ1bkJCYx61vyZya2b9KyN+sY/fJCf1M4NPrVe6R5P4OjifV5MWLV/+Se67kT+DJSk1NZf/+/RgZGdG5c2e6du1aMaaiokLnzp1/4tkpUfLHkRjmS2RcBpkPn1OzfjvE+aXUMNFnpqsrBwsNuXXRA9UGHYgMDkcisUKOCijkBOjC6cWzGXUpjpbVWzH/9T0G1qjD5r3PKYyOQK13XTYEfaRx3eb0KovEY74Hn8Vy7K2MUFNVYf/JcxQUWvLw6gUshU58jExlTz9rAPwTMtBP+YbE3ozoUH8ydWv/XCP9C1DOOUr+KKRSKQF7xhJh1AdhvSbMueqLcX4yPWo255R3Akm5xdyf68BWzYPcKK3By5nNuG+8ixMZNch7f51Q8whUGMn2J4E8ntaS/u8vsr91f+beC+RQdzNuRXVhz549bEwMZGCtBgCUyKSYaevQLa6Ag6XmpD64zN3OTRGJRJz6EI1FZhjCeeWr8v5SAQTegLqtkUgkzD/1hMmdmqPyWyPVlRc9yXv/lPPmkTQbNxz3T0k0t9ZGTVNKLX0jNlWrS4Y0jT4jlitDiP8Of/X5Ri6Xc/voBsy/HEZ1ynkcew4GyqsAKhQKdj0JZOuLSM6MacZI+7oVY3K5gg1PwnD/nMBEnQgOrFlAK53c8uqBKWk4uj0Hkxq8nd2Op+bCit+ff1QSg098oG0DK7wWdOWq2ZIKL9QD/xhGuntT4vOE3obZdBF9r4Z51T+ZaRe9yQ94TS/9TGr27IRuh5nY2toSm5TG1H1XeVtoikKzPqR8g4I4ePwIdXV1pE2aQIvJRITE0D7tBQwcX8UOKca2EPqWGtWrVwn5c8usjaE0jYGDB3Ih4ivPkqJZ17ob7a+5k1NQl9F2aXTv2JU6Bsb4jZyFRCLBedc5VMrMOCYaWWl/YrGYkQcekO/9kFvmEZVyp4Nik3mdb8K8lgZV/l/fPr1JTVkKzXsvUv4v/wv56SLr5MmTjBgxgtatWzNmzJhKE1DdunX/my2VKPm/RXVtKcWN2mDaqgNSVU3EBaVUM9JFNE/EetEdXA+upf7YpURGRuJukIZN7Y60nzqZ+YP6Y29TD92rsew+fYk+Ruq8fhtMgn5jCDgAvecxt15zNl9JYO/I8qaDnu/8ISUMiaQBjXoMpsFdH5ydhRWC69G1CzRbLuJzVDKp7q600smlgVExJaYNf7aZ/mmUc46SP4rbbsuRlklZeewmgWa9eZhvSea+mezW286p4sZ4zumIjoEWDxSNODW2KU1qW/K840iMP8ezY2gLho2bjP2B9+Tf2MkT3UHsGzGKuadDKL2xhVsR1jx48IBfv35gT8d+GGtpUyyV0v72SQ51ccCidjt0v35COGsGQqGQwNhknoamIj20kPa62UyeNZ94NQs2ju3OvGlTOXjqLH7ZNRj67Sk4NCO3uIz3Rab0GtGCjsMd+fWrN6++aOIxuhVD25SHD3697QYNRrBixcqfbOk/L3/l+aakuJjbWydgmO7P69rzmN3se+6SVCZn/u0gbnmHkX98PtHmS8C+XBCUSGWMPfMJ/6hEHs3qgqV+S6w0ihEKhUgKSul64A3xX/3Y1j2FFnV70uI3IeGTmE2vY97kvrrEAtOO2NToWCEyTnjFsfhGACX3fsGhkSUeHpfKw+5lcqaeecd13zgODrAmw7wNQqEQLUMDBj66iOjCS379kIIiNh68fsFMpRA90TSMnhaSV68um/ftwSXiE7k33oBJI+5eOQfHT1ayw+evwSRadYZnc+g0bTxxednU1DPENeA9Fx55Iys0I7duJL8+lTBq2HCGWDekroEJVhFmZHx5SOPuNZnX5nthDbdTZ7mXaQ4313HGPLGSkFp45CaSIikDqlNFLE06+YpC72fYDGlSSZglJSVScHk+ZX03sGL8nH/R3VcCf7DICgwMZO3atZU+MzExwdzcHDU1NfLz8/9H+zt+/DjHjx+v+FssFv9LzlOJkp+BTmEq3RxncilflUYW2qTllWChr0mZTE4ZauzcvIEQi47Y1bFGKByK5+1odNo041xSOPY29dBODyO3jj0hsdF45dlC6nPqWxrj4uKC89lTJBTVI+zlLbBfxl3vUEKvHcPdQExRi6GM6NwCgUBA015DqH+7XHBJZXKy0WHr0jkIhU68cJuPRvVGP9tM/yP+lXOOcr5R8j/B58NLqgecRn/BM1bXe8exorqcG9+Qr2abuKbWgrVdbGhsqc/wUx+xKkmig0ULvibnsvV5JF7zO1PXrDujz/rQSD2bTzFfCNAewqm78XTVSELFrhp79uwhpTCPXwI+MKuRPQB5ZSWMr9+Uzpa1GPP0BoUBL4mppYZAIGCy22mkgb449O1ZXkzgRQh2qhLmTSvP2VA06Y193jfmTZtKYGY6216FoKGmgk2bhtSrVgOLS8/JSYWwFzehjYjiokKsom5hLvL8uYb+E6F8x/lOTnYWLzYMQBV1Dic34v6JLWjpGCASiSgokTL8tBdxCYk8mNSCl4IlFYIgp6iMYWe+kJEYS9wvTjw03YZIVN7jKiajkAFu7xluX48aJrE4OztVHO9vuVk7e1tTZN6xYn8KhYJFN/y4+DmG66Ma8s1ibIVnS1JQyuCjb/H94k3ZrW3ciOrOgwcPAPCJTCTurSbvS6LhtismRRJa2beh1kJnjg0YTfA0MYMfX6J+29bkDB6K/j0nCgqy0NLSqjinYqmUxIJchhx6Bgb1sOzTEu2hvel27wwPB0xAtUhKdJolPDtMn9p67Lt0qUL8XPSKILxAA96fh+4rKtk20LwjHbKD6D9nUiUhlVFQygtZbVxsw9nwq3slIfU8XEyGpjlbBzet6G33Ny7+sgi9Yj3y4/MY8s/feiW/4w8VWU2bNuX27duVPtu6dStisRhra2v09av2BvjvmDlzJjNnfq/jb29v/684TSVKfgqGRalUs65PtGcu+UHvaNCmC1ZG2mQUlGKqq8mK5SKcrwQwbGBfBAIBxaUhhPn7s2xEDwBqSr6Rbj+cpGpSiCvGJuUa9+/fL/9utYaYZ5Qw09kJhUJBupoxa6aNQSiczLR7MUxqXROA2HwY0qEpAoGACHE+1Qy0WbN8GQAakjCCSgR0+w/qkfWvnHOU842Sf5TMDDHZpyby0WIMM61q420qZ7a1MQ4t6/AsqjcFPuFMsGvKmc+JfIpMJvXXGRw32MZZeSt6qcViRGv2v4zjQ0gsjyd34rGJK6fUbdEozODF7sW4urpia2uLnySFkDHz0NfQxCPcn3ep8Zzo5khcchqZRrXpWlOLPXtcSReL8SowYkYHa7Yv3IiBsQlHPr4j/9Qa3A1TWbRkKe5+YhY7NiVZRcYmrxc8+azFtTEtK7xWSeYtGS4Nxtm5vCDGs6tHKDO0pXPjlj/R0n8ulO845SQnxuK/tR9l5s2J1bfn/oHyohNCoZD0vBIGn/ZGLo4jfJcTL012VHhiUnKL6Xv0A4Z5iVye1I4Hxt9zs14GxjHMw4cuGims7T4Wwcjv3ptzPonMvRFEwcVVFFk4V+wvNV2M44EnJJVqIHGbyTfB2oqxgOgk+h7zQjflG2VXtmAuMGPPnj1IJBKcNrvxUNYAxafr0EwFzRbVuDavFmnVjTka48eaj/lMazKMm/3G0N7Cim/BoRS0HgVPtqNuU4NJL28yuUFzToX54RsnIUOnOrVzb3F45XoGtmrLls79AZjz+BHF0cEMbGjCWQ+PiudqTlEZc28GUnTHFYe+vSpVGzz/MRzPsBR8Fw3Buvr3/GiJRMLAfY9xbGLHwfHzK92PxNR0xp96y/7hzZnQoV+lsdjocLrkPOWF7QJmT3P+l9x/Jd/56eGC06ZNY//+/bx48YJFixYB4OTkxJkzZwgLC8PX15fi4mJatmz5P56glCj5T0EqlWIqlWBlU49vsQ9IOrOHrjN1GdKzCxmFZZjpaQKQnlOA59OPDK03ivjEJCIjv+CgXswgUTMu7d1Ei5GzKKllB68v0aBzu4ok2jpadejQXQuBQMDniETKSopYtHBy+d/xvjRKfU/PmpMISMmlf0NzAN6EJaFTUN4vy9TUFIv8KOZciUHb1Po/ukeWcs5R8u9ELpfzYsc40rSbsM71BK/VWhOpMMVjWF1eRUo49SmOPLfZ/GKwCffiRtyc2g4vs62E1eyOdlA4V7fPwlyawfHc+pSdW8oTs/nIWwwk61UoTya14blBefnpNZdvsD0wFZU7tzm2YAyxLeqyuFl5f53lJ+9QEpXIkF5dsLW1ZdzafWQny6nRoBCBQMDZL4nYW5vhsHI+oyZNZNi5V2Tk5XMjMYbudQZh6JtDQVIJYS+ioY2I+KwiPiTkE79WiL6WOunp6ai82Y/2wE0/2dp/fv5q801YsB9JewZR0Gg0oxfvJTMzE1VVNYRCIUXqevQ+9IExLaqzcIIdZ4x2VIioCHE+/Y5/wrY0jidbp/HA0LXiOfMpLgtHDz8K7vzKo4gPuJsUVoxtv+vNlhfRuA+yIsHcuWJ/ZTI5vX59REhUHAvrFFBz09qKsSfe3xh8xg+p9y1EvRoQNHAAe/bswdbWFsc1bjworQP3t2NSmEJLo9rMWGmBxEwPmRx6CdKIyC1AUWJJfGE9Vn98xpezX6FOb1TbWHLIeQE5libYm9fATs2AhtfuIf1wksbWGgxs1bbCTtc/R+JfZICotT7L538XWGKxmD77nuFgW4tW8ydVqmqYmlvM3FvB5F3awBXBlErP4WVHrvElTRNHg9dAZTE+5fBDJKHhJL2Nhg6Vn92fD8+GxlNYK9r6r/oJKPkdP11kVa9enZ07d1b67MyZMwDY2tpy9+7dn3BWSpT8saQkxZKnZoi2ji6lmoasWzQHH0Mb/N4+p55BHyz0y0VWcFQsMVeOUU+WioF5V0zNWiKcWt7l3dbWliMHVjH/3iWa5zTBzc0NKA+XuPY1iQYGoSxobc7WM7fIC07AzS2A2UtWkp1fxK7di9EuyeZlUTNmtDQD4PzTj4S8eoy7SSID+vUCYPacBf/xSbHKOUfJv5M7J7agl5/A0DXPCa1xhzPZlhQcm8VR45WcKm3OiVHNiBas4YpqczZ2q0PXRtbkKqZw6FYgL+b05qqRKwcl1pR5nsGhQzOa9B3FmAsBFFQP5smjaFYsE7H0vCd7P5VCXCiKHtOYGfqal00a0dikfIEkXNOamlnP6Np1KQAfSy3B5zA06I1YLGb19Y+sGGhL3xZCtvp/4FEQKF6fY5h5B9qMqEGEYRPGNQjB2XkSAAffxTDF3gp9rfJXhmN7N9NMKiU8SozDj82g5Df+SvNNoJ8XmQcH8cl0EDOmrkNVVbWiX1V0RgE9D76jmSyeRW2bVXwOECkpoOeRD7RXxLF9Qjfu6rtWPGceB8Qw6nwAu/vWIlWvL9C3Yuy4VxxbXkRTfG4p5yJbVoT6yeUKJpz1Jj0rF25vxnjtmopjJWQXMexCINJ3F7Eri2P58hMVImbJ6Yfcl+jB1VWYqpdx6OZVejQ4Sb1NRRS2aQalZbDtGK32O+EZ/4BOdTeBfxa5Fm3guJAurRozvFtPoFwsddpwgdLEBGylCezZc7vCTjEZhQivBZJ/eQPmC6ZUigyZfvgOXxMKGGuUjGj5d0GULhbTbe8LJrewprb5lErP4ZTcYh5K6zKndgRzpk2tdE/exWQSpFKddR0zEQqnVHwukUg49ssq2mWH02nT/53f4J+Nny6ylChRAslxkWRrWVIilZFTImPjxsXUW3ON2HMHKSopIVfFDImkISUKNSgpAEBbVY1+hRqV9lOrYQNcxk1i594+FZ95BsdTmJuL99uruCvkxMgsID4A7DvyPjaLLnXN6OvqSmZ+EWlFcrweXKVnExFSQV2mDeqGUDiGo7+ux1Jqjr6B/n9MqKASJX80vp88sfTai/mKNxgIqvOAxhwaVos0cxHPdVtRpyCe3nVb4ps+mFppecztZENqbjHTr33l6uTW1LMyI7vxYJonZrJoQg9adOjMMHcv1netjmeyOsMcHGkrOoZvvjqUvob752F2K0iRMG3SFKKjowlKzSMkNYeSt7fZsqWQjUcuoNA3Y4ezI9Odhcw7fpkkiSYrg2+hX82R0dU64CUIZOqoDgiFQnwTc4jLKeXVmhloqKkSmZjK4TfhvJ/9fRW+cf4ngs37MVMZXqTkNwI+vyX3yDDemg1n7e5TqFs2qxA2Yen59Dnmhb08jtubZuCul1kxFp1RQO+jXrRXxHFz40w66H73YHnFZTHqfAAFN7aRZzGGjRs3Vhzv+JtQlt8P4eyQWpyJbMmePXuA8kXFaZc+89L7K5nuy3Do368i3C67qIxebm+pkeqDlUkRx4+X96RKKcxj7wsv9vpkgfQN6oPs+UW0mvUhn1mhp6DQ1BykUvAJhLQMXnfzAVQ49tyPl+nV4N426lsaV+TPhYWF0XnFUTL0atFfLZrzb99WPDfziqU4nvKis3oyHaaNrCSWHvrH8DzfjAW105np/D1MFGDqoXtERItxNk6oJL7kcgUTzn2mOclsnjWu0vM5JimVoUc/sG9oUyZ36l9pf8eOHKJr6lVeW0+nr95/vgf1z4pSZClR8icgMzmaYv2aJGYXU91QC1VVFWQ6xqyYN50veZr4v3uBu1Ey2katWLZgHi4zJrJr3zM+PrxGa82iioeStb4RS5p3rLTvjeefUPLNhzaWVjg5ObHbzZcV4wfiMmMS296n0cu2GqJeIm58iaLODR9mOAuRyxV8TS/k1qrpCPQ0qWuiSnp+w/94L5YSJf8usjIlZJ2YQNmAnXS0bcbYc74MamTB1M4NOaY6hsA7n0nZPZ3Vmvu4J63PTJ0gJJI6TLwWSmN5Eo0MW3HrSxRH34TyyaUDtrU6UX32QYrDv3FfksPM5UsZsP0ycQoTyL6JVnIyg47s5WaYMdy9T/W2rQHYeM+Paqm+1O7amT179rDiaTAt5PGMnjQBj+RwrmbWpk+tFC6Omou5uTndDn1gTV9bJrTuVV4a+sh9pnVqhoZaeW+seSceUfgtgGc3I2gpEvHV5wPmBdEMcn2Nto7uT7S4kj8Lvl6vKDw2gqJBvzCrxzA0LWwrnhXRGQX0OebFpv4Ncazbkk66WRVjvpGJ9Dnuzco+DXFu3YIOutkVY8GpeQx1/8zxkU1IshhT6dnzLFzMknuhFJxZTKz5vAoPFsDmh9+4+TGI3NOLcOjXG4/fcp2yiouYdM6XlJjPFKS/pUaNWjj6P2NOaRYxSckcfFUE706jppbKic3bcGrRgfMJYTxIq4mF503SfRLByABaNSIisoDJeywJrpEFD3ajlx3HR//YCoEzbOtZMkwaUt/nJOdfPqn4PCk1nZ4HXmIgL+LJrnn0dnWtGIvNLGT8RX8Kb+7AavboSmLp0qcI3hcYs7hhCtOdZ1WyvatnFNGJKcTvmo67/s5KIYRjjzwn09+bVEEUdPq9MJPTUPKEL0bdmbNw1T//A1Dyd1GKLCVK/gQUpEYiN6lFdGYhdU11kcsVpBVI2bh1PvOv+zFEUx2hcBi73XxZumQWAkNt9LS1mThyNELhuIr9rP/yiqG1bRlfvxlQHrLgk6cFRdFkdupMeEYRZUUFLJtfHgZ07WMwR8e2ASAoU8bozuVhHGHp+ZjqaCD4LRdMIz2Ehh2HK71YSpT8ALlczvMd45HX7MrYsbM57hVHmDifs+O7EJyax5pHodx1as9Tk10cLayHdchNNl87TkCxIRFFRiT8Mh03XVf2ZdQh9+oW7pmP52K9bhSo6tFFEUXTyXPYeOMLcarm4HeMGmaGPD5/ldYXrkCmKjrqKpw+fZq0vBJuB4uR3j1Kk55dkBvX4HlYCAVqPiTcTOWXfjOATO6tdkZbQ437ftEExafSa3R5j62dJy4QkGXGyMBnMKg5BSVS/BQ1WNY9F6FwIgAhN3ai1nyqUmApAeCd52PwGEdWvx0MGTUdoOJFPzG7iF6HP2Avj8OxbstKIYKpucX0PeFN1nN3VMy7IegnqlQAY8Dxj/RQjaVf/dYIfpdHFJSax/hzPozWjsRmnlMl8fUkLJ1fXkdR4HWYPgP7YDxnEmeSwtFIiWTFE38UUeqUSl5haWnJ4fWb0ahuQT1DE1qvnYFCvwl8fckikYhQc31OhvpyuMsgFr7NYuXe7kyvHU96iQbtnrWl4/4SSs3s4Npa9ArTuX79enmFToWCuRc+EGfYkPbh1/G4dvF7PlW6mLbrL5KSJmZdSw3GuX4PiQxPSKGL2wdc2lthbD660jWFpecz43oQBRfXUH2Rc6Vn8FXvSLY//sa9sY3xNt1ZabtLfkmItS3Z3MsGobByCOF9j1/QK5Ewb99LtLS1//kfgZK/i1JkKVHyJ0CWHoVOg07EZBZS10wXcUEpBlpqaGuokVkKk4Y5IBAIyCkq4/RRNzqPHExtfUPIT6m0n5F1G9Gtmk3F31tPXKagWIc+Am2cew7mlytPyQr4irt7FMVyVZIKrfn27CaDWy3jQ1wWczqWb/s5IZu2tYwr9mOe9Y0aLX/9Q2yhRMl/GndPbkMvN5Yem24TmJLLmkdhvJ3XCYAJF/3Y4WBHR1srXC26YhsTzJtrx+k6fBLvpFY8nNYUT9MdvDZqz4Ta2tQxH09bhzH0P+FN6eV1GHZqRSNtO05klsCNhWiumsL6gaO5XpCGcbQqksg3NGnSBFtbWxbd8KWJWgbmndvhtHENbU48YEjLatik1mbZGCHDLoUw2jCZ/JwstAUCll7zJvOxB+cEUYhEImIt2zGgJKQir+Okdzxd65nxy9SFACTGR2OT/Ir6i4//XVso+esQEfoVmcdEdoRWo3fj/ErlvyUFpfQ9/okmsnhub5pBJ92sChFVUCJl8OnPTOtQB3NBt0riIL9EyqBT3jSSJXF18yzsdXIqtsstLmPYmc+00orlzKaVDNy9mfMpkTQszGLKs7sUhtWla/My0qyHcmSEE14FmbS3qElGTCqlMQYobqzFzkybt78L3wNIVTGCGB+M7ZszYvZ0rqZG42hji1yhYGO7kbTUa0yQ/z4muKqQZdUQhWoE3FtLt0a23LjhjUAgoEQqY9rFL1x/+42SCysw69mlovBUSlo6rdddJDUrj/6ybyyYf7ri+EVlMvodfov440OMBU0qeaJC4lLoevgjq7pYoWnhXMlO0RkFTLseSP7FdXibT6203ZvgeGZc9OW+Uyt6NOlb6Z59+fQOs9fbUXW+oRRYfwBKkaVEyZ8A7ewoAiLrIDbIoK6ZAYk5RVgZ6wCQlFNMTSNtSqQypDI5a1aIsNctJiG9Nj5Xz2IlTWfjxo0oFAqeJ0Yzqk7jiv0W1ulIn5JvHN18lF2RvpRYNmJ8ZxlC4Ug8Y7KpfdOXGc5OpIvFvA5PZW8/awDehKdSEB2ARGJDSVEeWvJi6ts1/ym2UaLkz4z/5zdYfNzNi9ouNM3JZ5RHIL3UYhGotmblwzjqmekyvb01xz7Gk5BdzL15A/HQ/wUPaXN6SmOpa2LPu9YO+D8P4fiibhibLKbNvrds6VOb1xGtGL9gFZMfRsKDXdRpUZ8zg6fgnhmPtVSDTDM7uH+InrOdkBSUcsIrnsJv17Ae3g0tTTOKsjPZ2cOOOjV78CJCQkSyhI+/zKGtTg4dRjpTrGPG9om9EAqFhKbn8zouj6hVkzHU1qBUKme3ZzS3nL5XKnt9ZhNZeu2pr6J8dfirkxAXScIv/ZG0nU/vxnqVBECJVMbgEx+xzI9jz8Qu9ND77rWRyRWMOO2FiiQO0cT+mA//Lg4UCgUTzn6iMDOOnePaome6jcw2zfCXpDLm+XU0U+pSVJyOxE7K6h3b0GjbCjtjAb1r1sEswpwM7/t01K1VkbtVHysABvyyB4UkDzN5HrdvP64SkZGXlgj1W5JtZ0FeTi77Og0grTCfplcP0c8/jadBmeTUHYlUPwvu7ESvqTmGa2ZyY8ICBAIBb3yDGHrKC3MdNUo8lmBXz6YiR6y4TEbPPU9IFWfSs8Cb8xfPVxzfPyiEvgc9sW9cnzmDm1QRm/2OvCPj3R00BS0qiai/9RJb3as+6uZTK22XXVTGCI8vFDw4yGcLB3o0+b5dfl4eKccncSnRilaf/OjY7XvutpJ/D8qZUomSPwFmhQkcuHoGi+mtaalXRC2dnlgZla8yJecWU8NQm5wiKcY6GqxwdaVV/0HMP/WFdLXvhS9ySku4ExfGsW7l64mJqelc8k3k1cy+GJoY8zwhloxEDWJWCzHV1eSzl5gpPcqbEC/dcYDiTG3uXz1PI5GIp1+jibuwH3e9TFrWF5Br1ARVVdWfYhslSv6sZGdlIDk2gU/mo1m/cTv3yhqhgwpXt81CtbSAx6W18Z7fkZC0fNY+DuW9S2dqWOiTYNOT7BfvuX5iIbU1ijiSaUPB6cVcNFuAv2U39POScO4wgB7Wv9DlyGfQiaR3izr4Du3E9bxU9nXqj/2kVciLtakj0Gf+0iX08XiMuXYmHXp2ZtHAcUw/+QVeX+O6ZQjLli1j3eMwtjg0IU+wEycnJ0ZdC2PTADuc2pavdC+66MeirnUw1C6fU468DkWnSEJtHSkAqckJ1I2+yYhHGhTVdv+PbuOg5J8jNyebwO39KWg+iTFzN1YaUygUTLv6lUJxEp+2C7lrsAuRSERGcSFZJUVsfhqBX0Ii4qMLEJovw6x5Y9a36Ua3u2dootqIT9H55ErfcOFxMr3690GgrUsTU3OGazVnX2gYpafmsnDHdkSi7w16L3j6E51LeePeHquqnI/YsgU8X824ceMqvEt/42ZMCGVD6kCIHgRpMfDJQXQ11dGqWZsCo5pcktuAli882ENtzSJsGlhzdP9R1Kqb8zFbQqR3DEsfhKPweUobg0xmbNtUUXY9JC6FgUffoiMrg7s76LZuTYXAyi+R0tvtDZlxEZDwgBUP7lecU4lUxuizPnRvbE1z0xaVRFSpVI7jyY/oZ8cxvU1jzAdULoIx5ZI/w1rUwlbgUGk7uVzOw23jkJk1omXDnsr86j8IpchSouQnk5khRosyRKKN7MvQ4uLhrWQUychT0yddXIfU3BIunzpMr2FjMdbVpJfTRHb6v6duzepkW9dhwIABABhoaOI1bHrFfpccv01BdAqetyMQiUTMq96Vo0FhyAtzQVfA03AxbsObAlDdvjdtCvwQCkdQWCpDjD5b5k3B0XEIj9yWYFFd6cVSouT3yOVynm0bjbxGR2Yt2EmAfjv8NarxdEozjuvv4UBGbQouruaaYBoXFa3poRaPmWobnocXcdEnnpxzaxngMJiHNKaHZjj286dh0WkoT+4GkrF3BrtK5nMgVpeynHSspV85dv4KxxOC8ZGkkJORTaxZS/A8ROnQnoQUlhIQrQoXNjJvyXzkKmZka5mxbXQnhEInrnhHEp2YyvCxDbHsLuLa50hC4lIYMKo8F+tTeAK3/eLYsqgDUP6St+lJKFkXt+BukoBIJOL16XVIaw1kybK2yhe0vzAyqYxHG4aQqVaLHiNc+JSeSGtBda5FB6Ojps7LwGIeRyVwcKwth6pt4aiZBqNys+hx34OG2PAxALrYl9J4zQra9e6DkaEhdQ1MONx0MBPOBzFeJRArvZq4TJ1WIUgkBaXse51K6d1fsGtQv8rvb/5Vb6Sel7GrX7dS416AVz5BFJZKIT2qkgfLX5LK+7R4GhqZcbZTX1x+HUe2cT0UlvUoMDOiQKcYbu+D5FBMjQwYP348GzdurNhHUGwyk90/UZCvieLWFsylmRx6+7ZCxAWl5tHt8Ecy391lfZ/66O/cXnHeMUmp9HJ7Q8cmdZHH32Pvnu+h+Mlp6fTc8xRVFLgvHUA1i/YVY3K5AuerAWSkJhG0Q8gZw8qFLhbd8OVbRAzvF/WghuX3zyUSCSe3L6R5fijdfvVH38Dgn/kJKPkfoBRZSpT8ZGLCviHWtmL5iuXsWPuI9Ytm8zhbC+9HN3HTk6Ahr8PqFSImiwspVmuET2IsHSxrcujiS1JzCtmyZQsPHjzgbEQAARlp7Os0ALFYzJt8YyY2yq/ojbHibQCyx9dxN4ln0JiJhKVkUU9PBoBXchELhvVAIBDwPFxMy5pGrHVZxi+//IJldjBR+nV+pomUKPnTccttJdoFqfTdcp/wLCmvZLXxnNmemuZ6vNJry9KmhuhbOBNZqweq38K5sX0mTbXzOFXanJOjmxFjvo7kur2J8wnjwQ4XbJatZuc1P/b3qUGuYDMnPiVQqmuFbq4n9eZOZdC7W5zs5siOdn3ouv4w0pJiLOxMGTnQgYufMhnXzJzWS+bj5OSE44VvdCKWmc5OGJuYsviWJ2k3f+WsIJply5ax9IYf4tsHOCeIRiQSMcPjLQVvbnPdonxB5tjHeOzrWNB3YXlhgcT4aGyibmC1KQAr67o/2/RKfiLuO6ajVSBmYZQR3W+dp7ROTc73HM6n9ERKMzU49zaPlUPM6F6vIX0a2CFTKKimq8+DTmNos+8dpdc20FvgXMkTJZXJmXv5K4WPj3Iq6AWuv6u6B7DyTgBN1bMwbWqDm5tbpbHXwXGU6ZrRq6Y6h91uVwkFXLl5JzLDNpiZmTF+/HgKykoplctY/fkFkxs0p69VPbCqR/+wMFasWMGNGzcos+lCrRQZfRy7IRCMwMXFpWK/34JDGbPjLHGWbSnyfcOUDuYEOthzUbQOW1tbJBIJM/Ze4mmJFRt61EJF0KJSQ+GE7CI6HXxH6hdPZpvUqeTBKpPJ6XfgBeGhIXDflXOC7RUiSiwWM+rgQ4pMbHjk0pvLxpULXRx6H8vlL7GID0zngum6SuLryL7t9Mi4x+u683FQCqw/FKXIUqLkJ5MWG0S+YR2yCkuRKVTYuHwxXkffM2VoGd0HD+T42U8UAkERMSRpqvPBM5Izi1cR06OYSzk5rFs+EgAdNQ26VCvPqVpx7Bpp6dC8sQyBQIBUJket2JRlY3oiFE5h5t6LFIWncvSwH+vWb+BlZAYHhpV7tV5FZdCzXnlD4jFjRiEOWk/XmUt+im2UKPkz8u7pLSz8T2G9zotSFQ1Gnf3EHsfGNKlmwPL7wZjoaLDBoRmP61ly8MY3XszuxS0jV17otaZOWhw96rREV2MUmy8G8Hh8c94bu7I7QpOSsEfcjRCz+tcjrEn0gvNLGTnFkupmHzgaU4vIjHeo5bfnQ5ENxLkxp2sHmunWZ+LDUN5Pa0abZiLOvA8nMDIWr8PluVf6nUdTr4YFi2eMQCgUctk/GRMzAfOmOSIUCvGKyyJDU8DWke0QCp3IK5ay/WUkT2a0p0WNLgBc2bgA6o6gg1Jg/aV5euMU9WIfYbn4KdsePUE44bt4WN2sFw23PKTg6ha0zMdTo2u3iu0UCgWjj7+h9PN9HFrWreKJ2vEkCC1FKcsGtkZvVJdK44nZRVz0S6bo8ApcN62pEu637twT8j+9p2vvTlXGAFrb1uFzgTkZmVmcuHKJy/UMWd+6Ow8HTqz0PYFAwKlTp2i3dA5tLWrSWlC90nhxmYwd97+w9UkI8gINOoZeZPjAdoydPIn+b24SqCFDKymNrhvOkig3gHuLUbGcV0nsPP8Wy6hzfsxqa4WZaR2cnb9fZ3xKGv0PvqJG9WoMVw9HrdWaCjsoFArGHnzAm9hcNuj5Uqt6j4r9SiQSlh25xhNZXR7NaM9LwbpK9ouJDKVb8jleV5/I7HmL/5u7q+TfgVJkKVHyk8lPCgVBPULTC7Cz0ENFRYWkfBmu0yaQkF1E09o1WOrqil7zXuS+CeOxWRIKhQJJXCSZJQrevn1Lhw4d0FRTo79VPdLFYh7lmjHaKqViEn8TnYmVsRably1EU02NKJkhxD2GVu3wTcyhuqEWNX7LAfOMymBTv4YAxIX6kK3XAPs6ypcrJUoA4mIiUFyeDuNOYF27PmPO+dKzvhmT21jxIDiNS37J+C3phriglGlXv3J5Umsa1DJD0GMsX296k7p7Bkf1trNHUpv823t4ptsP7TaDKIwNpItqPK67D9P39EfKXp2mZ5NCxJ3sSc7W5EjLYDYHlKDxLR1SZPRRlTFv3jxsN9yi5N1N1keoce3WXZbcCST/zm4cBg6ge/9B9D7vz72prejRpBtFZTJWHvXk/ISWdK3bE4VCwfArH9k6sBHCdv0A2PIsnN71zWhRw7Diem3i7mGzNehnml3JTyYuJgLd+8t4ZeXMnGo1KokHhULB1AtfaK4mobeTYxURdc4nCQ0TC7YPbcEMZ2Elb1NmYSm7XkVRcGo5FqsWVsn12/YkiJbqYvotX/TDMNWYMj1I+EphoeUPz3vrioWcX3eTgrkrScjL5pnDPBqZmP/wu8VSKRt8PPEdUd6LKiwsjNkrNmAzeAY3w/PQyk5Afv8Q5tJM3H8XGug1bBqnPoYw4Y4npQkJ9CCS7v+lvPy1gGSE5/0puO2KwHxEpYbCmYWldDvwmjj/T0w1rsHKTRsqndfy2/4EFesiqpOIy7TZlcY2HruMR4ox863CaVO/P21+Zz+JOJVw1wEUtJ3N2jlbfnjNSv69KDPZlSj52Ygj0athS2h6PnYW+igUCmIyC6ljqkNSTjG1BQaIRCIMBJa0btSQS31GoaKigvOwflRr0o6CggIkEgkLPjxCUlzI7H2XSE1OppFadsXD7PTHKNJkMXyOi0Iqk5OoUY1V4/ri4uLCbf84TPPikUgkxCan8SUug4YGcgBS/Z9TbN3pZ1pHiZI/DcVFhXx1HUpaC2e69hvBwXexhKXlYBP9lIDoJIRX/BmiGoq8MAeny/5Ma1eL7vXMiJQUsOJBKFentsN1xzairbpjrZYPkR/Jlmuy4UUsBdc3Y6ing/vXLLJTE+HbUwx7NuVxZjVexOgw0f4mGwyDCckTwK3NdO7cmZNesZQp1OhmWsKePXtYf/8rNVTz2TBtJB4eHiy89IF8/+d4XnMHYMujQIyK0mhkqADg3McIIhOScahdvsASFp/CzqfBLGpnUXHN70+swEu/Kxpayr5Yf1WkUim+u0fzSNaS9Vv34O7uXmn8in8yAbEpvHOdi56eXiURlVtcxvL7QXQvC6oisAA2PQzEVi2LDQumVxFRZTI5Z78k8PHoeoAf9mnMRQuykn943oXSMp5lp2Bd4A1qzbj7JZOdy1bTt29fwsLCKn1XoVDwNDGKz30nsW3XIXqIDtBy5xM8azpy99FT8k4vRGicgEOrerz9ncAKiUuh7+brbLwfTalhOJ3NUrh24WxF/lZxmYxpFz8z+6IXHkPr4DpzRMV1SiQSVu3cR+cDb3FoWY+dPWsw/XfeLYVCwfrHYZzziibdbSbm+lqVbPD0ayxnsmsy0TSd9TPHV7qehIR4Xq7uiaRGF0YoBdZPQ+nJUqLkJ2OUHUY127W8SSsXWen5pehoqGKorVFRvh0gWZLN86hAVvwWhtHJ1ooMeQCbtu2ksLCQk/NnkhSZxN0cATzfiEr9CQAUlsq4+S2VoudHeaORQ9lwZ2qb6rF9cXnowJWPL4i6chB3gzTCSvQoTcjlyvkwRCIR2vEfMHZc/3MMo0TJn4ybWyZRKtfDYbwIr7gstj6PwFk7mDVrV3Iiy5o2WvkcWTuf6AJVQhTmnHbsTplMzqSLfqztU5+ujawpVJ2K27VvvHQZwHVTV+5rt2deEw3CIhozZdEqJt6LR5byGPPRnZE2bwTpCli5B1RUmXW/D7IP56hf04Kxwlm03PuW0ps70Le3JU9NjwNvvlJ2aglT168gQ65NQJkZvDsPnRYRGJvM7pcRlJ1ZirvxEhYtWcrSO9+QXN3JWbMYRCIRM08+pdDvE563I2grEuH7+QO1k58x7zaUWSsrCv5VuXNkHdLSUnZeeI2DQ+WqdeEJKcy49JnTQxoQa7a9aijgy0ispGLcNi3AWqO40m+ooETKyU/xFB5fybi1y6qIKO/4bAxVyijMrtwP8vfIFIBCQWFhYcVnCoUCqUKOy7uHFMuk3Fi9jC4OI8lsPpyzOk1B9yutXH6lRQMbsjIz6dSjN/e+BpNjWh21Yj2Kc8wh1g8ivWioW4zHqZO87SColFuVnJbOrCP3eJFvStEXT1Z0t8FQT4um69dxWxLPdIGAp97fGH32C9W0IdNtPtGCDZWuf/2xyxxJMMWxegyHxkxDRaVNxVhaupjhBx+Tb1iTl3M78kCwppJtvyRkM/K8PwU3d9Bi9uhKtpNJZTzZOoqcPAW58nr/v9ur5N+IUmQpUfITKS4qxLwkhQZNWhPyLRhhWyv8opPRKc1FIpEQnZ5NUcxXJG3M8Pz4icySfJ5cvU5r0XL0tdTRy00ku04bXoYHIQ75ytWL8cii/LAzUauosnQ7MJUOtU2ROo+i66ChXP+WxvBm1YDyh1yqigGbZ41DKJzKZs94+pQFIBQOITcnmxoFEdh16v8zTaREyZ+Cex6/Ypr6iVFXMllW9zzuZS04Mbo5nau1xrvIGIVldTzG2LFDcz/HM6tTeHIO502Xkl6/D1mpiYy3syUiIZWxpz5yekxz6llVQ7XlQOJfhXBtXA90ht3AZsMNZN8eoN/IgjbdTGhmms+D2QehTAqdJlKWlwvfnjJcJGLti1haqGdg1LwOv/76K46n31H24RoO3drj5OTEhJuBrOxZDx3L8pezAfseU+b3AofOrREKhfz6PBgDSpg7ZTBCoZDojAK+yS1Z26cBQuFkAHxPLcU/ozadOlsrKwr+RYmNDqe672E0Zz9gZ8OPlYQGwLQTT8n39SLWvG4VEZ5ZWMrRD7E4qcYzeMOGKr+hE+/CqaWax7jFc374+3oWnIi1Wh6zNmyoUjXwb6jni8GsFoGBgQDIFQpGPruKrroGF3qNqPjeh0c3cXFxwbw4g3vJCeRrGOAVngQKOfF3HlBUlAk5aSwY0gt9fSmFJrrodh5cUfSiQ4fyyptlMjmHPENZfcefosQE5jYVU3uQbYVdkgpycXh0kZRkHbbcDaXs/Q3aCkqYvmVDJQ/W3MM3eVFaj2lWMeycPQYVFZWKcy2Ryui7/xnfIuLZ3Cadxja9aPw72/om5jDolDdHhjcmxXx0lVLt17dOxkCWx7ybUaxa/X2/Sv54lCJLiZKfSHiwPxLNaujq6hGUksP7+x+IyVchMSgZd/dYvmTVIuzKCTroZiNo2Ime4WHMEH5P2O1mVMDdLpMJyXqH7710FFlibCWfuX27vMqSRCJh/RVPWqhnIOtUm/SiQs6+j+GOsLzB6NNwMR1tTFk3aykAHxND+GXyEAQCAa8fXSFb3xZ7ZTUiJX9x/D69xsxzCyrTrrPOzo9n+u0YU8uUoU2r8Tg0nXANK3yntENfS50n6s3ZPdiSfMulNOlbXtwi//BcPExWcSG7BjlfXhNlHklSAxc2PYuk4Np6VlhMQV69JbklMvh8h5b6PQiRNUM1J5lexyczniRmPutHscdCbBvWotmw6Zy6E0jm/sW4bt/Cx1w9dEws2TGqA9OdhVz+JiY4JpFzw7tTbZCI11EZpGpasNmhKXOmTUWmZcDW5+8ocF+F/oryl8gpx97TXj2ZhdMnIxAI8Hr9iPqlkUg6L2bj9Jk/DNVS8n+fT24zSTTowdR6dojad6k0FpNRSJDcknV9GlRUsf09bu9iaUAG+7asqVIxEODoi6+E3T6O3nTHH/6+7r/9gs+Tmwwc2vbv/v7aGJbwsmlfZPleLH/zkB61GzDTrjW9a1bOI7a1teXZs2dAea6Vi4sL1ta6xMfHU81pLK8/ezNOtRbLF8z+4bHyiqUceh2K6/NQVHLTKbrvhkPLOmxa4FHp+wWFqugkNuKA71f62Zchj1Cwd49bRXhhYamMgfse8yVJytKG4exetbDSccITUhh4+A31rWowziiZmc5TK40/CohhzIUADg1rzKSODaHj7/tkybm2dQp6aX7YrbjNVtu7ysWRn4xSZClR8hOJDPhAtlp1klLTic8q5Ne9y+ixwo2erewQCgfjceorC6dNQiicQIuzr3Bs07TShH5yuZAmU9ciFrQGH08EUa95F/St4jt7T54jqqA6UceWs27HZl4EZJCVoc3He1fo2kjE7cA0hjUt92ol5xQTlVFI5zqmACR+eUSaqg0SiUT5gqXkL4s4LYWs4+Moc9hF/y59eFlsQ0mYmO0OdiTlFOF0JYArk1pjYaDFnBvfaG1lxJwejcjtUJ+We95yaFhj0sxXYdx+CIXvE9k2oCFCoRND3d9hKvbHbNFotBs04PQDMYp7v2DQrgVt5k/DrU0ncvM/cD/wBXMeDkbxxA1zXQXrXY8hvOrPgT7VyRVsoUMfBwZe9OG+Uyt6NOlJel4Jqx69I99jJefMZrFw8VLm3PjGgeHNGNGsvLiF02V/nNrWwsbCBaFQyJOwdLyj08j4dTbuehksWbyEjEuLUem9jpUTF/zkO6DkZ/H26U1Ms0OZejETea2q4aJr7n+jjVoKC6ZPqfKMkMsVnPCKZbBKEg4/8GKVSuXEyw3o21CAo6PjD49fLJVDWUmlUMD/yomFY2m025N33kHEPLyHk8sqGltZ/7fX9XvBBbDvmxfbB42mlr5Rle96BsWx7oonQXJLrBSZZF3aBknBODg44OHxXWDFp6Qx/ehDfOTV6aKeyKf9C0ndtYr7165goaOHRCJh54kLPFBpSvN69Rlm+I5Zzk6VjhWYkkt3t49kej1m5qDGrFhe2d73gtIYfz6AgutbSDMfB52+j6enp3Nl0yRqy+LptO0tpmbmyvDePwFKkaVEyU8k3u8V4QkFBLlforZpE2bu3I63oAWDmtZEIBCQWlDGKtEsBAZa2GgbI/bzQ9KxbsXEbm5uztu9S2hz4xhGkVHcuHOr0sOusEF32ub447BmJfEt6hEba0CvkmScnYWkpou57hvLkvZtAXgQkkZ/W3M01Mrr4ejEvefyJymyHzxclSj5K1BaUsK7rUMorTuQsaNncfNLFLueBvF+TjtUgNFnvGkhT6SJUSvOfgjnqncEn+eXF4qZcdkH86IkHBo2J7X6RDoe8ebm5JY0rG3PqYAkPqRmg+8VHMR1CU0SIE1KpY5GAbXmzudNnpguOZnkpArYd68Z0q9PsNPM49ZbL7rte0Hpt4/cjcji/v37NFt7mYIPD/hsEUGPJiIW3Q1iqn0tbMxnIRQK2fLoG4rsFLpWawLAu5hMnkdICBH1wEC7DaVSOQtOvWb/sGYkC7YhFAp5dHE/ClV1HMbO+3nGV/JTkcvlZN3ZiLTLUrY0oopIEueXcDswlSK3hbjrS6o8I95EZyArzOXorpU/9GIFp+VhoCjm2f3b3O3W6YfPGG2koGP4357n7cxY9KwTKC0dS9Kz68z3mc6VSxf/4YXBJR+fML5e0wqBJRaL2XjwFIFFuoSpVKNIoUbuxxesGtyKJdMn46YRDlARRiiXK7jgl8T8K5/JCQllZecclk6fhLtuFsJxQm7EhuIeFoD+51JeZAtwNAnm8goXVFQ6VJzD38qw3y+tw5aBjSgQRFWy99/CC1/LbLg5uSUBFuOqhAhe2TQJi7xQAu1mMsTsx9UTlfzxKEWWEiU/kZqqWeQ37UzNrgOIishFJBTRavcrvjy9Q99aY8gtkWKup8nZ8AASUtL4eP0S7XVyKz2QbG1tWTNwOIuXu6Kt/v1fOiElnRNe8Tyf3pcOtrW4EP6VRe+TeT1nJAKBAbO2HaIwpZSnNyKoKRSy9+4HFvZvBUBaSiJW0mRGTFyrDDdQ8pdELpdza9tk1NW0GLniOPFZRThd/Ube5Q08Np/E1WaOiNNS+bhzOvt0drM/sw7551dzQzANm74TeRmShGTPDE4bbOFURnXyPz5lXTV/Ek0MkfjXYFd7Q15/q8uMuS6MeJgJEWcoHjuA16Nmsv+bF0OtbTE88obS4mxqp3pz+9FDFnm8QEXXmF66YvbsOcBp7wQwtGT70JYIhU5c+hTBk6+x+C3qjPUYEdEZBex5E0Ph8cWcMVnK5KlOjDn2mk2DmmKgXT5X7H8bQz0zXSZ0qI9KRxE52VkYem5Hd/pl1NTVfvJdUPKzeHb3ItpFYpoNnMSI6tWrjB94FYqtWhZDVyz54TPium8cDVUzmPkDLxbA22+RyDMTEYlEf/cZU1OrDJ9qDfHz86kSUbHxiyePEiJ5N1TIxOr1GOE0lw/12/NSx4guLjvoJFCQEPYNNze3H/bPgvLqg88TYxhs1ICxR4+jqGHH/a+JFBVbQvRnCDvBeueR6A9thlBYHka7ceNGoLy4xuVPEYhu+WNhLuDihJYEPYtEKJyEQCCoeEb3Umiz92Em8bIMeLKZVpPHVsq/KpPJGXPgPq/SdHCxiWBujwHQo1HFuEKhYNLBuzxJVkNUN5R+zfvTr/n3579MKuP61nIPVqDdTGbMrFziXcnPRSmylCj5iQjyo2k55yhXE1UryreHpOXi77YKtZJc9BSNyMzM4GliFNVMBZi3aF4ltCIxPxdddY1KAgtgyYnbFEQl8/ZuBB1EIpKSS6E4Dwv1EsAA6rWnX+k3hMIhHD99hpA8a1K9HkB3O7yfXqFY0IGVK1f9gdZQouTPw50TWzBO9ab9Lh/KFCqM8PjCsu510TGfRN2eI1jwMJpns7pyz3gn97Xb4NLIEFPzafQbOYG+HoFcnNQGf8EWNNsMJOpZCFiK6ZZXlytBJZTEv+N1ZAwPHjzAbtxSFMU66LSsyfwBQ2hx/SheQ6cx64ov8mw53NiOdetWHLj+jMdZRnBpKQPWLCVbRZcF13144tyaLo16kVVYytwbb8m+spkrgoksXbqMaVe/srxHXXQtliIUCnF2u01KVBpZH2Ogqx0pucXsehXJh/mdK1787h9cQoFWI0Y0bPlzb4CSn4r44S/cjDah4/nzP/QynXgXQdq5nUxYPO2HXqN7ftHEXzjEoPmTfzh+8ux5JDlqBCWH/F2v065Zo3i45z3PTxzDzc2NDRs2cDLUF001NezNazCvSVs0VNWwNLfgjsdRDh50495XH/zKTAkTtAFrO7rsfkyDat40t61LcFAQpWVSitCgVE2bLF0TMvNqMMLbj5yQCBobR1H05Aq9WzagdetW6HYZWeGx+htyuYLDT31Zc+8rmjq6SO674eLsiEPLnji0/G6nUqmcjQ+/sf9tDCt61KXxAHOc6oxj5KDyHCuJRMKek+d4rtUKg2r1WK/3mfnTKue1FZRIcb4aQJpBHdbU82fR9MmVxuPj43ixfTTGaqV03vZW6cH6E6IUWUqU/CQyM8QYyHKoU78xIb7f6NNAQGpeCfraWmzZvJ6QXBWyE6M47B7BUuFkxj95TpjPZy5dulSxmgbwOiWWL+LKJW4VCgUhWvWZ3lqKUDgGgAOvgpGkBuLuHouTkxPXfOO55dQLgUBA7W5DqXvHl3nTyh8AJV/vodtq+B9mCyVK/ky8eXwNc6/9eNaeS2upnEU3vtFAoMc6h2akdGmI/f63nBvfisY2Au7ZD0clJJ2tQ1qQkVGTTnteMr2jHcWGJew2Uyf/cSQ7+lRDYdoTuy4DOHQjkm5JH9izZw8SiYQEk0agFcJkmQ1dbZsQU5BHA+E2JJoCSvW/0KB+HZZv2sH4B6mM0A+n2aLZTJoyFftfX1H4/BzP9ezpvGEDs298Y1SrWjQ0n4hQKOSXZ0HExCdweWRPLAeJiJIU8F5mhah1Ac7O5cVzFtzwpxkpmKoUA/pEhgdSJ+oGw+6rkVNXGSb8VyUhLpL6pdG0G7D6h14mn8hE8uVqrJ8x7ofjCoUCsUKXvi3q/t18qxlTJrHpxnuamKj+3bxfO+vqtNbJwbubE6eeP6LLsCE8FUezyb4Hjf9LQ2GBQMCmTRuZL5Hg5uaGWPIO3zQxlo1ac+f+FTLiWhEeEQEKBRTlgqkOOv1aUnZgB4tWr0CvuwWOjo7cbSGoUkERIKeojKNvwtj7MozCvGzynp2kd219+k9zrBLat/roFV6r2aGal07h8UXoWCxj1CARXes2ICRbwiYfT8IfhnAxWYCDZRT31jujqtq1io2HnPSim50VHxd2Q1ujZ6VxcVoKn7b0JyNPhfSWUxmuFFh/SpQiS4mSn0Sw33sy9Rpgr67O15RcFnerQ1h6PnaWBohcRJx8G8aXxz4UdTTFIzwAGaogk1bZz8BaDehnVbkXxgWvCDKzMtm+tLx/Rn6JlDypOXMbWSIUTmXDsctkiVX5dP8q3RuLeJNYxNz+9ggEAgoK8rHJ8KZ230t/lCmUKPnTEBroi9qVGbys4cT6jdvwoTZR+g346NIZmVzBqDOfaCpLpIVJK559i2XLo0DezW6LmqoKU/ZeIypfg9vRt3DuvgDDCDPSve9RoFuLDRs20HDNVQpfnGPwhO7Y2toy1WUZhRr2EP4FtU498YyO5PL5cPLQg4sr0Vo/g3v3HjDw0AfyPtyhw7CWiEQbWX4/GD2VMvB/AEPtOewZyuvAGD4v6kat6uVhglueR1JwaglnTReydOkypl/7yqreDVjWYwAAD0PSeBGSTNa+ObgbiFm6dCn+R+dR2ngKoiY2yjDhvzDvrh8mW7cN06fP+KH42XbhEQWBwej3qvHD8ZxiKTKplGf373CpTctKi4J/o0uz+vAiml9+WYiuru4PvwNwZf5gGuxQJ9HEhpnz5uJ95wECk7+fb/X7kD4oFz2dLVRxdHTk0qVLFBYWogCKDXQZ6TCYz+o6lUTV7xcWFAoFzwPjWHv1LWFyATZkkXZpF8vG9ie4oSl79uypFIoYnJrHyAPPCE3XZIpNBLsXj+SMybKK/yVLXX1yimQcf+FLQZ45U81j2O0iRFW1cpn15+Fihp/8Qv5zD1qbdkNbo0Ol8ajwYKJ+GUCpVQ9k2k2YNm3a37WHkp+LUmQpUfKTSAv5hNSiGUmp6YSk5GCpXsoXcRG2FvoA5Ck06NG2Of3r6lPHwJjPn3wxsW/D+PGVO7sPfXqZo10GYa6jB5SHMyy/85WU67s581uT0asBydjV0KZGx/JSuEW129O/9BvOzmOQyxXcC07j1ZyOAHx6cYtcfVvaWlaNw1ei5P8yEnEqCfuHUtRtFXOGTCNFtz7XS2rxcao9elrqrHoYgiQthY87p7OHDezPqkvhk2NcrjaYxbVr87GsOgTsx8G8B0EJpWRKdeH9BeixknMfI8iRqrLO0R6hUEiJTMplDTWQJKD29D3nGttTdCkeWW4O1sG3qN3BnlkdHZhw1JP6NWsya2hLhEIh7u/COPkmlIcTW/NW4EqPYePpefwLBR4iLgvmVgoT1LFYiFAo5JhXHEVlMhZ3Ky9rnVtcxuwb3zgxpgXR5psRCoU8u3ECg/w4us9/hLaO7k++E0p+Jtohd/HwVpDv/mNvpnH9ljiiglA47IfbF5RK0VSRUfrfHKNZdUMKFBpg8PcF06Egb1wDPvBoai8GnfxMjEEHJghncNH9xD9c2OL3+VF/E1+nQn15GB9Jjxat6dGidaXvKxQKXgXFs/XqK2I0a5KXl0fG6/usHdaBhdMn426cVMXT5RuZyByPV0RhzqIuTVELfMIMZ6dKx1YoFFwLSGHBnSDsZHm8vraemyucWYSUv+0pOS2diYceEqJanXNjmxFh3q2Kl+zIvh10T/agoJ0LE2dv/IdsoOTnoRRZSpT8JGQJfug17cfu05eRStS5dM6DFFsHbM3LxVJyTjGq6lKuRgdxuMsgMsVphPr4cvfu3UoPvmo6+tQxNKn42+NDOMhlrJ84AKFQiEQiYdMtL0Z0qU5KYR6lUjn3wrPwXjAOgZkur6MyEOhp0tBcH4lEQujj05g26POH20OJkp9JaUkJb7cModS6J2OFK0jOKeZWWQOGaEZhRBseBOdz3ieJZ7O7c89kJxczzCnMiKDa+NYMGjacq9djWN+7BhoWgxgxfjLd3QNxH9+aMIstTJoylSa735B1bQeqTuU9gUKzJagXZ1Fq1ArZRFfyiyzh1UkI8US4YQNTlyyk8cGrFMfks1otmhWb1uMVlsDs618pvbyGt+YzWLxkKd0Of2Rlz3poWcwtbzL8OpoymZw1A5uhNqg5flFJLLvlz9NprVH7bcV8+f0Q+jU0Z6R9PbAXIRGnovNoNdrCi0qB9RcnJjoK67JE+g1d9ne9mWGSQpqolfzdfehqqIG6Ng4ODlUWBf+GmqoK41vXJHze/2PvruOqut8Ajn9IJUTBC6godrdid01FZc6OTb3YDp111W3mdM5hzRlzFjp1dmF3dzcgiijNBaT7nt8fbHdjqIsfgvG8X6+9Jqe+33PgPvc853xjNhCYqcngep/bhCbGU9fOgfMurhS1tMK7iD1Np0Rw1NSJXgu2U8NYi6VhWpY+U/+ElWkeZjg1BzISl8Wrf8GqSlM2nL3Hk/R8GAIvLp3ki/a1+Xp8b9aqHusHvvj9u1er1TJ/1QYCHRqy404QCRePML1TDSY7twPnqpnK8wmPY/i2m9zzD2Ndn1o4OdTEI18Y1Vs6Y2RowPw7F/jItjLtF50m0NuPqfUj6Vy7LdTOPAfWqtmjaB6xj9OF+zJZEqx3giRZQuQS66j7FK46ndLF8lMj4QZqdQ96bfUiMuIu2qoFeBIejV/ITVyalwGgTMniOA1wRa3upj9GaEIcwys5YW5sAmSMVDRp7z3Cts/FcnhPVCoVY2f/yLNIKwrev0i/EUM57B1OOVsLShbMuJnyuPgYh9jHaLWVWb16NfXjb3I2pmHOXxAhctGu2f0xNjSmy8RVpKTp6PbLdaorgayZ8jn5Ul6wOqkSm3pXo2jhgpwpUYWgBIVOTiEMat+VA/cSMI6OYnDtWti209Bv/RUcU4Jp6FgDF42GWXuukBT2DPxvouDCiHP7qVGwEMf7u9KghysM6Qc/jae4SR56aDT07t2bEd9vJC1RBbsnYaL5grjkNDqvuULKidU41y6LWq1m3K5baIOfM6RXK+ycNRy7+5QZB+5y9rfmi4qi0HP1WRLO7OCC3SMaVdCw5/pjNl95zPVRGW+utVotO6Z2x9KhDX2btM3l34LIbRtW/UBJXWHyWeV/ZfLyKDCMCx5zKZIW/tJmfvnzmpCalsqBE2dp/peHgn82pV1lKt8M5NzyaVy9ehW3Bd9TrnARjgY+YUzV+tRU/dGaokQRe25878q3K37lVEw+5keWgWBvNo6aR9PSBRncrQNnDu/H1TVrf6rf+QeFMnTjRoqVr85tgzQ8Lx3jeUoeXiQWwf7JRUKvHAL/20wdOQhLlyqo1X0yJVa/O3TbD/XSPYSY2NEy8QE3R7Vlj90j1Oo/Jg7WarUsX72W8NIt2XgnnPqGAYTNG8Zd1WzaaTT6YwaGhvDD/ltMjY1kSosKGNo8xdU18wAYsTHRHPy2F9XiH3G61CiGfT76pecn3j6SZAmRCx77+mCTEk7BQsV58jySXi3roVKpuOkfxvFVs6mcN46bkY74nd5DL5NW0PAjzIwNSVEMMx1ny5P7PIwKp6VDSbRaLf2X7KF84ZKMG9ZT/xQyqnh9Wiffp0KHNgw7u488QaWwj3iAVlseqwI2bLsdRMLPk/CwiKBujXLE++Rj2OdjcuOyCJErdq+YSYHgS9Sdcw0TU1OG77iLfT5Tfu7VidUW7izVFiPu9h5mON4jT4H+nLiVzk51LdqWceZGQDSLz50kfrkba60n0qTHIHbfDSR20TA8rKbzxZhxzD7uS+KxVVSoUIFBw4cxy/sqfcpUxdLElOXff80XM6fTtXlLFi1ahEqlovc3P3Mo0gq8VuDcvCE9evai7oxtNC3jgNOnrXB1VbPPO5IVZ71JWjmMddaTGTZyDL023CDecyHH7FyoqdHw4zk/8hW057uudVGr1SSkpDNw622id37PTttuaDQafpo/g/oJD7lm3i63fw3iLVDGzoyI6DKv7ZOXrhi8tH/w7wwNDahWyBKlU99XDnwBUMLGnK9blea7hG85cPJ7zh/fzokeQ/mlxcsHXVKpVCz8ahRarZZ5i3/iYHAwd0IUfA3t+WXtQ9LSHJn7/UnyGIF9QWu04eGkYEgeywJoYxNJVgxJUwrhGBVOceMA7u704PPubSlma0znj13YtCkCqPPSt2P+QaFMWLWHJ5bleBwSSdS1E3zkYMjGGauyJGKp6TqGLt3FziAVtWIfcndCV0xS4vCwiMx0XR9r42m/6BQBAamMqfiYNS/8GN2hub5srVbL8qULqR34K4qqKk3n3cQ5X75XXk/x9pEkS4hc8KvHUkrr7DmxYQO38zVG07w0yWnpxJGH2RNHoVarWbDsKsW7t8L1M1cAQvy8OXvwEE5m0fqA3rZoadoXy3jTtXDVeg6E26PJc4cJX2asj4hPYbdXFA81vUk1TOZxUhLTT4SRtHQ8DcxfUKlDP6o4WNNtSsZcJcdXTMKgrPO/bn4hxLvqzOHtqC4tpNCE01jbqPjh+AN2XvHh0qhGFCxYkAM2NShgnEbdwuVoUrcRk3c/prlJKLULmJKUmk6/Tbdw71CeeLuJ9Os/gPYb7/K9cwXibKejVqtZetoLO9N0ylZyoML4YXz36Do/N+0EwPHAJywxjiHpwSN9fdac82ZfrC3N7e6hLd+UdZ+60eXH/Tx8FMBnBQKYMEGDV1gcbrsfkLRlGs4tGqNWqxm1+x5tKztQQ5Ux2tnJ+/587XmHU0OdcCqTMTLZWM/7NCtfmPpDu6FWq4mJfkGjsG1cKNKTYYOH5sr1F28XXWwYSSavnwBYZW1FxeatXtkUEMA+9in7Ys0YO3Ys69ate+V3Sv6iiSTZ66DWEKrtPY1jD5O/raNKpWLOjCmM/20kQYimV6/KbNmzn9C4VH5auZpijZvx7PJlSEmkacO6+B85SL+vvqBoHjPGDMgYKMIjX1im/lV/fSsXFh7O9BVbSCpRj823gkj0DaR/rXT2je/GL7aPs/TNCgsPZ8zyHVwyLENRm/K4mdxm2pDeqKzyAnn139vBoWEM+mkvl9IdGNmoEnnvP2eQq5oxeU24HxXOaq8blDDMg+eMMXQ3vsRZlQsTZ/2CoWHmh6zi7ZfrSVZISAiLFi0if/78NGrUiCZN/hjGcvLkyZQqVYpr164xffp07OzscrGmQmSfsipTtC/KMmDAAOb8eJ3zuzdi+XFXilub8+WEjEAclwybXXvrg3ijauV5FuCU6cngyPMH2d22Fw+9vPj5iTENrKKYMPhT/fofTjyktBKOcUocZlaWXH+SQrsKdjScMRkXFxd6rT9GrybV0bTVkJ6WTqHHnhR088zZi5HDJOaI33k/uInh5sGcLNKP4arCXHkWxeRDPsTvnUHvoj3pUasrd54lc2hYbRoUac83R3yIDL/Jle8G42ERybMSLTF4EUj3ypWwba7h+8P3eBEWTLfKFbFtrkFRFNyPniJk23wGu/UhTVWQ4ZXq6MvXKQrLm3QAMp5auy3byf5YFXHrxtNSM4x+A4ew/W40wXkdmO6kZbBrf54GhtLsx3N82bgYpnaDUavV7H2SyEX/KK6NboJlnnokpKTTa+5p4vcv4aSdM04aDUd9wtl6O5hbY5uisshoKrhlZj8MbGsz+buluXL9PwTvWryJCXzMJe9I4pYseeWIfybxEZy/+yhL/+A/m+vqzOHo/BxYvQGPlwygsfT+FR5FRzK0Ym1uq+355OtVnHXswogfNuBklfraZn+/++tIgtMqVECr1VLSykg/miBA79692d2wBvPt4JSLWj864cvqHhoWzrSVW0ktWZdttwKIDVFom3KXS8PbcniHD2p19yxvrtLSdWy7E8y4LRcJDkhkcAVvVoz8HGia5fjn/SLp8fMZgnyDmFg7lukd2kGHavr1xSzzs+7icXzXjaepUTiL45uydP4PkmC9o3I9yVq1ahVdunShVq1a9OjRI1MAGj58OA4OGaO7XLlyhY4dO+ZiTYXIPobBdyhRz5kUU0uSk5KYNWss/qlmlC+SMdLR46gXJKSkcfnXzVT+7csm+OFN/F+k0LlzZ3bv3o1j6VI8jXtBfNQLmo37gYj8ZcgfeBqV6nMg42nZvGMPSdo0FY/8wTgP7I/nnQgO9m9KizIN+NZ9HrdeFMXl1hFoW4VLp/YRb5yfZjXrv67q7zyJOQIgIjwU/wUuHEitw6LZP5Jq5cjihIp0rJcXQ4fe2FeozXdHnnF8cGOcihTgwtNIll3059jgJhy0/p6Krbsyc9MdYpcMZ22ByXTo0ZepBx+SsmECa23c0Gg07L/lR2o6tB/RmYOlbThXu7m+/Fk3zmBvZsHgirUB+HTBVg5r8+Ka/zYVNMMxaVGP8YcucvhqMscGO1G3bGsURaHl5E2E3byAqao4Go2GnedvM2ybDzt7lccyT8ZX+hjP+zSr4EAdlTNqtZrwuGQGbL7FL71rorIwBeDK2cM4+O2j3Hf3cvzaf0jetXijw5C/jCieRZta5bHWqYmPD3ztHFejm5Zmn+l84uIeo9VqKViwILueeuFomZ+g+FiGVqxNRWtbsIbzC75g6s+b2fbCgW3XH7P92mT2LZ2Jne2/m//pZaMJAowaM4Ym2pAs82tptVpm/rgCv3QrTErX5ohXKHEh6bRNucvRQW04s8cXtTrjYWe1vyRlianpLD3lxXfHvClXuCDzP6nO89N+uLp+lqWMeSs38NC2LjeCE5jSvgoxl/1wdf000zYeHh6UsTOh9KkZ+JfpxiOjUix9xTD64t2Qo0nWvXv3mDx5cqZl1tbW2NraYmRkRFxcXKZ1Dg4OpKWl4e/vz/Dhw7Mcb8WKFaxYsUL/c3h4+JupuBDZzDbiFkWc5nA7KAan4gXp4O5OsGN1/O8/RKstxfGgYEwMU5k4cQIGBhlP3MZ/9jHrw8/itdsHNzc3NuzZxelOA5i88BfCHRtR+vIyfti0Vl/GFz/vJikoHOc6FVGr1Vz0j8EsRaFKfgUAVb2OlHtxSz/LfMDJtRhX7fay6r6zsjPmSLx5f6SmpHBmZicC8lRk0cHbFPlqJJ7G1SlfLIVJzWtQPn8b6i48TWPDJ5Qwq0VMUiqf/nqL5V2rUqVkIUqPHkv1+Wf48eNKhNtORq1W02beXlJunaN1zXL6fhdTNx4l4tp5jFo68OtH3TPV4bo2mJ8adyAtXYf6l/OciMgDmydRbOwINBoNn+8/wa5L8aRvmMRp26HU1WiYfMibvKoizG5dArV6AJEJKXy65T4ph39i2SMrOuzfz867wRx7pOXmmCZY5a2Poii0XX6ecmmBVLeuCUBUpJa4dWrSO87Dzr5Ijl//99X7cI9ToHBxapoUJBlemUD1qF2SzVefcG7GECwsLF75Nmt6h2psuPyYb/bf4pTXUKbMmsn8B5f4uUlHvq3bKtO2KpWKZV+7MTUsnHZfnOeqSWXKuZ+hinEkZYyjGde7I4f2733pRMF/Jzk9jXKbfmRAaDp2vfpxPzSe1XtPYlaiCsceBhEZUwye3aFbHlNODXHmxK5H+kEv6r3k3B5r41l4wou1V5/jYBhH5IbZdBmtpnc9DdTLvH10YirdftzP6Qg72iZ54f11f8xNjaBZhUzb/fzTEvLe34yZeSx5Bm6lb+M2/+ocxdspR5OsKlWqsHv37kzLZs2aRXh4OI6OjlhaWmZal5KSwuLFi5k6dSqhoaEUK1Ys0/ohQ4YwZMgQ/c9OTk5vrO5CZJeAZ0/Iq0ukbIXq7Dj5GKfiBdF00uA0eQPXPX9ldb5QaNyGKvY29HR319+wVSlRBHvTdIJL1yUlJYWxJ/bw6FYI91+UpH9BP+Yd2av/8klL13HVsCRDa6Qya2hGe/ipPxzihS6AtWufoNFo2Pwgilk9m6JSqXj2zB/HwGPk6zElNy9NtsvOmCPx5v2xY/YA0tJ1POw8jIFlfPA2r4GFYT72u9bFyNCAIdvuYBgdwu7Zg2loHsUNu6bYJgbSuFBGs55vjvpQvYgVAxqVg0Yazj58xv1EC7i0hUaTxus/h3fTrKBFMSIOn8Jx6ncApOt0jLt0hM2tuvI0MJwmy/cTpQ0n9ZdJVChZDDc3N47efcrKYxGkH5yLs1N51Go1C4/dvz/ltQABAABJREFU5+dT3pz7vAEVHJuj0yl0XHOFnrUdCXtsxYIFC7js85x+v1xn52c1sMqb0bdl6fmnPPQPJmDuYDzyzaZ///54TuuMuX0D+nRxzZ1fwHvqfbjHMbN1JF/YJb6aMeOVCVQ9xwKYmFvhOtmd+Pj4VyZj5qZG7B/cgLqpCmcs/fleM4k9q9agsnl1klTIzpZjiyezZo0HT2J9+fnUfc4Xr8mGVQ9JDzVk87y92OdV6NyyIQXNTThx+CBtWjTl+KH96DCgc/deJKSks+fgEcpUq82p6/exKF6OuCdFmBWagPuiKxQ2TsL/6nW6GijsGdCWo5vXYGBvgduILqhUKmq/5JwDQ8L4cuVOAgtW5k5oIpWVYOJXTqL36KFYjFZnGSjkSUAIw1ce5LquMB+VqcDX5hcYPeizjATrT1KSk9m36htaPFnCFdvGVBy/hOLFS/7TX5d4y+V6c8GBAweyaNEijh8/zujRowEYMGAAa9eupU+fPuTNm5dJkyZRpUoV3NzccreyQmSDB1dPEpu/KoaGhlx9/oKe1TOeJBvYFGVYz06U7dCIcWduYxGRB/WYzE/tFvaoS//ULzhz0gOTbb6kWpSGfdOpPPKzTNutPOsN8VHMHNsDlUqFNj6FJ0pB7Iv7o+41CO+wOB6GxfFx5UIArF86C/s0O6KOHKfKXyZnfN9IzPmw7Vn1LTaB57ne/ydGVanLSZOK7D74kEsja2BkaMD66wGcfhLB4RGt2FbAnYINXDi69z4RC4fgYfUNrfsMYdUlf4abP0CrLY5KpWLo+vOkntuCc6tm+r+ZY/7+6AzzwI9LoXwlffmHAny5GxnG7mt+9P/1Osk3DzGunh0PWzVjwYIF3A6Jo+PqK6Rqj1G+bTXWTZnDNa2OqUceEbfSjb2qMVTQaPjygBcJKemsUDfEpP9+4pLTaDZ1D/GHV3LbrhUfVdNwNziGGUcfsc+1PmcKzkatVrPiew1VE/y4Xzz3m6Z9CN61eFO0ahPy3N6C+58e8P2VoaEBkz8qzzzPSB7N6v3SZExRFMZePIxf7AsODaxDp+UpHIu254fFS8lvaf7aN1IqlYoJEzRotVoKGWUMbNGpa3lWewbyND6BgyevE5ialwTFCN+nSawPvkFsYkHQpbNn41VMDXT4eYfi8PQsgV63KO2cxM8urbl2/ADjBrpgZGiAh4c/avUnqFQqGs+Y/tJ6/D7wRZxj3Yy5sPwj6FHlIc8mDyQ+OirLwBkALxJTWXTWD/ejD0i4f4/xTWKY2/8LoF6mY2u1Wn5aOIs64XvAzA6bcScZXeX9/u79ICnvkdq1a+d2FYT4W5u/VStb541SFEVRHL45qviGxyk6nU6xnnxICYlJUp7HRiuNJy9RaP25Mm3atCz79/56gUKnCQquk5USlWoo06ZNU8LDw/XrU9PSFdsJ2xWK11Tc3d0VRVGUb454K+rNt5Tb2hBFURRlnOd9ZeK+B4qiKEp4eLjiMbimMv2LvpmOI15P4s275+zhncrZAQUU7/s3FUVRlJsBLxSL8bsUVMUVd3d35X5wjKKaeli5HRitKIqiBLxIUOymHVYO3X6iuLu7K8GhYUqtBWeU7jN+VgDF3d1dOe2rVRy/OaLM/n6u/vOz2++hUnj1j4rFmC0KoLi6umYcLy5aWXjypOIwcK5iNW6bQrGqirOzs36/y/6RiqVml0KZ+kq9z3oqR7zvKTcDXii2Uw8r+29m1CE8PFxZdPy+UnDCDsX7WZCiKIqi0+mU7uuuKX3XXVK+/z5jm7ikVKWy+yll7ZVn+vP3eXhbOT/ASvlmygT5rL+DciLmJCbEK1f6mykPHtzV/729THJqulLhu2PKx1/9mOk7KCktVZl+7aSy96m3sunRXUWbGK8oiqJ4PwtSqn61UbHVbFVwrK5Mmzbttcd/lfDwcP1+v//by8tLmTZtmr4ef14+Yv53So0tyxSdTvePjh8QHKq4zlyq9F9/Wcmn2anQb7HSftpq5dbjgNfW96ZvgNJ8iodiM/mg0u/Xm8ol72ev3N7X+76yYlhD5Vg/G2XWhMFKenr6v7oG4t2R62+yhPjQ5A28jnWnyQTHJJGQkk6pguaEx6UAkEIS3Y5uwzLdCJJigaxP+n4c/Rmpi+dz0jCGQxM2U758+UzrPa4+p5yDLeNH9EatVhMQEob70QccUNei4Z7V3Go7gOVnfDgxJKPpyYqfl9Eq2YvgEl2lg614b/k8uAWbXKH3GspVqkFEfApd1l1nYacKvLD7nO59+9HW4wotjJ5SxLQWOp3CgM23+bxhCdpWK0nbahqm7btDbHgg3/RrSh2zjCf9XTbdp77ix2DXAahUKvY/86GUlTXnu/aj7J2jYFeazVu3cvVZFH712hEXbw3ed2lufhLnkZ/pn4QfvO1H9w23mdemGLG2XXBo14JHkYl0X3WC+S6VcK5REucaGk4/juCrgz7Er/mCPapRaDQavjlwl4sPnnBxdDOKFqpHeHg4jb7ZQpWypennVBTIaJbkvagnqXVHM2X4jNz9ZYi3Vl4zc54Uac2zn6czYdEO4OWj8JkaG7Ktfx3qL4hlz8qFXL52jc4zv6JusZKEJsbjZFuEQuZ/NI8sV6wwt2f1xuO8DxMMpvJLYhJ+vywkNi6efJYW/7iv1V9H9nvZIBd/Xj7C1pU5lvkxMHj5aB7h4eHMWfUrBWu25FJQEkcfBpEUEIdz2l2ODvrot4EveqFSqaj+l+sQHh7OtBVbCLCrxTGfcBKvnWfiR5WZ0ztjzrnf+3P9PqhF+3atub/9exyfHcCibG+uGnZg6KAhMnLge0ySLCFyUFBQIEXjvClQpjon7j9HlR5FREQEl57FYJUWzeVnT3B2LIM2LR95TE1xc8s6kaNKpWLppMmYGBpinccs07pnwaGM33mDbZ/W5KNqGcPHdv9mBXGPg7m07xFft27ClDWexD8N5/TuR9TVaCiVL5G7ZtUZPETmyRHvp8iIcJ4udCGx0Xg+/ugT0nUKfTbepEvVQgxuWgGlSXk+23QLq/hgtn07lDpm0SRXacejp89Y/0lpAPwjE5h76jGJq0az2XQY06dP59rzF9x9HsHZ+SNwMoumdp9uuJ0/yJXOg7A1s8Dm+ibCu31DQh4L7saGwfWrcH43tnlh+dmz+gck+x6E0mvDbeK3zyTWrhcajYaRp46x6mAMSYd+JtK2NTTW8Cg8jp4bbrCuZ1We2GXMp3fMJ5x5p58Qt/xzNhXUoNFoUC/15PazWHrkD8bAIGO00N0L3TDKY80nQ6fl2u9BvBtKOY/EzuMzpkz++rV9rqoUtmKRSwVGpM7hUMBWHp89Qr9kc75Ru6Iyt8yyvYGBAa6Ny/NZg7IsP+3FXIMJ/JhgSPSpfey8PJHdy+b81pTP4z8NcPFXdyJC+fjIZvx6fwH81kRv9Tqqtu7M9aA4dl16wNOUvMS/sKRO/G3GdG3B962Ksm+rD2r1xy8d+EKr1bJ09TrMarblxxMPCQw3xSXtAfdHd2T7rz6o1Z9mqceKFT+hvbyVmPvfQJmulJr9gAaFi/5f5ybeDZJkCZGDVv+0kKrYcGLXHo7EqXh05iQe1s+5nFAA/1v32Wz/mO2jv6T/wyvkNUh/5XHa7F/PltbdsiRZQ5bvJ+ahD7cP+/JRtYx5eu6almZwzVTU6p6seP6Qp1YV+LQaqNXd0Ol02Nz9Fcdei+UtlngvpaakcGJ6B0JMy9Orc8aDhMmHvEhN1zHHOWOEr1WXn3E7KIb9n7dhS3536nXoibPHDeJXfsF6m7FoNBrG7X1APdMwTkWH6o898/AD6hqH0GDKZExa1MM6T15udx2GlWkeADznaujdpw9mhe151LMl3YxAm1adJUuW6BOshccfMO2wD2tcSuJv1wu1Ws1dvyA2HoxhRG17Cqlao1aruf80iKY/XeLrNuXp6lQanDQ8DI2lz8aLbOhZFR/bjAnFTzzSckUpypeVHzDEdQAAB3Z4YO+9A9vxp+WpufhbdRq3YfuuCuSPucf4H/e8cgAMRVHwiLxAjeqW3Df5lFphT5ny7RjyYPDKEQcBTIwMGdmyEiNbVuLEPX+Ght/lklKQEnMv4GiSiM+pm1yNNqWouQFj1L0wMzH8x4mXVqtl5Zq1tPqkF5eDtTg8zsOobdd5EpPOBe8AopJLUHz7dYqZJHJ/x2q+6NEOBzuTTMeu+JK6p+sUjvqEM3H9Me5EO1A95jbzu9Tj6aldDPxtmpW/nnPgcz/Ob5xD80ebuVW0NpaD19CzRp0sxxbvL0myhMhBZawVAiIroVarObzVi35tk1Gru+F33J9aBhBePOMG6NZDX+7s3EAD8xcvH93JzoGyVjaZlj2LSuSqrgiTGsXon6YdeBhGHhNjfp44AgMDA1bv9yI2ypHTk4dgamzIuWO70RkYUr+FdIIX76edc1xJT05i9OprJJbwQNXAhZ9PPeSCWwOMjQy5FRjNVwe9Oft5QxztLBk1Zix1Fp1jdvtyJNuNRa1Ws/2qLycfPONEv6Ycsc5oJhgUncRR73ASF42j0nfT2PrkLr0r1dInWAD169fH78kTAuNjuBoeROdRfwzbnK5TGLfrJitPPyRhvQZ/2zFoNBoe+AfRYMFx4sOuccfBjvmar4lOTKXNvD1EntlOuqo2tK7MA/8gmiy7xIx2Ffm4dmmoreHm40A+XnmVX3pU5ROntgD4et3Fat8YxlyzoceBQ1SqXDXHfwfi3VPHbSVFvnHimykaXFxcmDt3rj4RCYyPoe+JnbiWr8kvLT6hZL4CXH72gm7rzGk0eR0t2jll2v51WlYpzsV5bnh4eNCpZ12uBcayxjiJu8lGbHsUy4/zL2FqoJAYkY+l809QvEghwoIDKVakEIHBIRRyKEpquoJfYCjGlgUIiU4gKa00BVZeIdU0mfhr3limmjKsuzNTmhTm1O7NDHTNGNDjZQNX/Flquo49N54wz/MiTwzsKG5jTt9m1ehy8zCfD+yfsV/dP76ff28WWKNKOXz3LqRm4nWU4h2x+/I8I8pVyb5fjnhnSJIlRA4yenaFFxblURSFO6EJrB3TH1UBM/xjnzDcuRVtKxQEoHCx4tTo0wu1unuWY1wLD6JX6SoY/emJtFarpcPCIwyuU4nvOme0B1cUhRlHfZjcuqy+PXpVqlKvSUFMjTP2DT60GBMnV3m6Ld5Le9Z8h83z05SYcJTvyu6lYaeetF19g/hfJrDXdihFR42h27qrtDbyQ2VYC7Bk0p7b6CKD6F21ErYtNaSk6fh8+2kid7hzRNVN/9BjwtZLWGsfUnPGGBq0a8OCSjVf2u9jnc8tjgf68UuLT/TLfANC6LjsFMnpOhJWjcC5RWN94tZy2UXirx+kdgUDGjt1JCk1nY89rtK+WnHK29RGrVaTmJpO++XniTy3h0RVdWhRkcTUdDqtvEDciV/xtW0IThqePn2C19yORFYeRI9K9q8cLU6Ivypesixezu40PTSF9esM+PY7d/yT44lvXJOJNRrxeeU6dClRUf89VL+4NbfGNWfS/oe0XO9N7KFjxMQlYPU3IwlC5n5WFRwL82mDcvqEZcCABrxISufnDVto1s4Jz/2HOLNlLWZ16vHg2lXqDeiHEXB23SImjBrOoFG92LlpPcXat2BPoC9O+YugVrvoy683IWt/rj/zDQhhhsdu0hxrcvTxC8xTYnh+YjcTP2nCnN9Gh+SjrAmTTqfjp4UzsfE7SN77YdwNL0ZUQw1ffT31P/4GxPtAkiwhckh6WjrFXtzCbd89EmwqY2RYBYf8eQG4HfKCQJ8HDHIaAIBOUTB8eT9dVjy8To2ChWjp8MdcGhOWb+NeiBG9fY4BNQDYdNmX58GhNCuS8fT8rl8Q++6HMKC2BQDP/X0pFnGFCt23vpHzFSI3nT+2h4Jn3bHVnKBs2QoMcStN3R/P8V37ciTZDUWtVuO26x7WCSFs/nYYtcxiqNW+B8vO+pKycgRrC3yFRqNh8Tk/qhS3o+2QbpmSlJ9P3SPm8h6SS9SldemKr+xYHxQfy4TqjfQ/3wiIps2ic0ReO844J2vsZ2RMZvz0RRJtV55hQK0iFFLVpNunffGKjsRp+lZKlyzOil5OGBnWQadT6LXhBk5li/K5dXXUajU6ncLArbepW7Yo9W0a/rZMx/E5fQiJtcAk3Y4JE1/dfEuIl2nbfSjbg3xpcPtXCjesib8pfKQqRPn8BalQIGvSpLIwZVWP6nSvYMVIYzWLEkyJPbiR0Nhk7PPl+Vf9rP6ceNkC877M6FfVoFgPyuWJx8XFBU9PT9TqHgCUyxOPWv1pxvDvmvGcCfZnU5XaGLZ7xRfpb54Hh/Hdmq2YV2zEuYB4bj2PIPlxCC66u9wc2xeztHg8Cj59aV8rrVbLiuVLKJEnCjvvHTgZmnCrcCOsPhtHyaPH5KGGkCRLiJzy4O4V4o2t0EwcTcEGzjh5R2NgYEBSajphMSk0CQ3WdzB+/jyAo1s8qJQnLsvTtrHVGlDCsoD+50fPQ9gebU//wn76PhiKojBx9y1Cdv7AuoJ+aDQaRnkcIT0miBNHvGhcqDBb54+jkEM76lsXzMGrIMSb5+t1F+VXNbpeKylfqSY6nUK/zbdoVUbFyJaVoGUlNt4I4JJ/FIdGtGFbfnf69uuP08IzpBxZjnPzjETlRWIq3x1/hNrcG9fBf9wgRsYnE2tuCwXT6RWejk1esyx1UBSFQWc8mVi9MeUKFCQsPBz1Uk8upzvQ3DSInadWYdlsGhqNhnvBMbRecZboI6sopGqBRqPheIAf3TbdJOHBI/rmD8DIsCGKojB+3wOCYpI4NrQ+eU0aAPDVAS+eRiZyfFh9zH5btn2RBjteEF6rP64DZdJh8d90Gfk9i7+PZ4OyFePadahUqDTz5s17bcLUtlpJfKqV5MQ9fybkSWBJgiXJD+5w7sUmquRLY8ygz/5zH+A/J18vG2UQ4GZECIPP7sWn58hM++p0Cv5RiZx4+Jy1Ry6RWKA4d4JiSA1JpXnybWZ/1pHy+XT8ut4HtbozqgJmgFmW7+CU5GTOH92O/94faJn0gFsWTpQdsIbaDVvT/rc3e9Vr1PxP5yfeL5JkCZFDHl89SrJ93YyEZ/sNkp/dR6stxe2YVEwNk9g89itqpRmj0WhwKFqUBmp1luaCD6PCGXp2H2dc/nhC1vPn48ReP0Pl9mX0X1ybLvuSolOY2rsNarWa2KQ07iiFGFQykpG9erB69SrqRZ/hrI2MKCjeL499ffBxdya21gh6tu0GwLfHH6GNT2HbZ7UB8NXGM3rPA44OqUeJIvkzhkE/4kPl4oUYPaA9rr91ZJ980ItSipZ5X43GzjgFjUZDSno6++89xkSJIeXyTVStnF9ajyexUTyNjSZfShqa7xaxLcoO/2daJtWIZdygT6lfIBkXFxdGzl7MluRyuHesSLRtC9RqNWnpOn46oaWklR19G4Qy+LeHJ1953mbzRV/OuDUmr4kRAAuO3WfFaW/Ofd4As9+WnT64Bbvbaygx9RKdSpR9w1dcvM8MDQ354stlHN5Wnbwb+uKxtzWTFu8kPj4eC4vXD73eskpxrs0qjn9QKF+tDuVWvBmez41ZOfc07asWI/bxbYZ0bk1FW3O2bvwlW0YUBEiPSaCmfyqbLz9Cm2rMtafhnLr/lAiDfBQwMyFfYjgPj+9jmEszdo7rzpYN3qjVHfVlv6wZYXBwMKsWf0dpnlEi+BRxeYtgXq07J6M7M3jIUBk4SryUJFlC5JAU33NYVs24ITt44xG+m5fiYanlRtla2BXMw3B3d33zAgtTQ5KVrM0cghPiaFs0Y0hprVbLiGU7iclbglntyqJWDwAyOtSP332bsF0/YDkkY0b7RWef0KqsLZQow+mYMMoVNiPUtzDD3cbnzMkLkQPS0tK44N4Tn+j8WCXmB+DAw1CWnfdjYN4HxLwoj1UBG7qtvUIjw2cUzVMLgDMPnuF+9AEXhtehWqnGADz0D2bhCS/29qzB9fwZn800nY4W+9aRcCeGlCcRtG7WHDc3tyz18I99weHnj1lTqy1NJ/yEr0U52uaPYngtQwa6fqp/Gv/pzOVsDLZhQJEnDGnaFppWICQsnHrTNmFpX4zaNZOY1GIcBgYGLD7nx8oLT4hYMphdBTOaMh54GMr0I4+IXenGXtUYKmg0+HrdxWjrMIz6rcdREiyRTdp2H8qTmk0ps7AP29RluBEfxoQZPwEvT0r+rHgRezZOGYpWq2X1Gg+cnHuweMdR9ly8x+VEa8LSTEmLL8TieSepVcaBMH9f6tesioONFYZpSVy8cJ7aNWty6+YNmjRtinFec8KiYjh/+SplK1cnTmdMQGQsXv7BpOW1IjguGV7k49aL67SsXZkXj+/gv2ER090GMG3iuIz+XtYB+vmvXlX/hIR4rp05QPDF7Tg8O0z59Hw8talP/a8v0rBMxWy/xuL9I0mWEDlAp9NRWHsdhwaL0OkUwgysmDq0D33798X/UiBdKxZG07GTfvsAX29uHPKkbHpIpkkWI5ITmFAjo3/H5EWr2RZRlBGqG3w9eZJ+m1+uBVCskC2jB3+CWq0mKTWdeaeesLO/EzFG1tjmMcP/4s9YtB0rT9/Ee2XHdwOxMDXCsm5P1Go1vtp41Ftu083kEd9+OZb8RmmElO9AalQIe2YPppF5FGPGjqPPL5eJP7yKw3aPqPbbDZfbmsMk3LzCdbtHaDQaghNiuR8VhlvlOhy+dphb5tbcPHsTX1/fLJ+jcWcOc/dqBGOinpCijadl1G42zFim305RFGYefcQppRSji3rx9ZA+AASFhlF7yiZComKYZRXM0iADolOS2XtPy9xTjzkyuC7HVV+hVqu5ERBN/8232dK3Ovdsx6BWq/F6eA//uW2JdhpJDxkxVGSzUmUqUnzRNQ7+uohWp90pP7gGRaqUIiwsjHXr1v2jAS4m/jbwRPVCnWlkHoVa3RydovDj6g00bNeZDZ5HuLh/H5aG6Si16nL+6k2uXnvI+eexBAWF4J1iiVP1qjy4c4vzp04D0K19a849usDRdT8waPRQfKoXoKPvC9TqjIeM2maFfyurv74er0qsfL3ucv3oZpLvHqRiihcvzEtjVK4teZ334X/mIq7Z9LZNfBgkyRIiB/h63SHdwIgSpcrjGxGPtbkpMyaO5ftb5zjkG0HNuFC09e30wdvaMBkKFOb8+fP6flrxqSm4nvakrrkNK9Zu5tfE0nB8Eba9W+nLiU9OY8phb3b0q0294s0AmHP4HvkSwylpnsb1RB0Xj++lZFocrTpLp1zx/tjr4Y7NsxPUmn2NLrb2xCen0XLJeaa1KUeP8rUoYZpIgZqtmH3Em4N9q3O2QMbbqeUX/Sle2I5Rn7bWv0l+FhzKpfj8uDUspn+D1XDPGqbXbkb/cjVo+rk962ccIkJVkfbOzlSqWBEj0zz0HTeDHy764JuQn7QngXBhLs51K7Fu9Tr9ZzsxNZ1P11/hqk8Ah4Y1okqJjwBISEmn5aIThISG0Tb9DkNdPXBOiMHN3YOjaaU4NaIhFe3zUUujwS8iARePCyzvWpX21QrTvrqGuNhYHszvwhltQRwS8uXa70G834yMjejYbyxJ3YdxcJ077BjFpe0mXPWzIC01mcFDhv2jOa3+mujMmjQGgLpFu1LTLAa1ulNGgtTIHg+PYFxcOv420EXbjOUtiuBhFaofOfDj0t2plCeOqh9/RPNSFchrbPzKsiCjJcia1WuoXbMSl49so4RxFHbaG+TRJfIiT2V230ugSccv+eqrKfp9nOo1zq7LKD4QkmQJkQO8Lx8h0dYJQ0NDrj5/gVPRjKZMZaxsSAkPZPvGJdQ1i9Z/Ebi6tOJGhMKxFWtYsmQJ06dPJ6+RMTvb9GD12k3M9spDmyLhtBnkkmkEo1mH7qFKCqW0RcZExomp6Xx3/BEx66bgYR2AcdvG2J1eRkqT0RgZG+X8hRDiDbhwYi82Z2ZTcNwJCtraoygKA7fdoZZDfoY3LI6BgQEDho+i9DcHiN00lbO2/dBoNDz0D2bSntsccq1F44rN9McbvcKTBF9/HBvl51F6IiH+3hx1/owy+TPmpnMoZMeqTiUZnNaPF0amXEhLBfP8XN77kJTCabB9Iq0rlKLR5/1xc3PT32xeeRTAJ6svYUM8z+cP4WDBWVTRaIhOTKXTmqtUL1uCAQWeM8jVA5VKRZM5m/EKL8gXhbypaJ8x79WdJ4G0+PkyE1qWo2u1wkDGhMuHpnUgpWAZipRtLqOaiTcur5k5nwybTnraFA7v+YX2R3+iis9sjny1leuP07l84TTLfl6DnZ3dvzruXxOiVw108bLtRo8bS6H183lQtAR5jS0zHff3kQCrl3ckMeghsQ9PUz/Rm7SHxpgk2vHMoRZVhm+lcvV6VHwRRcxviaIQ/w9JsoTIAXEPT/I0XYVWq+WMTwgJfndYeTOVZBMjUk3z07xWJVxcXPTbu9QsiXp7ETCz0r/Nmnb3PAHnH3D2RWmaFYli45gu2Nra6vd5FpXIj+eekrBiHB4FgtBoNKy45E+j0na0GJ8xZPW1q6cxTQykfKseuXEZhMh2vj730G3oT3qPFVSoktHHatbBe5y795iLXzTDwMAARVEYuv0u/es44mjbT3/z1G/lceKvnuSi3SMaV/zjhu2RSTGKRu6nYeOJ9Du5m5VNO+kTrN+pnZvQsU4FJrv/yLXrN8hrkMrnUyZw7tw57AZ+lim5Alh5xgu3nXdJOb2WQS516Dd7Fmq1mttPAmm34iIdqmUM025oWB+AzTcDCY4vRbui3kx2/QyA0NhkWv18icgTGzFUNYC2VdDpdOyc2QeT9GS6zj5Cnrx53+j1FuLPjIyNcO6qhq5qYqJfELhnHY1S11Fdd46HEytyytYJnUNNHoUl0LXPQCpUrEpkZOQ/etv1r+tiYMi8Oi0JenCXFTt/pbyDNUrUM0zCvbCL8aK5Lh3/Z8UxdHQif90enAmMoXuPvlz39GTQn+ryuuaEQvwbkmQJ8YbpdDqKhF9h0lEjjAt5cDiyOP4bFxFg250lnfsRHh9CiOc2PBvV1gd2yzzGfFqrCPt7T+WYxwS6dO/JjYbtiI8uDufW0qFvi0wJFsCo3fcY1bgENnbjUKvVJKSkM+fEYw4OqksNh4x+XCG753AswJ7qv26SLxHxznsRFYHv3I7cLtCWgXVaAnDeLxL3U4+JW/45mwtq0Gg0LDvlxUWvp1wd3ZSi3TP+7i/7RxFgbMs37Svp+2pAxsMK77BYUo3DGLR5FT4/rHrlHFi2trb8PHcmADOun+JwzAvWTZ6eaZtnwaH0WHaER0lmpGyahLNTBUaOzEjAbgVG03z5WaJP/ko5mwYYGtZBq9UyctkOTupKcGp4I27EFEalUhERn0Lrny/h2qA0KlUDfaK4Y+EY8oXfodGcy5JgiVxllb8Anft9gda5L2tWr6Fl84aYe1/B//I+SsT4ET3Xg0sGhgQb2WMSb8imp0cpUr4Gipk1Xr5PqV23ASr7IqSkw4mTJ6hbpy5Xrl6hVctWmOUxJTw0iCsXz1K5fBmMlFRSosNJjgwgOewpNoaJWKZEUCM1jCjD/BRNzYf2RXHsyjtRoForrBwrcOjwSVwHuuqTqS6/1Vu+C8WbIkmWEG+Y170b6AyN+XzkOD7rP4DpC68yZFRfXDt0wdrUhmIFzBjx/ZwsTRMWdqnB2dvehI7YyFkjY/B7RL3YvbTrXDfLthsu+nDe6xlLxzTB4eOML4x5px7TsIQ1NRwymiY+uH2VMim+hLTSSDMI8c5LS0vj+AwXQkxLMWnhZgwL12LA8FH02nCDn7tUJtA24+/8WVQiEw94E79uApsKDkej0aAoCmN236GJoT/DB/bP9DR942VfyppEE9mgJkt7DHxlgvVnyelp1FYVYUSlOpmWn/LV0m3leSLu3mJSnfzYjB+m/+wNmrWMPSmlmO9SiUjbP5Km4ct2sj0wL+NKeFHRvhWNDx2kfdHydFp1HecKdszpUAEDgxoAbFs+C+v7myk85jD5C1hn05UV4v+jUqmYMHFCxg/1GqN17oeHhwdt+/cnLSWB+FtXiDtzhDKFrUmLCSP64QWsXoTzIuoCaUbpGKbEUT0tlVT/9VTX6XixbiMvTMyISzeiYEIakVE3sCxYGANLFQFxcOrOCxq2aEf33v0oVrIciYlJXH/Jm7JqNeq8osZCvBmSZAnxhnlf3E9KoYZMmDiB20ExFCtgxsUS+ehlakRMVCIlC1qiGZ71SZpVXhMuaNrx/Y/LOWWWjLmjETv6L87SvCIuOY1Ru+4RtfkbflV9ikajwed5MNP33+XwwFr67e5u/gbDqgOYNParN37OQrxpO+YMxjQ9iU++3kpCiV/pP2AAPdZdoUxqAB+VqYGqvgadTqHnikuMblqS/HbD9YnMUR8tj4O0XJw7nDp/6gupKArfXbhBbMgdppW2pWX1Wq+rAgCxKcnU2PEzB9r3wdbMAgC/wBB6Lz/KM2N7FnWuSpDqsf6GT1EUOs5Yw4EQS0YU82Vg43bQWEN4eDjtpq3hnoEjmhLeTBjclzxGxqxycqbBt/toXbXkbwlWRtJ3aMty7C8voP8xE0ZUPErlqjXezIUW4v/01+Z3RYqWoE3HP5qsa7VaPDw8aPPbZ+T3n11cXH4b7CLz8j8nT1qtFsO/LLOwsJS3U+KtIEmWEG9Yus9J8tXOmBT16vMX1Cqan+GNnGlcyJHlp72ICnyCVlv2pW3TVSoVc7+ZzMkgP8rnV6GyyDpqmGbfQz6qVITaIz/V30S6rjhK/M2LXNj7iEYVNHjdu0GxkDOUH7vqzZ6sEDlg//ofUD09QrVvr2FrXxiNRsOsY4/wDwjG7/uBeOSbg0ajYeHxB/j6B/Brl+bYd8q46QoPD8fV4xRfNS9JiuqPN8iB8TGEJcZjnJIHTp2A0t3+UV2iUpIYUdmJ8gVUhIaFM3L5Lg7Fqoi9fYUZrUrQt8FH0CCj7PjkNAZtu0OgZSm+KnGLMYMy+lql6xQ6/3iQC/5xTK70kJm/jbQWEZ/C55t8iAz3oWyAPwYGGU/ij2xfheXhr6DfRkZUuidvpsU77b8OdvGqZUK8LSTJEuINSk1JoWjEdYo3+wWAK8+iOBV5n6/ytMXAwIADpy5w6/wlPPIHvXrejuhI1vvcYU3zj7Os23rFl82Xfbk+qgGlimZ0mPcKi8MLO6a2KYta3Q+Au+smYlB9MA1t7d/QmQqRM66eO4r1ienk/+IItvYZo+udeKRl6fmnHBnSmEM2GYlTcEwS0448In6thl9sPv/jpm35dgIDU0i6+1Q/Z0+qLp36u1fzbZ2WFM5fkIp1nejdu/ff1mXHkwecDvbnx0btOf5Iy2erTxP8LJqBpaMp38YxU1+vyz7P+WTNZZqUL8rFL5piZtICgKTUdD7bdAsD2xLMsLzKiIEZ+wTHJNHm58u0rezAgygfBvb+7S3czjWYH5hAvuF7qF6nCY1btM++iyuEECLbSJIlxBt0+9oZXpjaUt/BEYALflpUhlrs0zOa/JSsUpN2GKBWu7zyGBdDn2NrZp5leVRCCkO23yV6y3R22GY0E9RqtXT54SgjG1VmWod2AJw+6omd9gYl3Fa8gTMUIucEPHtCwpo+nLXvzbCipQB44B9E55WXWdO9KlVLFqHqb8lUz/XXGVjPkaJ2n2d60+NjVYk+5bwY6NoXgG1P7qNTFC51HoiDhRUzI9Zy4YEfq1evxt3d/bX1OfTEm+DLQdS+cIyn2himNi9B8l0/XF0z9wX59UYgQzZdJ/6YB7VtmmNmUh+tVsvi1b9wJE9titpYcmx4I/KaNEWr1fLVnIVsTq+Ka73ifN2qDJfDiqNNTmT5pOE0D92MxbDdVK/TJLsvrxBCiGwkSZYQb5DPuT1EmJbFSaslb778PAyPR7foS9YqaRlJUXwqloZprz1Gmfw2fFq2WqZliqLguvU2PWoWo6ztH80Ev1q+hYdheTC9fwQ6ZOwTuO1r9vgXwmnrdmlWId5Zz58/4+o37Xhk3pAp3y8nT8FSjB8/nq4/nyH24gH8bH2hTsbf96bLjzh2z59boxtTrNsff/O7L9zh5pNgVgxrhkqlIiEtlfl3LrK6qQsOFlYA5PG/BrU+ZuvO5Zibm2cZih3gqu9zOv+6n6hwCxKjUqiZ5knk1qWkqOYwYcIf5fkHhdJ92VEizQuxd0BNrtn9MYfV7BW/svCJFS2K+LFlVH8MDTMevLiv3Mhcv/x0KvKUya1bA7Dr6UNC927HNXgzJ4sPYUq9ZgghhHi7SZIlxBtk4HuSHTdSSPLwwKyFM2bm6Uz99hv9jdY9n8fc3f5LpomI/+xxTCRdjmwl+LNxmZbPOniP615PuTi6GQ6FMvZLTkvnpGF5+hX3ZbDrAADOHN6OnS6SWm1HSr8N8c7S6XQcmN2X+DhDEorUwN29MWq1mmUX/MlrY893narq/74TU9P5fMddorbOZLOqT6bP1ZiVe0nyeYhGs4G8oz6jZZESXOo8KFNZ22a6UX/GVvwbjWLG7oPsujYaA6BoxeoUqtqQIw+CCEs3JjktCXYvpX01RxYuWIBn7WKZPmP7bj6hp8dFEh5d55vmRWlRuTUtKmfUxfN+CL8klqOXoz+LR3TWJ1hXn73gl+QKdCvqz08juuiP1TgoEOvArZx0HMzwURPf1GUWQgiRjSTJEuINiY+Po2zKY9p2mcyn/fvx/bVAelYuyYQen+i3UdkXpnaN6pkmIv4zS2NTfmrSIdOyc3+aB+jX3+YBAphz4jGVCudn7YChGBgYoNPpiN01GaM2k5nYc/ibO1Eh3rDdy6dRTBfMnRqujBw0BJVKxYOQWKYdvs6FkY0oZ9tCv+2C009oWKYQzT7vkynpURSFOIeaFHtymv7jJ/Dc2oyhFZ2ylFWxQgV8fxzOF4s2cMqoGXcSdIABt720lA07zPP7Z+natTmVkxUMBnbVv+n6/XOYmJrO5IPerDznTcKBxTiXL8jwgV8DEBYeTv+le7mFA/sH1aNe8Xb6cn+54MOIXQ/46ZNKfNawrX75wU1LsT4ymTwDtzCl8UfZfWmFEEK8IZJkCfGGXD93iBcWZfnyq69Z8fA62+4/pUFCJFptUX3zo6CQULyvXMbT0/Olb7LGXTrCDw3/uBG7+igA55XXWPiRI1G2f8x3dcn7Oe5HH3BheB39EM9Htq0AFNp0HfLmT1aIN+TskZ3YXltG0a/O41ymApDx1rbnL1dpbvQMG4PagCUA958GMfvwfU4NcaJO2YaZjnM/JJb01ESed6rB8ZvXWDlm0ivLtLW15ddZY9Bqtbi7u3PlyhXq1q3LwIF9aXPchM6N2/Fptaxz7my54svnO+7QpFxhrrrVx9O2q35o6ciEFJovPMbDp5F8VS2aesUzEilFUVh01o9p++4Tv34CIXZDoGFGLNj10zSsr/2E9ReHqVyjbnZcTiGEEDlEkiwh3pCQm4eheEbn9JoFC5Gs9WPH2jnUM3+hT6gci9hjUa/+S99kRackcTE0AGvTvAA8eh5Cix9PEX/2V6JsW2Sa26fv2gsknPiVI3aPqK7REBsTTZ4j0zDtvQIjY6McOmMhstfd29dRNg0i0eVHSv6WYAFMOeSNEh3KjtlDMn2eBq8+TsLVU5yye0SdPz200CkKk46fR2UUS79EcyYPH5SlrJdRqVT6wS8URWHL4/vcHaQh/2+fSciYp+eHVeu5q6rHuUchRG6dTcMRPSnv2EBfr8v+UfTccAPn6uX4rEAAg10zhm5PS9cxxvMBJ30jODW0Lsdsh6BWqwkLC2PDrIFUSbhF8S/PZDp3IYQQ74ZcT7JCQkJYtGgR+fPnp1GjRjRp8seISRs2bEBRFM6ePcuwYcOoVevvJ4YU4m1h7n8Om27f8/2tc8QkpRJvYMbsccMyNWGKDAnkxj0vxo4dy7p16zJ1sA9OiONG1yEYGRoSnZhK62VniL97EmcHg0zH8Lj6HEsbO77rmdFPRavVsv4bNYVtqtOrddZh3z90EnPeDSnJyXgt6cvRUAfK+gbzewO6i0+jWH89kFNDm+NZwP2Pea6iE3moqJjavrJ+6gLISLBuRYRw0S+IyLMncHCp8dI56f7OHn9vZt86S4/SlfXLYpPS6LV4H8e19rRK9OHWaGc2q3rq66TTKcw+fI85Jx6z7JNK9GtYDqgNwJOAEDosO4l9kaKcd2tIfjMTamo0hISEsGHSxzjqgrlWfjAfSYL1zpOYI8SHyTC3K7Bq1Sq6dOmCRqPhhx9+yLTu008/pUCBAsTHx1OuXLncqaAQ/8GjR17YJfrjWL4moYnxVDSypQCJDP7L0M4ta1emtFMTDhw4gIeHR6ZjdD68mccxUTwJCKHaN7toVKYw3ztXyJSMPY1MYOJ+L37pW5tJEzSoVCp+WrqQutGneGyVubmUyCAx592wa+4wMLemdLM/Rs8MDAmj808nmNnSkfKOGZMQ//5ZmHHgPtUMwxg5sJ9+mW90JGU2/4hOUWjnUI5KxYu+sv/j6wTFx+JomZ9jHfphaGBAYmo6sw/dxWHqPiwLl+TLYqFsHtmRYoXt9HUKeJFI25WXWXnGi/iVwwg9v0d/vHvBMdRbfB6vK2dol3CJ/GYmACQkxHNwugvWaVo2RFVlyNAR/+9lFG8BiTlCfJhy9E3WvXv3mDx5cqZl1tbW2NraYmRkRFxcXJZ9OnXqhFarZd++ffTq1SvTuhUrVrBixR9z/4SHh7+ZigvxL21ZtRC71CJ8u2M9c/oNZvriXYTc9cHDwy9T36v6ZQpxqUYTyoc7Z7n5cy1RmW2rNuMR6UDo9RN8bl060/DQoWHhtFx4khGNKlC9SMbw02FhYZQI2McZqzYMHe6WMyf7FsvOmCPxJucc2bEaO7+DVJl9k+6/TTgMMOCn/YR5Pyay4BNo8sdnISYplfXXA0haPpYlhn5MmzaNvf4+OFjkY0kjZ5xsixDqf5gHT4Po3Lkzu3fvpnz58v+oLoqi0O7gBqbUaopNsiEdV27mqlIU27RIYtdNptH4YWgm/VGX8PBwRv20k2NpxRndtDTrPynNeptx+kRxy60g3HbdY3q7SiSonuiXBwU85drsTphZ2OFfogtrBg36T2/cRO6SmCOE+F2OJllVqlRh9+7dmZbNmjWL8PBwHB0dsbS0zLTu8OHDtG3blsKFC/PgwYMsxxsyZAhDhvzRqd/JKetIUULkhpImkQTY1uRiAWNszSwoWL427XXGWSYdblPWlr6/XCHp1AVS3Nxo1KgRvXv3ZqTnJp48jOKxaS0+somgVdvSuLpmHoLddZknfn7hmFv7Q8eMObFWzJ9K9ZQwgsr0lhs0sjfmSLzJGY+87mCxbxx5Bm/H9k8JlndYHDd1hfm6/gtcf+vT9LtNN4MoaRTLw/hIANZ43+THe1c43WkAtW2LAODm0pSzQal4rf4VNzc3jh49+o/qc/bubXSHbrMnpgr9H/qS6OXD6AbxfD2yDx4FAjI13Q2JSaLtD0e5E5jOqHKP+Lp1xqA1Go2G4NAwmk5dxzOTIhwZUo+aDvmhRUUAbl09w4vl3Uiu0IPuYxZJP8p3mMQcIcTvcr1P1sCBA1m0aBHHjx9n9OjRAAwYMIC1a9eye/dugoKCuHbtGl9//XXuVlSIf8E29Aq6rvPwb90ZM2MTfKNT+aJHhyyJT768xgyuW5RNsd9ybM04jh07xtpD5/Fv0g1MHKkbcZ6Ns2Zn2e92UAyX0x2YVCOWga6fAhAXG0tD7W7OF+3B8IH/rGP/h0hiztsrKTEBn4VduWvdgUHlamRa57bjFvWNAhk96LMsn4fVl/yoaaKl2cxpnKpSDM9SlelfrgbGhn+0iHepWQrb/JcIbPQpySlP0Wq1r3wQodVqmb9qA37Fq7Ptdgg6k0YknznOpamDObzDB7W6T6Zh23U6hYXHHzDtyCP6VCtOz/xBDPltrjqA5y8SafbDKfx8njK9rpaaDm305fw890tahG0l2dmd7t2HZsNVFG8biTlCfJgMFEVRcrsS2cXJyYlr167ldjXEB+65vy8B02vRr803POozGoBC0w/jmvcBY19yg5iarqP/hqtsvxtCuk6HLi6S4il+9CluytiRI7Js/yQghLqLLzCzfUWGN6+oX75lZj8M4rX0mHPgjZ+jkHjzJmz51pXEZ3dRr7iGu7u7Pok58DCU/mvPoZ3XC/c5szM1uQ2PS6bYjEMk/zqM7ppRfNKxI73LVH3p8R/4B9HI/SAvomNo72iKdWokfg/vMMLtC85cu02hSk4cvumDb5IZkXFJlLNV+KxeSc4vm8MPC+a/tInh3eAYhm6/S1BQIP6rJuA+4fNM9dv6W/PAwbXtsfI6wsDf+mWmp6WzaGwXqkWf42LxgUz5xj2br6Z430jMEeLdkutvsoR439w9d4Bo61rsaNsbgLjkNCLikvluxjisjdKyzIdlYmTIr/3rsSI5Da02gs67VtK/3keMqdM0y7EVRcHlp5NEXD9LnOox/JZkXTp1gMJ+B6j0/b03f4JCvAHnjuyi8GNP7DSncC9zUN8ML12nMH7vQxZ9Uo1A1exMzfMATvpGoLLRkfB5H2a270L5Mq/ua1WpeBG8p7ugWb6dO/F5ORicAnatub7Li5QXMRTzO8XzG2cZ1LEJB0omM69lZzpVqAYd9mU5VlhsMpM877D1ViDTPypLv17lWGfzub5+TwND6fbTUaLMCrF/YF3qOBYAl+oAxES/4PDMrpRODeVK2ZEMHyb9J4UQ4n0jSZYQ2ezZjX3cNSpEGyWjX4VfZAKlClowyP37LDeIf2aZxxhLB3smtPuYjo4vH2Vq/uknmNoUYvZHpVCrBwDg7+9HzC8DSWr9DSrbQtl+PkK8aY8eeZGyaQiJzu40rViFChWr6NetOedNfFQYbUpXxrZ+5gcUJ4P8+OnWI4olv+DSt4vwNCn00km9/8zO1pZ1U4brJxq+efMmM2fO5OzZs7i4uODpaUinPr0oGvKYjuUzvxHTarWsWLOW5EofsfRKMBWUUOKXuKHYTcGujUZf9iX/KDouO0/EzcvMbFWcOo6t9ce4ff08oct7o7OrTduZe/nYzPz/vXxCCCHeQpJkCZGNdDodZSNvMvemDSXsPNBoNDyOSKBEgTyQdVCpLLY+vk9MSjJWpnmyrNt57TEzDtzl7NA61CjdQr98z9zhJMUXwCAwPjtPRYgcc2LBEAJi7LF6GkGHPy1P1ylM2X+f0K3fs9bGX5/EpOrSiU9NZcXDG+TR2dOyZmVsPmr7r4Zn//NEwwD169cHoHgXZxY8vsWKpp0ybZ+cls6QpbvYFViQStH3Of9FJwoaJuFhNUX/8CQ+OY2ph33YcCOAuZ0qo1U91j8MCQsLY/X3Y2kWuZfUVt/Q89Mv/sOVEkII8a7I9XmyhHifPPG5j6lBOkN7D/zTJKlJxAT5MWHChCxzYf3VrqdelM1vk2X5veAY+m25S9ymKRzd+at++aXTB6mRcJW0an1e+5ZMiLfVuSO7KJ/ihXnt3ln+hg95hVHQ2or2lQrpE6jk9DTq717ND3cvsalVVxzzWXH5yhUOHDjApk2b/u/63NAGM7zSH6O4BYSE0WXGSkrPPk6MbUXcSsRxekwbyttZ6ge/UKlUbL/qi+NUT55FxHBvfDPUjcvr10VFatk31YUK4Sc5XvxzOkiCJYQQ7z15kyVENnpwYT9JtvWYMHGCfll4XDKNalahi7v7axMhbVICX9ZoTLWC9pmWB8ck0XHNVeZ1rECsXT/9MV5ERRC3fjBKx7l81cX1zZyQEG9QfHwcSVtHYuAyny8//izL+lVXnlEx+Sk7DhygWfNmWHVoQfn8KubX/4hmhYsD4Ghtxs3kjK+yhISE/1yXhLRUeh3bzroWnUmPjWfqnAUklm/B8ov+xPkG4OaUxOIRI4HGmfaLiE9h3N4HeN54QtS22dQd0RNby/r69TcunSRqVV/y2jfEu8THDB80+D/XUQghxLtDkiwhslGS1ynMKrXKtCw8PgUH87//qM26cYaCec0yJVlPAkJouuQsnzUoy7BmFaBZBSCjWeKR7/qiFGlAT0mwxDtq9w9jSTEuQqdG7bOsC4tN5uQjLcONg5k4fRoNu3zMt95XWdG0HI6W+fXbtStvy7zDtmBkws2bN187NPvr7Pe+S5jPE47ZBDLb8zK3ogrTIP4eRwY255znI9Tq3pm2T0vXseD4A2Ye86V3zaLcGN2IbbY99Q9BUlNS2L10Eg531pDabg59eg7713USQgjx7pLmgkJkE51OR5Hwy9x+FotWq9UvT0rTcfPKxb9tLtiuWBmGV6qj//lpYChOs/cSeO0E1t6ZJ07dvmIW5hEPaTBoXvafiBA54Lm/LyUfbeLrXY9f+rk4+iicYkQxZ9MaltgbYGNtzSHnTzMlWABOxQrQqEwhHPt/w7Fjx+nfv3+mz9/fSdcpfHn0DG4/HefyfQfG7LxJ98bVmO4YhOcX7WlQvpi+2d/vjj/SUnPhWX4+eZ+4tWMoG3CSEkXs9dtdOHOU/SMqYvjkLEWmXKGdJFhCCPHBkTdZQmQTr7vXScKUKdNmkscsX6ZRzmpUr0GCs/MrO+bv8nvI3cgw2hUrA2R0oG+55DRRvrdpn+cZrq4z9dveu3kJh0vz6XfSjGEVtv7taGpCvI0urJxAWqkujBlf5aXNaD0fBGPmaEKz6rWYWM+ZyjZ2rzzWxn51aZuYRvzQpRzwXES//v1ZuGCBvo9W79698fT0xMXFhd17PGns0pOrgXFsOHmDZ4a2RKbGkP74MU3y3mbntz9kJFTtss61ddnnOQPXnSM2r4oFH1ehaeFKrLUZkeXtVZHbq9noX5Q67brTtdTLRwoVQgjxfpMkS4hscu/iQaJMSzNt2vBMN43GhgZcvHKVAwcOUKdOHaZPn55l35NBT+ngWBYAn+fBfLTsLLVK2jPUujgDXafrn6LHxcYS+FMvYhpMYFhlUxnsQryTHt67TtHAE5wuO44hanWmt0SKohAQH8P5Z1qKmgRyevsuOtRtQPuadV55vAJmJpx1a8IPJwoywyQfB9MUri08RrhfJKSnsjrAk4DwKGb6XyTWsDg2HtdwNEnk1uFtNO3dmO2fDWDt2qeo/1KX3/lFJDDz2CO2XPMj4cwuvu1al67V2gDoH3Lcu3kJ/58HYJQnPxajjlL3+Gn5fAohxAdMkiwhsknkneOceRxNzTIWmW7UHKzy8lBn8sr9guJj6Vm6Mo0KOeIXkUCjJRfQXjrIcOtKTJzwx1sqnU7HgVk9wKYy3QZ/iaGhtPYV76abv37LQ111Zn09FROTvJnexvY8vp3k9HRIV/Fd29bMe80b4D8zNTZkwkdVcK1ViPmrNlCidlP2nVJIVwxoWK8O3ndu8EnLmtw7d4wRA/tnlGX3lFKVS2Nra/vSN8J3ngQyxOMEPootIxqV4PYX9dll90g/LDuA35PHeC4cSZ2486Q3+ZLOAyZgaGhIjVp1//8LJYQQ4p0lSZYQ2aRk6lPCG/bM8vS6tMqcKyWrMG3aNIAsHfO/u3UWezNLAp+lMGj7PUbXL0o+VaUsx9m8YCzmET7UnHJMEizxztKGh1Aq6Ahf7DXC2dkZtVqNoijMv3ORvEbGTK3VjAoFVBS7dJzjR49y4MABmjdv/o+bxapUKr6bNBqAoW1q/bHi44ykp0uj6kBGE90VA4ZTKp91lmPcC45hwRk/Nl97SuKVE0xzrsr09u2AP95c6XQ69qxbSIHTs0lIsOdUtTF85Trpv14WIYQQ7xm5UxMiG0SEh2KTGs6kybOyNDf6qJwtZ5/FYGJuyYwZM+jduzfTp0/H29ubuXPnUsfAikO7nzBo2x1iN08l3+MzWTva71mPw/31DPOMZOvW7Tl9ekJkmzPbluJn25gJX05m3bp1BBum8yQ2iocvwulYvBxVbOwwNjSkaP68VGnYAud/+Cbr3/CNjmT4uf2YG5tgYGAAZDRTPOoTTsulZ2m48ASFzODWqLq4d6yE28B+mfa/d/MSnl/UwejcYsZfteJcfEmGDHPL1joKIYR4t8mbLCGywd0rJ4myKMepRYuy9OuwtcxDqzIqwvO1xNnZmQMHDnDs2DE2b92Gd/l6GIcUJ+2RN5qaFtiO/CzLG6z7t65gtnskST3WMK7SY+nnId5phg8PYNlwCATEcFEbxOCrR9jfrg+rm32cabsGJaz56eAFzrymL+N/EZoQR1BCLLe7DsPe3JJ7T4OYsPYQPqaO5DUxoVKiN7ELPsfadjblXDSZ3qCFBD3n9KovKeq3DxqMpU6nwfTasOGVfbmEEEJ8uCTJEiIbhD+8QKChAxMmZExC/NemTcu6VKHl8kvYt59Ek2of4xv6Au+8DuQ1T+OrloXIW8jmpTdqwYHPCFnyCYktptKxfRdaZp1OSIh3RlSkFofYh6x8HsbKpDCm7TuE3+gxmBln7bM4omEJap9/BPlUJCQkMHfu3GxJZgac3kNtSztWnnpMuG1VzjzWknjnFp83TWDx+M+JiKhMHbPoTA8zoiK1HPjpK0o+2kRasQ6UmX2PRoWLAlk/60IIIQRIkiVE9gi5R/FaHXB3b/7SN02FrPJyY0wTdt8LwSfcnk6k8PDmETp2akGXSjXBuWmWfR77+nDvu3bEle5A335jc+IshHijLl86QUzeUiSlpeNqVBC3Aa4vTbAAKthZ8mXLMiw0/JnEPN5MmDCBU6dOsW7duv+UaD3wD2LUek+SCpRnnn8MyU9C6V7dkAdjPmbbRh/U6l4YGBigUqn0iVN8fByHPL7F/vpy4vNWofvhPIweWxv73xIsIYQQ4lUkyRIiG+SP9qVIjUZ8UrP+K7fJa2JEr5oO+p+7cJ9YY4OXbpuQEM+17ztz74U5+YzKZHt9hcgNkUGPiTTMz/qvZ+Du7v63ydLk9lWxLWDFl/vNKTlgJgf2rWLx4iVYWlrg4uKSZR6s3x9wrFrjQVOXXtwPi8fj6FUizIvwNDKOFCMTeup8WPfFx+zc5INa3SVTUvW7p0+fsOXHr6n34hhKgUoUGHWQLsXKEF3KQ5rrCiGE+EcMFEVRcrsS2cXJyYlr167ldjXEByYhIR6v4TYcqTidQYMG/6On7MnpaXi90FLF2g6jv4wUmJqSwp5JbUgzNMHftg0DBw6U/h5vIYk3/972RRqSX4TySCkFgJub2z/62w6OSWLmwftsvu6PTlGIfnKP4vlN8X/kBYqO0mXK8jgonIpODYnWmRCUaEDBvAYUMk7m/uGtDOragu5dWnFy7z7GDXj15yksNIjTv8ym8P31XE8uREyZTkyZOS9br4EQ/5XEHCHeLfImS4j/07Mn3miNbPjyy68wMjL+R300Rp0/SLWC9lQvWCjT8uDgYPZ/0xVr41Q+mXuWPHnzvqlqC5HjjPJaYpz+FIt8FkyYMAELC4t/9HkpbJWXZT1rs7RHLa48CmD51jCKVKzJpevW6DCgetVqPPe5x8dtalM4nylXDm5nqOsAAFYUeM7KIun0tDDju/ETsxxbq9Xy87JFlEh9ROmA/egc2mA6ZA8p568yXN5aCSGE+I8kyRLi/6QNeUa8mT3u7mP/cVMie3NLepaukmlZYGAAeyd3wCAlgUdVXSXBEu8d29LVibq9FfWon4iPjyc+Pj7LvHGvY2BgQL1yxag3eXjGgq5/bp7bQP+vNlXHAxnDsvcfMYzyoQG0Lloq07FSkpM5tW8D4Yd/pHnyE65aNaHZjNvUd8zYrm7D5v/5PIUQQghJsoT4P8WEPSfZzPYfb7/G6yZti5ZGlddcvywhIZ7jM1xITU7iUExZ1g0a/CaqKkSucmr0Edc3DkAb8gyAGTNmAGTb8Ox/9e3Ns9yPCmdTq65Axlur5Ut/oKRxCMUe7yLRvBh56/XhbLjuHzf1FUIIIf4JSbKE+D+lxEURkah75fDtf/XdrXPsb9dH/7M2PISz33TA1MqGhNI9WDdwkNzsifdSXjNzQmoOIWzFUJQCGfMRnD9//l+9zfqnktPTKJGvAIMr1OLpEx+u7/fA8PY2mqWGcStfA2p+cYim1etka5lCCCHE7yTJEiIbWBewZtq0aX/b/Mn7hZbzH7tiZ2YBwJWLp4la2ZuEYi3oOWUdxsbykRTvN5dhs9iraUrFhAt07ODMvv0HWLJkCRYWFtk2qa93ZDifecyl89NHnE28T5H0UNKKtsHKeSoXHgUxUB5kCCGEeMPkjk6I/5OBoRFGvw0Q+LrmT+k6HR8d2MDetr2xM7Pg3JFdsEnNqqcO1K1YQxIs8UEwMTWl7exj7J/Zg1GFblNfM4gUXbr+TbBarcbDw+NfJVxpaWlcvXCKU57rKWkQTDHtFWYYWHD2hTWLnuro2PNLJk6cBIDM5y2EECInyF2dEP8nq0Kl0N3ZAzYZA1m8rvnT1FpNqWBZgI2zBlLs8S60rb+nblCMzL0jPigWFpb0mHOAk/s2UeXgHGzDn1JoeDNUVin89KM7c+b9SFxsHAaGGfPIubm5odPpWLNmFS2aNCAhKoSwp/cJ87pKMV0wDgm+xBgWwDg+P37F6lB/yhXKW9lweckSWlWDgQMH5fIZCyGE+NC89fNk+fr64uLiwoMHD/52W5lDQuQGf79HPP+mLmXneOHq6sqBAwdwdnZm3bp1+kRLpyg0372axnce0yB4Fy90ZozZ/oSJX07+R0NYi5zzT2OOxJvs4+frxc0jG0jzv45VlBe2yUGYkEY8ZqRgjJlBCmZKMmkYEW5UkLh8joSkWXDtcRgla7Xk83FT0CkG//oNmBC5Te5xhHh/5fqbrJCQEBYtWkT+/Plp1KgRTZo0ybR+27ZtFC5cOJdqJ8TfK1a8NA9MC/Lg6gnWrVtH//79OXDgAP3792fBggVs2rSJKF0yLaOu0ibmMmcLuuA6aSETy66TN1i5QGLO26dkmQqULDMr07KgoEC2LVsCOh0DXAdibpGPDRs26JMorVZL/G9JlU3BjKRKHliIt43EGyE+XLmeZK1atYouXbpQq1YtevTokSkA3bp1i2rVqnH8+PFcrKEQr2doaEiejtMx2PUFIQ6emRKtfGYGlNQ9pXu+Z9wwd+J0OQ1Dho5ApVLJDWEukZjzbihSxIGZs77LtOzPnxn5DIl3gcQbIT5cOZpk3bt3j8mTJ2daZm1tja2tLUZGRsTFxWVat2/fPiZPnszChQtferwVK1awYsUK/c/h4eHZX2kh/oGWnT5lX1QYpj+2wz+PPYNKmDN+QEEMDK5w1awuh/K3Z/TYidKMKYdlZ8yReCOEeB25xxFC/FmOJllVqlRh9+7dmZbNmjWL8PBwHB0dsbS01C+PiooiLi6O5cuXExgYyNatW+nRo0emfYcMGcKQIUP0Pzs5Ob3R+gvxOh37jSWh21Du3zhPUkIchRzLULpcFZobGuZ21T5Y2RlzJN4IIV5H7nGEEH+W63d/AwcOZMeOHbi7uzN69GgABgwYgLW1NXPmzKFUqVIYGBhgY2OTuxUV4h8wN7egTuOPaPJRF8pWqIahJFhvHYk5QoicIvFGiA/XWz+64L8hI+8IIXKKxBshRE6SmCPEu0UeswshhBBCCCFENpIkSwghhBBCCCGykSRZQgghhBBCCJGNJMkSQgghhBBCiGwkSZYQQgghhBBCZCNJsoQQQgghhBAiG0mSJYQQQgghhBDZSJIsIYQQQgghhMhGkmQJIYQQQgghRDYyUBRFye1KZBeVSkWJEiUIDw/H1tY2x8vPrXKlbPldv81lq1QqDh069IZqlHtyO97Au/e38C6XK2W/O79riTlvzrv2tyBlv1vlvotlvzbeKO+h2rVrf1DlStkfTrkfctlvqw/19yGfPSn7fS33bSd/C1L2+1ru+1a2NBcUQgghhBBCiGwkSZYQQgghhBBCZKP3MskaMmTIB1WulP3hlPshl/22+lB/H/LZk7Lf13LfdvK3IGW/r+W+b2W/VwNfCCGEEEIIIURuey/fZAkhhBBCCCFEbpEkS7wz0tLS+Pbbb3P8VfKryg0LC6Nnz55s2LAhx8vOCblZthC57W387EnMEeL99TZ+9t50zHkbzzk7Gb+xI+eQhIQEpk+fjqOjI/b29nTv3h2AoKAgtm7dioWFBYUKFaJTp045Uu6ECROIjIwEICkp6Y38Yb6q7FWrVuHv70/evHmpVasW7du3z7GyN2/eTEBAADqdjvbt21O1atVsLzs+Pp527drx008/ZVr+4MEDNm/ejIGBAb1796ZChQo5Um5iYiIfffRRtpb1T8t2d3fH2tqa+/fvM2zYsGw/59eVvXv3buLi4rh58yYtW7akQ4cO2V722yq34s3ryn6fY86HGG9eV7bEHIk5co8j9zjvU8x53+PNO/8ma+fOndSpUwc3Nzc2btyoX+7u7o6ZmRkxMTHUrl07x8odOXIkq1at4rPPPkOtVmd7ua8ru1q1aoSGhnL79m3OnTuXo2Vv3ryZESNG0KNHD+bPn/9Gys6fPz8FCxbMsnzBggWMHDkSNzc3FixYkGPlFi9eHCMjo2wv75+U3bdvXwYPHkyLFi04duxYjpbduXNnihcvTnBwMDVr1nwjZb+tcivevK7s9znmfIjx5nVlS8yRmPM7uceRe5ycKPtNx5z3Pd6880nW8+fP9bMzJyYm6pd7eXlRrVo1Pv30U77++uscK7dYsWIAHD9+nFatWmV7ua8r++eff2bGjBmsXbuWjh075mjZ3377LWvWrOHMmTOEhYW9kbJfJSAgAJVKhUql4vnz5zladm5xcHAA4PLly/Tp0yfHy2/SpAmDBw/ml19+yfGyc1NuxZvXlf0+xxyJN28PiTm5Q+5x5B7nQ4w570u8eeeTrGLFihEeHg6AmZmZfrm9vT1WVlYUKFCAqKioHCsX4OnTp5QoUSLby/y7siMiIrC2tsbQ0JDvvvsuR8u2srLCzc2NRo0avZHXuq9TtGhRtFotWq1W/wXwvlMUhaVLlzJs2DDi4+NztOzDhw8DULhwYYKCgnK07NyWW/HmdWXD+xtzJN68PSTm5A65x5F7nA8x5rwv8eadT7K6dOnC1atXWbJkCX379sXV1RWdTsfYsWNZu3Yt8+bNY+zYsTlWLsCvv/5K7969s73Mvyt71KhRzJ49m+nTp9OzZ88cLXvfvn18++23rFu3jvHjx7+RshVFYcuWLXh7e3Pjxo1Mv+vFixezZMmSN/K7flW5QUFBnDlzhlOnThEcHJzt5b6u7PHjx3Ps2DFmz57NmjVrcrTsU6dOsXLlSlasWMHgwYPfSNlvq9yKN68rG97fmPMhxpvXlS0xR2KO3OPIPU5Olv2mY877Hm9kniwhhBBCCCGEyEbv/JssIYQQQgghhHibSJIlhBBCCCGEENlIkiwhhBBCCCGEyEaSZAkhhBBCCCFENpIkSwghhBBCCCGykSRZQgghhBBCCJGNJMkSQgghhBBCiGwkSZZ4KyUlJeV2FYQQHxCJOUKInCLx5sMgSZbIMbNnz6ZMmTKsXLmShQsXMmzYMBISErJst3fvXmJjY//2eHfu3OHKlStvoqpCiPeAxBwhRE6ReCP+SpIskWPq1KnDJ598wuDBgxkzZgwhISEcPXo00zbBwcHExMRga2v7t8erVq0aZ86cISUl5U1VWQjxDpOYI4TIKRJvxF9JkiVyzOXLl2nevDkAoaGhRERE0KhRo0zbrFmzhs6dO//jY7Zp04bt27dnYy2FEO8LiTlCiJwi8Ub8lSRZIsdcu3aNpKQkli1bxsKFCzl06BAqlSrTNmFhYVhYWACwb98+GjZsyP79+/nuu+9Ys2YN+/fvZ/To0QQGBgIZT3ouXryY4+cihHj7ScwRQuQUiTfiryTJEjkmIiKCrl27MmLECC5cuECePHmybPPnzqAdO3YkLi6Ojz76iK5du7Jt2zY6dOhApUqVOHPmDAAGBgYoipJj5yCEeHdIzBFC5BSJN+KvJMkSOcLf359ChQrpf3727BnJyclZtktNTc30s42NDSYmJpiammJvbw+Aqalppn1f1rFUCPFhk5gjhMgpEm/Ey0iSJXLE5cuXqV69OgDJyckEBQVhYWFBaGhopu2MjIz+9bENDeXPWAiRmcQcIUROkXgjXkZ+c+KNO336NMuXL8fb25vQ0FDy5MlDp06d2LJlS5YAZG5urv/3wYMHefDgAYcPH2bDhg3cuHGDy5cv4+npiaenJ9HR0Vn2EUIIiTlCiJwi8Ua8ioEijT3FW2Tu3LkMHDgQGxubf7S9r68vp06dYtCgQW+4ZkKI95HEHCFETpF482GRN1nirTJ48GC2bdv2j7ffv38/ffr0eYM1EkK8zyTmCCFyisSbD4skWeKtUqBAASpWrIi/v//fbvv48WOqVasmr9KFEP+ZxBwhRE6RePNhkeaC4p2VlJRE3rx5c7saQogPhMQcIUROkXjz7pMkSwghhBBCCCGykTQXFEIIIYQQQohsJEmWEEIIIYQQQmQjSbKEEEIIIYQQIhtJkiWEEEIIIYQQ2UiSLCGEEEIIIYTIRpJkCSGEEEIIIUQ2kiRLCCGEEEIIIbKRJFlCCCGEEEIIkY0kyRJCCCGEEEKIbCRJlhBCCCGEEEJkI0myhBBCCCGEECIbSZIlhBBCCCGEENlIkiwhhBBCCCGEyEaSZAkhhBBCCCFENpIkSwghhBBCCCGykSRZQgghhBBCCJGNJMkSQgghhBBCiGwkSZYQQgghhBBCZCNJsoQQQgghhBAiG0mSJYQQQgghhBDZSJIsIYQQQgghhMhGkmQJIYQQQgghRDaSJEsIIYQQQgghspEkWUIIIYQQQgiRjSTJEkIIIYQQQohsJEmWEEIIIYQQQmQjSbKEEEIIIYQQIhtJkiWEEEIIIYQQ2UiSLCGEEEIIIYTIRpJkCSGEEEIIIUQ2kiRLCCGEEEIIIbKRJFlCCCGEEEIIkY0kyRK5IjU1FS8vr9yuhhDiAyExRwiRUyTeCJAkSwDp6ekcO3bsH227cOFCjI2NCQoKAuD8+fPUqlWLX3755V+VeerUKQwNDUlJSWHJkiXMmzePyZMn/+u6v84333zDnj17+Pbbb1+6/s6dOyiKgq+vL4mJia/c5++OI4T4dz7UmHPo0CF+/PFHlixZQnx8/EuX+fj4sHTpUlJSUrK1bkJ8qD7EeJOens6GDRvYsWMHS5cuRVEUkpOT+eWXX9ixYwdqtZq4uLiXLhPZR5Isgbe3NxUqVPhH29aoUQMXFxc2b94MQKNGjZg4cSL9+vX712WWK1eO7du307t3b8aPH4+XlxeXLl361/V/mWPHjqEoCh9//DGpqamcOXMmyzbNmzenSJEi7NmzBzMzs5fu80+OI4T4dz7EmBMREcG6desYNWoUoaGheHl5vXTZ8+fPGTNmDCqVikKFCuHs7Jwt9RPiQ/UhxptDhw5RpUoVunbtSqFChbh58yZXr17lyJEjdO3alZiYGE6cOPHSZSL7SJIlCAwMpGjRov9o26dPnzJjxgw2btwIQGxsLFZWVv+qPEVRMDTM+NPz9vZmy5YtAJQqVYqAgIB/daxXOX/+PDVr1gSgZs2aLw0cP/74I8HBwYwbN+6V+/yT4wgh/p0PMeZs2bKFevXqATB58mRq16790mXx8fEkJCQQExPDjh07+OGHH7KlfkJ8qD7EeJMvXz6mTZtGXFwcQUFBlCxZkkaNGrF48WIAwsLCqFOnzkuXiexjnNsVELnHz8+Pw4cPExAQwPXr1+nWrRtlypR57T4GBgZUrVoVgIcPHxIaGkrt2rX/VblXrlzRf5AnTZqETqcDMprvjRw5kujoaNzc3Hj+/DmGhoaYmZnRqVMnhg0b9o/LCAsLw8LCAgBLS0tCQkKybHPt2jWsra15+PAh48ePf+k+RkZGf3scIcQ/8yHHnHv37mFubs7+/fu5e/cuEydOfOkyFxcXIOPmzs/Pj0aNGv2rcxVCZPiQ403Tpk3x8PCgcuXKTJs2DWtrawDS0tKYP38+arWawoULv3KZyB6SZH2gXrx4wYwZM/Dw8GD//v00btwYNzc3NmzY8Nr9fn86079/fzZu3EjVqlVp3rw5AA8ePGD8+PFMmDCBGzdu0KxZM6ZOncq4ceO4cOECI0aMwMbGhuvXrzN8+HAAzMzMADh79iwtWrSgWLFi7N+/nzVr1rB9+3aMjIzo3r07BgYG+jrcv3+fo0ePvrR+/fv3x9raGp1Oh5GREZDRNvn3f//Z/PnzMTIyws/Pj0OHDr10n39yHCHE3/vQY45OpyN//vx06NCBBw8ecODAgZcu69ChAwA//PADo0eP/ncXWQgBSLwJDg6mYcOGNG7cmKlTp9KmTRuKFSuGra0t48aNo2vXrpQpU4amTZu+dJnIHpJkfaA2btxI69atSUxMxMLCgoiICH1H6xcvXtCtW7csHUWDg4MpVqwYAH369KFRo0ZUrlxZvz42NpaPP/6YcuXKUb16dR4+fEj79u1p2bIlJ0+eJCYmBhsbG3Q6XaaAEhUVxdmzZ/nqq68A6NChA6GhoRgZGREREZFpW4DKlStnKvdl7O3t9R3LY2JisLW1zbTew8ODtLQ0Bg8ejJmZGXfu3HnlPq87jhDin/nQY07hwoUpUqQIADY2Nty7d++lyzp06ICiKJw4cYIpU6b8s4srhMjkQ483K1eu5Msvv8TExISSJUuyZcsWxo8fj6IoGBgYUKFCBTZt2kTTpk1fukxkD0myPlBGRkZYWlpy/fp1ateuzffff8/48eMBKFCgAJ6enln2uXbtGi1atABApVJRsWJFwsPD9evPnTtHoUKF2LhxIxqNhvv372Nra8uNGzfo3bs3JUqUwMvLi/Lly2c67ubNm5k4cSJpaWmcOnWK1q1bs23bNjp27MiyZcuy1ON1T3n69euHjY0NjRs35urVq3To0IErV67QsmVLIKO9dYkSJShYsCB169bVL2vWrBlAln2MjY1fehwhxL/zocecli1b6vtNREZGUq1aNSwtLbMsA/Dx8SE5OflfXV8hxB8+9HijKAopKSmYmJhQrVo1QkNDmT17NsnJycyYMYPQ0FCqVq360mUiGynig5SYmKhMnz5dmTRpkrJixQrl5MmTr93++PHjSs2aNZUtW7bol+3evVs5e/as/ueBAwcqOp1OCQoKUhRFUYYPH66kpaVlOs5PP/2kpKSk6H/++eefFSsrK6VgwYKKtbW1cufOHUVRFKVLly6KoijK6NGjFV9f3399funp6cqYMWOUrVu3KhqNRlEURYmMjFTq16+vX//DDz8oq1evVn766adX7vOyZUKIf+9DjzmKoijTp09XVq1apcybN++1y27fvq306NHjX9dBCJHhQ483kZGRyvfff6/88ssvyvr16xWdTqc8evRIWb9+vbJ69Wrl888/V9LS0l66TGQfSbI+cIcOHcqW49y+fVtp06aN8vz5c0VRFOX+/fvKRx99pISFhWXabtGiRf/oePfu3VMURVH8/PyUhISEbKmjECL3ScwRQuQUiTciNxkoiqLk9ts0kXuOHj1KmzZtcqSsoKAgLl68SNeuXXOkPCHE20dijhAip0i8EblJkiyRYzZv3kzHjh2xtLTM7aoIIT4AEnOEEDlF4o34K0myhBBCCCGEECIbGeZ2BYQQQgghhBDiffJeJVnt2rXL7SoIIT4QEm+EEDlJYo4Q75b3KsnSarW5XQUhxAdC4o0QIidJzBHi3fJeJVlCCCGEEEIIkdskyRJCCCGEEEKIbCRJlhBCCCGEEEJkI0myhBBCCCGEECIbSZIlhBBCCCGEENlIkiwhhBBCCCGEyEaSZAkhhBBCCCFENpIkSwghhBBCCCGykSRZQgghhBBCCJGN3vokKyoqCjs7u9yuhhDiAyDxRgiRkyTmCPH+Ms7tCgAkJCQwffp0HB0dsbe3p3v37vp169ato3Tp0rlYOyHE+0TijRAiJ0nMEeLD9Fa8ydq5cyd16tTBzc2NjRs36pcHBweTL18+LCwscrF2Qoj3icQbIUROkpgjxIfprUiynj9/jq2tLQCJiYn65evXr+ezzz575X4rVqzAyclJ/194ePgbr6sQ4t0m8UYIkZMk5gjxYXormgsWK1ZMHzzMzMz0y0NDQ1mzZg2BgYGsXr2agQMHZtpvyJAhDBkyRP+zk5NTzlRYCPHOkngjhMhJEnPeTinJyXg/uMHzh9dIigohLeEFSlIsGBhikMcCozwWmFjaUKBIaQqXKI9jiXLkyZs3t6st3iFvRZLVpUsXpk+fTmhoKH379sXV1ZVVq1Yxf/58Ll68iIGBATY2NrldTSHEe0DijRAiJ0nMeXvExkRzdu86Eq9upuSLG2hN7IixKktIoiGpBnkpVqYCii6dIP/HFCqYn+SghyRc3ECaTkt8WgRhJoXwN3EkX7lGFK/RlCq1m5DPKn9un5Z4SxkoiqLkdiWyi5OTE9euXcvtagghPgASb4QQOUlizn+n0+k4sOEH8p/6ljCrChhU74J3cBKDhwzFw8ODCRMmAODu7g7AhAkTsvz7i1GjcP9uGtdPetKqShEcdUEUTvTjmXl5npiWpm6H/jRq4Yyx8Vvx/kK8BeQvQQghhBBCvJfS09LZPqMn+UNvoOuzlic3vYj3j2XGjBkYm5iiVquJj48HQK1W6/f7679N8+RhmNt4PCwK0kutxsPDg97TptDLpQh2VuHEbR7BlV9jeWrfjMcGjgwc+SVFijjk+PmKt4e8yRJCiP9A4o0QIidJzPlvts0fRZ4np6g6bhduI0dx4MABpk2bhoWFBWq1GpVK9Z+Oq9Vq8fDwwMXFhVX7dlOkaQM629izbclUimkv4Wj0goBibXBo0pcGLV0wMjbK5jMTbzt5kyWEEEIIId47fr5eFL23lmIzbrFpyw4OHDiAs7Mzbm5u/zm5+p1KpUKj0QAwt/xEwhLjaey5Bs/x89j762YqtGiM8cU9xOzQcGLzcMIr9qRFn3EUdnDMjlMT74C3Ygh3IYQQQgghstO13ct4VtKFvOZWxMfHM23aNNatW/d/J1gvY2dmweeV6hBrYohGo6GmUwO6jpzDvVJDGHfelGi/2/h/XZltmtacObwdnU6X7XUQbxdJsoQQQgghxHvH+NlFLCo0o3///syYMQMLC4s3kmD97ouq9bmuDWbqtZP6Za4DXfls0Ei6f7Od8gv8MCnXnPgdGvYPLsXONXNJTUl5Y/URuUuaCwohhBBCiPeORWIoVx480TcT/PNgFn/HKyyOfQ9CuegfhXdYPGFxSUTFJ2NqYoRheip2+S1xzJ+HxNCntK9fnabli+BUtADdS1Vi2Nn9KIqCgYFBpmaFAJ0HT8Y90pS9W1biZujBufPzeVFnGK37jJHh4N8zkmQJIYQQQoj3js7AmNq1auLs7MyCBQv+0Vuse8ExjPF8wN2QWDqULQA+F2limIi5QRoLFs2kRbt2HD15hqFfTyPqhQlr9u3HGIX9PpHcCoyhjK0F9YuVoPTcxaz8+CNala+QpQzXga4YGBrQSq3Gz+sm2l2zufPFD1zI34ruo+dSokSpN3A1RE6T5oJCCCGEEOK9E2JSkP2XjnPgwAE8PT3/dvtNNwNpsfwSbUvl4wuz2xTz2c/O2V+wfNYk8hmm4j57JovnfY/7tC+ZNLgv3w/rgXuf5uz+wpnuaVdJXdiV1ukPCPG5i98jaLvKm/JfbWbh8QdEJfzRLPD3t1sqlYo6jdvQff5JThYfgWHIffxnOLF7xTckJyW9yUsjcoAM4S6EEP+BxBshRE6SmPPvbZ7xKYnG+RiVx4qv6jTny2btX7ntZf8oXDyusr1nBeaMH64f6v13fzci4e9Duv/eJNHDw4PHiUn8/DiEKkUb8czAhsbF8mETdpc5g7vgUMjupfvXrVWJCM9ZFIj3J6nFJD7qOUImOH5HSZIlhBD/gcQbIUROkpjz753ct5GwPd/SyzOMfpPG0cK5PRWtVdSzK5pl2+bLLtC9ojUH5o3X9+H6f0ciDAwNpcmOFaz5qDs1HUozZK4HW++GY1myMgPrOWL+6DRjB3320jIuHPckfPtXGKbEcsXamS8mzXyjg3aI7CfNBYUQQgghxHunbouPKZX6lG9HfcH8zwZTMK8Z4y8dJTYlmfjUP5rvhcYmczsomn3zJmRbggXgYG/PkxFTCCKVBzEhLB3RBfe6phwdWJtrt+7x3XN7mi88yunHEfz1nUfDVi54l+jH4vtmNAvfyu7JnXju7/t/1UfkLEmyhBBCCCHEe8fCwhI/+2aUMo/Bw8ODBhYFOeuiZu8zHypsXcqzuGgAfLXxWKXHcujAvmxLsP7MNq85I88f1PfFql++GLu/cGamYxADmldj0Lbb1F90hoGzlhEeHq7fz3WgKw3b9eKM43DMilXm+fTa7PhxgvTXekdIc0EhhPgPJN4IIXKSxJz/5uq5o0Sv/pS2v4QzZ873+uHU70SEArDk/hWa5KvGmrNPMD88jwULFlC+fPlsr0eqLp3F964wskpdTAyNMq1LS9fR79uVbHqShkMhOxb3bUznKoUwMDDItN0jrzvcWT6cfPHPMev+A00+6pLt9RTZR3rSCSGEEEKI91Kdxm3w3FiQGeM/zjRPVrWC9qSkp2NnZkFQ0gu8g8MJPnCA5s2bZ5rX6nUCoxPZdTeEQw+CueH7nHjFBEsLc1IT4ylpVwAlKpj29avRsqIDdYoV4ESQH6aGRrhVqZvpOMZGhvw4oivV13hQuHF1vjn6iG+PelMn8R4zh/bSv1UrW6EapRecZf+WnzHeNJRfT63HWbOKAtYFs++CiWwjzQWFEEIIIcR7K1+Hr6kTeYjVq1eh1Wr1y02NjJhVpyXdypUmTDGl1LghuLi4/O3x0tJ1TNz3kKpzT7Pu0Hny+F8j+JcpxPw8jHK31hK+agzK5a1c3buR45dvMXb3HQp8tZ+AO7Zs3nGXZRdvZOmDpVKpmDhBQ7+G5bg+ugll47xZ/tSMpguOcj8kVr+doaEhXgFxfLwtnugXUdwcX4kzh7Zl38US2UbeZAkhhBBCiPdWM+febNkzm+uH1pOYmMT06dMzrS9lY4GlTuHJlhP0L+7IeJNP6Faq0kuPpSgKvTfeRBubQK07qzi+dwcdpk2j6rA+APTu3RtPT09cXFzw9PRErXbGw8ODG4smY/rJAM4nmXMhsQBTdvsxpGFphjYpRwkb80xlGBoasHhEV6qtWUtalbo0X3ae0ko464e0oWyxQvo3ct3Vau5fPY5u2+dsOb+FtmN/lrdabxFJsoQQQgghxHvL0NCQ+9atGOG4nhPpKVnWGxgY0L5yEV58NoZiMWGcffaYqjZ2FMxrjipv5gRo6+1gvEKiKXp6oX6gjL/OofV7c8Pf//97UvR74uWfeJelu49y0nQoK6+FUCAtmikda/Jpg7IYGWb0w1KpVHw5YTwAurtHmH7Eh1rJ+fixW236OxXVH7tZ+55E1WvFwbmDuDG2AqkuC2n7yafZfAXFfyHNBYUQQgghxHtt9ISpeFlUozxPXrq+f72S3NXZsnLyDIpe9eJY4BNq7FhOUlpapu1WXX5GpZg7HDqwj9atW/+jkQh/H1WwfPnyaDQapo9wo57amRotrBiX7y6Pdy1h2r5blPr2GB2nr8YvMCTT/p8P7I97uzLs7leDxWd9Kf31Nk4/8Nevt7ZREWjTiGm385PXcxRb3T8nNSVrMilyliRZQgghhBDivaZSqeg2YwuOgUeYOWVcpr5ZAG3K2YJ5fr74dhFqtZrPK9fl6ieDOfj8EaPOHyQ5PSPZuvA0ktBrxwBo1KjRfxrqXaVScWyYhn6VatO2Z1fcB7pwbVxLXIy82H/Ni6o/XOLLPbeY+f18tFqtPklrVaUEPdOv8fSABx08bvLVAS+S09KBjLdlLr2Hohp7ApPnl9k/tp7Mq5XLJMkSQgghhBDvPZVtIc4U/IQqzzazevWqTOuMDA34rLod5xJs9MsKm+ejlUMpDA0MeBQdyaPoCBJSdZw+fIDWrVvj5ub2n+tiaWJKmfw2tD29g0+GDESlUjFtSG/cm9lxbFBtjly9z1T/Qny62JP45D/epg10VeP+aUuuuNXlYVgsdRad42ZgtD4Rq1y1Bp0WXiK1VHP8Z9Tl5L6N/7mO4v8jSZYQQgghhPggDNZ8R1weO4qmPc6yzszrONejDJm3coN+mZVpHn5o2A5DAwMa7l6DEelgkvc/v8X6MzszCza36kqaokOnKJkmKz48ui3ji2kxc6xI2Tkn6PnNCsLCw/XbVCpehJ39nRhe244mP5xk4u5bpKbrADA2Nqb72IUkfLIMdnzBxhn9SElO/r/qKv49SbKEEEIIIcQHwc7OjlZTd1H88Q4unzmUad2Igf1pahXH4egCWZoTVrK25V734RS3zoPduNG07tr5H5eZrlN4GBrLgYeh7L4XwmHvMLzC4khKTaeVQyl2PHnAoNOemfZRqVTM/fILdg1sQBdjH7Z6xVBz/mlOP47Qb2NgYEDc1X3ELx/Inite1P/xPF5hcfr1t72e03VXMrrAuxwY14Cw0KB/caXE/0tGFxRCCCGEEB+MIkVLcL/TfJJ/ceW7c58zeMhQVCoVKpWKVgVimfbUjm9X/MrCr0Zl2s/e3BKbxHCeBCTx4/GDVChbLsvog3+WkqZj2v47LD3vh5VZHpJDn1KhbBkCw7RE60xJMDTD1iCBNtWLY1DAipS0dEyNjbIcZ/rQXjiu8cC6QRX6brxOoZQwNgxpRQXHwvqRCwcMaMWuxwk0XnyO1ibPWDKii35dm88+44zHFO597YTd5zupUrN+Nl5N8SoGyl9nQ3uHOTk5ce3atdyuhhDiAyDxRgiRkyTmZL+fRjQnShuGSR21fkh0rVbLkKW7CLAsRbf0G7i6qjM1C1x73oeZnv9j767DoszeBo5/6UaBIQUVC7u7O7C7RcAWW0BBBRsHW+zA7lZsxe4ACcGgmwGke+b9g3V2WXV33/3trrr7fK7L61qfPM+Z9czczznnPs8YpfGO/VXLMKteS6bXbvbZtQuLpXTd+oCgwNckn/CgupE2ISEhVK9enZCQEAC69ezNVb8PdLOfQ5ymBQGSLLpW0mGxdSOalS+LgoLCZ9ddumoNiy6/QbtpLzYNLknn/svjZq/YyLp3KjQup8OdRcPRVP05aLt0aCNlbywip+8GOvez+cvqUfBl30VPVk5ODu7u7pQvXx5jY2MGDx4MwNmzZ8nKyuLVq1d07NiRnj17fuOSCgSCfwOhzREIBP8Uob35fnV33MObZe3I1vl5vpJIJOLEwnFYuJzC+cw5FBR+Xu8KYGCjSkw5+4YlnhtYtHg+rbpasDHwCQMta1BOS1d+3I7HUURER5O8YzqdO3Vk6dKlLF26lIULF3LlSskwxU8LF9va9sHGxoaAj2kE5PZkRCrkZHxkXteaTGprhbrKz4HSZHsb1BW9adijAXOuvGf5mYcct29Ng8rlAHCZMAL93XsJMGpAkw33ODG6ETVNdACwHjkdX5EFKkfHcfjdC4bNWY+iojBz6O/yXdTs6dOnadKkCQ4ODhw69HMWlH79+lGhQgXi4+Np0KDBNyyhQCD4NxHaHIFA8E8R2pvvl6VlJSrOOEO5J6vxf/FAvl1JUYHtQxui23cO/YePLnWOjroyvarpUW2gAyN696WRoRmF0mJmPCw9v2vP43D03t4AmZRWrVrRvHlzfHx8aN68Oe7u7ri7u8vXzRKJRKxduxbrsnosHtESc50nJB5dyuZrrzByvcDCC/7yDIM/p3OvwHDpc97fOEGbbc/Y9ywa2U/JMxY4z+Xo2GbMbVeZtpsfMHLpdvkcs+ev3zPUR4pGiA+7p7YhOjrqb67l/67vIsiKjo7G0NAQgNzc3FL72rRpw/jx49m/f/9n5+3YsYPGjRvL/yQnJ/8j5RUIBD+2P9PmCO2NQCD4M4TfON+3mnUbk9BmAYmbB/Hh/Vv59t4NKjGmRVUW3IjA09OzVCIM02R/3qpX4vS5kmQVc+q25GSXIYy8dZpVfvcBCIzP4NXl43841buVlRU+Pj4Ma9wSBQsTljqMZKTGOzK9Z3L+cRCVVtyk7+JdxCQkyc+xt7NFPLgZF8c2QHzrHXUXHCEkKh4oSYph29SCMRpvORylzNBNF5FKZdja2jLH0YVXZsPJTEvh4ZLupKVKvlYswf/guwiyLCws5I2HhoaGfPvVq1cBMDU1JS7u84woEyZM4Pnz5/I/nxoxgUAg+C1/ps0R2huBQPBnCL9xvn8fUmTcSzfg7upRSKVS+faV1tW5FhyH05ZjeHt7y7cvnDCcSnqqPErXKBV8eTbrgpKCIgGpiUgBpFIaNGjw/0r1rqOqxp3+9mS3a0gv29GInaZyc1ZXRqiFct4virpr73MmIF7ea+Xo6Ej7WhUYpfCSwHvXaOb1mNvvfy6Ty4QRLKqSTo6eJQP2PUdNuyyOjo5MnzGTwga2FBnX5tH8FsTFRPwvVSj4gu8iyBowYADPnj3Dy8uLkSNHYmdnh1Qq5fbt2+zcuZMdO3Ywfvz4b11MgUDwLyG0OQKB4J8itDffP1tbW7SbjEJEBme3LZJv11ZTZteQepQd7MrAXwwbFIlEdNNN40KiOrv2/Bx8mWnpMLdeS67FfECqXATaemhqfj374G8x09Rhf8xb+XBC1wkjELfUYdeQerj4BFPN9TgPQn4e6jfebizi3rXYPbgOQw+8oLvbHvm6WoudZ3PHoQ2G2qq09HpAeEoOIpEIZ2dnhi85Sna1Hrxxb8X7kIA/VVbBlwnZBQUCgeBPENobgUDwTxLanL9f2Ps3xC1vieLo/bTs2Fu+feLJ10hlMnYOriffJpFIaOZ5FSulj+yfPfSz3qpW628Q++4WM4Z1YFabLn+qPNFZ6dyIDcPWqvScPQ+xJ/OP3kWrkz1TWlZA791NxtuNlZdhgcc6lvsVUK1SBR64DkCkpQqATCbD42oQK26959iIeljXt5Rf8/jmRRg/34zi6AO06Wj9p8orKO276MkSCAQCgUAgEAi+pUpValA8ZDvFB21YvmShfCigZ68aXA9JwmbpVvk2kUhE3zIpXE7TZcvufZ9dS/9jJJGxhWwKeExuUeHv3rtYKiMkKYuHEam8jEknNacATWUVFjzz5V16Sqljx9nZIh7eloeTm3DucRAuwZrM2/Bzj9rMcaNZ2VCRbg2r0XDdXV7GpAMl87SUAy6TdWIZQw75cyEoUX5OZI4OK96IUNg/nIe3Lvz/K0/wme8ihbtAIBAIBAKBQPCttesxhFXXz1D7w2527lBnvosruuoq9FIMYXNMWcx3HWD5vFlAyXyn++uvEF+x3WfXWTSyG77Z+oxK9GfN87vcS43nQrfhqCqVXmxYJpPheT2IJddCKc7LRV9dAR19QyJSc9BQKKZZ+Vr0nLuS3Q6jaVOvpCft01wsgGHq71ny+CZHDWdjdiWUhV2qIhKJmOdUsr+tfxxdtz+ih2oE6yYPki9QXLdbPUYf96O9UiRbfrFwcXYVU7QPjOZuwU7adh/891Tyf4TQkyUQCAQCgUAgEPzEdt4GYrRrUCXxIkVFJanT3ScOp7txIb4aDSmWlsy0EYlEXHQezMkgCbNWbCyVBKNJVXMMlAtZeugyyvde0LeCFe/SUwjLSCt1r5VXA1l6/gXZe2eTt3k0cWtGUfnBBvLXDODjnlm8unSSdypVaH/gPZ3c9uIfFlvq/GnTHBDb9+HxlGbc+5BElQWnePouRr5/UD0zRmm85WC0GiM2XUBf3wBHR0e61bXERj2EE9FKjPE6j4HBT9v7j2J/cyeUjo3n/rUzf1cV/ycIQZZAIBAIBAKBQPATIyMjxq+9hLK0kFMeJUlJRCIRFxfZoqGmyoIL/vK07kY6arRXjmJ9cDG7f5EEA2BOl9pUGTidvOwchhhbEpeTSfOzu4jLzgSgqFjK8hvvyTqygBbVytGuXTscHR1Zu3Ytbm6LcJtmxzk3e7pHXaS3aiC3Xryi+ZZnNFpwiOfvY+TlcnR0pLalGd2zHxN19QAddzznmN/PGSsXTBjBwkpppJWxZNjBl+QWFgPgPH4krpUziNCowKzzwUilMqQyGQ/19SgeuQ+FI7Y8uHHun6jyfyUh8YVAIBD8CUJ7IxAI/klCm/PPkyQn4De/MbmtptPb1gmAuPQ8rJZfIeuQC+KZtjg6OpKcnEyztbcY164mLt3ryM/PLSzGyOUcWfvm4jZlDO7u7kRnpfMhI4236Sm0M6hGU4/LZKwbytSpU/Hy8vpqWUJio2l0YQ+jkxTYfuUNGi2HUl8jkx32nahd0aykvBIJ3t7eNOwxBPszbzEviOe4Q3fMjI0AyCssZsT+p/i9j+b61LZUNjcB4GNuIb12P6WGsTYzOpmip6ZOOS1drp07hNaZKWQP3E7X3sP+rmr+1xJ6sgQCgUAgEAgEgl8RGZpgPvM8endXstR1JhKJBLMy6mwfUIuyI5fTe+goAAwNDbk0qydrHsTi6rFOPmxQQ0WJliqJ0PznAMVCuwxVdPXxDvUjNO0jxXlZAAQGBv5mWaqXs8Cnjw12Y0awqn8DHLQCeXTvNs03P2XFlQBWiT0BcHR0pFPtCtiqvuZB4Dtarr9NbHrJItjqKko0S7lP+OPrtPa6L99eVkOFK+ObERj7kdYbL3Pt3RsA/N/GMeeVAZqnJvL4zuW/rmL/I4QgSyAQCAQCgUAg+ILqtRviazKKdjF7mTR+LBKJhBHNqzKpfXUcLkdSVFyyeHF1I20aKcaz4lkGe34xbHDntAFoWzUmsfjnhYvNtXV51M+epMJ08rTLgooKTZs2/d2ytDeryLH4D6S0bYDTtEmIe1bn+rhG7L4TzLzXyizdcUR+7FR7Gzxa6DK8eTWab3zAi5iPANjb2bKqRzVGNihHneWXeRQaDZSsCdYz/xnpMel4nXyLVCrD1taWgaMmk9F7PcV7h/P03tW/qFb/G4ThggKBQPAn/BvbG6lUSkpyIhnpaWRnfiQpIZbH929Tv349NDU1ycnJwc/PjwYNGqJvaIKGti4FxXD9ui9jxtpiYVH+Wz+CQPCv9W9sc34UEomEFbOG0V4xiCArB+a7uFIsldF95xOq66tQPuIWtra2FBZLabLuDjM71WRul1ry83u77+aifyTiljryrIAAhcXFlF14idoRJ9joMpdmtev+blmSc7PZ99afufVa/rwtORmHrWe4nl8O/djnnHUeSu0a1eX7TwfEM+G4vzzDoEgkwtPTE6e9V9DuOQ3fae1pbFGWW+/fsPjiWYoUWlLNuAy7htRDSVEBAN+LR1A5NQX9mdeoWa/JX1Gt/3pCkCUQCAR/wo/a3hTk5/M+NIDo0JdkRAUiS3qLWlY82nlJ6BelUKCgSo6SNnlKGmQUKpFRCOqaOvIgKys7Cx0tTXRUQKUoB+XCLNSLcyhDDnkKaqSr6JOtakBKsToaplXRNq+OvkV1zCvVxKJiFZSVhZVDBII/40dtc/4tJBIJx9yGYqSUQ/+191BWViYlu4Cqiy+Sdm4t4nF9cXR05E1iJm02P+Tx9NZUEWkBEJuQRL1199k6qC6Dm1Qpdd16rod5/fQCZQbWIGj0TMpp6f5uWTIK8ml/YS+3etlQVk1dvr1zn0HcVKmDrpEZk8tnM3f8KPkCxTNWbGJjhDbdzWRccrMlJSUFb29vTFr1Ze61CC7YNeFZ5jvic7KYX7ctvfY8o4KeBnuG1EPxp0DL5+AGNH1X8LDiJCZOnvbZAsyC0oQgSyAQCP6EH6W9ycnJ5tkdHxID7qAa/RjzzGA+KhuQqm1JbHEZytdrg6llDW7df8LylatZsnQZjo6OJW85nZywtrZm3759iEQi+aRqW1tb+Zfrp202NjYoKkhJiovm1PEDPLlznXaNa1JeW4baxwj0cqLRLU4nUdWMDP0aFBtW531KEQNHTaBmrTq/8xQCgeBHaXP+zQry8/FxbE2BYU2GLixZgPhmYCR9973iil1DWtco6c1fdjmAXXff8GRWB4yNDAE48PAtjucCeDW7DaY/JaIA8Lz4DM+LT9lgV59qlpbkFhfR2uT3RwW4Pfelc7lKtDGtIN8WGhrKrNmzya/ZhVvZhgw1yebooglASVu9ftcBzirUo0V5XapE+2JvV9KWXwxOxPboK7prvEVsPxRTI2Oi4hNpv/E2HetUYufwxigolARanjMHUSXtEW+sJuPisuCvqdh/KWFOlkAgEPzLZKR/5NJhL044diZwihHpF5dRWJBHgHZz9Bb403lXDJHl+jDby4ewNEVadurDpKmzWLJ0mXxBSltbW8RisTzAgp9TBf/y7eWnbUZGRogMTahZrwmTZy2iXV873vQcgd4kT/p5veRpDSdaHlPgmekQNGt1ITkiGItoHzI8W3DHVp9jsztwestCXj72pbCg4JvUm0AgEPwWVTU12i68iH7ULc57rwKgU+0KbB7SCJvTb1myag0SiQSVgCtEfniH7ZYL8nPj758jMSyYydvOl7pmQfAdkpUNCLr1FDUlZQZeP8779NTP7p2aU4DziceY2YmpPXMLD4/5scD7CIcDfg68raysuOTjwzHnUcwyT+G5ciXsDj9j5U9JMZbNm8X96W24/uod8+4ms37TZgB61TSmr2oYB1PNmbfrOADHDu4nfK0dl15HsvT6O/k9bFy2EKtdk+pxp8nLzfmLavbfSejJEggEgj/he2xvgvyeEnh2HRUiLxKlXYsHqboMn7qQ5i3byHumxGIxjo6OX+yV+qsdeveaxNxsZtdt8dn9Pv09KzOL3Tu3MHlUb6poZFEm4TkGBQm8V62MrEo7qrcbRL1GbVBSVvpbyigQ/Ci+xzbnvyok8CWSNZ1QHLWPlp36ANBq4X4eBr7Do4Uu9na2rN11gJ05Nbho34xmFfSQSCSs3HmIfTlWBDi2x1S3ZJifRCKhk8cZshIiuLRwDKaWFXmeHEdAaiLTazdDQUEBSXYBDVbfItnvDvkfXoKyKhhaQuXGKGgp49qiMvN7NUZTtXQ7mZ5bSPOlJwkJi2RRA1UWO88GYIHbYpb75VOpem1eLxmClpoyycnJdN5zmNgsK87ZNcVKR4q3tzfWg0fS90gIc9pVYnLLigAUFRVxxrkLMiU1Bq7wEdrnrxCCLIFAIPgTvqf2JvDVY0IOOGP8MZD46sNoNngmUxxmcunSJaytrfHx8fmfgyqpVEZekZScwmJyC4tRAJQVFVBSVEBFSREdNWX5BOlfuhAZSjfzKqgqfflL+EvlWrFiKddOH2Bgc0us8t+gWZRJtGFzwmTlGDRuFlZWtb54LYHg3+x7anMEcPfqSRSPTuB2xSlMmjqTgmIprdbfZljzaqzsWx+AMwHxzDwbiJ3qa6ba2yASiZh16iU3X4Zwa1ZXeZvXrv9I7pr2oGvUCa5ePEdCThZDbpzgQIf+VNApy7TDD9l19DR5F9ZgYGDAsGHD0NTU5PSZs3wo0kKr3yQUVIyZ3MQEvfD7jLcbK792YlIyIzb78FbJjHN2zWhoXgaJRMLuPd74G7clJqsYH/umfCzK5npMGOYK5ow69JKR6qG4ThiBSCQiLCWbVpvu00kpnPU/Jc7Izs7iplNLck0bMXSB99eq6T9NCLIEAoHgT/ge2pvUlGSur52AeZwv0XXHE5Gvz7hx4xGJRISGhjJ79mzWrl2LlZXV714rp6CY4MRM3iRlEZKUxXtJNlEpWbyPl5CnpEl2QTHKSNFSU0ZWmI+GpiYyBUUKi4rJycunACW0VJXRVVOkOCeDGhbGmOmocjnqNX2rV2NM/VpYGWljoqMmH9v/Nb8OvN6/DeTktpXoJDyjiWossbq1UGowkBbWYzA0Nv2rqlMg+K59D22OoDSP2SOplXKLAKupuLgsID4jjyYb7rNjUB2saxgD0GbRfu6/fsuqlmVwcnJkhXg1riE62FhK2btwMlAyl6qN52Xq6MEx55+TVRx695rrsWFcPhhG0v2zGEiCefDggbxNDw0NZeac2bzs2oikw74Y1RtKUqEKtpWK2bNgSqmynvSPY9LJ1/RTC8Nj0hBEIhFSqYyxh55xNziCWf3L8TQrkUMdBzBm6TYOxGrgWOEj4vkzAJi1YiPrY/QZZ5bBzp+uLUlO4IVLU17qtmP8/HVCIoxfEeZkCQQCwQ/ozuXjBDjVokhBmbtVHQlJ12L+fBe8vUveKFpZWeHj4/PVACu3sJjzQQnMPBdEwzW+lHXxwfbIS876R/Ps8SM6lteiXnYgkl0zcSwTzEqjNxSu6UtLv82kew5gttZrEty6ME83gLzV/Vhh+IboBZ0YoxpEgrczFdMCyQ1/Ter95zz3i2Lh1bfU8byNptN5Gq3xxfaoHx5XA3FYvono+KRSZfv13K8q1WozzmUDOQ3GY7w4EM029uQHXyfcuQoHJ9TnxPblpKVK/t4KFwgEgl8Z57KBSO1aVEu4SGFBAaa66hwb1RCbI69wXrm+JCPh1O6YVavDzY/aSCQSJtiNZULlIq5LK5ORVwiUtNfDKilxK0OP7Xv2yq8/wLIGeqrqqGprAzL69u1bqk23srLi8kUfHg+ehMOQnpxxaINtpWJuSitTb94+nN2WytfmGlTPjKHq79kdq4PDllMAKCoqUCv+DpHPbuN5Oo75ddoBsHbyIAab5XO0sAbRH0sWLHadMILJ5T5yJr8SQQmZQMlizc/MR9Naco6t61f83dX9wxF6sgQCgeBP+FbtjVQq5fimeZj6e6MwdCtPXofj5OSEm5sbWlpavzkcsLBYyoXgRA68iOHGWwlGsgxGtKxOyut7bHWfg3jFMgD53C1bW1t5jxKAt7c3ffr04fz585/NrfrS3z+dc9xSh8u9xuC9aTNOi5YyZcEK6nbszZ5Ld3kakYqKsSXVjLTRzYzBvlszeteriJGO2u/WxcqVy7l34QBD6uhQI/8NEWYdqdBtMk3bdENRUXiHKPh3EX7jfJ9KMg62ocCwOkMX7geg/+JdnA3LZVmtfFyd5jLfYz0eUSKmlkvDy3UaAKP2P+H9u7dcnNFD3nZ2XHeNTnUsMYu+X6ot15/uSZqajI7+N7h57doXy7Eh4DE3YsO50H04y8WrWXD1HVRpTpO0x1zaslx+D4+dhziUW5Wy4Q844zoakUjEnj3eHNKsTl6uOi+md0BbrWSpjbV3wtjxOJJ7U1tiqF3SJh94EYPb1bc8ndEakZYqEomEjSvn0zH1NKKZ16ldr+HfXeU/DCHIEggEgj/hW7Q3UqmUo8vGoBV1l8cVbbCzm4ieqvrvzrVKzy1k/b1wtj+OpIKuKuUzQqlQnIjnkkVfDab+yoQYsx5eob9lDWqqaH0xIBs+2oZVe47hdfoWNboOIU5RDxNtFQyyY5nWqwX9GlZCXeXzOV2/DOiKCnLxPbIOvaBjoKSMv3Zz+k1aJMzfEvxrCL9xvl8pyYm8dGlMboup9LGbR3JyMj02XKW8ZWVO2TUnJSWFOVtP4CurjN/c9uhrqrJk1RrcPuhhXz6PXT8Nv3uXnEV98Q1yNtsgXrxAvnDx8pO3WXIrmH1DqtGleUsM1DU/K0ORVMqjxGiqlTFAKScPLy8vLvhH8dKoHVXzwri/2gEjw5J08h37DsFXrz2VFFJ4v2cBCgoKzH10lVevVYiKTMZ3egfMTUrSzM889ZKzz99zf0Z7+bb5l97wMCKN6xOao6qsiKenJx9899PFLJ+em/xQ1/i8fP9FQpAlEAgEf8K3aG9Orp+NRogPr8uPxmXjejTdp7Gny0CGVq79xeMLiqRsvB+O2PcDHS11KRf/BJ38NBYvXvyHer7+SofevWZElTpfnY/1y4BJT9+A2R5ebDx3l4odB5OqpEtrCx00E4NYYtObGhW+PA/rUwbFMYOtqaEQTnuNKCLLW9NgmAvVatb/G59OIPj7Cb9xvm+hwa9I9uxITj8v/N/GMWyUDX2PhjC6kTmz2lYCYPb5IN5Lcjhn25iUlBRcth3Dp7gqgY7t0dNUBWD8kecEBQdzfoa1vG1eumoNi2ItqFF0jaI2dQke6oDyF3rr0/JzqXp0Ey8GTKCCTlkkEglD7SdzS70RlStaMFo/gan2NqSkpOAwdz5RzcZjUpDEyWnWRFLINe+DuN5LpVbderxaMhQVJUVWiT2ZdzeZevXq8XLpCBQVFZBKZfTa+RBJdDg+M7qhoKDA7t27qZh4GTT1GbzkpDCaACHIEggEgj/ln25vrp/xRuWiMw8qTmHQkOGcP3+e3iOGYaCvz4hbp+luUZk5dVvKjw+Iz2DkwecUpCWxe0xLHl449oeHFf6STCYjKauA0KQsXoQncOneU8yr1SI5u4h3EVHo6huSlJKKSCRCRUmRlKQEKlqUQ09dmfjwt7RuVJeqpvosfHWFTulZeNiMwuwXC3F+Talhhxq6TFvjzdFnYahXb0m7aiaMaFCOfrWN0VVX+eycT0Mae1p3JdBnO+ZvDhNr0JAKfZ1p2qbbn/sABIJvTPiN8/27d+00HLFn1HUVHGY4Mth+Ks03PeDoyAa0ryKioEhKiw13MM0MY69DX0QiEQ6nA0hKz6aJ5B62trYoaOhSQ+zLcLW3LJwwXN7rX3PeQZKfXmH80OYMthlN1TIGVNQp+1kZToUFU9fAmKplDICSdnHXHm/OpenxOLEI56p5eMyfCcDiVWtwD1SmrWVZPtbNZUP99jw6fYGb2i0w09Ni37D6pKSksGPPXs6qNKZLdROW96gOwLJVq1kYpEavSppccLcHIP1jGo+dGpDXdDx9x7n+I3X+PROCLIFAIPgT/sn2JjUlmUDH6lwXDWOZ5xbc3Nxwd3eX74/M/MiDxGiUFRSJyc7ArLg8084G0V4pgpNuEz8bEvhbwZVMJuNNYhYnXoRz8mEgicoGFBXL0C3OoKwsB/97N+jXtT3aikUc3LOTZo0b8uTBPaZOnYoUBbbu2MnY8ZPIkSpx/PwlOlj3w7xGPW4FvCVWko2yroiK+pqoZyfRrVENWlQxoXmFspQro/GbdfApgBo6agyPEovZ+zic2x8kdLUyZHLrKnStZojiF1LIA0REhHFsoytN0n3JUjeibO+FtO46UHjTKvihCL9xfgzHvBai+9Kbai63qFylGtffJjPq0EvGaQQza9xo1uw6iEekAVPN0/FydSA7v4jyC86SenYtbiO74u7uzpAlOzgRkoFHfRnOTiVDBkcuWMvhCAU6JV6iv4cbmz/4Ezxk6hfLMOvhFWrrG2Ff/ef5URKJhAmbz3C/yJzB6h9YPHEYAJt37+OUYgNMjRQ4Nbwl2qpq5BQU09brHmXTIzg6rRcikYjkrHyab3rAgk5VsW1qgUQiYe2uA+zKqU4f1XB5xsK3wX4ke7ZH2fYozdp2//sr/DsmfMMIBALBd+765lnEl+uAkqbhF/dX0CnLiCp1aGRoyrEXScw8H8S09lrUkMbh5uYmD6x+mbHv12I+5uJ2NZTKK27Scu0NLt57TuDp7dhrvGGebgCRHkPppx6BuF89dk7tx7rJgxBPGca+ZXMRz7LHfeJwlkwchthhFJ6TBrN5ygDEQ1txfHov9g9vgN/sTogaxPBsWh36KAQTeGobfv7+bHvwgWrLrmLidoU6rodZfjmAwPgMfv3+71P5y5saM7S+GR0zH5LnNQrl2CBcL4dSafkNrN33EBwZ99mznThxinnrjvKs2kxUWk8k/9Rszs1owrP7X55ALhAIBH/WUIelZJRvi/8mGwoLCuhSzZBGCrGsCJCyc89e5owbhY1ZFueKq5GSXYCWmjL91MOh0ySypSUJJ7wm96dChfKoNrSWX3ft9NFolhVxMzSR5As3eNjXHq/ApwSnJcuPufwkgKojnLl11A/nrQdo264doaGhQEkbetptPH3UwtkSq0f3qYsAcHOew+2prXkVmUXv5YeRSCRoqirRs/AlN2MLmbT5DACG2mocHFCV6SdfcP5lGCKRiBXzZjFI7QO7Y3VYt+sAANVq1ie16yqyvMfw/l3oP1Ln3yshyBIIBILvWGpKMhXDzvJBrTbDhw9HLBbj4ODwxWP9I/OJjtJgqHoQewKvs/TeFaTamhgYGHz1+m+Tsxh28CV119wlOiUDs5cHSPccQE/1KMR2vZgzbhR2drby+34K1D4FPVZWVp9t+/V/Q8kX/Ixm7clRU2b++BGI7XtzdFovumY9Imd1f2r47yXw9A7OP/Sj797nGLtfo8GCQ2y/E8LH3MLPym1ra4t4ySK2T+3Pi1lt6KMUwuVHfjTa9JT6roe4GRhR+lixGHv7cfQYPpX2mz9QVKsfmbtHcnxmGwJePfrfPiSBQCD4hQEuewEppz1KhtHtm9qbOhVNeWPaFpFIxN6FkxlS3xybo35IpTJWzbClg5GUQLMOyGQyjAwNOTetOyvvxuC+ai0SiQRjI0O6lPkIzYcCUFZNHZG6JjMeXgHg6bsYeh0M4n3CR14HR5GSU4t79e3oMHkRyck/B2Iek4bQMvEGL/Rb0MVhCRKJBH1NVXIMXnM7tpBxm88CMM1+DI6Vc7grLc+VkJJlNu6fP0rW8SWMOupPbHpJavclE4fRw7iQ62oNKCyWAhASk4FvhhF31tgglUr//gr/TgnDBQUCgeBP+KfamzPb3En1u8K47U8Qi8XybFO/9i45ixYb71M9+AgPTu+Xz726WEUfkZYOp7oOKXV8bmExCy6Hsu95NBMbm6D+5gbFuZksXrwYa2tr9u3b97ckxFjt/xCHWk1RVy55Y/vreVSfet3me6zH4/AVavSyIZqymJKOfbva2Las+sX07p+uk5KVxyqfF5TpaEPjyqY4d6hM56qizxJueHp6ssDVhSVTB9Iq/RqxJm1o5+CFiZnFX/7MAsFfQfiN82NJSU7khUsTcltMpq/dfDLzimi28T6z2loyvnkFCoqktN3ykO6VddEKvsrIMTb0PhzKsFp64H8ZW1tb+m/04f4zP8QdzXB0dCQ+MYmaq+/RXz0c8YyxiEQiZDIZUx9c4snFMF4+DQDfnZibm2NWvjyv2nehMN6QMmoqjBClsmTGOPkcr/4TZnHfqDN1Ml5za+N8IrLTOXXkAnvzarCxfx0G1zMD4EF4Kv32PufO5BYYKefj7e1NnEVrTvtH83BGe8qZGCGVyui95xk1jLVZ3btmyTywXTupF7aD4tbT6DVm9jf+NL4NIcgSCASCP+Gfam9OTm9OgHJNFHTL4+Dg8MXARyaT0WPXU5RjA/FZPK5UkFQslRKWmcbl6PfcjY/Eu11fEtIL6bf3OZXLqtIw9THkZvzpjINSqQxJdgFJWfm8CPmA19YdjLUfh7a2Dvd8b9CvZ3c0VZS4duEM02xHMOHVDUZXrcuwKl/OiPjJLxNfbNu9l4W7TtNg6FTCMKCxmTZGkiA8xvejvKnxF88bOcaGa1H5rLzxluz0VJb3rseYllXlwdYvr6+irMTFDTOoGH6O6IZTGTjJHRVV1T/4CQkE/wzhN86P522wH0meHcjuu4nX7+Jp02cYfQ6/4YJdE5pV0CMyNYfaHtfIOjQf8Uw7+o6dTEPxDbK9ZyB2dmDwyDE02vCAzQPqMKxZVQAGLd7JqWAJqxop4/TTfK0TYUHYeV0m6/ELyr65wuPHj7GysiI5OZkurnPw90uHxkPooCWhm2EB9nYly3UMHD+du0ZdGFKukJfV8nk5YAIfkvPosv0RA9Q+sHziUEQiEV6+b3C7FMQ4zTc4TpvM7j3ezHuYTos6VjxcOhqAlOwCGq67x8Z+tehb2wSAwFePydjYHQNHX6xqNvgGn8C3JQRZAoFA8Cf8E+1NcVExz8aVodd5JZznL/hqL5bvewkTjvsxLP8BSgqyLwZjuUWF7H/rj65Uj3FHgumgFk+j4jiWLPnjwdWnpBh3w1LxDY3nfmgMH9GA4kIsDHRIjvxAamIcxoYGiEQigkLfU6GqFQUyReJT0lEqY4i+pirKhRk0qWROdUNNEgMeMXNEH+pVMvtD6d3VdcoyftVujvonoFGpPsMamKEX+ZD540d+seyrxJ7M23EK00FzsTA1YaV1dTpW/fw4T09Ptm9ey7Iu+ugqFqA/YiPN2/X4rY9HIPhHCb9xfkz3r51BdsSWkebD6KNXkY5dbJh+JgA71UCmjxvD1XdpOJwJ5Mm05lSzMGXjrWBWXgvm6Yy2WJgacfOdhFEHn1Pn5XY2rfagjJ4+9dfcZXW/OoxqUU1+n8p9JxJWtT71gs/gd+nn+aYzb1/g1CUfYnacQ2fYYjLjI5hXX52VixchkUhYtfMQ+3Kqoar9ngc2g6hgYsrE5ZvZEVuGWeaprHWZXrI8xqW3YGDByqYajLOzZcvufewvrseCLlaMbVIyAuCKfziDD/lze0JjGlUxB+DsjiWovDxM5/V+qKmr/7OV/419F0FWTk4O7u7ulC9fHmNjYwYPHgyAWCxGT0+PoKAgJk2aRPXq1X/zOkIDJBAIfs+P1N6Evw8hekVrntRw/s0AaOiBF+SHveKc+/jfHFIYlZZLk/V3IecRSffOMKZPf6qpaDLR1u43g6uotFzW+4aw/0k4ahqamBVJMJF95OLujXRpUovrF88iFovp06cPs2fPZu3atRgYGHy2wPEYm7Fs2nOQ5QmRtDashkq+Jr5BkWhXroeSiioqKZGM7lCfYS2q08i8LEpfyRb4KejqNnAEc/Zd40aiIhV0VWmjk47nxIGYGBl+dqzN2LHcjCnAxScYlZwUtgxvTuc6FT8/zsaGFzdPoHXdjXiztnSbs5Oyel+f0yYQ/J4fqc0R/D2ObnJFx28/JnMvYRt0n+Q3KiQEJrOskRKuTk7MvRDMm8QsLtg1QUEBhh96hUhTBa8BdQAob7+K6OgYrFXC8PHx4fKbJKadec045VeMsyv5bpjouJAd+bXoYviaqwuWy19aFUqLeRrxgQtnzlCQkMo6/xy0qjbizqzO8kBo1oqNrI8XYWP8kb0LpiCRSJi+5RR3pRUYpxHM8H49OXT4CAfzqmHdyAqvIY0ACE7IpN3WR9ya1Jw6prolwdjR+1h0GUXY8oEoKykilUo5ObstccW6jHLb/4+sy/jdkH0HDhw4IDt+/LhMJpPJ+vbtK98eExMjk8lksrNnz8o2bdr0u9dp1KjR31I+gUDw7/EjtTd+z+/LLo23lInFYllycvIXj8kvLJZpzvOROS1aInNzc/vqccXFUlmjNb6y6qPmywCZtbW1bPTV47L25/fKCoqLZMVS6WfnvHgXLWvgelBWxsVHVtF2uQyjyrIe1tYyQObm5iYTi8WykJCQ3yzfryUnJ8umrlkpO/j6qSw5OVl+bqfeA2VUbiaraLtcVsPjhkxj7llZ9633ZdseRsgSM/J+83orV4llg1zXyxi2SmbgdEq27WGELLeg6IvHr1wlllG3u0zH8bTM9qjfV6+dliqRHZrXV3Z9rJHs6tmDf+jZBIIv+ZHaHMHfo7i4WHZ04SDZiZmtZZm5ubLb797ITF0Oy9RX7JU9TYyRpeXmyppvvCdbdeudTCaTydJyCmTll1yT2SzZIktOTpY9fx0kU59+WLb7xguZTCaTSaVSWdX5R2Q06CUTi8UymaykLTScc0RWd6C9zGKfp+x9eor8/s+SYmUWB9fKohPiS9rwBr1k2nNOylr3HyULCQmRJScny3TXesrKul6SPYpIlZ/Xct4OGYOXyRYscpfJZDKZJCtfZrn8puykf5z8mI03g2TGTidkUXGJsuTkZNmqVWJZB6+7siXXQuXHLF+2WHZzjJ5sicu0v6+Sv0PfRXbB6OhoDA1L3jzm5ubKt5crVw6AJ0+eMGLEiM/O27FjB40bN5b/+WX2FIFAIPiSH6m9yU5PJUumipOTE97e3l88xi8unTKyHMRLFqGlpfXVt4R7n0cjSU4i5KCHfM7W/q6Dud5zNJ7+D2lwajupeSX1IZPJ8LgaSHOvR7y65UOz1zuI8HbFurEV69auLZVp8JfZBf8IkUiE1+x5xBYXEFiQJT93s+dyrK0MuOI8EFvFl+RuGYteUiBXg+OosOQKbTfdZdvDSBIz8z+73jwnR7bOHIm4oQJ7h9XnlF80Rq4XcPd5TU5Bcanjx9nZIh7VEf8ZLVCjkEpLLrPqaiDF0tKDOsrqGRCr34qlr3VRPTONfQuHkZ2d9YeeUSD4pR+pzRH8PRQVFenvehDlwmwurZtGuyrVCXQdiGGxGYGRRTQ+u4OKVVPx9H3PpOWbKMpOp5diKPvitFm/6wCN6tTkzOROuD+QsHTVGlJSUtgzuiWaHe1IzMxHIpEgEokwTPDjda4eH/ee5n5wIPnFRQA0NjRjXYtulNXXZ/++fYiHt6Vi5E3uG3fF1nVVSRvcqyu7htal756nOK9cj0QioZNqLBQVcrWgpMfLQEuVY6MaMumkP/N+Oib3uQ+JQU8YuuUKIpEIJydHDoxqzKb7EbyI+QjAhIlTeGg2jJaJJ8nKzPxWH8M/71tHeTLZ19/ySKVSmZeXlywyMlIWFRX1u9cR3vIIBILf8yO1Ny8f35ZdHF9JZm1tLQsJCfniMbufRMr6brv9m8dIpVJZ5eXXZWMXeH6xt0sqlcpux4bLXiXHywZdPSEbuP+JrJzzcRllTeXX/f/0Vv0Rp8OCZWNunfnivl/2cInFYhnKqrIxS7bKhh98IdN1uSSzmn9Etvd+qKygqPiL54vFYhmiCrI6LodkZouvybY9jPjisWKxWIZBeZnlvKOy+mvuyJ5Gpn1WjqY2w2Rllk6TbZ/YTHZ1XHnZy8e3/9dHF/zH/EhtjuDvlZgQK7tpbyrzObhBJpPJZH6x6TLRoquy59GpsoiMNFnzlRtlOJ6QTRV7yqIS4mVdF+2Rtdl4R1ZUXDLSoLHrARmdJst7r9ov9JbRY7bM2tpalpycLHvsFyRTcDgiQ8dQ1nLEYJnl4fWyxJws+f3rndwqe5pY0oMaEhIiazx4kkx33gVZi4G2sulXT8rC0lNlPV28ZNhtlzkuWipLTk6WLfZYLau45IpsoPsO+XdAH/edMkaula1Y5Sk/pvySa7KzAfHye227/UZm7HRSFh2fKN92zKmb7OjSsX9vJX9Hvss5WZcvX2bXrl04OjoSFhaGsbExpqamuLm5/eZ1hPHKAoHg9/xI7U1MVBjhbo1ou/cjbm5uuLu7f3bMurthnL5xj/tLx351PtbjyDR6ed0gZfWQr14HoLC4mLa7fMnNlmFW+Iha+VKcp3w5o+GXSKUyAhIyefI+jtM3H6JuZMFTv0Cq1qhFoiSV8mbGpCbEUremFSbaqvi/fkSvDi0YWLf6F9OyQ+mkFyKRiOXi1SzYd4mKfSaRraxDmegneM8YTOsGtb54TkSuMo7nAgiITkbcuxa2rap9lmFw7NixXI3KZ/a5IOooxLN/sjWxioVMvHeRI82tOX34CBNs7Xh2/RhlrrlwW78vE+av/W/NLRD8aT9SmyP4+33KuKdif4Imrbtw6GUMCy69YazKa4b164XN4UeoG1YiSOcJE2s04s4zNayrGzG/U1XexyTQZOMjtg2qw9CmVYiMS6T6qlvknfVA7DAKR0dHRu24ic+161ye248PBprUNzDBUlcPTWUVLka+Jb+4iIGVasrL03TIJJ6JWqOh7cd+m5EEnjjH4lsRmDftwlSjOMbZ2bJq5yFWRxswzTyNjS7TSE5OpuP66zSrVZVdI5oA8DAilQH7XvBiZmvKldFALPbE+V4KbRvU4M4SGwAS42N451IHjfGnaNSy4zep/3/SdxFk/VWEBkggEPxT/on2prCggIDxOrQ5oYCj07wvBkcu5/25++gpndViv5ri3dP3Ayev3eapx7jfDLK8fN+w5HIgNf29uaNZQL1O7bk5bjbaKqqoKSl/8Zy8wmIOPHrHxqsviaYsKkW5GClkE/zgJsaaiiRGhVPOWERsVAQNmrbgVeAb+gweRkaxMrfDolGtUA0NdJEV5lHXWIvE1w9wtenHsLZ1UVNW+ux+vwygBo6fwd1MXZTrdGZks8rMaVeJOqa6nz+/pydOXgcxGb6QquWMaJr1inlfyEa40GMdy56moVetDu6DrKhqpEGP8lVLHbPM3YV64d7EalVjtKcPWlraX6wXgeCvJvzG+fe4cXYfKufnct9yChMnT6Pfhks8CPqAR3NtZs+ZQ/utj+hmJWJsCxNWPnvCzqs52OpGsWL8cAI+KjDy0AsmaAQxzX4MV96lMvP0ayZpBjFz2lQ27trP0mhTFlgksHTeLA6/D8DT/yFP+o1DVUmJg+9eU1BcjF31kpTqoaGhdJroSmzNfky3SGHh+JHs3uPN7hRT3j2/h7V6DGvXrmXZcV/uK1TGf257dNVV+JhbSIO1d9nQrxZ9apWkbJ9/zo9TT0J4MKsTCgoKeO3ez/bcWhwd3Zh2lUsSCF06tBGFuxvptDEIVbUvv1z7t/gu5mQJBAKB4HMqqqpEa1Vl3swJODg4fPGY0FdPefDi9W/Ox3oakYyJYg5ubm5fvU52fhEul0NI3u/CnWuXsS5Q48awSWwOekatE1vIKiwodXxRsZQN98Iov+QaM3dfIvDsLhoFeiMRD2KwehjiPrU5u3gi1pW0OOkxF/HkoRxZ7IDYphu7p/bjxPReeNRT48jIajiVCSBj+2TCLu7iXXgk0088p8z8i3TcfI8lPq+Z71Ey9h9K5mB9mse1w2MR1mpR3Btbg3KaCrRad4veOx/yOi6jVFltbW0RO4zi1ex26Ke+ZU20iAEbfcjMKyp13Ixxo6nbQZWKlYpxORbGfb8cpL+aqzXJYTaB1R0oq6nCnTkN+fA2+OsfoEAgEHxB5342PNVtS9V33uzatZMTDt2paFWLtGpdUFFS5Oiohnjdi8BjwwGW1G5Ad+04dkVqUfHENuKIo5o0gSUPU9izx5tRLaohUsxl+bU3eHl5MX3cGJrrZnP5YxkkEgnDK9dmTt0WRGen43nUB5sVt7Hf/ZQOIyfj7u6OgYEBfie3UdMinb3Zlgy1n0y/vn24PK0zmjXbcCkyn/Pnz3Ng4SS6Vjdm4skAZDIZZTVU2Ghtyah9j3kTGQ9AmdDrvIuKZ/KWs4hEItydZ7NrSH1sj/mTnV/S3nYf7kCWmiEbnYbL2/V/KyHIEggEgu9YlkkjNLOjvrq/f9d2VGnQnOzs7K9+YQW9C+f8sYO/GYidfB1PI/OydK5TEUdHR/lixosateNCt+G8ksTT4/IhIjM/4vchlgrzT7Dh4mMq+e0nZ/8cqkvj2SJeViopRvPmzfHx8aF58+afJckQiUQ4OzphZVKOg+U1WLlgNqdWzsZaJ5mJOu/I3zQSi9QgfB774xElouFqX5b4vMbVY538Oa2srEquX68mZUOvkbluGMS+ocv2R9R1PcyTt9HAz4GZiZEhu6b2Y1GFRMwqWVFLfIsJyzYjkUjYFfKS+cEPeTzZmWHpUWRvH8/hR6H03P0USfbPAaZIJGL+fFeGiK+RV28o8StbsdR1+r/+x4JAIPhr2bhsJV3LAoukGxzYu5cLE1tzMEDC0SfvOLrTi87SYLZGaeG15wB7Jw2hqZEq7VXa08LYHL2mKqjXrI9yw5K1/HqoRUOD3iQVqyMSieheNp0XGaqs3HkYBQUFRlWty+6QVzg/iUAa+hhu+XDboA2L7yXQpHlLUlJSWDi4HZofg7il05Lpc5yobG7Ctalt0erhQMMeJcsOrOtTC7+YNIYu3YlEIiHkxikyH59l8I7byGQyxtnZMqumEreLLIj5WJLkpWdNY1pW1GPJ9XdASRKQUMMuNP94g21ea79N5f9DhCBLIBAIvmNhebqUT3vx1eyCbazMSZBpsXjx4q8eY2BkTONGDenTp89X73PsZRRpj85x48YNDA0NSwVjNfQMaWlswWDLmryKT6XFjifEPTxDuHgkbWtYYG1tzdmzZ//fmQYBauoZ0rV8VSZMmyYPypycnBAvdWPN5EH4zOjByorxrB3YgIuPXrMi2pjmHj40GTKZ4Dch8uvY2toiXrEUb4e+TNcKIODGGTrufMGMs4Gk/CpIWuw8m6Njm9NV8T07ozVpv/YCB65cZZxFTTSUVbCztUO80ImHM9tTtawyVRf7cMkvvFS5FRUVGTB5Kb5mY2gfs5ftq5z/8DMLBAKBkZERI1ZfRTMjkvd3DnD5xCGOjmrI+FNBOC1fQzXldNobK3BPuwn6+gbcWjCcsLRiHr3L4WC3QaweXJ3Ft6NpcHQvvcf0Z4BxDo/LNqOoWMpUexs6aknYG6FESEhJO7m4cXsUkiWgUgyvL6Fo7AdG5kQ0GUevISOpo67D6tGtKadeTGabCVj37IlIIRfvUU0Zf+49S1etIScjDWtZICcStPDYeQhbW1tW9KoNusbsfRaDSCRirct0prepxISTr/k0I8mllTGb74RyN7jkheGkydO5b9CL2kkXKS4q/loV/fCEIEsgEAi+Y+Onu2KklEPrFg2+uL+8ngbaGuq06zvsq0FUZkIUz4PeceTIka/e5/GHRPyvHMfa2lq+gPAvKSkqMqpKPeadfI9GUSj1elRg5hI3Zs6dg4+PD1ZWVn/q+RQUFFjfsjtOT66TW1QIlB4S+ClF+6AmVbg0szvLKsShGv2K56rVaLz1JUt8XrNs1WoA+TkT7cYiHtSU5w7NyMzJpYL7JdZcD/ps6N/yiYMwrBNLmhLcDTJi/+Erpe5vamyERcQtPp72YMghfzbcC+PX05gnz1rI7YpTaJV6gZMbHJFKpX+qHgQCwX+PlpY2VaYdY4RxHFbltGhtqc/8jpUxneSF3cTJXHMbQ3ahlJ5LvMnN/MjRUQ2ZeTaQZau3MLS8KUu6WZEZYcrFs+fJb6hBljSPvktLXrapBt8ktVCJ0Ys2AKCiqIRp0gdo2B7DMQO502cEDXMfo50RzfuGdjjt2M3B1CjCts0mJDKOyxItZs+ezeB6ZhjmxbPoThx79ngzf/xIBhrncFWpDmX09JnvNJcjYxrjeCEIl59GGszvVIWo1GyG/dTj5XP8ENnXtjPmwGOkUllJGys+gLKskKvHNn/Lj+BvJQRZAoFA8B0zMTEhpmJPnhxb+8UhaQoKCpQrlnAnOofz589/8RplFAqgrNlv3idXQY2urZqwdu3Xs+atuRFMTMhr0ta6UO5hINJOzeh+9zTS38iflFtYzP6Hb2k5fxcV5h5Af+5x1OeeQW3uObTm+aDrdAarFdc4dj2Lbjtu0NN1M+MXiolPTPrsWiKRCFenuZxZMhnrtBvsH1KLUw8DWRhpwqhN50nPLR2k1ahgSo3Y22TvncWmW0E0W3+HWSs2IpFIOBcRwv1MCbdHTsR/Rm/GVijgRH5VPG69LxWM2draIp44iDsTG7P9YTgtFx0sVTaRSMTCxR5UWvgAzaDTbJ3WhYSEhN+sa4FAIPikTr1GaI8/hui6C8H+z5jfrTYd6lRi4e14lBUV6Jz3kiuJKizcfpR6Zrq0Uo5hVWAxo21sGV5dB6WMNNadeU2Vt7FUUgzkUqoWPfbvZbnnShpn+RNn1ZPuvfoQGhpK+aIEKNQjJyCchPxc6s4cj3GlLAi5x5V4c1QehZDxMZWz41qi2nwAWjVbIZFIODGlK8Z1WqLZpBcikYgTi8ZhpK1C7yV7kUgk1DHVpZFiPCuffmTPHm9UlBTpXBTI8QRNNu7aj62tLR4jO2JkZMSupyW9WUrKShgOX4fWrWVkZqR/40/h7yEEWQKBQPCdC8eCxhn32blj+xf3z+vbHNNOI746L2tyvw5UaFkydv9rc4eKiou5dvXqVwM1gLU335B9y5sqVaqwdu1aNrTswbmuwzgZFkz/a8dIycuRH/suOoHGc7eh63iGhaef8Mj3OlGn1pPmPYf8zWMo2Dic1kE7ydw6DqPnB8k6uoFI/6dc8vvArigNLDzuY+l8GKfjj5m7ckOphVg/zcUa1LoeN2d1ZY5FCuqmlTFb5MOCC/7kFv48/MTW1hax0xSezu5Ahcx3rI/Rp7mjFwse3aRKGX1q6pUMjfReMJkXs9ty5nUsNRYck0/k/hSwNapiznD8eBwcRvsNt+QB3SflK1bFr6It6ukRXHbvQ0F+6UWTBQKB4Gsat+xMaodFxHoN4GNaCjsG1eVVXDpbH0Yya9xo7Mplcq6oGkmZ+eya0hdDHXWuZOizb+9eTo1vi3arwXTrPISDNrb0EGUSk2MFhga0n92fgpRwrn4sw+zZs/Heugm18Cdkq1dn9L3zdDSriPPwMYjCbiINecCFzEq0atcBYy1lbI1SOJFlwbpdByhvasyNmV1wvxXJvJXrSUlJoXnGc64mq7Fix2EAvKf0xLhqHfSa9wZgwYQRtBMVE2rSsmQOrpMju4Y2ZMHlUPmi8s3adidevz47F4z+V85rFYIsgUAg+M5NmjqLN5p1qKD85R6S/o0qk40qizfv++K8rB51K5Ig02TxSvFX522JNJWpVLcxbdq0+eL+xMx8smTKEPuG/v37y4cHWurq0beiFZ3LWRKdlcHa14+48T6Jhhsf8sI/gKI9k6nmvx+37jVwHNwJR/vhOE6bjJuLExtXr0K8aB67VroinjiILn2r06yTLp3jzlO8ZTQRJ9Zx7Opt1oTrUl18hw4u25mxaEWpL2ORSMTq+TNolfmUnF1TOPc4CKuVNxm5dDvJycnyIMnI0JDNU/pioufHB2U90vyNUCnUKvWMFmU16F/wlLf3LtNq8yP8Yku/XZ1sb8PKZpq0rl2Zll4PiEjNKbV/woRJSGqPR1tNhXMu3YVASyAQ/GG9xswmtVxrbi7tj7qSAqdtGuN+7S3vspTYvWAKNk0sGH3EDwMDEXfmD0C3RT8qdxhAbUsz9o9uxpQL79m6ex97J/ejsm4ZFm72QaMYBltboNS0L7IGzTAwMGB0TR2o3Y2aNwMxU1ClQFeLhltX0lE9DrRlvK3ci9Zt2jK2UyO6GRVyU6Uuq8SemKgU0LA4nFV+uWza5MWscaMZaJzDLdU6FBVLMTM24uyUTizyjSYluwCRSMQFl5E8jM7iXlgKAHXNdBlSywDrVSfl7fgH3eY0T/dl+9YN37L6/xbCOlkCgUDwJ/zT7U3w6+ekrevM3aqOjJ8w8fM1ni74c/FJINdndvvicL+OG31JeXyB424Tvzh/ynDSFiQ39mNtZYCPj89n+59EpjFw81ViPYd/da2tvKIi+pw+xe1nqlQKv0ToqV1UqVKFixcv/qE5W5kF+QSmJWGBCru2bgNg+PDhnDt3nneZsOvhB7Bqg6WOAs1UEqmmlM60aSVrg/1y/awF24+xPaQIC1NjBuslMX/8CNTL6JKan8v6F/cweBJMUbX2eD6IY1n3aszoWOOzBYqVa3VgoW8Mm/rWwLb152VffjkAT9/3XLZvTAsri9L1kJvDRZduyBSV6bviyr9+LRjBP0P4jfPvl5+Xx9U5Tckyb0WsciXKtemH49Vw7NUCmWI3msEn3tHdyhDXzlW5FpqM3XF//Ga3RaSlSsN53rzy88OtuR55amVZFWNE2zgfTu3cQO+tp3icrs484wQaWHdhxqpLJERFYNvagAtVDWhlUp5TXYZwze8lfdbfo+jtY6qnv+b2nbs0WX2D6FvHcetVD6kMlr7VpIelFpdWTEUmk9F6vS+SV7c47zoaKysrJhx5zsugEK7M7I5IJGLXvVAW+gTwclZbTI2NShaU/2CIQ4UMNrlMK2lz3WzRK0qi33Kff9Ui70JPlkAgEPwAatZtTIBGPdKfHf1ib5Rjl5pEKxgg3nnwi8MuyqWH8rrY6KvDAQc0q45e3bYsXLjwi/uTUtNQhN9ca0tNSQn/pzIKL20i1Dwf00XTePTo0R9OiqGjqkZibja2z6/LAzkrKyucnBxZOcMWtzYmLDB8T31lCUcjYEmMGbbrjuIh9iypg58SXyybOBSPOgVUl8WzNtqAAWtP0fT0Lq5Gv2dtu164Ojmh+e4O2Xum4XEtGJujfvI1XD71fBUF+ZK9fy6zzwez9PrbzxJeqAZeId3Hi267n3+2Lpe6hia9VlyFogIOT29NXFzsH3p+gUDw36amrk7j+ecxe3scn2M7ib13lhrSWJa+ymfv3r0cHdWADffCmLzci4YGCgyvb4bdMX9kMhnd1aKhXC2Ci8oyd/woaqb7c1ejPrv2eHNu0gDKq2igWLMzq9++QEcjHOp04vRRH3bUasuihm0Z7XuGbcnvWW5TF6XGfQnJVGLNak/6q4dD00EkFGswfZoDjnXVeKRgifNPwwbVbm/nrU5NJjovBsAi6g4vkovoPckZiURC6qPzJHwIYeLWku+eiXZjGVwunycadZDJSpJgFFu0wDLvPVvXLfuW1f+XE4IsgUAg+EG0m7aZXmWiaNGkzmf7dNVVaKwYh+fDhC8GYeIJAyhTviohGV+el6UZH0iaqDp37t774r3vXrlAdEoGx44dIyUl5YvHXPaPIC0zG4J9qXzpMafHTmN/3DtmP7pK8e9k3SsokpKeW0i3clWorWf42X6RSIS7uztLF7uxY9YIFlVOx9Ysg+Aifea/02fKltMU/5Sw4tP4/5Za6XBxER+KNEh4ZUSlYgP59WxtbRHPm86TGW0oyM+n8qKzPH8fU3r/3Incn9KME34xtFp0gMSk5NL7x3Znbe+adNnxmKdRaaXKq66hSZhpb3Iy0znv2lNIhiEQCP4QM/OKFA/ZwbLaibRr3ZRDU3tRrbIlcZU6Ua6MBr1UPrAtSguv3ftZ3qM6UalZ9F+yG5sRQ5laKZ/bijXIV9HCd91cqlQsT2L51uzbu5cDo5uz9VES2nuvs7H/YJQUP5DefyYbXd14nBSLT9QbTBQf0th0I7WidkPPOTx5/YaF0yfQXSuBwymGJCZLEM+fQRNZJOKXmWza5MVW8RKqZwQi6zAOmUzGZHsb6mX48VizLrv3eGNnZ8vchjrcKzRjocc6AI4sGE9OoZQxy7YjkUgYN24Cj43601DiQ1FR0e/U0I9DCLIEAoHgB1GjRm1S2jiTcnwuq1at+ixY2jmpF2WrNyEgXfGzfabGRnTQTmNPUPYXgzDXCSMwKqtNUMbn5wLMsR+Bgo4BIeHRzJ49+4vl23j8MoXvn1KlShV8LlyguWVVRleti6ayCsEfkzkd/kbeI/Qi4A3Vh82h3IzdqMw4jobzRQwX+qA9/xJbTuejs+gMRnaeVB08k/OPXpfqSRKJRCxe7M6epXN54tiVyRVzCdesRLl5J7BduFpe/klTplDGxYYWemGknd9M331+bLofLn976ujoSAUzYxom3SPx2l467HjO3Q8p8ns4OjpSq6IZg6SveBQaQ9cN18n/aU2XT/vHtbFiXXdLOm66w9XXpdfSsh83Dp+MKqgVZnBy6SghvbtAIPhDOvUYSEprJ9K8bVBXVea+S3/OvEnFJzgR8aQhtDVW5KFuU1SUFOha6M+5RA22n7qKl+s0bBsa02HVOQB8nfqw80UiTqu388TnGIZRD/FVqcPGTZuYoZoJyfm80K/MgseXWVkzBH3ldCKy1fB2zMQ08wVvjJuSkpKCQvAtMpPjGbRiPwDNVRJBoyxBRXpYWVnh772M+BwptstKhnlf3+iKZTlTlBpYIxKJ8Jw/g7pKySy7FYa3tzdKigq0LHjDwUgldu7ZW7LI+6odSJXUuHr035PSXQiyBAKB4AfSy8aZvEIpH+4c/CxYsjA1oo9uEgdiNdmxZ+9n53pN7INB1bqUb9f/s30ikYi22h85EPLlIMzEyJBm5bQxa9nzq0MK0wuAnPRSiTEMNbRY1qQjuipqePjd53xkKN6+L2i65RmhOarE+eykaNdEpGv7UbimP9I1fSnwGgmZ90iO9eN9hpRhhwMwcD7DyB03aTNgDKGhoaXKvcXVgcHSVySe28TeRH1qO+/DbskyLsZ9IGj0TLaNd0Bsa82tCY3Z9SiCuguO8CHm554lOztbxCPasb5beay33cPL902p55pib8PyxqoYm5pSZ9EJouITS+2PvXeW7FPLGHjAj9k/pYj/VLZ9e/cTX9OOyoVhnPGa98V6EwgEgl/rbTefj0YNubZsEAaaKhwd1RC74/7kKGlxfdFo0gtg3d1wnMaPYohJNpcUa5FTUIze2+u8i4hh3OZzmJfVYHF7c7SGuNHVuhen549ER2TCe80qDB7Ynwoh58gs2wLp6r3UyA3HI6Qi9i9r0qjXG2pKTpGsYkrn8c4sWriQdoWBxFu0Yr7HekaOGM4UKwUeqtYgI68QVWVF2hW/ZV+kCjv27MXQ0JAz07ojvh8rXwx+94RuaNXrRIteQwFYMWko1Y20KardDShZ4F2v31LUb4spLCj4ar38SIQgSyAQCH4gSspKVJ+yjzHG0TSuW+Wz/asnDaK2WRliKnT4bF85EyO8x7TC9UYEK8WrP+ux2jCxH7qWtb86pNAiN5K4sjVYunTpF/erKRSBus4Xy11BpyxP+49HLSkfu0uRSOOuoHd/O3btatGuST2mTp2Co6Mjjo6OuM2by41hQ6lpVEBTxRCmqvuTtncOV30ucF/UgfqrrjHQdWOp9ars7GxxG96JDhEnSHwfiHdGdfZfekk5LV15r1PTquYMk70g8PEdmmy4z9yVG5BIJPL9qS9vkr1nGgsvh7D69gf5tUUiES5Oc+mU85x3/s/pvMmXvF+niZ88lG6q0ayLLMPqnQdLn+uygFouVzHw38tyR/t/ZapigUDw11JUVKS3ywE0suM4vcmZVpb6zG1XmaEHXwBwdFRDPG6952VcFo3U06ltpMns80GMs7PFuY4yD4vNCYjPQBrsS3b4a6YefUatGtVpkHibd0bNmOexgav7NqER+Yx0y/5MGv8KDv+U9Kh/J3rPbIRx5BFiqvfBbdlKTu7aRAvVRDyepHH+/Hk2uzrQ0bIMPVccQSKRsHLSEOoYa5JerTMA9cx06VVNj36rjiKRSKhibsKSXnVZ9bDkBZdIJOL0jF5sfBIvD8Rad+1PpoYJVw7/OzINCkGWQCAQ/GDqNWhCTs/VSE9MZeWKZaV+tBsaGuLrMogzbyRMWLb5sx/0vWoaoZ6djMuFgM96rMyMjeihk8yeMCV27/m8N2vthH6olq/JpSeBX+ztMiILTKry5MmTrwYS9pvOwYuL8PIWVk6T6bPQkdu3b+Pl5YVYLEYsFuPu7k7z5s0ZO3cmVR0n4ezshNhxChfnD8Pq/mry7h3m9Pscqiy/jvjiM1b9lPjC3d0d8U4vOvSuwFiNcGKlVWi44BARcT/3PI23G4u4exXaqcazJtoAl23H5Ps+zdO6Pakp2+5/oPLYpYSEhPxcdjtbVrYzpqqFCfXdThCbUBLkfQrSts8aQX+zAo4W1SIuPa/Uc5evWJX7Fna0TTrB1nVLv1g3AoFA8EuamlrUcTqPsf8e7l87w5x2lRBpqjLj1EtO7tnMqi4VGH7oJc4L3amX/JCrIYnM3nqSueNH4dm7FiMPv2L4aBvc25gQoWLCtdBkdngsokZGAB+b2XD23Hl8XIajbGHFW+UmcP8FbD0GIeG8VTHGcGxj1NTVuGbaC7FYzK5JvdCrUgf/dKWSwCn+AfclSqzaeQiRSMTFuf3Z/TKRqLRcACxi7nE/RVn+4mlqqwq8jktn0vKS76YaxjoMqmuKx6338mfW6uaExp3VxMbGfLFOfiRCkCUQCAQ/oK6DxvFGrRb6bw/R1XkGUQnx+MaFk5qXi666Et2V37MzWouNu/aXOk9BQYHjE9qh1bwfbzIUPguGNk4egHk5M+581Pxsn7mJEXM6WlFr3NIvLnxcVbMIDMpz98XnAdwn6VomEPKQCkrqLOg/jAuRbwnLSCMy8+Nnx86u0wLXBm3IUFXC0dGR5s2bc//uHdxGdqNz6k1yzq5ihc8r5gWq09lmOu7u7qwKfspQ6154L3XETjWAV8+e0HjdXfkwvk8B0c5Zw5lYLp2TuRWpO3IuoaGh8n31KpXD8uk2woq06bHqlHw+mEgkYp6TI20ynxEa4EeXjTcpKv55npVIJOK023hG1jOi8cqLpYI7gEkOc7ltPpYOcQcIfx+CQCAQ/J4KllWRDd2O9Og4goP8aCy5x5HnkTjtOI3k0Xn61rWg7tydTLIbQ0+FEA7EabFu1wHGNjGnvI4KI7ZcZqq9DXuHNWDs0VccPXuR22tnk5GRzrzjD3n+6D4NYs5Bh/GUr2VBJ9eOVJnWjYPRpjzq05GqkutQxpgtT57wISmO3rrJHIpRZ9cebxzsx2BtlEeQfmMAyutpMKa+EQPXnEIikTDNfgxdRPm8M24GgJqyEq1kYWx/UyB/kefaqQq7nkTitmotEokEvzdRhBfqsH/tjz+8WgiyBAKB4Ac1wHUvasoKdC4KY8Oh/Sx9eZfTEW9Y9NyXE2bpNBUVsCrTlMGXjuEnSWDC3Qs8SowmVa2IpnpxeCfoMXDSFGITfw4GjAwNGaaXyOV0PVbtPPTZPRd0r02sVIfFe05/FkjNmjaFuuqZVOo7mT59+nyxzOrqGiCT0qlTJ3pa1WFXuz74pyTQ8PQOorNKL/6rpKhIXlER7S7sJbeoEPg5y+CRI0cQTxvNeO338PQ4/hbdWJysQ9rW4ww0qgiUpAoWd7agjWoC62IM6DbVrdR8qW2uU6kTfIgA9Wr0XV46GPXyXEmX9LtoWjXF4cRLxGJP+bnj7GxZ2cYAkZExrdwPkZycXOrcMiHXiPe7R6/Nt5BKSyfsWLh8I0mNJxO4uh8eHiuFoYMCgeB3te02iMSaIwnaOJKlLo4MUg9Dq58zHfoPZ8uQhqBfjtPvc3CfOJzuxoX4ajREKoPGaY+5lyjDZdsxOlczpHJxAu73k9nrvZfj9q3Q6mBDs55DObB2LQZh14mqO42ksHQcq33kUJu6XEoyZ5fLbNRCfMlWrErPK4fJa6yPksicdW+VSUlJ4ZTrWAITs+W9U2Xf3eJ5Knj81Lt12mU0j2KyeBHzEYD1kwdQztwcgxYl3xHmZTWoqZDMkksB8rUOEyz70iLtKjk52d+w1v93QpAlEAgEPygzs3K0dDxFZ6UImmsVcquXDeOqN8SjWWey7FwYUCadgrehvH+Uj5mmNo1EpuiqqPEmLRn9BnpYkMjdytb0PL6TU2HB1DmxlZuxYRh0rENNswzOFVej6ZgRPArwl99TU1WJdX1rIRq6kI9ZOaWCBJFIRBeDHMLK1MRh7vwvBhCKqTFgUrXUMLz+ljUIHz6D5LwcGp3egfjUaVR7O6I09TANPZ4R+6ICoql7MBvpRs+JTnTu0pWUlBQcHR1xdnbCbVgn2pm/Q0tDjZvGvVi0/ai8PJ96rVomXudl2Sa0mbW2VFC0w8ONjpIb5FZqTXe3PfIyW1lZce3CGe5Nb8fZl+E4n38tDyo/9Wh1zX/J04gURnldLPWMdna2rOhogbahGQuvhvJr/SYvJZky5L/4PHmJQCAQfEn/mWtRVtdi9ZQeeMywZVnvuky6GI6CAhwf3YgFV0KJK1Dl4iJb1FVVWXHzHQ72YxhnkYNPcVVSsgs4PLk7xjWboNO0F42rmOPathw9t9wmt0jK1GaWkJ9DWogVDY2c8cs0YU/oK7ySPmBXQwtqdkLP+ypTy1lhXPyYpLKVmeQyH3UVJVoTzvY3BezZ480Uext6GuUTYlDSu6Wtpsys5qYM33IFiUSCkaEh28e0Zf3jBPlLqG12ndFs2pdeQ0aVvIxauoaUMlZcPbD6W1b5/0xB9usVFn9gwmrovy8/L4+4mAgSY8P5mBDBx4RIot4FoSbNw1BHBdXCbFQK0lEtyECpKBdVhWKUZUUoywpRkhVTjCIyBUWkKFKsoEQeqhSqaFOook2RijbFGvoo6BqhUsYMDX1TDMpVwtKqLiJDk2/96ALBX+p7am/eBL4gZW0X0rqsJCQmA1tbW0QiERKJhK2793FYVp9hdQzRDL4q3weQkJRM63W3sG5YhTUD6/MmTUJlXT1ux0cQlJqE53Z/JOqFVFUIYqqtPcte3eNi9+Gc+BDEocvJJDx5TBOzVA4uE1OtnDlQkjCjkfNuoiLCEHevgqOjY6my1uo3nmD1ylg+3cHTp0/lZQGQyWRseXATh73voCAWru6H5FhQ1YAZDvA6BQzrgqoGGm+uMbFlJVyc5rA9+g39K1bHWKqI47YTXMgrjyjyIWddR1O9enV5uYbYT8G3TBsqKmXwVDwBQ8Of1+Na5LGWpaHqdC6vwfXFtqXKHBIVT5vND3HsZIVT19ry7RKJhI279rO/sA6Lu1fHpolFqfOSs/Jpsu4uLWRhbJoysNSzhod9IGRZO7KaTmLwpAX/y8cv+I/4ntocwbeREBdN6MJGFPdbS4deIxm47wVmump4DajD/ucxLLsego2SH30Gj6DL/iD29K1C0PWTfLDogCQfToxphF9cBl22PWKC1hue3rzETdX6lDcR8WKVPcPtJnDDoh/q6u85ObIXZzITWNSoHb4fQnFYep6s6FDaaSSzbds2Wnr5MrRVTe4pBzG/ehOmH4xmZruqLLSuQ25hMVVW3GSASihuE4aza48389/qMcUyj82uDshkMppuuI9zh8oMqmcGwLQzgagrK+LZuyYAr57cIXP7QBptikBLS/tbVvufJgRZ/zJSqZSkhFgCXj7k+W0fyuuAakY0GjkJlMlPRLc4kzSlsmSqG5OnZUJiDryNSiSjQEa1Oo1o0qo9mjr6nLp/n1MFH5mgYcLYsXaoqWuwY+cuxKs8cHJyYqzNGPZ4e7N7xzbsbMfQoW0r8rLSSUuIJizoGRpFWRhrFKOdE49RXjQFqCDRtCBPvxrqlZpQoU4ratZthqqa2reuMoHgT/ne2pvnD2+Qv2Mgs17oM3jMlFLBTczHXOqsuMLHi5sQ2/YotS8lu4BmG+5StzCcHVP7lwoEngcE02HHcyY2s8Ao/hl9RgzHysyc67FhvI6OY8HRKPIJoGc5dWq2bcWRD4Hc7m3D0od3OXZLSn+1cOzHWNO2cjVUFJUACHoTQv2Njym6uAY3+4G4u7uXeo7mXfvwpNJASDsKClAnXIKaTIH08kagrkaZ0Ciex2VBk4FgaIko9jaGI5vwePBEdFVL2pOOfYfgq9sKtaxEni4bTd1aNYCSoGiE7Xiu67amvHoRzzzsMPop0JJIJGzavZ9DhbWpURSNt0Pf0kFRSg4tN92ji1I4aycPKrXvYUg0XXe/4PTo+nStW7HU88xesZF1MQbMtpCwZv6MUvuCXz8nbV1ndBwuUbdRy//vRy74j/ne2hzBt/H49iWK9o2knOsj9MpVptH6e8xvXY60x+c5lGKIv58f4k7lqNZjNLb7H5K2cQzLl7hzUNaAOvkf2DxlAKO9znMlOIG2SddRVNMkpOlkzN5dYfPMUQxxcie6gS1lr3py9Mg2ItRgTcAjpD7+fFBvScUby3n29An338Yx7Pgbdgwth1Xlikw/+4Knb5VIcGqKsZERgxbv5FRQMuImKtja2jJp8xlSDKrj69AGgEOP3jH3nD/+c9phZGhIbHoudVbfJcSpPUY6JW35iRktea9cmfHz15Vqc38UwnDBH1hG+kce377E0Y3z2T65LRcm1eCpXRkiXGuScXYhRD0nPi0b3ebDMB65kbuW02h0sJhnNZzovSWQwZ43GLb4KPqNBlKxxSAmzFtDl/62tOrcl5aDR9DWsBITJ8+gnIUlIkMTJkyYhOsCNyZMnIKZeUUmTZ7GlOlzmTzdmdad+9G5nw0RmWrM8zrPjG23iDLtSc9tofjWcKffeXit1xm18vXJe/+IhB1jCJhQhjNT63Ny/VxePblDcVHx7z+0QCD4osYtO5PVdzNrG6XStEH1UvvMy2pw0a4R2r2mY9G2X6l9BlqqDFII5Ey8KnO2nih9zTo18XMbyPbX6ThvPsqFw0dRUFCgq3ll5rZowxjdWCisQ/L9t8ypXI9n/cdjqaNHl8qVaKoXy5FUI/qeOsS+10+ZcPcCnS7ux7CiBTVNM6C7AwUyBQqKS/+7VyzKAxUNOHWDEUr61FjujPmyOYSeuIDH0mUM2eyJ48jeWL4+DP6HkFRoz4fTySx0dZcP9dsqXorohif5xTJaiC8T+VMCCpFIxGHvnXTJuEdUNvTdeKVUUovFzrMZohzExXhFZmw9VapclgaaDFF9y4F4HZbtOFxq34MLR8k+u4qhB1+RmJlfap/LhBEMNsnGR6E2OQWln7Vm3cbEt3QmcssIYmKif+8jFggEApq3tyax4SQC1wxAQ6GY46MbMvP8G5xWrMNaLQrDem3QbtKLvrVN6F/fgnpztjPe1obuxUEcT9Bi9c6D7J3SGz2RiLu5Iqw7t6dS8Cle6jfHZeU6ru/cgEruEz62c8B+8hzmP73B1R6jEE+3R0WhmIh8NcRiMTuXzyc/IgCx13maGZnTNiMEchNpN38VU33PsdiuGwaW1anWqaQX/7CrPeHpBTyKSANK1hdMiI1h7raStrZcGQ0G1NBnsOdReVseot2EOpLr7N69+5vV9/9C6Mn6QeTn5eH39DZhz66T/f4R5YtiEBUmEadhSaSiKXfeJFKnZVcmTJ2DobEZqamp8gmEn6J/iUTy2bYv8ZMkcDXmPc71W/+/yymRSPDy8gLAwcFBPmTp1/f19PRksfsinKfbUUklBYOYe2jLcog170SFTnY0ad0NJWWlP1FTAsE/43ttb26c2Yv6+VlojD9Fo5YdS+17FJFGnz1P6KsahsekIaXahiU7jnAopwp91cMR/2IfwPmXYYw48ppTo+vRra6lfLtEIqGrw2JelWmEi2Uay+fNKrWv2cz1hEnL0kFyg+17d5GuoohVGQPm37/KsWsfKc5JJrtODr69x3I64g0idU2s1fRp6HGJ4te+tNBI4879ezxOjCEuJ5PXqYlcinjFvbbPkCTH0vx6A7JOPCRbowlUbEiTaB8uHd6NSCQiNDSUvv36E1qhG+XrNmW8QSyT7MeWGkZ5VFoXs7wYjkzrXaouVuw4zL6cqgzSCGP5xKGl9k1ef4jr+eY8cmhJjQqm8u3e3t5EmLXicmA0D2Z2wNTYSF4XMpmMIXufEBX2Dp8ZPUrVrXiVGA3/3RQbVGHmJp+/6n8Dwb/Q99rmCP55UqmU03M7UFzWgqGLDrLiSgDbbofweFY7korU6LLjCU+mt8JUV52mG+4zq60lfSppYut1jsQylXk4vS2BEfG02vaUEervse/ZhrFbLqJRszXDFANYpZ5B2sm3UKUjFYP2sXbzWrRNDOm+6ypS36e0KHyLt7c3I51XEl7FmjfOHVBUUCj5PlCpTPvG2SwdOpqlN0O59iof2epeAKy9EcT2WwE8mF2yltbcrSd4rmZFgGMHFBQUcPVYx4poYxaXj2eR8xySkpJ4NL85Sl3m0WvYhG9Z5X+K0JP1ncrMSOfy6f2snd6XM1MbEDBJD8nhGUjCArgY9JEnZiOovT2dXlvfMHTxcZr0GMvkma4Ym5qjqKgon/D9yy/zL237km1vnqOvpvGnyv0p85e7u7v8Pl+6r62tLW7uS5g8ZzFxOo3o4R3H7YpTURJZ8vHQFHzHm3Fo+QRio8P/VDkEgv+qzv3Hkt9vI3k7B7B0wexSySdaVNRjiNp7dsfpMn/bcfl2kUjERpdpDNd4j3ecLvN+sQ+gT8NKHLNtweiTb5n5Uyr0T+dd83Kjp2kxJ4pryVPwfto3qrIyZCbjq1KH0weP0NjQDB1VNbw69qF+8FnScnRR3fMCg/QcelhUwVhDCyVjEapVs6DtaB6bGNHqoBfVyhiQlpfLq6RAdtW7z/zX2hz9WJGgIUHcXaWBvt8ReHaKZ5UG0MR6CKGhoVhZWXH/3l08Opqhr5jHwqfZjLaxladxX+g8h4EKAdyIKWTyltOl6mKty3QGaYSxI0aXtbsOlNrXtEwB6Y/O0mvbXXn69k9tXPnYB4S/DWH0ltLBkoKCAnWTHvA0NuezHjI7ezsya42gUfYjHt+5/L989AKB4D9CUVGRDvOPYxh1i6sndjC/W23qVq3Ahmcp1C9XhvkdqzDqsB8qigocHdUQZ58Q0mTqnFtkh4ayIl0W7uTsgZ30VItiV3xZFi334O6aGWRlpDPvnB82H5Vw7VgD/aQAImqNYcBNH5Leh2Ea7AflrCgoKsLKyoohLWuRmhTP/O0nEIlEXNm0CJFJOcyTNaiurEmP2rooKMgYumo9RwKfk/fSh7eSXJbsOIJIJMJ7wSQUlZS49rYkGdGscaOpryeD2l0AMDIyQqXTLIoebP+Gtf3nCT1Z3wmpVEqQ/xNC755G5e01ymW/5b1COR6naCCq1RYHpyWU1TP4w71Rv5RfVIxfWBy7jl+gVov25CuoEi1J58nrN+iXq0hqbhFRiSloaOuSJ5WRW1BEXkERxSgiBVQUFUBajLqqCpoqikhzsyhvbICBjgZlVWQkhYXQrVVjqpcTUc1Qi8oGWqgq//H4/dfPJF4lxnvnRsa2tqCdQiCRZp2pM8SFmvWa/MnaFQj+et97e7Ns/lTaxR3gtrkdC5evl2+XSCS4bT/K8fwq7BveAOsaxp/tO5ZXha19qhBx+0yptmbM0m0ciNNidvk01syfLj9PJpPR2X0ft8IzcatViLvzbPn11m3awv7sShgqF3JlTi/5HKjQ0FBa9BpKWuc5mAef5tWpnfL7hIaGUnOMC9IaHVAL3kvIufMse/sc9aIbmKimsTC4Mshk4LEL38uNSItXZsvKTPzydJHU7EXZyyt4fP0iVlZWQEmCj9oLjpESEYJbS5F8HphEIsF94068c6wYrvEBjxmle/6Hrz3Jm6KyPJndkXImRvLtu/d4c065IVrpUZ/1gm3ctZ/tubU4NbYJrS31S9Xt0h1HOJxXlddz22Oqq17q87p+eg+KlxbSZE0QumXK/k+fveDf6XtvcwT/vJdPbpO3rS+3Kk5jkO1UOu0NZO+w+nSqIqLHrqe0qFAW925WeN0Px/tJBIOLn5OUVcC65PJwdhluE4ezJ1qT6PhExB1MsB48khabH1O1TATt21gxwaQKdW0XUdCgN9zfCSkSGDSXsqkXSNt/GolEwphVe3mSocHD2Z2xsrKin+smzoWm4VZbiru7Oz3dd3PpTSQV26mwv9sQZh2+g7FxLXwmtAJg061gNt14zcPZnRGJRDyP/sjAfS/4ML8DykqKFOTn82iKBboTTtCgWbtvXOP/P0JP1jeUlZnJzXMHOOwygNv2xiR5DaA4LZYy1vO5UX0Rw/d+4F1xeSbNWUxZPQPg671RUqmMl+9jsF22lQUX/Bl9+BXN1t+hjNMZdFyuYL37Gbv80zjo+5KUnALCg/14fm4fppIAmuYGkrRrFsOUg2jRJIuWBgEUbBjGUsM3FHhY42bwhoINw5itG4ydejBJu2fTNDeQ6a0rIo16je+1y5zwfcq8w7fpuesJuguuUHn5Deq6Hsbt4mvufEghK7/oq/Xw62eys7ejklU95u17zK0qTijqlyd1fVd2TW6J38unf98HIhD8i0yas5jb5cbSMW4vN87slW8XiURsdnXggn0zxh71Y/iS7aV6nza7OnDWrim2xwNx2n6yVIrxtZMHMdw0h/05VZm+YpP8PAUFBY469KR9RR1OSOvg/lOPlkgkYvniRUwwTORVZDJ9fjEHysrKikcXj1HB7wAxtQbSZcI83N1L5lVZWVlx0X0cytGvybcaTduOPXA0sWJlzUAmWcZCRjYUFoG6GjvCzfBMrcimE0dQHlwL0vz42HEqjW2G8+anNPEmRoZMME2FcjXZejeU0NBQ+fNW0FEm5+wqdieJGGY3sVRddCmbSWxoAIM3XylVf85OjnQqeM2NRCUWbD9Wat+SebNZ270SfbbeJiwmodS+DS7TGF3fmC6rzny2tlaDtn34oFKJC2sm/8+fvUAg+G9o2Kw998p2p/L7A5w7so/9wxsw9qgfkuwC9g6rx5aHEUxd7sVQK22yUhKZf/YVAY9u00c7Hv1Ryxk7YTL3ltpgVKcl2k16UauiGaPKxvEywYSzp69gYGDAnbWzULi8HjpNhEFLwO8u6U/9iMvORCQSIX1zh1RlPSY5uwFQWzkVDC1Jlpa8SNo0ricaFg3pl6CIhZYOhg10uPQ2jbGr1hEYHUnW80u8S81nxU9zXRtblKWivgYnX8cDoKqmhqS+He9Oe3yTOv5ffNdBVlJSEkOHDuXgwYPfuih/mbzcHG6c3cdx5+4ETTMl8/o6YnKVGX9LiRfVZjHU/TDtew5j3LjxiMVi9u3b98WAKiQpi423gmm+8ABN1t6m7MKrdNjxjL2vkrj3zI8OVQxokB1IxraJLBEFE+rYFnFTVa7M7I64V032OfRFPKYrqycPZvHEYYjnTWPu+FHY1arFthFjEC9fzHg7W5SVFJlgNxbx8sVMtbdh1rjRiJ0dWDxxGNY1jNkyZQDigY3ppR5FyMrhTFZ9RfqybvRTDCLg9A5uPvFj7rkADBZcotn6Oyy9/panUWmlFuj8NZFIxL59+xCLxUyYOJnBczZw38oRv5hMcjZ24rh4KpkZ6V89XyD4M/5t7Y1IJGLhio1oTDyD6oU5HN/shqfnzwvqNq+gx2j1EI7GqmK/+Wypc1tb6nNmTH10BsxHuYF1qWseXjSRnqoRbIrRx2XbzwGGoaEhtxbbYJwby+IQjVLD7Cbb27CkvhL5OqY0mL+PhW6L5cHU8wuHaZF4Cz+T9iw+dlse1PXo0YN2iuHw/jHRbWfStO9o5i1PZNMbY3BaDTNWQiUL7iTrMc4yC6syBhzsMYzG2W9BVIWsFoOxcZxF/VPbmHrfh8H2oxBlPyCpRm+sR9jL68HW1ha3UT0wzw7npoIVmzZ5ycttZ2eLc311gnM1GblgbamhlzPGjcbWPAuf4qpk5BWWqr+4+2dJe3WTYdtufPa5GL6/SVBcGrO2lR426O3tzbwjflSIusTrFw//0Gcs+LH929ocwbcxdt5GijX0MC98R6eqIkY3MmfkwWcc2LaJTsXBbInQYOue/Zwa3xbVpv24ERRNayMFejeqwvIHCVQwM+bq9M4s8o3mgySbJROHUSM9gLD82owaa0eVKlW4tGUZGk/XoRrujcK9/SycOIV6p7YRkfmRDWtWY5b5gXD1CoSGhjJz2lQ6GRWRY1UyJ7iSuQn1VCSsvxvG3m07uNxrOO00U9gXlEpLn70MGDmUViZFxJdrJn+mcfVFOB57KH8Z1WHEHMon3WfZ0kU/1ALu38VwwZycHNzd3SlfvjzGxsYMHjwYgMjISG7cuIGamhqjRo363et8r13pUqmUl49v8eHyNirEXCVeszKharXoYz+PmrXq/O4QwMJiKY8i0rgcGM2ZJyEkKpahjIYqZXMS8L98jEkDu7J81gSkORmlrvP/HVq4+MVtKunoMbpavf/3M/76Xr/8u7e3N04uC7B3W4dK1aacfhmJsqYOIxuZM7KhOXVNdVBQUPhD1+/SqR0hh13RTw1EZegWOnTr//8uq+C/7d/e3nzJ+5AAwsRduZgswrz1aJycnYCSf1drdh3keHFtulfVo3zELeztfm4v3iVn0W3nU4bU1Ef/7XXs7H7+971g+zFO5VdG3NUSyaPzpf7t23qd41mxKdUCD7PTY6F82N5y8WoWPMoAJRW65r/gkPcu+TmLNuziYE5lDBP98VkwiurVqxMaGsqECRN4ka5CdsuxkBmIgWk0z8dEYGCgStf7DRhTPpnBViMYdC+RRQ3bUVdNB6tuw0it2Zt6Ad5cfniP9IJ88ouLmHf3EvePB5JlUg+zCh94PWkeZyNC6GBmyZ41G1keYUA/cylnlv88FNLT0xMnr4PQfSaLK6WyyHlOqbodtOMuz5485JpTf/lzfkqssSWnFn1UP3yWPGPxjiMcy69GsFMHRFqq8u3e3t5U0MxEPfgsvTb5oaj4Xb8HFfxB/8U2R/DPio+N4t3CBiiO2E2zDn2o7HqK6GsHcOvTkKvFlSlnWYWTdi3Y++Atc88H8nx6K/QN9KnreZt2vGfN5MFsexbPjjshPJnVDiUFMPG6jOyFH25NysiHWPtEvUWkrkkzI3MuRb2jsq4e1coY0GqQPY/KNKVH4gUu+fgQn5FHjVW+zNYNZoq9Dcs37mB9iiXOovd4LF6I34dYWm17RtDMFhRqK9Px3CFSQipzc2ojGpkYsm7NWuaFlmFypQK2uDoAsNGhG1ExcRi3GvPZ+ovfq++iBT99+jRNmjTBwcGBQ4cOybdXqFABJaUfN8NcWqqEM1vduDqpCmm7RlGsY4qZ20veVxzJ/HWH8blUMgTlS0MAP0iy2fIgAuvtD9Cdd4HpZ17z6IU/oSc24KAdQoRrJ27M6oZ4eBuWThyGvqbqZ9f5o4kuPnmdkkQTkTm5hcW/2dP0Jb91b1tbW8QrluExaQiVonxJEg9iqEoI+Xl5tF9/k/qrb3PgRQwFRdLfvX79hk2JNu7K6uAyqBy15cSa6RQWFPy/yir4b/u3tje/pUr1OpjPuUZ74zwsJDfJzs4CSv5drZw3k6cz23Ll1XvmPcpg2+698vOqGmrz0KElBx6/x/l6ZKnEEdtcp3J1QgtmnAvC6fgjeQ+QSCTigrs9Ju+vc8+kG6MXrpVfb6LdWBbWVaSctjLX9DowxH6q/Hpbls6j6btjhMn0aLLsDO9jErCysuLOnTu8OLYZ3buroUiLFElrmo5XpfuAV3gYv6Oh2QCKVdvg1qgd4Zlp+OVloJIRAfrmJKamY6qpQ/WyIuoZmHC5vx1NJUGgZIDucwkKKPA0KZZLUe9Q6NqcMvVyuFpgwepH93iWFAv81NNl25+6OkWcTdP/7C1qxoV1RCmbYLNgtXzbp8Qa3ZTD2fFBmR179pbat8llGv1rGNDL41ip4YmOjo4MmLgIheICPJztf6g3toKv+y+2OYJ/lmm58sgGb6H4yAQ+ShI5Zd8CrU52tB1ky82FI3idmM3wJdvpZaVP30aVWfYgAV11FXoqhrI/TpsNuw6gGnCF6LdBjNx8CSMjI4aqRYJRNR5l68pHQRQUFzP/6U0ArMtX5XhYEJPuXWTPcifUtXUxqdkEiUSCqa465UnD7fANvL29cZ0+gTplZRi0KnkxXr9yOXrUNscnIpeqZQyIGOVAWVVlOnrdp87xzQwbM4ru5RWIMmwof8bmI13opxfNiBHDv0kd/xnfRZAVHR2N4U+ToXNzc//weTt27KBx48byP78e4/6tvA8J4NiSUYTOsaQw/DHPDXvTzTuRWIXylK9YtSToEIuxtbWVnyOTyXgVm878S2+otPwGDcTXufsugbKJgeRtHsNI2XNOTu+JeMIAZowbDfx+EJWdX0RgfAYXghJZfjmA9ov2MXzfE7puvU/5eSewWHwFLcezaLtcQsXJh9PXNKm94gFlF1xByckH5bnn0XW9jNGiq4icT9N8/R367npI64X7mXX0ESOWbOdWYCTZvzHf6tfl/PTsLhNGYB5+k4+eA6mV7seSUw8ov+w6a25/IK/wt9fLsrW1pctAe2RjT1EQeoszs1vyMS3l//kpCf6r/m3tzR9Vs1Ydum14hZKCAr5zmxDo/1L+xWmgpcq9mR1oUsuKowoN8fsQK99noqvO/WmtMaxckyuazfHavV9+zYbmZbDXeAM12nM+v2KpFyXH3CfRPPkOYdX60Nt9N8nJySVzlha788pzHNVlCfia9WL2+n3ye232XE41P2+y4sJptP4+LQfZyTMFlnOxpa5KIMYhPiRX7cfDym4MWqTF2MVn6HVhPx3MLLGv3pDHSTEkj+gNQEFezmf1sMVrI1bhV0jQqElyZBTb2/bGoXZT3Fp0YZxMRm7AbdxPvWFnwFOuRr+n8bWDNBg7jHqmabzKUsF9x5FS19u02oOG6c9JrT9Ynm3wk9WTB1PDUIOrabqfBUxmkXd4IoHlv1pzS1lZmSe6XWiVdIYN69ci+PH9V9scwT+rXY+hJFhac2fVMBpVNmP78MZM8QkDwFoWzNEEbdbsOsj6PrXw/ZDCmYB4Fk8cRiejIh7oNMbWdiyLmukSrGjKrXcSmndrT9eaOTzAEqdNB/H29qZfxersbNub6KySKRszazennJYuVlZWNChTjPft1/Ih3/P7NMGih518lMOifk1ZfytE/v/x9NaWrLvznlViT9JSUxmmGkpeWg4jo/MIl+bzyPwjdyI/8iwuCZlMRtMW7ZBoVSLw4aVvU8F/wncRZFlYWMgrXUPjj6cOnzBhAs+fP5f/+dSIfSsPH/tyYm4nkla1Jj45Dc0ZtxgivsrkWQtZ9Yug6pdBx+u4DGaffoXRvNP03/MUmQx6K7wh07M/jZLvsXHKQMSLF8j/J/1SUJVbWMzz6I+svxlM64X7abnhDkZuVynreokBe5+y7VEklx6+4s7VixRF+mMmCSB6/0Iqv9pHzmYbnMu8oW2bVEabBVC8pi/LRMGsMnpD8fqBzNUNZpJmECk7p1M/OxDt+AAeXDrF+Ss3OPIsnJEHnyFyKwnCBu15xIZ7YTyP/vjVnrDPA65VVFNO5/3KYQxXDeVGSAKmrufZ7PvmN68xeupkDr54ho1JO+Jlujya14yoiHd/7Qcq+Ff6t7Q3f4aWljaDPC6RZ9WD5PVd2b9zEzY2NkgkEsyMjXiydCRjm1ag3fanOK3dJf+ytCxnQsCSwbSrYc7egjoExGfIr+k6fSJLaxVgZlmVdl735GncrayseHRyFxO033IxLAfrDVfJ/2nBcUNDQ+6tm8ME8wzO5FvidPIpu/d4Y2VlxYM7txH3qErF8Os8MuxAlyUH6dKnLw4VauO37yh3vNfQJvI0RuG+SPStCNHoxYsrOViNX4pBu2FsWngYaWQVSPfnY//2ny12bGVlhWVeJB9V9ek5zEYe/CgrKjLPxp4OavFkY8aHjYdpqF6GGz3H0N6sIvXbNsPU9COn00WUP7CWVX738ZMkEKwq5dGh9ZjqqjNo2Z5SwZRIJKK/Xgp3M7RZ94s5agBT7W3oqZ/OmY+Gn/14VtY04E5OOcqmvfrLPnvBt/NfbnME/6y+c7agmRPP+d0rGNnQnEbmZZh28iVlC1LpUjaDm2r10VBR5ODwBkw8+ZoNuw5wYEpPsosUOBaaxWLn2ewf3pDRh1/y8PZjzBtYcmhYXbSGuhOVWURKSgrxOVl0u3QQqUyGjqoaixq1o/6p7bSubYxmrTa0adMGgMGNK1OorovHzkNIJBI++J4hTvKRpTuPAtCmkj6ZH1OZ53UQLy8vXCaMoIKeOpat+9HerCJxNjMZ0aAcg0/70v3yITIK8pE2HUX2/T3fsor/X76LIGvAgAE8e/YMLy8vRo4ciZ2dHVKplLi4OO7evcvt27eJj4//1sX8qoBXjzgxtxNF2wfyrljEBfNpzPK6xNXrt4HPe5zScwvZ+jCChuvu0mvPU174vUaybx5T1Pzw6FmDhROGy3u6vhRYxWfkcdwvDofTAdRedQvd+T6MPfySA74veXD5DLUzAxmvEUzRmn6MV36Fz7imnJthjXhQU7ZOGcDqyYMRz7Jn+yp3xIsXMMluDEuatEM8yl5+Xzs7W8QrVzDF3obp48Ygnj+DZROHsmHyQMTDWnNp/hDEbQ0ImNsed/1gUnbPQjEmAL8oCT29bmLodpX+u0t6uyJiE79Yb5+ezcHBAbFYjOuEEXTMfMjHwwtYedmfyq4nePI2+rPzlry4Q5MzO1k4ciwrdSoy3O0oH6v25sPiFiyYP0cYYiP4TT96e/O/UlRUZNDMtWR2WcLWlumoZ0ewZ3fJl5aCggJz21dmc/9aaI1ahXLDnvJsgMZGhtxeYsPynjXosOUhNku3yYf6LXCey4XxLdFMC2fJBz3ctx+V32/2uNEsq52PSYVKtNhwl3kr18vP2+46lfuTm1G+42DOqzRigcc6ABwdHTm+YjadYs+RranHjRojWTl/PSkpKVhZWXH3zh2Czu3BsUouGocckD08x1szfVJFliTlyuDePji8kvplRASnJXMpqvQLmPVrV6OVHMoHqR5isVi+XSQScXz3FiySX3HrozabN2+mShl9yqiqM7tJO2ao5BKfnE7tcG1GVKlDQm4We9/68y49ldDiJ5xLL4PHnr2cCgsmvSAPKFn3pbVuNhc/6n0WgLUpk0tkQvJnSTAcHBxQrDuIVjn3hbUC/wX+622O4J+jrqFJJYejGD1czcO716kW48vJV1Es3neBTmWz0NFQw/N2GC0q6lGPOJY9y+DAvn0cHFEf96uhzF25gYYGClTMi+L4w2xUHr2mb6PK9NBJxivWAK/d+2llbMGkmo355Ux65/qtuHD1EDk65Rg1egwSiQRlJUUq50ex5tJLvLy8sLezpbu5Ih8tShJcKCgo0FBZAnVK1sQSiUQsHtCCI8FpAGgqq/wfe2cZEGXWNuCLbnMAFbEVu7sDC7s7ALsLbMGWsRULFexO7A7sAEVAUpGSGASka873g3V2eRl29X23vt25/uw693nOc54zzP2c+5w7GFajGJ9CDdhWtx03I0KYlJlG6a9+fAh+/2dP7X/F3yLxxe/Fnx0UGhn+kUe7ZmEW7UFMw4kEpRix8PwJio/pz7Q0fWaMtclnHPnHprD54QdOvf1M63JGmMa8Yc3EQairqf1qgor07FzuBsk44/WJS94R5GjqUkYkMbhVLWRvHrDDYQ7StWsUSSa+nZh9b9KLjd5PkAuBXb1W/9U8FEhyYW/PorWbCMwy4IxXJLpVGtK5mjEmPz2vya/sxn3rKyUllRWXPNHvZMOqXnWZ0boCs5/eIEuey6IGbZDo6qOvqaW4bv369by4eoDx5WJ5UWUKS5Yu/6+eRYWK7+WfEIT+7NFdvriNIVFSl95LTmBoZKSQvY9JZuCh19Q10aN2jAcTbcYqdMmMNdvZHmpI+1Jq3HIYjaZG3n6dTCbDbvdpLmdVZHZLMzS9ryuSZQgh6LtiP+4xegwvnczRpZMU98rJlWO14iC3YjVpmPCcG84/FzM//+oZ1tuPkKTTiGpFoHTwTfY4OSqSTDx79oxRo0Zh0rElIe98KZGYRlRUFAMGDMDJyYlELXV63zjOztY9aF+mguKeFQbM4lNCGi0yfHjyJH82v4l2S3FJq8ls/TdsWu+k+Pxb7azbWWWJnd8s38mCX0QYA3bexUAtC+PmOoyv3ZTr4cF8SkmikU80a8PLMK6MjL2/qC8mk8lYvOckt7AgcEFHxTx+4+SqsZCdwZDlJ1Ch4p+gc1T8OVw6sB41j+0MPBrN4Hlrcc+qxIvpzdE1LEajLR7cmtAMU81Mmm1+wNQONZjftTYDl+/lbEgaa2pnk5aayqpAPTTqFiFuzhhyk1MZvO0yMTqlKPtsN8vXrmBx6BtuWo1E46cEPYMcF3LmSy04ugjpgunY2dkxcakUl6hidAo7zYnjx8nWNqSG0z3mFvFjsu0YEtJzqLvtOe9mNqNK2VKkZ+dSduVtPGe1oXwJ/bzEQzE1sC0Wxr4lU0jJzuLiipHEJGUwepnrd+cc+Kv4W5xk/X8jIz2NM1vm8WlZfXJ0i+FRZS7ths5l3LgJSAeO4kDH/vQZM5KTMR/Ilct59PELXXc9osmG2xTVyMXfvj1tEx+zf+lUDh44oPS0Kj41i823fam56DgmDjeR3g8hNugd8a5zaPlmB+/XDsfA7waOE4cpDKxf9vM9SS+EEGTlyAlJSKJh8XJ8zcgmK0fOj9rdymKuZo8bxa4p/ZG2NMR7RjO0onzZH5hDxRU3WHvdp9C4q299TZ8+DemwNly3rc8GDz+qLTuOCbqsbtKRcoZF8xlYkBenVavdIF4XaUOTMDdiPkf80DOoUPFvpHnrjrTZ7IOmuhqP5tbjvc9rhayGqREvZrQmICiYJb46SPf+HLC/bMIwllVOQM20Mu13PeXth7wYLgC3JZN5PrMNO+4HMN9Dxs79B4G8Xcv9U/syo+wXHouKNFt6mLDPeafcmhrqHJveixZx9/A0qEud+Qewc1jFgxB/XspTCd7oyOoq8eR+DuKBWS86rTxOpz6DCAgIoHnz5gQFBfF4z0GW7t1JnwPbSExMZP/+/UgkEqoULYHf4KlULyah3NHNPIoOA0ArJx10lWc2LW2gAXEfuPMxqcDpk2WxZIgPo+eUxflkNcuWo2+RRF5nlKKJbzz9K9bAqZklDg3bMXbEUMqU+co9zUrs9H1Ju0sHCEyM523mVyaM7I5aSjy7HwYUGEe9AfMw/3SV1y8f/y9fswoVKv5l9Bg9l5Ti1Vhv255Ns8Zg07oai+9FYV5Mlw09azD8yCsOHDzEaZvmbHgSxfuYZHZN6UstcxOiKnZg5vSpLKqnhW6yGfM27AfgzvIxJH94y029pvTs3B21zCyCv35R3NNp4jR0i0Cdjt3p3bs3AKtmWKOnb8Cdt8E4OztTuoguZUQiyw5ewc3Njarmpehbz5zroXmxinpaGvSvURLbrafyMtVaW9PHKJrEMg0AMNTS5qNaReonPWL//v1/8qz+OKqTrB/k5aNbfDk0nmTDctSb4MyFSzewt7dHKpXmSykZl55Kj/MXyYw2JiImmRaaUVyRzkW6ZhV2dnZK06tn5uRy4nkIG66+4hPFqUgC3udccBzbC4f5cxXX9O7dG3d390JPqYQQ+H36zI6j56jeoiMfEzJ46OVH0dLlkaVlExqbSLrQJBd1NNRBTeRioKNNtlyQnpWLQA1dTXV05JlUNC2GqYE2saGBlFTPwKaPJS2rlcW8mO5vpl3/JTKZjNFjxnDtzUcsRi4kWhiyyLIqszrWRFuzoK2flZvL9fBgSurqMevUYV7d/IJJzWbYlohkzrhRv2o8Hl0xBs3wl7RdcYfSpUt/9xhVqPgR/km7ynK5nMsHpEg81hHTdinBMrlCv8TFxTFx5wUe5pize2BdBtYr84vrBE73Qlhzw4eUM6uQTh6i0IMR0bEM2nGDKO1S7OhZmfe3zyr6XOm0kWUPP2NSuwVHRjbizfXTihP4EWNtuZkigRrtqVbuK/P6Nmd8jUYABAQEMNVuMf5F6xBZpBpmaaGMqKaH3fiRSCQS4jPSmPnkOkc69lf6nE+i89yP38RHs3/vYzw93zC1riHOzs752slkMtrPdMI3QY60Q6l8ul0mk9F26ireZxfFoa6aIrXxN5nJuqdU00jkkV33fHoqIjqWWpsec2xEXQyMNWhsXIbZT6/zwtsb76P30Ww3mYuT61HGwBBtDQ1qFjdm/fr1fHxwiPrmRZmw69H/8A2r+CfwT9I5Kv544uNi8Jlfm4elhmE9YwldD/uxsGMVRjQ0o86SE/h63EDaqxZF2wzG2SOEYeI1/YaOpIOrN721glk9cQgj957gRkRROoVf5ITrbmLjZDRccoRMNR2q+Z9mktt2ZjRqozjNarDAjTeRb5hdtTibljkC0GrhPp48vI9D5yo4Ojqy+4E/W2944TGnMxKJhLOvQphxxou389ojkUiYs2Ybm0ONWFdFxnx7O2SpWVRZe5ewJZ0ooquFTCbDY0FzNDrOoffwKX/hDP82qpOs7yQtLZWTa2zI3D+El8UsabvgDFWr11WaKTBYlsq4E35EfzChbMpHvkieYWwgQ7pmldLkF6+DI2iz7CBllt9i+WUvfNwPMK+IH3dmd0Fq04OptmPyXWNhYaG4VghBiCyV416RTD31msoLT1JsyXWa7XjBLt8MDt71xNf7LZ4XDlAh4R0dsn1J3jORnK2DWWvyni5m3mRHuLCoqA8OxX2Rb+zNWpP3LCruR+KeSbTM8MEkzhvP62e49dSTxedeUnvtdYosvk7HHR5YObpy/e1HsnMLT7/+beyHDh5EOsuaoXohJB2az777PtTbcI8pq50VO8JCCJKzMpn99Do7/V7S2LgM14ZPxKltKeprxrM2pAgb9v564cYInZqkpGdyfO2E/+UrV6HiX4O6ujq9bRagP8UdA48NJD87yL59e4G8JBXnHMZzY2Jz7K/4Y330BaulG5DJZKirq7GwUxWODatL0YGLCavQUZFhsGwpE56uHIVz/7oMP+6N/cV37HXNS6Qx2XYMTu1MWdWjFv0OeWHv7sOW7TuQSCQcPbAfh/bmDDT9TFZuJdYfDuKJf55xZGFhwW33M9xZMpRO4WcoV7II0ggTqi85zcrTDxgxcChLzWox6NZp4pVkFmxZypyWpcy56uWFp1opCH6mdMNGIpGwZEwftCrUUwRx/1LWr3pxKF2dO8/fFDjpmlvyAwFfyZe2HeD44YN8ve3GlBOetC9TAUMtbfa27c2doZNY278LNYyL4Pspl2vhQYy9f4HgpC9cqFwMWbuB1Mnwxue993//BatQoeJfR0ljUzxMB9Mi8iiHXF04MrwBs939CE/M4PSE9hg170sNywGMb1aO7IRYFl18w6WTR+ihGYLLJ3127D9In64NMDRM4I52Xfa7ulGzRnVerxpJUY0cAuuOZtGlC7g8va+4Z0ZmFmRnc1fj5yya8wd1pGybPkybllfvakSzKkSpF0dDvwgAwXfPEZWYitNP3hKLJgzHpJgB/slqefG7Btq0MjfCVuqmiOfNMqlFlRtT/7zJ/C9RnWR9B8H+7wjcMoBUw7IEFW/H4iWOBU6uAFIyc1h9JwiXp59ophHF3kk90dFUZ8WhffTq2YvA7FTGVKuPoZY2QgiehCaw+eEHrvlEkPbiIgu612PuuJG/GUvl/SGS1UeuQLm6PPr0ldTUVFpXMSU3yp/rB5xZNnkk021HK43PAhS7ttOmTSMoOYErZ88xa6xtgXbKrgFYvnw5Dus28jFLj0N3PTFt0pmvQoceNU0Z0aQCVtVNlJ5OfePbidzYsWOZs/ssRyJ0aWGiwc0lQ+lx8yiVjIrj1r6P0uvGbj6JR1Zpbo5vQrNq5oX2v2f3Dlp/2M5D06FMnuv4qydfKlT8N/xTd5VDggO5v2E0ZrnRlJ5wmHpNfjYyktKz6bD6FF5Rycyoks3WRdMVsriUTGxPefNRlkyX3HcsHD9C8bvz+xTFgD0P0Slhyu5eVfBwP6HQcfOWrWLj23RKVq3L8BKxLJswDIlEQsfLBzENiuLE4acYdLJhRKOylPn0gKm2Y/IV9h051oYbwYnoN+9HmmFpJGkRUCwVi6JqnJ8yWRE3FRAQwPgJE0jQMcG3VGtE5Hs0aiQzccBgdnQoqG8sO3fmTs2JtPd3496NK/lkMpmM+gsOEun5AOmwNgVOutpsus2kTnWZ2almvs/3uB5gSWx1Aua3p5qxYb4+3T0/YHPyDb5z22BqYowQgqcxEehoaPDCeR66IhfrFSf/269VxT+Af6rOUfHHIZPJOOkwmOKGegx3usK6u8HcCIjjzsTmXPKLYc4lP97OaUtoVCwtdr3g/Kj61C9tSJ+tVzGpUJVTY5viGRbKMJfX9KpblrIRj7G2tkYIQY1xq4kv3QAj7+O8dNtKQkICrZwfI390hFb1zJi9WcqASjXJypEjcbjBnCLvmWY7GolEQk+XJ+hH+7BzSp7XQf9tV2jWoC7r++W5BVo5unLtsSfSLuWxs7NjzMpdHPJJQtpYI88bLC6aD3aVsdgSQdFixf/KKf51xD+IRo0a/e593jrnJh6NLSrO7XYUubm5Ii4uTkilUhEXF5ev3Z3AOFFh1W0x4qinWLx2kwCEVCpVyOVyuRj/wF1M8bgs7gXFiZbbH4kKK2+KPo57xStvP6V9/pJnAWGiu8N+UX/9XaE397yg53zRY5GzsFuzWXGvwsZWGPHpaaLFhX0/NB+/vMe3/3dwcBAYFBd9HfeKxutvC+2ZJ8W4g4/Ex/jU7+rP3mm9KL32tCg+/5TY+9xT5MrlhbaXSqWCOl1FSfuzQpaS+at9r1g0XdweXUKsWbPqh55RhYrv4Y/QN38XcnNzxZUjW8XjsUXFma124vPnz/l+98OW7xaSpdfEujtBIif359+rXC4XAxxdBJOPiF4Oe0Xuf8h2PPoo9OedFzToKbpbWSn6c3KSiv6LtgomHRJtlh4QstQM8TAqVETHxgipVCref4oSzZYcEkw6JKoOtROLlzkq9Nw3PfT06VPRqdcAUW3AVEHP+YLJB4Xm3PNCf7KrMBq3Q+hYbxdMOiSw2SOo01XoGxiK01cuiYMBb8St8BDxLCY83xxMnTpVYOsiRkyzUzpHu2++FsUnuwh/f/8Csp03XhUqm3H6tWi99GABPe3kJBXY7hU9HQrqZO83r8TTMQYiwN/vV741Ff90/sk6R8UfR1JigrhtW1rcOucmcnLlotnm+6Knwz4RFxcnxh73EhNPvxVCCHHMM0LUlN4T6Vk5Ii0rR1isvS2GLN8jzA9vFH6xicLI7rzAvK5ibevv7y+K1O8omHNCaE10Fuq97AU2e4SugZF48NZLGB+UioiUJCGEEDUWHhNYtFFcO2LFLsGA5Yp/v/iUIKquvSvkP63/PIMjhP688yIyOkYIIURkdIwwmHdevAr6WU+fmdlCXD3m/OdM4n+Jyl2wEORyOWe32aN52Z6soW4Ef9Xny5cvBRJKpGXlMu3cO0Ye86SDCGBLF3NmjRtVwIVQTU2NaVXaEeRXku4HHpP69S2jsh9z0XE8d69fVpqkIiQimr7L91FHepfO+15x7dFLmmT4MdfgLVx2orFWHPbjR/5qundl5MoFyRk5eMtkmOuWJPprBskZOYXWpfolypJrTJs2DanDQvZO7YvJvU1kHZrD7Xv3abjpIU2WHOFlkPIkFLKMNPaGv2eozQga6waScOMAM0+HMmXNzkLTsFtbWyMd1Yl+tUxpuuo8UTGxhY518uxlhOjXoFx24G8+lwoVKn5GXV0dqxEzKL34GRqBt3iwtCObN6zDzc0NiUTCsWUTeTWrLVfex9J2+0MWrduMTCZDTU2N3VP7Md88juiiVeiww4PFv5BNaVWBO+MaUbx5b64Vace6vUeRSCTY29uxZ/ZwllWIo0wlC8qsus5K1yuoo4adnR3Vy5Xm8szutI65SVC6Nqujy9FhphNRMbEKPdS8eXNuu5/BffV0LDNeY1PcFzUzL9LOrCT5xm4yrztj/nAzzd8fwK5bXT6FfmSgVU9GV6uHmhoMvXOW5KxMxRzo6+uDXI6urvK6RvFed0nQKs6Zi5cKyNy3OpIgdJk4v2CWU4PgBzyK12T3/gP5PrexsaZ9GU0up5gWuOb6zbvcSyvHxV1LfvCbVKFCxb+dIkWLoT/CBZ1Lc5HFRNI+3YvLcXo47T3Klj61uOIXje2qnViW1aamqRHLbgSgp6WBldyXk9EG5L6LIjs9AbfBdTAaupzO/YcDee7bL07sxPztLrJDPZCH+cBxexrUrU3buvXxHjiZj8mJpOdk06tBRcq3/DkhxmrbfmhXqMeXlHRkMhmNzYuSnZPDzLV54SMNKpvRqIIJL+Py3M/LmJowtkVlroX+7IYoavYg9r7b37psj8rIUkJuTi6nV41G3/cslZc94ZV3MPb29orCnN8IlqXS0vkx8WnZTNR9h9vSqYpFyC+NnYS0LMYde0mrLXexrGDIrKL+vL2yl1AdsNuwLp8xBuAZkcSY42+ovfU5F18G0iLrPcF2rZF2rcSaSUOYOX0qUqmUadOmKTWsMnNyueMTypAVLsw758Ugt2dUWHiKCituoDfvAlr2lynleINuWz25+VCbKiuvU2r5TbTmX0F7njvllt+ggv1x6i44yIzjTxi7chdeIZGFZh385Rg2bdqEVYt6XF8wkJlGvry6e5V2e17SYdkBRb2sjJwc/BNl7PB9QXR6CnVLmOI6cgLS4e0ZqPOBPZFF6TJtudIfzrd7VYl+wof372i1YG+hPzCJREKrKc5U+HCBp49uf/8fgAoVKgCoWKU6Pbe8RG7RldPdc6hUXI5cnvfSK19Cn3uTW1AkIYS1YSZM3nkOIQQSiYR1C2fxZEZb9GTBrAkzYeKO84pNnOYW5vgv70vf6iU4kGbBwotvWCfNy0y4fP4cjo9pRoUSH7gVDG023yFYlgrk/Z7Pu2zGob4mTT7fwSfTiNobH7H2uo8iRgzyXvy3bt1i/2onXnYdjEX3xjQrZ4TdyN54PrjJ0ydPkEql+XRmJ7NKfBw2kxsRITQ9v5eYtBTkAjAojj7ZSudmgs1YyujkEpxMAR20ZdMGzNNCyanasoBszrhRWBjm8uKrboF4rqNTrTBUzylQH9Da2prc6r3okXCOzIyMH/0aVahQ8S+nRYeeRFXuw8ONo5ljO5w+Jmk80K2HoY4mVhpBuIbrs9P1EDv71+bgy3CmrnZm4oCu1PjqQ1S0OXtOn2BA48os7V6HMecCWfOTzrWwsMDzxBk6talE7QrQrml9xVq5lL4hhwLf4vj6PnHej/iUpcvx48cBKF/GlLIaKaw7dg1nZ2fU1NSomBXJ9qsvFdePaGjGMa9IxTN0rmDArttvFXozSCaokeGHi8vuP3cyfwDNv3oAfzdyc3I5u7QP2l8jeFPemiYGxRRG0C+NoavvYxh74i1zW5ZB7e01+vTtjb66vIDBdMUvhglnvDHPjiZl+1TUjJcy19qWEqhTzLI1K/2esaZECQAef/zCqttBvI1KooEI5+6I5jy6FYi19RCFcfGNX/7/+0+fWX3oIpoVG/I6KoWA2BSKq2cQ6xuIZa4WJTSy+XR4G22b1OPT9UuQmUr77t242qQCTQJieXTiDFKpFLmABUuWUcmqHw88fcFIQlp0O0K+yjn79TmoqdO+YnH04wJYNrontSqU4T+xsLDgypW8+IWptiXRV5cTnezHppcy6qcbMaTYZx5WFnQpV4WtLbsrrvv2fDKZjA8T5vDItDP2u0/jumSy0u/J1saa2x4TuK3dh8V7TrJnsfIAyKvXb+H72Zx2RxbRorXlr373KlSoKIimpibD5m3mzct+GO4dzVn/G7Sa5UqZshXQUFfj8LTerHE5xh2tOnTb+wKnTmW5de4Y1tbWHJnem7V7j/JApx5ttj+kVZoX9uNHYmJszHmHcYQlpNNl/UUCInSJcjnOtkXTkb59zNkh/bl8/BQZtVrTdIsHddRjcJ3QlcplS+Ho6Mi0n+I663RpgN2pp/gklOLmxnO0KZrKrF9kH61XsxZ1Rw2iQclSLGzQ5jeeFAZUrEG2PJeotGSe6hWD2Fh09XKUtpVIJFTQyeTAtUfULCLy6WQLCwu6VyuBi18mbm5u+WQSiYSmhqkcfve1gOzooYOkPPPFXjeJByvG5LtmyQonnlnv5MHlI3QZOO5Hv0YVKlT8y+k1ezsPZ9Xm1a0TnFs6nQ67n7LV4yOrJw7BZ+tV/ExbYWyoQzfND+z8oE2Zi5e4v3kO9bfc5rZ2Xtmcee0rcfT2MxZ7fUYTN+zt8zbYxw0ZzqUWjTn6H5ldNzbvgk9CLCc1n0LJWuQIH4WsisZXPlRspPi3/YB2+GUaYW3dDoC2ZbSZdS6CyGhzzEqZ4H/7LFFfS7Nh7xHWLZzF+AmTuLzoHNmxAYqEGH83VEbWL5DL5ZxZMQztrxG4fjLj8s6laGrpYGdnl+9F6PoijEXXArhg3ZjHp/djP98eNbX8hk9aVi4zL/pw0z+WXhqBzB5iiXuRpfnc+gDG1W/Oiqcv2HI7gsz4TBZ0qELbBG8WzbejvUHB5BqQl4HPNzqZPfd8OPgkkCzdYmSGRNIrV5P22un4bJ3H5MULMWhvirV1LwAa6yXRu3dvjterCsCwYcMwunaOZQ7TuNKwqcI4VFcjr91Puw3Dhg3B3d2d1FRvlm/eRWjPUfh81cT96wvMNFKpqxnP1mlDMS9tUmCcvzSc9A7sZ7c8DJdwUyqGBLPYqbHS7yBvt3oTC7a6cTyxCgPffMSqfkWl7Y67uWC/+zTX5dVIzsjBSLfgn7O1tcdiWMoAAIlnSURBVDX7crOpGrCelY4LmTxt7t/yh6hCxd+d+k3aklbLl8vb5vBxaX2etFzAhy/q2NjasGnRDLJz5UjvhdB690tSb9xGCLC3t2PjwpnkygX9VuxnfZwJvs4XubjUGk0NdcoV18Njdidm7DrHicwKfDn8jPNf7zNkgA0L7PN0X+67O6y6G0K99CK00fpMY604Zk6fqtCNjc2MkO49yt0kI1aHl+LM+ms01JJRRSOJGdOncaB9X0K+fuF9Qhw1ihdeCB3y3LqHVanD03dveZZZGpJfoF+xoPveNxpXNee9n0WBDIQAjuMGcXjDU3oMblJANq9/O0588aVpx+r5Pre2tiY+5wj70kzJyM5FV0tDIZPJZNyRDKTaw/2gMrJUqFDxg+jrG2Bqe4C03X1Y8yGeDUPH0/2wLz1rtuLGkuHU3fiQK34xbJw8CJ8t1/lYtgEmxsY8mtuTxps9mLzamZUTh+I+zZKmm7W4myjD5ifjZmiV2jSQlCIy9StmBkUU9zTS1qGIlg6nKxlQIkXwRa6jMIgcRvfkeU4ppk5tDUCXOhVQ0w8mET0kwOVTR8gIl7NsXyT7l0zB1saac1uvoV+3I5C3DowsWh/jyEcFNqz+NvzFMWG/K/9rUOjJtRPEpUnVxZrVqwQgrH4KzP4l6+4EiXIrbop5a7bkS/7wy3YhshRRy+mOqL/4iFiwbHmBJBjfCAz7LFouOShKLr0mSk1fITAvIxpZDxexsbFKE1jEpWSK9feCRdU1t0Qxu3PCfPQKgVlN0dGyc4FkFL+V/OJlbKRY7fnwu+fmW7/+/v5CKpWKRcuWC6q3FfR3FNozT4ol7m9EUnpWges+JSeKyR6Xhe+XWHHgzXPRsdcAwZC1wnTCNvEpKrrQ+0mlUkHFRsJo3lmxdO3GX32eAfufCMtlrr/aZv2MfmLNoBpKvwcVKv4b/s1B6J7P7gt3m/Ji1/AqYtWKpflkD/0+CbP5p0S77Q/F66DwfLpp/prNou22B6Le+rti1uqt+X6z8amZouHSg4LJh8XA5XsUSTO+6Z5JS9YJ+jsKrHeLkSt25Uuq8a3dynXrRa9F2wXDNwgmHRJmY9aIkYs3ipv+vqLUoQ0iMTP9N5/tc0ysKNZnjmDkFlGxRk1R5egWcTfyg9K2NQdNE3SfIywtLQvI4uLiRPWFx4WrR8HkF1KpVNBlutIkF3FxcaLyghPiwKOAAtfo6miLJ2MMxaePgb/5HCr+efybdY6K348NM/oKl+GVhdM6J7H14QfRcvsjkZMrF7cD40TZFbdEYlqW+JKaKcquuCVuB+bp6LLSLYIJrsJx3QYhhBAL1m4WTDokGg+apNDj+96/Fn1vnFB6Tzd/L1F5/mFBlebCwcFBCJGXDMl8+Q0x56f1tBBCjD78XPT4KSlHXFyc6OGwT4w69FzRz7X3MaLFtkeKf38ICRbPx+iLwMD3v/s8/R6oYrJ+4vrJXZQMcse77DD6DxiIVCrl4MGD+U49tnl8ZM/TUKq8cmHDollK468ef/xCi+2PqZL+gTerR6KjJi+QBAPgok80jbY/48nTZ0wz8OP+1MF0aNKUrx2b8Dg1Pl+fvtHJDHZ7hrnjNV6GxmEp9ydxfX+GmiZjVa8CO523F0hGUdhpjVwuSMvK5byfH9fuP+FDRDS5P5Dw4luNrtnTp+AwpAOWXx+RdcSOi4/fUGbpFTbc8kUuFyRlZXA/KpQb4cGU0TeiejEJY+o15aTrbrolPyYmPJQGKy4QGhWj9H7W1tZIJw+hgaaMla/T2e/qprQdQNXY59yW6bB13+FC2/SdtpYO+mFYdev8m8+qQoWKX6dBs3Y0XPGIFEltOnzYysX9a8jNyQWgTY1yhK4eQLeapWmz5xX2p5+xz9VNEat1f1obqqUFsSWiBAO2XSE5I88dT09bjU+VPjPe/AuhhtVosvk+M9ZsB/K8BFbOtMWhjmBEmVTealfGbNFZDj4OVMSKSiQSlsyfh+vsoThUTaZl2EUi/V5x5KOg195AtPzLMOfUc0Yv2cgUuyXY2dnj6OhIQEAADg6OjJk2j+oDplHF8RKJWsXgrAMDe/bgQMd+pGZnczHUn7Sc/PFZFcqXBzU1GjRoUGCO3Nzc8L97ngM3nxWQWVtbM6RJJXzT9QrEbLm5uRFy9QCbr74scM2Klav4aNaF5+d2/ndfnAoVKv71DJvvjImunErFs5nWqgLynBz6rnClXnGwqmHCtDNe7NuxlY1dKzD2uCcrnDZSpaI+9UzV8SrZAiEEc8eNpEXcPV5JWtNvwhxkMhkjqtRlVNW6Su851qI+8ToZUKMuaWl5NQzV1NQwyYpl04nrijgs9dDXXPGLVqyvt0wbys0PSYp1ascqEt7HphCVlBebWrFSZcJKNCbo5a0/YeZ+HFWdLMD3zQuStnbhjvkElq1cr7QG1pHXESy65s9IzXesXTgHKyurAkbYFb8Yxhz3oq/OB+wGdcLd3b1AvauM7FwmnHjNFZ8InK0qEfHiVr42QgiSs7NoeG4Pi2p25sLzBO4FxdJMM5o7m+2QrliGtbX1r9bSypUL/GNTuPc+gpP3XqJtbI5feByJci0y0EQTOZpqgoyUZHQMi5CNBmq52ZQy0kE7I5ESahn0bVGbeN9nLBw/DBPjwl1svtW8Sk1NZbmzG+Y260BdE4MaifS0KM/65l2UXjN6zFiu5VamcoOW+K0cVGhdrZjYOJpsuENdrXgOzB6i9HllMhm9N14gG3Wuze1dqIF5bH4PwrMMsV28Q+UyqOJ/RlWzJg8fr2eEuliTo6lPmeGbePDohUI3vQyKYKTbIzSLmrBvSANaVMirZyKTydi27xABpVryJDwFh/bmRD29iHqbhixpYYlcLhi6ai+nP+vRVAIX7AZRuoiu4p5S6Xrm7zlNmUH2lCxZgoYZAUgnDcynq2QymaK+X6pckw3Hr6A/YARpSZqAAegYQFYaOlqaZKIFWWkQ9R7e3aJT5WK0btVKkVwIYPxDdxIyMzjTebDiHovOPOPY1bvcmD8ACwuLfPMik8mYueUQz7JNeW7XtYDOWem0kWWR5qw0C2PJ/Hn5rnPavpvtqbUJnNuCcqXzuyt6PrtHwr6RdHAJR11dtU/6b0Klc1T8Xng9f0Da7j5UWuXNlkPnkEaYYFc2jiWzp1B+2WUST61AOnU4J+IleHp5Mb9lCWxmzKSviye1M0MU9a26TFuOV9FGdIi+yqn9O3maGs/tyA/5Yu6/0XDJHrw+heJQWQdHR0cANt325eh9L27M6oZEIiE0MgaLLc8ImtNcoftqOt2hQ857lk8cikQiYZDbM3LCfNg7tS8SiYSLrmvJDPRg8Lqrf9r8fS//+pisrMxMwncOJbvdYib3tEbXyLjAqdPLsERmXfBhrH4AY/pZUVwjp4CBc90/FusTb7DwO8n+cwew0CloqHl/iKSnyxOMSOfL5klESJYXaKOmpobIVad2Rj2mHPanWJoPKUc30XrWTLr+ZGD9ZxIMAM/gCJa6XSQopyiR6sXRk2dSWi0ZnzsXaVipNNH3b0ByHKR/JQcossOB2Wl6zBnbndFjxnDt1l206zbhoyyFjyXKEi1LIFJugIuTB0USPtC8RC4751lT2jR/7NUv466EoT67dQOI9YhFK6M9oUHvkVVpWGBxIZFIOHTwAPtd3bipZ0Jrx2NcmdlVUTT0l5iaGDOoeCybwkuybd8hViyYU6CNRCKhU9FkVoWXYuf+gyybP1fpd/0+15x68VdwdnZW/MBVqFDxv1G7QXOqb3+Hu4sjOXt6ESorz7avSRgVKYq1tTX+q4dw8k0UAw69okulolSM9GCq7RjFb9njQzyDXe4RnWLE5Ac+0MISdXU1dk7pT+39B4mt2J7aGx4wrqEpRgG3mWQ7Fhsba9TUYOzYdszbfYaDQVlc3/CQhV1qkPb6KuNtxiKRSBS/c5lMhomRDs27tmb71QuYf0lDLtTRKGJIzz59uel+jqT4WHyTfGg6sAP29vYF9Nbetr1Jz8lmssdl6pQwZbBpRY5ce0j4m6e4u2sV0MkSiYSyBup8CElXGi8w2XYMhzbdoVK7PgWuMzHUIdPvHUv2RXNo6aR88rKVahEvz+XJgxu07lBwIaNChQoVv0WDZu04dXcQUVtssZt/HP8dF3igV5912prsHliHySxl0PBWfHHZg6d5XR6rJRPw8ibd5TFsii5Jhb1HkC6cxU1nB9rM3si9kh3Ztu8QM2dNYofvS6X37Fq/HtGyJEKbmCs+a2JmxJpsfcW/K5iZ0qyCMX5JapQrnfdZqdRwdt55RgXtdOzs7NCNeMORt9G0/Emv1u8wkEgPJ3JyctDU/HuZNf/6k6xj62eQG+RB11U3MDEpmLwhPjWLRls8aCsP4vCyyUpPuZ6GJtDb7SWDtQPZuWS60lOugNgUWmy4ScKD4yzrVgtDQwOlJ1E3A+IYc9wTzQhvIo6tgq5NMKlfG9+pSwq0TUrPZu+jQLbcekdsljrZAc/g4yssq0q4ffk8Dg4OGBgYKBJZfDui1dfX53Obeuzo0AdNdXUCAgKYM2cOS5cu5fr160BeYgx3d3cu3nvK48h0qNEe7VIVsW5sRqnI54qq3QARKV9Z8uouc+q0ICTmM3vtFnPtVQD0Xki1zFAeb5pZ6MnRKqcNLPXTpW72B+5sW1ToSVWvjRfIRZ2rhZxUyWQyOm64Qmn1NI7OGaS0jcOyZbT95My9UmNY5bRZ6XhUqPheVLvKBXnr9RKv3VMolR2J4ys9BoyapNCXienZdF9zgmdxcoaVyeDo0gmoqakBEBwVSe1D7uinVmRSiwos7lQFA52fX5Yf49Povf40PonQs2Qy51dMQVMj7xRHJpPh6upGlY79WXjuJYFfMulWKpej9iMpoa9dYIzhKUm0dnfjdf8JSHT1C8h/i5CvX3D19yLxugc7I8vTPOoGl9ycleocjydPaXsmlieDTGjRokUB+bxzXni9fcvJ6T3zXS+TyRi34wIGFetwdHSzfNc4OjqS8uYspmblsdtx+YfHr+L/Lyqdo+L3JDU1hSezaqBmtZIOfcbQZscTRjUyY3LLClifeIO+tgbL25ZmyZ6TnM+qgl2f4owtV4lxOy7wyaAyz2e1Q1tTHZlMxqBNZ/HNKcHDaa0xLGGAp+wzvSvkP923cnTl2v1HmA+uyPOxsyitb4STdD0LwsxZWjZKsfG28OIbHr9+y7kZPfKSob0KYdZZT17P7YBEIiEoPJra257zYW4LzEqZIJPJeDa/IQaDt9Kha7+/YioL5V/taxDs/44KvgdYcCmcgwcPKm0z6ZQn5pmRLB7cQWls1eevGfQ/8IJeWiHMGNhZaSzX04BwGq+/STPxEYfutZg+fVqBuKnsXDkzTr9m8P5HdMnxIWK/PZatmuJQrzW+U5ewwPcJY+9fQAhB9NcMZpx+TZllV3C9/ZrIMxvI3jYMy5x3OAztiPOGtYo6Wt/iqBwdHZFKpUilUqbOt6OleUU0f3I1+ZZ2vXnz5jg6OuLo6KiIvdq/eS2WJjm0/XyVrEOzuXrvEcvDStNy7nYCwiM4//E9nrLP1CgmoUZxCf1q1ufQwYM4TB5Jmwh3AjXK0GrO1kJrWU2yHUvr5Od4F2vExn1HlLaRSCR0KfaVl1/12FxI3JVEIqGtUTI3o9VwLSR+a/qMGfgbNqCW6b/6z16Fij+Meg2aMHbPS7I7L2VNo6+UjbtLdFRezadielpcmtmdqeZf8dapSre9LwiMSwFA3VCfz7PH4mvXnrDEdCyc7jJsxR5i4+IAqFhSnwG6H+HCat5ll6T+Jg8OPQlE+lN9LXt7O/o3rszjOZbMLpdEkQo1qbj6Dg2XHOXwfS+k0vUKHWRuWJT59Vohy0j7r56xcpESzK5UjwvRGVBch46Nqhe6ibRu9SqQ57J89Vql8ni/Z9z1DS9Qg1EikTB/aFeu+kQR99Mc/JI7gV+pkeH9X41fhQoVKgAMDAwxGLoDrUt2JCXI2DuoLstuBBKZlM6m3jW56BuDTyLsXjyV4Q3LcvBRPJpGhpxfZotZcQPmXXjD+vV5Orh7sa/EPXGnnbMHa3fuxeb+BeT/cYZTrHR5jA11OdWwM+c+vic+Iw1bG2uqFFGjVsfeinaxr27h8TFR4e5tVb8CX9QN0dDPy1pY1bwUDcxLEpCct5Zzc3PjfnxRvK4c+OMn7Qf5V682Xx9aTKjFCGbNmV/AeAK4FRjHnfdRPFo7AXd39wKGUa5cMOyIJ3VEFG5LpyhtE5mUjtX+V6Rc28n1DfMwMDAo8EIO+xxD3aUnufrKnyTnsVTUTEYqlXL8+HEcHR2RSCRsbdmNFsblGHzgNmUdr/Do+SvSXCYyWO8DDqN74rBsqaL9NwNJ2Ys/PTuXU+/esfb6NT5ERBdaYPgb3wp7nj17FunCWdyy70v7iAsEJeVQc9tjFp26RAuDEsyv3xot9bx0w9/cdM4d3k/HL3cJ1DSjw0ynQosLn3fZTPtiKbgnlCjUGJtuO5rmRVK5l2RUaJtpAyzRNSpKjTZdlcolEgllW/Qj1//O37pCuAoV/9/pNWwyjbcEoV6kFCGL63DRdS05OTlIJBKcF0/Ha157ulST0GLbI9ovO0gX9yN8TE6kdBFdjgxvQG+NQE4EptF4432ehH4BYNq0aUjnjuelnSVrrCxY4O7NfG9N7Hefypf8YtOiGZwc25zZRd7jde0UU86+Y76/Ea3nbObOKx/Wr1/PYNOKnArxZZP30x9+NplMRv9RtkTlWlD74z2q97fC4dU9cn4q0vxLli5dirrIZY79AqV9jevRFi3zGvTq1auAzOPiCRKTEpHuO5bv82nTpjF0zBSKihQC/Lx+ePwqVKhQ8Y2WnXoTXbY9t7ZMplYpI6a0LM/Ucz4U09NiZ//aWJ/wYrV0A3OaGhMSl8nADa7Ex8fjOrgeh158wn7nCdzc3LCxscapd12qi2h2BpfA+Np7lq5YrlhrBQQEcMbDkzjf56xcuZLgpC84vXmMRCKhfZ3KHLn6QNG2tHoalDAj66fcfDqaGjQpY8jMja6KNl0tjLkRkLcBZW1tTdFaHamaFfAXzOCv813ugjk5OZw+fZqnT/NeSKmpqWhoaKCvr0/dunUZPnw4urq6v9HLH8+PHKUHB/oQt7Yl96vaM37CpAIGSa5cUMPpDo1T31FNMylfAPQ3nG74sPu+H1fH1OXypUsF3P+ycuS02vYQI1kAjXNC0NfXL9DP14xs6i4/z6c3z1jStChFDPWVuhHe8P7I8MOvSY/7QHqZaFq+D6JHyzZMsLZRakxl5ci57h3K5jO3iM3VI03fmPDENIS6Fuq5WeTk5qClo0uOHLSz06hfriTymA9kf3iN28q51K9VQ+m8pedk0+6CK/HPvfhw8R1YTqF38S9cXD1daXuZTMaA8TN4WNqK6WUT2LZIebs10g0sDi7BlPJp7Fg8TWmbacvWsiOuLEtMPrByuUMB+fr167G/Gkjnti25ubyg0QywZs1KOges4W4NB+YvUL7wUfHX8/9B56hcd76Pt68f88l1Muq5mXhJejJ51kKFzlq2bhMr74ehU68dLoMaM7JhWdTV1ZDJZOx3dcOoaU9WPwhHkiXDzbotDauUVfQbGxfH3N1nealVFSNtDeqn+bFm4iBFbOe3pDy9evXCesl6nn3VR6tmW7LjwrAsr08Fo0zSGpThaLfBSsetDJlMRv/xs/Ao3hp87+LQvSbTFtgz+8kNljZsi0RXnxK6eor2Uul65kdXY22pQEXdr18ila5nfpg5juaROPxHLKlMJqP7lusMbFOf+V1rF7j25NKBaJWuTv8pq757/CoKR6VzVPxbSfgi4+28GniUHo7N9MV0cPOmeU4wmyYPpPOWG7x5fB+pVTX8s3VxjSjG0nJxrFgwB3fPD4w44c3jSU2oW8kMyHNnXn78NnSeCkU+0/LpVchK5110Csnd5lPi7DyePLhHlapVCUiKRw1Ysu0C5568Q2pprojxb7TxHtsGNaJPw0oA9HTcz5VHr5F2rYidnR1X3nxkwonXvJ3XHolEQlZmJl4TS1JutR+lzcr9hbOZn9+MEHv58iUeHh507tyZYcOGFZCHhITg4uJCvXr1aNeu3R8yyD+C18fWEGXUjkWLfy44/EtOv40i6+sXjq+bg1QqLWDIRH/NYOXtYFJd53G5xHSlRdCWXPcnVfaZV2sn013qVKBNdq6cHrs9yIkOYV5tTWZOn6rUYFp3wweHa35kXdsGgY+pXr069kfcmOD3iPY56Xy7Qi4XHLjnxcIjt4gvWgWJZhYxL59B7AcqGGmQ6/0CMlOR92hHg9JlKekfw+17D8g0KEFk/ZZEZGlDufo03ueH8dcrdCiRwbb5eQZoQmY6S17eZViVOqxt0Zk67foz4s1wbp9cwAPrzfRdvo99P2V6+SUSiYSze7cxcfMxTiSWZkFMLGVMC8a+TbAZyz2nw5wOVWdGQECBTF0AEvVMSIgiqGRRpd+ptbU1PkkHuZ2uX2j17wkTJvNkvitN6lVT2oeKv55/qs75t1KvUSvqNHjDuvnjaB3uytmlL+i1+DBlylZgxrjRBOjupV790jg/DmX30zBWdjDD89ppbG3yNpsSXlxhyfXXtMnSZ1yzWCQh95hsOwYTY2MOL51ErlwwapUL+0LVub3pHs6j2mFVwyRfgqBLu51wc3Oje886bD0bh1eKDrc/aFMkQYvS3meon57AgMbVOb1rA8uXLMTDw0Ph3eDm5kazlq2Zs343kUWrEV3GihqyFwzuXjNv00xXn8Md+/EsJoLW7q7ctBpFfUkpANp27YHmgff069Nb6dzY2FizdcN9WlkNKCCTSCQMa9+AY/e9sG1UqkDMVlBmMaoF3v+dv61/Jyqdo+LfTPESEh6ZDKRxxAkOHyiFpdyIXRFGVNl/kJMTh9M4y4BanetRSTsR97OevC7eDCEEvRtWYmFCLuPdg+mXdYxxNtZMm5a3SR6V6seRLHOe1LSFuI9QvwLc2YXt6JGK9V1iZgbD7p7FvmEDroZl0aZNIyBP93WvV5E97vdpVa4IEomEuYMseZFeDGvrvN/fu5tniEoxVyRE09bRIUzSFNndc/QYNeuvmEal/OZJ1rt376hTp45SWXJyMkZGRgB8+PCBsmXLoq1dMND4z+J7d3myMjN5NckU3SlXuXP/cYGTIyEE9Tc9ZGHrMoQ/vKD0ZGnqqde88npDd51wpadcbyKT6LLnGWPUXmKglqO0zbhjLzlx/QGpR+Zj1b0bV65cySePi4tj4Par+KXrI3OZjmXTOrT6RVrht/HR6GloscvvJWbppdh4K5iU5GRSnp4H/4dYtmpCq1atAOjWrRtLly7FwsKCl5Uk2HXtQx1NfSZOnIgQAicnJ86dO4eXlxepueo8TdKDBj3Qz/7K7KF16dbAgqthQSxu0AYDrbzv+NtOcWRyNls/m9Ig+Q03nR2UGjdS6XrmP0/DJC2ch1vslBpR3Xr24Ua5wbSPusS9CycKyGUyGSM3nSJWrsfNeb2U3me1dANLIiuw2iyURfbzlPZxbmk/itXrzOBJywrIVfz1/H/ROapd5R9DJpOx12UP5bIDqBh6kegm0+lpu5Rut06wuklHmhmX5cCrcGad8ST5zR2WdarI8vlzFHqm28ARWO+/y+t4QU/TLE4vHouuloai732ubpRo3ottz6KI//KFpd1qMb6NBVoaBb3ivyXLaN9vGNanL+P3/jM6uqXJ1DdGnVzkibGUNjUmNTWVrxk5qBWRIGThEPiYTqa5nHDdo1T/+H6JBeBCqD/z6rVkosNWDobk4mCRpjSjqUwmo93mW9hbNWJMq4IbPzPXbGdbAEhrZ+TbpFu/fj1Oa1dxuXcujfcl/u0yav1/Q6VzVPzbkclkXFzSC90y1eg6ZSO9tl6jajULDo1qyqk3USy7/p4BGq8Jq1uJtz7G2LWvzKhGZZHLBTWWnCTw0XWkvWrl01OBkRGMcNtP2pNAdNPi6NS0foHMrTfCg1k9cwkepj2wCjuhWAePXLmbo68jkLYqip2dHblyQYllNwhZ2BGJgTYymYz2m28xvUsDJrarDsAFlxVkfvJkyOoLf+rc/So/Urk4KipKnDhxQhw8eFAcOHBADBgw4Heqifz78L3V0E+6bhHHx1YW/v7+SuVeEYmi3IqbwslJqqhC/UviUzOF/rzzAsOSQiqVKu2j/faHovbweQJQ2ua6f4woZndOoK0vqlevrnQs7RfuFozaKqbPWyikUuVjuf3CW+jO2ivUZxwQ1Gkn5s6zE+3atRNt27Yt9PneyD6LnNxcpTIhhPD39xeWlpaifKUqAht7wdwzouO8TSI2NlZp+7i4ONGq/2jB5COiUsPWSu8bFxcnKjTtKJh4UHTt0bPQ+5qNWS3aztuq9FmFEGLemryq405Oyufd399fFJ2yXxy556VULpVKxdiutcW2qV2UylX8vfg765zv1TcqCuL37pU4O6OpuDauvHBYOD3f7z04/LNos/SAKLnkmnC6GyTSs3IUsri4ODF79VbRbdcjUXb5DTFo+R7xOSa/XnJykgoqNBSVF5wQ5VbeFquueosV6zYUqlPi4uLEpI1rhd3lU6K7lZW4fv+xmLV6qxi/xElgWlW07Ttc3Hv0RFhaWgo7O7tC+/lGWnaWGHzrtDgQ4CVaL9gjaDNGODg4KG3r4OAg6D5H9F20Vak84nOM0Jp7UYRFxRQYs1QqFdfGlRevn9791fGo+DFUOkfFv5WoiE/i8dii4p3nU5GYliXMVtwS94NlQi6Xi+oLjwmaDRajNq0Rj0PjhGTpNbFo7SYRFxcn3n+KEkXtzoljzwLz9ZeenS1MD60X0anJv3rfMq5OgtkXhMfjJ4rPvIIjhMG88/nWne23PxRjV+5U6OCN90PE5DPeCvmj+zfEDetSv6mj/0x+KPGFVCrl69eviiBj8f80+/unB8e5FqnHnDkFay4B7H8SjFbIU+bPty+Q9QnA9XEQFTW+4jB3mtKEGS/DEnkTJsPnxBasrKwKtMnOlTP1rDdW2h9xWGiHh4dHgZOdPbc8eZSoB2cdKGGgrTSRxWWvD3Q96EPGk5vInW0x6lKZd21qcf/+fR48eKD0tCgrR07/q6eYt2lDockfLCwsKLdkGhWd7JFcdgPXGdyN06al3Y5Ck1dc2LORkh8f8KFcR8Vx8X+2uX5oJyVECpo12irtx8LCgh5Vi/IwKkfpvAPY9uuKjq4+jQqpD+Pu7k5SwEtO3le+22dtbU3lBm0xQ5X44v8D/xSdoyI/NWo3ou/mp7wq0Y2WkcdxX9KDj8H+AFQuW4qHK8bweHprnoQmYLHuLiNW7iEuLk6R2OLapFb01gjktO8X6m18yLl3nxV/GzY21kinDOXZ3E6cHt2Qk4/esSysDL23XsXjfRjr16/Pp38kEglLJ07lXPJnTp4/R9d2Ldm8aAZrZtognTues3u30r5VC27duqXUdfw/0dPU4qTlQNoamfJYlKCbZS2lOlFBdgZZaCgV6WiqU1Izi8D49HyfSyQSrK2tCdauQsDjS98z5Sq+E5XOUfFvpbRZOWJbzCVk/ySMdDRw7lebiWe8yc4VHLdti36bYQSWMiOeeBqpRbHmVTKurm5UL1eay5PbMf1yMB36DiUgIC8Bha6mJu8GTiY9N+dX72uVKIfsNK4/fKb4rF6lMujr65OtbaT4TDMumAM3ninWh60qFOfxT4mRAB4988IoNxmX3c6/57T8T/yQkdW5c2fGjx/PmDFjGDNmDAv+nyYOqKUdS07R8mzatEmp/Mzrj4TcOKLUQAJwvuWN75mdAEpfuDseBtJQMwaHpYsLpHMH2OcRQEJ4CMdWz1WabTA0MoZpF9+T4y6lerlSSl/Qpzze0tf1BbmX11Mx7hVtW7fi+Tg7NrexYrffK1Z6PkAIwUtvPyr1m4b+8LXozz6Frv0lPniVZUtEVUyX38Zkqgv67UczbNwUYuJi2ez9lAuh/vSrUIPLfcbw6KEHlo1q0jz8EsGYUHuEneIH9EskEgljaheHkmWJ0zYu1IhqL8nhSnCyIjXnfzK1b0c0TCvSsVtPpfJLly6RGf6eQ9c9lMqtra3p2boxphb1lcoBhE5RjDJiCpWr+PvwT9E5Kgqirq7OJLtVeNaYg275hkSvbsopp0kkJSYAYGFiyAXrJnRXD+RYQBqNNt7n0cefX6jLJw7FqZEG2wbUY+WtIBptuo/Nqp0IIRSbUk3LFefu7C4sNo+mdcM6WLm+wv51LpM2HyUr5+dsgGUMjAgaMp1DQW+JSk0Gfi60/ltGlTICAgJoOXo+4nMY5oa5PEyOI1PJQmPatGk0aNQYdYRSnenm5ka0/xsOnb+mVHbTO4q0oB/PkKiicFQ6R8W/mZ42C9HMyeDa0W30qWVKVYkBK66949a5YyzqWJns2HI0KlmGA1N7UbZKDdQbWAHQumIJTD8+4H7RVsyYa6/oT0tdg4bn9pCclVnoPdeOGkcRQ02SG/zssqumpkaVEjo4bt+v0I0Te7ahYuuf1+Xmutn4RyfxISIaAFtbW4J0q1GjXPHffV7+W37IyIqJiaFHjx7Y2NhgbW3N+PHj/6hx/WF8/BCCSdZnpFt2Kz3p+RgZTXyOFksmjFBqIKVn5xIp14dPb5T2L5cLTr+J5O6OvOx3ShNZXH3Dl9sHsLS0VGrETd57hZyPb6hulMuFCxcK9PHsrR/DjnuTe3UT1fXSefHiBQ8ePKBG9erULG5Mz3LV8A4Pp/TopTTd946P2fqke14j3XUGYkt/+LgTtvZH7jqZuOv7SNcuwgn9dpjZrGLrpQuUV9emZ/lqGGhpK1K4Xzp5hIq+J4mp0pmW3foqNbQWzrejaloQb+WmhRpRVTWTwLw2OUJNqfzG1cvkfg7Cxf2uUrm1tTWtLMwIS1cv9FRtUJc2PHoXVOiiZePmbRTJSVDav4q/F/8EnaOicCQSCQsWLGT4wl2YObyGxAjezqnCqd0rcHLKK/uwauIQ1tXNYWG32gw9/Io6i4/xIigCiUSCvb0dQ5pW4fWsNtRMC8AtWNBo430u+8XkS+u+asFspP0aMEv/HXhe4nWOMaWX36TF0sNcefMRIQRqamokZmaw+KVy3fO9yGQyrIaPI7pqVyr4X2X1KFtOhvgy9dFVpc+fq6HD5bOnlJ7eW1tb07RGRaLTCxph1tbWNOnYG/PcyP9pvCryo9I5Kv7NaGpqYjramSL3VvJFFsu2vrXZ/PAj9qs2oPnuOhnZcoZfeEApE2Nuzu6G06NIQmSpAJxdMpbSGmmEVu+rqO9XTEeXlY07kK2kxMU3JBIJZsWLc8n3bT49J2Rh7D13XaEbG5UxJDJHj1x5nm4/euggWWG+rDlwTtGPQS1Lsj6++EPm5r/hh42sLVu24ODggKOjI4MGDfqjxvWHceTAHsJFCY4dO65Uvv7AGbKjgihiqK/UQLrrG4axegYOixcoPWF6GhiOyEyFr7FK+/+SlkW0XA8+vqJBgwYF7iGEwFuUooLMCzc3N6WG4OBNZ5EHPKJk0gelRlhsaCQXTn0mJkcfSr1FK9yd8hlhDO1WkyaNiqHWpQUN6heneZ3S9K9vjn7OayjlSa5eST69KcKgzlYFjCiJRMK1Iy7oBnvwpULrQl0CLc20oVITUlOVF/q0Hj4YQ3kGDTr3VS63tqZ+eWOi0pTv7EokEox11bj/0rtQl8LX92/gHyErdNGycNFSdEUmmRkZSq9X8ffhn6BzVHwf5SpUZfDayxhOOAOvj1PNdxu7Nq3IK8xrb8fk9jWYouuNz+3zdHB5xYwLPsQk5+2OqqursWXyQNbVTMOxZ10WXfOnwcb7jF25K18x35nTpyId35eXdl2YYODPs5vu2Bz3pOKq27RddpBawoyZFesxYsva/6qWnkwmo+/EuXxobEupoBtcP7QDY2NjTnQawNaW3bC5f5FrYUH52idlqzFqYB+lG24SiQRjHbj51FN5weJFy5Fkx5L8NemHx6pCOSqdo+LfTuOWlkSV7cT1rdM447qDCY1MqTF1C7Y21mzuW4PHPrksW7cJY41MZjYrjeXGK8TExlG9enWmV9cgMCqeUc4/uzGPrlqP2U9v/KrrbcqXBD5uO8DIYy6Kdr1a1adFj8EK3Xjm2GGyvkSzYX9e7UBra2s6Vi9NsZotFP2YN+iEUdT/UyOrXr16VKpUifLly1O+fHmaNm36R43rD6Nhneqk6UiUvtAAGrSxpG7FMoXKD7vf5LPPC6VufgA7Tl0jPdQHKysrpYbIHd8wDJI/Q24O+vr6BeTPAiOIlcUT+uIOK1euLCDPzMklpmQteHGGPn36KDXCrNadJicxFk4sodjmvVzesRfttZMZutiYO+51eWX5mgdX6zHeuQGhw1oQd/MhFxu0Q+/qesjJIETSWOnzW1hY0KucJtTsgHk55XUITAw0ITONx+9DlS5S3N3dSfnky8odboUaUaY6gssPXxZqRHVs1gDTStXp3Vt5WmQry/boFyuhVC6RSLC1tSVJvQhBAX5Kr1fx9+GfoHNU/BgNm3eg/eoH+JbuScvYM5yZ3Yb3Pq+BvFIP0oFNeTWtGepqatRcf58557xY4bQRgPn2dti0tuDN7LbUTQ/gYFA29Tc+wPVRAE7S9QAKF8C540YiHdgUn3lt6afxHo/b15l22pOWzm85FmtC760nmbTUiWUOjr9qcMlkMtavX8+dVz40sXfhsWlnGiR58u74JoV+VlNTw0BLG9vqDXjw+RNRqcnkyOW4ubnxKSWXcobqhbolNm9Qh7KVqynVZ1+TkwnXKMOrp//b6ZuKn1HpHBUqwHL6dspF3ubg3m2YhD1GXrQUT2Jy6FKlNA10Elj5KBo3Nze0fK4T+iEE253uAIy3Gcviuhq8pQzDV+xBJpNhqKWNp+wzH5MTld5LJpORK5czdtRoPhob8jIuCoBqJfWIyfk5k6e1tTV1ShlSrVVXIG89N3dod97E/eyKWK9JO0wyI0j48veIu/8hI2vVqlU0atSIjh070qFDB0aNGvW7DCItLQ17e3ucnZ05ffq04nM/Pz+WLVuGg4MD/v7+v8u90hM+k6phVKg8JjUbI/XCg/TKVa9HRdPihS7wy9WoRwXjImzatEnpS/PE1XskfPQt1AjbdvgMOVHBVKlSRWnM2KVnPuQmRkPKF8LCwgrI73g8Iaa4BdzZRbFiRQl6/54urduwu/57hMimyIg0Gp2rTpE+Ms6eD2dXvXfoa2rRu7sVYaGh6D0/BvW6ExwSovT5EkL9ISeb87cfKXUZnDZtGsXUM3nqE4RUKi0gt7a2xryEIW+DQgt1KaxVtSLFTMvQpk0bpXLf18+ISUzF3d1dqdzj7m3SsuWFyp2dncmQa3DixDGlchV/H/4InfNn6hsV/x0mJiYscdpDq+3BqFVuTcLGThxdOhiXPbuwtramRvnSbOlTC89ZbfDw9MXhkyljnC+SlpUL5J1sbZo8EKfamazrXZcVV96yILAY43dcULT5FnNlbGzM4gnDkfZryJt5HXg+pQm9dHOIz9Vnz+firPxSk/ob7tF//1MsHdxYfPY5g1e4sPzCC3o47qfTuvPYv9Ol2xF/QkOC6Rh5kZvOy5Tq/1alyrGumSWOr+/T9+YJGnXojra2DiP7Kk/kA+D31ouI6Fil+szNzY2AFB2e3lau61T8OCqdo0IFlDQ2JabFPFa21cF69Eh29K/DtLPerJZuQKdmNoa1mlO2bV9sbaxZ0ECPZ7lm+EYnK9yzh+kEcjzagMV7TqKmpsbLfuP5kpmu9F5ubm5EJaZiqq/FqwETyZbnkp6TjeedS3z4kqHYcJdIJAzu0ISQ5J9PxBqVLYZnRJLi9Cs5JYUQrYo8vff3SAj0m3WyfsmVK1fo0aOH4t/Xr1+nW7du//Mgjhw5go6ODoMGDaJv375cuHABgHHjxrF27VoAFi9ejIuLS77rXFxc8n0WFxfHp0+ffvVea+aNQS05gJhq/bhTrghyBMc69qfhOReWN2rPwav+BAt15unHc7aMLhJdfba27EbLi65sat6Fre4+fBJy5uslctBUkxrFJSyq34bOVw/j0qYny8++JlIuWKCfyF5jNVqYmjO+ekP63DzB0Y79WXXdF/8vydzu04h+njfpbl6FPhUsGH73HBe6DGHC0RvEZhgxITeAo1WKMqRyrbw+Hl7iltUo+u09Skp2eYqddiTN3ppJtRpT0ag4s5/e4EkfG9rt2EF2RkM4NAU1x2ksaNgGA00tlr26y8O2r2l9sw7oaENqOmw+hPrSiaxo3JHUnGzWv32C5hoXMgbsQk37Ko9nLqTlRVc2t+jKx+QE9rx/zdEqLRl4KQ3kD2j6JYIXLauzt20vnsaEczLEF59BU6i4/BFkv6Nu4hu8W9XkWMf+XAwN4Fp4MN4DJ1Fh9R3ISKJHiSCulNLlYpeh7PX35GlMOK/6T6DSpnOIZBNqp53Bp35FblmNYs0bD94nyHjcxwaLfYfJiarEgu5y1oV48aSPDTOfXEeWkcbV7iOofXwPuSH1mNkli+2ffPDsP4Hhd8+hjhqHOvSl0dk9+DxZzrFSM1jltPV//vtV8cfxR+icP1PfqPh9iI2J4tSKMdRPec7DIl3QMGuM7bhxSCQSZDIZ6/Yexb9kE7yiU5ndogw5XlcZZ/NzfUOZTIbDnhN8Mm7Ai8hURtczxiDoHtNtRxd6grT9tQdOT+8wIk6DDv1HcuDiTU7eeEh5i9p8iorB3KwM4SEBWJQqRoDHVeYO74WpibHSuor/Sa5czvUgXyZtO0dEbBbSpsWUFrQHOPQkEKcrr3kwu3OBfmUyGUeWj8HEvCLD7f8+GbX+P6PSOSpU5JGbk8vlmQ0R9QfRd/wSGiw5ypsHNxjbvybN2vRj3Y0IfOa1w1BHk33Pw9j+MIRh4hXjbPI8oZbsOcnp9EoM0wtmnu0A6l8/xIehMymhq5fvPu/9/antEsBr22rUr1WDcQ/cKWtQhInmNSm7/jlR9s0xNTEG4NizIJa7v+bxHEuF/q8k9eDhxKbUr2yWlz32yUEk5atjt+XMnz5nBfi1/O4ZGRlCJpN9Vy74sLCw/yaFvBBCiDVr1oh79+4JIYTo0uXn+kVdu3YVcrlcyOVy0a1bt9/s53tqSJxz3SD2TWxWaB79pWefiXI2awutMWV/6qmoMHZVofIFp5+KCtarC5X3WrRd0HVGoXVT+s1bK+i3TNjZ2SmVj57nKBi7Q7Rt21bpM0ycOl0w7aTAoIQYPny44vOjnrbC7eUgQaOaggXjBdUriQ7LOovL76zzXV+8an3BBFdhbGys9P7z5tkJJh0S5jUbFPqMDdddF+ateoqnT58qlTdZsE/QoFehczD70F1RbMD8Qq8ft3KHYMCKQmuULV67STDxYKHyuLg4cX9scfHW64VSuYq/jj9D5/yZ+kbF70dcXJxY4bBAHBhfX1wfLRGr5tmInOycfG1efEoQVRceF9jsEcOW7xa5ufIC/QTEJovmSw4JphwTDea7ihmrtynVpXK5XDyPiRCecVFCLpcralP5+/sr/e+P1mZxcpIKxu0UuivXis8xMYW2c3n4XtRddLTQ/k9sWyScp3T4W9WG+f+ESueoUFE43p5PxOOxRUV0VLh49zFSGMw7L854+YmNb5+Iwa5PRZulB0RcXNzPtbRaDs+39rJZuUMw+bBo3HuUGLDWQYRERRS4h828ZYJx+xTr3vj0NPHo8ycRER0tDOadF76hkYq2C9ZuFkxwU9xDKpUK+juKMSt2CiHy3hOr5o0Vx+d2+iOn5bv5VXdBHR0dnj59yvHjx0lPV37Ml5iYiIuLy/+0u2Jubq4ITtbT+9nCLVu2LDKZDJlMhrm5+X/d/y/R1DVEW154KslgnzeExSYU6moW9v4toXFJhcoj378h9EtaofLiaplQ3KzQ+5fXk4NpFfT0CsZrATjZTUGziISH3srd8VY5LkPT5wZ0ncHx02e59ugh0Wkp7PlUi4oGuUyq9wVO32BSyzRmDijO9tB6xKWnEpeeivuVayQ0HAqv3QutaH/b8z3I5ZgV1VUaDxYXF4dfVALhvq/x8FCeZr2YWSUaVKvAsGHDlMp9gkNJjI4q9Pq6jZthWrJooS6brTtYoq+tUagcQE9komdQuNuoir+GP0Pn/Jn6RsXvh0QiYanjWnqsucWLssOpm/yEG9Nq8PD6z+5XTcoV48kcSyZUyibAoBr1Nz9UxGN9i6uqZmzIpZndWVbuM8XVM9kWakDDDffYftePNdKf6weqqanR1MQM2wfuHAt+p3AvtLCwUPrfH031blS/I0Y6+ngO7MvR6GBG3ztPrpIMXDfueuD98mmhMap+odGoJ4YX6n6t4tdR6RwVKgqnToMWhFfsyf1ds6ldoQxretdjvUccu/xeUT32CR5x6qxwOY6amhqnJ7TDsNUg6nf7OVmM06TBNJF58MqsK2ePPqSFy/p8yYhkMhkX30VB2Fu8vLwAKKGrR2x6Ku1O7iI1Npxt+w4r2s+yGYGmUQmGjBwN5IWgdKhVnlJ18pJfSCQS+gyfSMmkguEsfwWav9WgZ8+eREdHs3nzZmJjY8nIyCAnJwcNDQ309fUpW7Ys48aNo2jRov/1IPr374+joyMxMTGMGDECGxsb9u3bx5w5c9i+fTtqamqFFg7+Ud4GhNIwMwo3Nzel7hm2/btyN+UFqal+yGSyAi/Ocf27cu9X5FMG98D96wtSUt4plTtOHsGJzc/JEm+VyhfPmMChdXe58vYjwwMCChgypUyMKRXjRUTL4Tx+/LjA+CUSCSMrqXEgJgUxahNWjx6wKzOVB31nk5VWmwartXBxr460tz86RWzpU7czB9++YMK9O2R56UGKDDzd6TtlstL5iy7VCPzvo66mPAX7Yul2MrKq0qZuVaXJM2QyGU8CIki9ewn3RuYFvgOZTEZsphq92jXF2nqo0nvcfe5FzIcA3N0zlX6HV+/cJy0xLyZLmdzNzY0uIpOzZ8+zYMFCpfdQ8dfxR+ucP1PfqPj9kUgkLF29Fblczq2z+8g8O4ezV6T4Fe/A5Bn2SCQS9iyeihCCq+9jmXzoIeGf9Xi36wyHFk9EXV0NiUTC8vlzkMlk7Hd1o2ybNqy89JqApDJc3nqNpQNb8+7GGWxsrLnQdShRqcnIMtKQ6Crf/PpRAsM/M+dKEBmXt3K5/DCmzp7FJu+nhHxNQFdTk3KGP/9tV6xRm4qhMYVuGsk19CihkYmq8t9/j0rnqFBROJaTN/LevjpvXz9mSssWHHgVzkSzzoy1lBCw8xz3NGuRkyundoUy7BvelBnXAnltYY6+tgYSiYSrO1ezeKsrhzqMIzY1jkGTJ3Fm9x4ABo0YQ3z5gZR9cxTnwzsU9+xZvhpOORCSmkiKMFB8bmpiTDXTIiQKPcqR9z4Y1rk52657Mq91WSQSCRa1GpKZHcfXpESKFC32J8/Wf/BXH6X9nnzPUXpERLjwHK0lwsOVH/unZGQLrbkXBeqaSt3N0rNyhM68CwIdA6VyuVwuitqdE5QoW6i7WoW5BwXV2xXqEmgxZI6g7xJRpUoVpS4grTtYCqx3CUm7IUrlj0MCRLHFUwRNewsmugm1YetF0U5jRPVOA8TYqXNE4wWzRZmqNUW11t2FmdU4oTl4lWDKUUHbIYJ5NqLv1IlK+73l/VFozTgp0Cta6NjLD10g6DRZtGvXTql82bqNgqnHRXerHkrvIZVKBcM3ismrtiu9Pi4uTjRfsFdYLtxZqHuMq4e/qLXoWKHy4KAA8Wq0joj5FRcdFSp+C5Xrzt+DzIwMsWbOCHFvdDHhMqmlCA7wzSePjY0VNit3iEYb74ma0nvC5cF7sc6poHtfXFycWLh2k1h48Y2Q2J8R2OwRnZe5isfvw8SUDWtFucMbxdfMjP95vMHhn0WxyXsFbccKKyurfOO4FhYkjA9KRXhykuKzJosPC+p2K/R94nH3qrhkU07lLvgvQKVzVPxVnN+zQpyf1lDk5uaKp6FfhO6ii+JaaIiQy+Wi0+6nYsO9YEXbga5PRaP5+4WDg0M+vfT+U5QoNX6TYOoRUXb4UiHpYiMYvU3QfpzS8JHo2BhRZNlBseXOu3yfW+1+JEau2KXoe96aLQLbvfl05KVJ1cXT+1d/51n4cX4ou+A/ATOzskTrmOG2Z4vStLwGOprUMNajWf+xSncOdbU0aF7WiAZ9bZTK1dTU6FrJiJKtBxSaHa/Ix8fQqA+ePx2N/idW5ppQvCzBooRSF5F9u5yp+O4EsupW1Bgwlfbt2xMQEEB6TjZ3Iz8SKs/Ese8QpjQxR+/oTMSzkyShj79Jcw7k1udVZmuiOi8msJIVkbmG5Ly7DS7WlPC9zcpOvZi+cD5nY0OJSUtR3PPuKx+6735E9tXNWHVohb29fYFxhUbF8Nm4LnhfKzTtbXa5hhglfGDZ0iVK3Ws6de+JhmlFJvbtpPR6Nzc3ngVEUEZPeaFnmUzGmduPaFO3aqHyY4f2EadTGhMTE6X3UKFCxf8ftHV0GL9wC0+rz8OgfD1i1rbg5IpRxHyOAMDY2Jj9S6bwcnY7NvWuyepr3ix4b8j0nWfJzv3ZPU8ikbBmwWzW9K6H37y2TKucSTmL2li5vmKnb3H0g4tz3jOEtVIpAQEBeQHW31lL61ua9xMP31DP6RaJ/i/obhhboOB9N/MqvOg3nk8piax/+5jYuDg+Z2kytnenQsuKSIxN0VGX/7C7ogoVKlR8Lz3Gzkcn8wtrFk6mikEuNUppsdDtAfHx8ezqX5u1d4MJ/ZJXH7VO7GNey+QsP3oj3xq2ernS3HcYiEalT0SEfUSWq02pjw9Y1tZMabZtU2MTShQx4syTR/l0bWpkMEcu31H0Pdd2OBrFTBg2agyQp2/D1EoR+lZ5yMmfyW8aWV++fPkzxvGnEqhTnWivm4X6uJumRfA8rvAU4CZJwXhlFmfOnDlKX7LRN9yIL9MIx1VrlV5/YvVsDIsWRbd+F6XXL5pvx1izZPT7zic8OadAGwsLC15cO0PF167IqnbmgWZNeg8YTM8rRzga7M3wKnWY2bgtO5yd8Xr1ghaltCgbcIkmwaeYqvGcYuVeU/rxGup776de9D3Kp31k6sTxBPj7s6RbXzqaVSQyLZmZT64TEhXJCLuVWO73IufJCaprJhZYGEDeH7Xloj1khbzGqklNpUaYTCZjyy0fkl9cUloDDGDjievkRgVy/vRJpfKevXqhWb4O43u2VSp3c3Pj6hMvPvu/KVT+4MZFYtWKK5Wr+Ov5J+ocFX8sEomEhQsXM3zBTiqt9gEhJ2RRLY6tm8LaNauRyWR5G2AWJryc04FxlQVhRatTdd091lx/x+pfxGJBnmG2fdF09g1vQpBda2ZUyaJH3fpMuujLos+VabXlHvbnPVm4+xQ+oVFIpesVhtcv/+vo6Mh8h5VM3XIE+6epjD0XQOrNPXTXi+SQEj0KUMGoGNWKluReVCjLD7oRka5ORUO1Qo2ojKwcNHPS/6viySryUOkcFSp+HS1tbV5JetEk+hz79u2lQ9p73nzRZ8PeI1Q1NmRC41J03+BOXFwcU2zHYFs6AYO+9nQdMDxfPxZm5uzvZMmcFqWxVAvm/t7VLF/uWKh+M0lM4dHTZ2w94Kr4rGvLRrTo0kux8VTKxJiKEkOS1fLiHd3c3HgYEEuC/5M/aDa+n980smrXrs3NmzcV/87MzCQqKuoPHdQfTfWOI+hkmk5qaqrSF9OyoZ0wbNKDrylpSuUbxvdBq3xtrj5+rdRQc1m3DJNsGWk1LJVeX6N6dcaUSeVKSikG204p0EYikeC2ch7djOLZHlmS5l16FahJJZFIuHZkDy0+nESzVnUCLRfis/shs4yr5WtnYWHBkydPCA8P58WLFzg7O+NpM48Ir3d4eXnx5s0bQkPzalb98o98ReMOzDWpSe01RzgmaiLu7cY48gUXLlxQ+mNYvOckIboV6Kj5SakRBrBszwnS1XWw0PqqtAaYTCbjXlQ2BBaMNfvGvvM3yUn+wtPbV5XKe/fujVG1xgzv2ESp3Nrami4t66NhUk2pXMVfzz9R56j48yhVxpwhDkcxmf+I1E9vaRUgxXX1FFJT807mjY2N2btkCo9ntuPkyIac8HjHktDSDN1+ifefPhc4oTI2Nmbrouls6N+Al1Ob0t08mJX9mtDesis+hrVotuMF88PMabL9GfYvMmm36Sb2T77Scst9lkeYIU2w4FW2MYPql+H5+LpIx/Up1MBS3FPPgKvdR6BXuQnqRlm06dah0LaXL10kU65W6Kahit9GpXNUqPhtJs9ZRpROeYh8ThvLlhiWSsSnZN5ay8j/Jv5R8czefRaJRMK+lXYs7FqbKZdD8iUeAmhevhIRXZpy69YtpQnUfkmtGtWxaNmCsLoVFZ9ZmJXEtHKNfDq0fBFtnFyOIJPJsLa2pmqDtpTMiv7LN59+08iaN28eLi4uLFmyBCEEOjo6REZGsmbNGmbNmvUnDPH3p4PVIErKv3DkwB6lGZla1yiHiWY2q07eVvriKlfalBltq1B30jqlhpqFhQVjKqvhkVqCldtclLqVOE4chkWqP/cMm7HX9YDSce6Z2g+TqBeENJmA5YhJODo65usnVF8D51OHWDq0BuavDxFrUIlGe7ypOMqBMXYr8mVw+SUrPR9y+VOgUpkQggd+n2g6bxfNXLzJCI7G9OU2GjYsTcu965GUL5gB6eITbw7EShhkFMHJ/buULh5i4+JwT5LQxzSDRw8fKP1h7dx/kM965nQ011F6dCyTyXiTrE1jY41CXWdOXbhMsoYhIU9vKpUDFM+IQNusVqFyFX8t/0Sdo+LPp0r1OvRbeZEHFSdTXi2W19MrcMFlBZkZGYo2zcoX5+7sLtiZx1G2ai0aOb/A/sZHpHuPKO2zVtnynJ85F2n8I9zs+vJ0Vjs+zW+Ng3kUh4c3YFy9Eizp15IxDcuwcVBTppWRsaT4e57bdeXUsgnUq1XjhzIR3n4VhdznARdu3+JpTLjSNm1aNSdT06hQnajit1HpHBUqfhuJREKkWTfafr2Dz9VrHBnaHt+4DO4GyRhvY82UqoLbuRVJTM8GYEHHKnz+/JkF517lW0tXNCpOYFK80myq/4k6UDVHA5vKdYhLTwVAX57Ba//QfOvhjM8fOHgxz0NNIpGgU9SEUtnRf/nm029mFzQ0NOTMmTNs3ryZbt26cfjwYZo0aUKTJk3o16/fnzHG3x1tHR1e6LdieKOPhbZx6NWA+bnTSUlRnkXQwaoOLs8+sXz3UQwMDApksbMfPxI/54tcSKtI2KqRAPnaSCQSPDbOosPGaxyIV2d0dCxmpfLHCEkkEh5usaPjpGVENB3HcveTvHg5hoMHDhCplsvMJ9c503kwy1p0Zsi+csyZM4e4AC9ephclVLsFJ1fexlwjBbXoICYM6skHrycYqOVg2KgqS5c64F60FOp6RcjUKUqZmo04cOMJSUZl0dLV5+vLF/DmGsY6ch54eFCuciU2v3tG8NcvXA4LZEil2uhqanL84RtGnPRF3N5FapWiSCSLCsylTCajw+wNRMqNmV5fFLrASKnYijLBT9gpXaW0jbOzM3fDizOmfGqhfVTr0IcK5z0Zb6N8weHm5kadtCBeRiuPl1Px1/NP1Dkq/hry0r6vA8Dz+X3iji/iydSdPC3eFeu56yhdujQSiQTpwlkA2LeJYrprAm7ppXi904PyX3xYO2GgohAmgI6GJssbtSfk6xcqGBVDIpHgOD8vM1yflnXzGnVrBMDYjg3+67G/DIogKFOfBQ3MGTZoCD1un2F3mx70KJf/FD4jOYl0db1CelHxPah0jgoV38ekqbM4styLSikvuRrRmNkdqzHL3RfPWW3YsXgauWe8WXDlPbsH1kVDXY0LE9rQKlebiu3rKPrQ1tDghtVIXsRF0sL010sXvPUL4NXFk5gUkfG2fAle9huPx7ULhCeUyJclvEerhuSghrV1dwDGT5hChL0TA/r3/cPm4nv4zZOsZ8+eATB79mxWrFhBz549uXv3LgAtW7b8Y0f3B9J9wnKsjEIZMmSgUvmoFlXR0YAVZzyUWsJGupqss7LAZPRqkpS4FUokEi4us6FKhbI0me+i9MTL2NiYESViCHzvR9sN1+jWs08Bt0ALCwvent7BdEkYRZv15JppN8ofcePEwYM86jSU2iVMFO2uXLnC4a1rsdSOoE3wUTKPzCP45nGCYpNwvPCCXZHF2CCriPN9bbyNh7Kf5uxNqsih4Bx2XrxPtPdj0k850uTtHuyaGWPZtA4eHh5YWFigp6nFogZtaFCyNJc+BTL34RWslu9jzNlAxLXNGCcEKnUBBFjpchy/InVpl/Ya20KMn5CIaLY+CSPqwvZCY+FicvVAvxjlNJKVymUyGZsvPWV0q+qFGmE9e3anhFoqEybPVipX8dfzT9U5Kv5aGjZrz4AtT3hUehhlYjx4u7gx107sJDcnV9GmZvky3Fk+lvClnZHI3uPmn0HNjR5svB9CQNjProSjq9UjPiOdGY+v/SFjjYuLo9f6c6Q9OU0JQz3qlquAz6DJ1ChmzLRHV0nO+rnW46sn9/mckvuX79j+f0alc1So+D4kEgnWK49gHvccrdAPmJeSU0RLjcGr9iOTyVjXowYXfT4zdbUzMpmMOhXLcHFCG6ZcDmHRus2KdXB4ShLW9y/+5v2KlzKjQa3q2HXvy/AqdVBTU2PSmBFoGhXPd3pfv7wJRmV/TnhmampKrK4ZibLIP2YivpPfNLK0tbXZvHkzQUFBNGvWjOvXr7N161aWL1+OlpbWnzHGP4Ta9RryqWIfPI+uUOrOp6amxu6hTSjSYxptu/RQ2mZyu+qYauWw+mGE0hechroa56yb80lejOXXfJW2GW9jzdrWxUn/EsONEpZYDbdVarAtXjCdScPN6VxRGyIr4+SRzBynnQXGZWFhwa1btzh39iwOM8YztUNNLNU/cHtKaxzKReNgEsS6bhpIitxjKo+wK/Yeh+rp3JjdjbZFUmhXsxw7nJ2RSqVK/WW/JiRQ4mEoR07Hci1RndJlA+lew1RhjP0nr4MjcEswY3CJOM7s216o8WPtcoMsPw+smtYstL7Ws2xTOpTMYMb0gq6EANu2O/NcBgkvriiVy2Qyzh7YTphRLUxNTZW2UfHX80/VOSr+HkyetZjY2pMQPVaT88CZm1OrceHwNpycnBS6VFdLgx1T+uNUN4djIxrwJuor9be/wN4jAbvdp8nJlWNVripRaclk5OT8ruOTyWR0nOVETIYaXUukKPRhUW1dyhkWRU0N3D8FIIQAoKxhDgnapr9afF3Fr6PSOSpUfD9FixUnvsVsOr48Qv0SpjRJecP5aF127D9IMT0tOml8ZGeQOntd89a8HapIaKIWwdp3ApefwmMaSkrj1MzyN+8VEBmH16O7XLp0iSk1m9Ds/D7k5CBQIzPnZ3fDssV0ifqake/aFKMKxHz0+/0e/L/he3O9p6Wl5fv3unXrhLGx8e+YTf5/50drSMRER4pHY4qIiuamhdYgmXH+nai76KgAlLYJDPssSsw7LXot2l5onRLvD5GixLzTos28bWLZMgel7d6/fy9Mu1oLJh8W/RZtFU4/1XGRy+UiJStTzHx8TSx6flsIIcSiZY6CBr2EzrQjgpGbheW8TWL5ug3fXSclKTNDXPkU+F1tv5GbKxcH73oKg1FSwQQ3QZ0uomsPK3E94J04FuQtpj+6KtKys/Jdc/npW6E55bCgXvdC51cIIS55hgjDeWfFvKUrC32GRWs3CaYeFw7rNhbaz6jFGwSjtiittyCEEA4ODmLNoBpi5fRBv/3AKv5y/u46R1Wz5v8/ubm54vaFQ+KcbWVxYXRpsdLOVmRnZyttGxL+WfR3dBFNNt0TpRxvisknXokpq7aL0TdOi9uBvkIqLVh760eJi4sT9YbOEkw8KNr2HV5of4mZ6aL04Q3i8ecw4Tahseja3OJXdayK70Olc1So+D4yMzLEDduyYsRG+7z6pUsOifHHXgoh8moTVl94XCy8+EbRPjY2VtRffER0db6nqFN47oOfWPziTqH3iIuLEwbzzonZS1cpdOEUj8ti6sa1gslHxLJfrAf9P0UJvXkX8unMk2vHiVMbZvzej/5D/GZM1jf09PL7fM+fP5/OnTv/3jbfn4qJaRnu1p/EOi132o4apbTNuh41aOAfw6Dle7C27l9AXtW8FLYlIlkfVoIZWw7ToGgO1tbW+U5s6lQsw+SS4ax+r4lHZCx6Bm4ssM8fw1W9enV8jkhZ4XKcU4mlOP/8PZEpLjw2kWNSvhxXe41WtJ09fSrFDN2IjX3LBo/beFuO5HamOW7rb1JVIwmz7BjM9WHG9GlKT46KaOtwIPANlmaV0NbQKHR+omPjWLn3JPLyDTj1LobMlK+ket+jUvpHRg0bwrRpef0nZKbj8yWWwKR43sbHMKxKbS55hjL4iC+59/ZTXURjbX1I6T1kqVmMPv6GlHPrMJk0qNDaVlcSi9PaKJlptqOV9JLX5kW2CT3Mk5QmzQCQy+W00wvnqmGvQp9Zxd+Hf6LOUfH3Ql1dnU59RhHboit7Ni+nXuJ97k6uTE77uXQeNAktbW1F20plS3HWYTwAAbEpTN1xmjuhoJekwS39F3w+cJyklDSKGuoXeAf8FjKZjF37D+KeUJy3RnVpE3OTs3u3FtpHUW1dTlsOIiMni/LZn2jVdZwq8cXvgErnqFDxfWjr6JDVZQmDb0spVmw17vMHU3P9A2ZFJ1OzlDHX5vWm0eaH5Pjew378SIyNjXnqMJQay85y47Ev6mpuDJg4DteAN4XeY9u+Q6SmlcbUWFuhC3e07oFjtkDvUxItO/z827x44gjp2VVwcT3AIvt5AKgVK0/C2xtK8yr8WagJ8ZPPwT+Axo0b8+rVqx+6JjcnF/fZTUk3b0mkWjmlL0e/6GTa73zCAJ0gVk4cqrRG1HKX47gmlCXt3FqkkwYVSIQhk8nYuH0nZzIqU1RiSpfcd8wZN0rpF/85JpYee9zxTZaQ9fEJM2sWwcxIp8DYZDIZbm5u9O7dmzMXL+HzVYMTz4OhXD0wKEbxnCR6Na1B0id/BnRui1kRHe5cPkev7l3p/fAMfaNS0ctRR0PPkM49enP+1kPK12nC1WfeRGTrEpWrR058JJXUE/lw/TDzRvXDz8+XTZs2KXUNTMzMoN/V40R6Cz6nFCPl1HKq62dx4cIFpe0jomNps/U+nWuaUTX6SaELkxlrtrM9rCgrKsaxdP5cpd/jwnVbWBduwqryUSz+6Qf2n1w7e4CMa6tos+6ZqnCniv+Z/0bfqPh7I5fLeXTrHAmXVmGQEccTww7kFKnEjBkzlOp9Nzc32vYZyim/GPa+DCEzU5esMB861yjD2O6teX//MjPH5W3gfdPV7u7uCoNo23ZnouX6+OSU4GmSHg2KZNGn+Bem2o75Lh117+5Vso/YUH+dt6q4+r8Alc5R8XdCLpdzaWpdfA2bMGH+eo6+/8qV97HcGN8MNTU1ejru54pvNE5NtLH/6WAhMPwzLbY9pg5RtDf4QsdRwzA3NqFikYK1S9edfcCqiy+5PaU1zZs3V3zebvtqHgaaMbv0VzYtmgHk6eNq0ofcnNCUxlXKArBy4XTKhF/lS71JBdbkfxb/eiML4NPHIMKXN2bGi+IMs56q9MuYsGoHeyOLMLfcFzYsnKm0n5veofQ/7IWldgT7Zg9T+pKUywW9VrhyNVaHAcXjaVYsK59xkZaTTVpONn1vnGB2pSZsPe3Jy7QiZHjdwKahKdVNDAs1RmQyGc7OzqSlpfHC248H78Op3rYH/p8TqNG0LYlyLT4npKKlb0C2UAd1DcjJhKx0DLQ0SI0Nx8xIi8h3LyAmGGJDsOrQmk2bNikWBoW9+OPi4pi/5zSXkoyRBftg1k6LUppwfegkpdd4+76npdNlUhNkrGsjYb698h9A+OdYGm56QFvtz+yZPbzQ+48+/ILwID9Oz+hZ6Ny4L+mJfs2ODJ2xRmkfKlT8CKoFzz+blYtnYfbpEuU0EnldojOTHHZRtJjyIuY5cjlW145iY16Hm+5PMazejOuegQQlydHVN6CYRjbRQb6YlixOTFQ41es2JEWuSUSqgGQZLUtr06ZICvPGj/yhDaANM/sRHxZEiZZj/rJFhIo/D5XOUfF3Y+WSObQMP8jLGvOYazefWtK7tMoNYv2kQeTIBY02PWBR11pM7VBDcc3idZtZE2QAPreo2cSI+r26cbTr4Hz9ymQyKk3fRfL7Z1iZwZUrP8faf46Noe4mD/YNqUufBj9nW22x/RHre9akdcUSADx5eIvEAzY0lXr9ZRvr3+0u+E+mfMWq+PTYzFa1uWTVq8n69esLGBRrJg0heedZDqVXQ6zdxsLxBRf8XepWYFKJi2wM0Ue28Ty9iidia5O/H3V1NQ5O68MKl+McSyjD2SfehCfvxdxIk7YD+zHgiTsubXrxqI8NAAPq1GHustVsykjhSFZHsp778yzxGA2LZjHRZmy+viUSCY6OjkD+U648AynvWPXbZzPdjxMvz6FDfBb6JfQZNmwY7u6f6d27F8ePp5CWVgF9/d4Kl8DCXuBCCPbf8WLmkQekqesxrEwE9VsYMmr4aBK01DkcHkTg+2dsbdld4Zr4NSObTtvvkZoQj0XIZWzdHhT63QzdeR3Zex+atTUu9Efy6H0Y57yjeDOzW6Ft9uzaTsd0H+6nqFwFVahQ8dtMnr0EZ+difEiLp3auH76zKxBhMZia3Sdz7eadfO8ITXV1bliN5OKnAEbbdKd9mQrI2pfD1dWNfsNGEfE1k8Pn46jfuAnPXrymR+fGSAw0uXv2CHolcxV69keIioqk4ddH3K06VOUqqEKFir+EybMWcXmxB+W14tDSUKdtbiD7P2pSzfUAC+3n4T7Nku4uz4l5fo0Z40YjkUiYPW4UGdv2sFuvF37+j2lY2o/13j+vu2UyGYPGTSPZrDdV5BfYtOlYvntqqWuQrSaQvn+pMLJkMhlJn8MJjTZRGFlVLWoTIk/8Sz2XVCdZv+DivtXoPtnB0HPJLFq8TKlhMXzFHo5H6THeOJqqRdSUuvBt33+IQ19KEfoxlMUN9Vi1QHm68MjoWMbvvsz91OKkx3sxtYYRY8eOoLFxmXztvhlMXa16svbsQ16lGhKcpkm9IjlM7tKIqGdXmW47+of+kPwS4nj4+ROTajb+7mt+OZ7N+w4jqrRg/8tI0lK+kvLgKBbyzzx6+CDfOBIy09np+5Ke5avh8TmMepomDHR7TevyRUm7soUtmzYWWvF7yx0/Vl73Y5z+e+ymT1b6fEIIai4+if/NE0iHtCrUGDy6egIJUR8YuvyEylVQxe+Calf530VwoA+vj6+l3Ed37qSVQ9TspajB9Y3H0WHYPHAnYIjyuNDfk+WzRmIue0pYlVGKzTUV/2xUOkfF35H3Pq9J2NiJalJ/UNOkzaZbDG1VC4ceeXUDOy47wL23gTi1Kq5wGwQICo+m5677RAlIueNMWz0N1NTUyFHT5LFpZ6ppp/B408wCa7b169dj762FZR24ZT/r58/uxzCkWVVOLJsI5LkzvrXWpdrOLxgYGP45k/EfqIys/+DoKluKfLxD5TmXqFmrTgG5TCZj3q7TnE4qRdqljUjH9VG6sI+JjWPMjkt4YsaqTuVJfHYJG5uC7nYJmensefmKjbc+kpMjoa48gmbaMdgXYlR8G8P2/YcwatgVt/ve+H1Vp5SOHL34EGys2pAW4sls27xAw19D+uYxs+s2R0u98OQX30jPzuXmu0/svPgAv3Q9IlLlmGVGEXnzMPOGdP3VWC2AgIhwOh2+RNyX0mQ9P45Tr8bY29kX+nwLd5/ieFJpUvdPR7pwZqHG067773G46sMEPT9mTZ+qdM6CgvyJXd0MrQkXadqy/W8+qwoV34NqwfPvJCDAl0s7l9D86wPijKqg3nQ0/pEp2NqOQyKRkJWby17/19haNERX849xFgkK8idsdWsWvjbCasAYlZH1L0Glc1T8XTm5bBBoGzJkiRuBcSm03P4YX7v2mBrpEBkdS6PNHqzsWYvxbarnuy5XLhh5+i6nXySQG/0JvsZBmRqUy4nm5TobTJSsY2UyGbXXP2D9wGociXvL9e4jiI+Pp/fWa/Rp3YD5XWsr2t61LU25+beoUq12gX7+DFRG1n8gl8s5s2E6RYOvYDb9PNeu31Yai3TX5xMDDnkyvJ4p5pGPGafEgAJ4/imBvrvuEB3ow8za2pgZaSn62+H7Aqc3j/kwbCaa6urMX7sF6b0QqNqS1iWzWTe8PU8unfzVWCiZTMZeVzfOPPHF83MahlUbkWJUBn1DI2qbFUfIwunWvA6lDbXxenSXXp3a8OzBHXp170rfh6fpmSSY3m8IFy9fZeDQYXxJy+HQ2UtUa9CU2y/eoVWqMq8+xhAv18FEPZ3I5zcZ0aY2tYrk0r9P79+M1ZLJZKzde4zziRI+RsUxqUI610tn06RiFU51H6a0vdWUJbyUtGZsyWhqFhGF9h+RmE711TdIPTQX6bzCAxu3TLciKfoT+k3HquIWVPxuqBY8/24y0tO4e34/Kfd2YpwVjWfRtgyaswF9w+JYntiNVf3GrGnd7Xe/r1wux21KS0JiU3ibWZ6DBw+qTuf/Jah0joq/K1ERoXxaWhfTxc+pVKUG8y75kZiezb7B9QB4EZZAz/0vmKzvq9Tz6sQ7T84euo5PSDgtKpsinV+4C/W3JBc3xjdhzccnuLTpibGeAQuuvKeorhYLO1VRtLu/oBVF+66kc8/BSvv6o1EZWYVwevMcinsfZcoDDarWaKD0RRb9NYO26y4Q9OETC+trs6YQt8ComFhsd13mQUoJ0l9cYFqvWpSxbE438yqYGRTBRM8A+DlxRZJcC+p1Z//zTySHB9Gnkh6NimQx+VcyTgUEBDBnzhyWLl3Kw4ce9Bg8gu1Hz7Pn1GXa9hnKV7kmbwJDMTAtR2qWPC/5BeqgpoE6AnlWBgZ6uhio5xL7MYDSRfX4HPCWumVL4H33MsSH4bB4AQYGBt+Vnlgmk7Fh7xFuJhXF66sW3Ysl0bZYGuNsrClRsiTxGWmsf/uED8kJHO3YHx2NvB3fkSt3c/SzIc1j73Fpt1Oh94mMjqX11vv0qWuOWcSjQsf01uslqVs7crXMFGbNsVMtRlT8bqgWPCrgp/Tr2zdQKTeEypHXCdaqxCn/bKpZDaPX6FHU0jbEzc3th9O6KyMmJobTK0ZSPicM34pjGTduvEqn/YtQ6RwVf2dOrZ8K8R8ZvO4qSenZVF13l2E6gSydkJcIrsOyA9z38kfatmSBDe+Olw8yp04LepavVkjvP7N+/XrsP5ZhWfkYls+fw0rPByys34b19z6QlJHNuh41FO20PfeRUq4di51c/pBn/i1URtavcM51PSYPV7HMz5Tug8YrPQWJjYvDeoc7L+RmLG5XjszXVwoku/iG94dIbFzv4pNblM419Gny+S1TfsVw+hwTywKXszxNMSIoTZuaRXKZbFmf+BdXvyvF77dYrm9B0b9MhNG7d2/WnznOQyO41HVYvrTC/9nu+PHjAL8ZnC2TyXB1daNap/4sOf0Y32RNWugl0NU4Q+l403OyOf3Bj+rFJBzyec27B/EEq5VmsHYgiycUnklQCEGTpUd57e3HutbFC81MKJfLOTS5GZ5RGZi3Ha06xVLxu6Ja8Kj4T5K/JnH77D6Snx3FIjOQJwZ1iDeqy6YtB+jQyVKxWfdL3fw9RpJMJsNlzw5MP11BJz2OsBq2LFq05E94IhV/J1Q6R8XfmaTEBN7NrsT98hOZNG0ek3ac56x/Ak4N1LC3tyMiOpaGmz1Y07M249rkDy15GRtJCV09Khcp8Zv3iY6No6z0GeF2zShtakL7SweYXac57/yyufHMi/MzrBR69uzS/pSo35VBExf/UY/9q6iMrN/g3o0LqJ2wJbJyXzrYrODo0WNKX4xvIpPovf0m4aEhzK2nVyDNu1wIet84TgXDYkyp0obRzhd5naBOyyKpdCqarMi6ogyZTMbO/QeRNLNi5603+H7VoLwh9G9SlXjPu5TVSGF2IfFIv0ZyViZj7l/gXJchPzYp/0FsXByr957AM1mXR7ECU0kJGmjEcn2jHQ4L7X41XkAmk7Fm32H2fS1F8ucYBtbK4uCs2ehrahV6jf15L448DWSsXgBzpk8p9LmvHNmK+sMteFeaiO24caodXxW/K6oFj4pfIy7mM9fP7cHA9xJlk9/zJqcMCSaN6TxkIrcePGfBgoVIpVKsra0LbIZ9+39nZ2dysjMw+BpIq693eGXQnKxy7Rg3boJKn/0LUekcFX93pLMHoxv9lsyG4xg9ZiwNNz3A0ao249vmxWK9DEukx77njNf3Y/YvasUKIehw+SC3eoz6zTwB7z5G0WrXCz7Yt0YikZCYmUFYShKLnS9x+eFLpN2qKDbVT64YiZZxRfpPXvnHPnghqIys7+BzZBhP1g9FPSWWWde/Mm2mXaHJLibtusjDnLL0rVGSsuEeTLcdzfO0L+hpaPE1O5Me5aqipa6BTCZj077D3E4qwstkA2obZtLSKIWVEwYrDfT7hkwmY4/rAWp07MeOSx7cDZKBpDzm+tCpTnmSg98yZUAXqpbU48SRg7+5U/oiNpKi2jpYFPu+F3ZeDNgBarbugtutF+SWqcm9wFhS42NoZapOQ6MMlo4fipqa2q/u1MpkMva5uvEwUZ9ricWwLPaVjsWSeVm7LHq6uuxq3QMDTS001NUV18TFxTHM+Qre6QbE7ZiA1HFRoadT3m9e8nWLJfJRx2jbqcd3PZsKFT+CasGj4nv5EBLEcZf1VNSQUUL2hpJZ0XzSNCdLYkFkhjYer/1o2qodQl2TB3du0rFNcwwyYymaEEB1jRi89BoiM2nJ5Bkql+d/Myqdo+LvTljYJz44NIRhrrTv0oeHIfGMPO6Fv30H9LXzjCcrR1euvY9lXSONfJ5IllcOsaOV1W+uR6ev2Y7z+1ykdbMVa8Dhd87y5ZM27x/5cnN+P0UStlPSKahpaDFo7tY/6Il/HZWR9Z3I5XJOOS/B3HMH4fUm0m7obI4cOaLUiJClZtHP6QSP4jVpa5zB5yrp9IhJYfEY24JtZTJ27D/IsyQ9rkfmUqKUGZNaVUb43WXOL6x8ZXyL4coS6rToO5K9F+9y6cV7TOu0JD5Xi5zkeCqX0KdlzYrEBvvQpU0zjPW1eH7vJiMH9iE9JYmJB3ZQq2NLtjXvituhwwwcOoysHMHRU2do160XsanZuN/xoGLthgR/yeCedwipGgYY5KaSGviSoa1qsWBkT26eVX7CpwwhBDard3MgBCqaFKVfsTgWjh+R79q5T29wJ+ojT/vYoqepRa5c0MHxEB6fvvJ/7d15QFT1+sfx94DsKCCDiHvkz4UMF7RFsmvu5pJpam5d0TQtLDMx61JpuYWVmlqKC1pWalrmblmZejUNl9I0cwsX1kGUTZRlfn9YFC5It2GG5fP6J+acM+f5joxP5+M553vG1r5ElYpOt6yXkZHOlueasum8M/Xa6DJBKR464JH/1YXkJI4e2IUp5mfSz/xMZuJveDqCfW4WadkGHD18MBvrcjThCgZXI88+N0bhStRzpFRYs2ASeYc30HPWbgD6friP2u52+Jy4NpFcbp6Z4Bnf0DWwVoF76jNzsjl20URTo1+h+5+27gdmr93BN2O75Iepk6kXGDRrFbu3/0hEhzr5x32fvD2GxN+OMuC1D23SQxWy/qZjRw5wZN5w7DOSeGWXmYFDQm96EH/wzGnarVnBXQ4tiD6VRubuzxjbth5V3G8eDv64n6lp5968snIHey7YU6OiA0+3b0rrGk7sXLv8tiHmr9f55+SZmbX4I4LaduWjjdtYs3U7Lf7VgfQ8e47GxOJd4w4ysq6SlZ2LvbMLBrsK5FzJws3ZkQoGM5eSk6hdxZOKdjkc3rODDsH3YKxwlY/fnUrHe+9m1ttv3XZmwevHtnBxFI6NHuLt7b/hVrESweaTRDz12E2nmjebzew3xZGefZVXdm3j/H4nfLyr0CnnR0ILeSZYYmIi6159BGdXV877dmTI0CE6OJFioQMeEbEm9RwpDa5kZfHfUH9cBkRy/0NdibmQScDUL8mcP5yIV65dCXb+0rXZodOXv0bEqIGEhYXx68Vk2m34gJj+ozEYDLfc/4OvLmXH5nVE9L63wPF3z4+/ZP+xOKJHdck/7pv6wkCuxBzA7V7bzC5dPA/xKMPqBzTl/2buYc2Sd3g3bwqxSd9w6kRXKnn6EBUVxeDBg9l6KZ4GnkYWdu9BjzoNiD5xjlDnNOZkVCTr+284n/0xM19+tsB+jUZj/kPamvq5s3BxFPXb9OTrM5l02nKI1CR3vpi1kac638fpHetuOmGG0Wgs8CWaOn40AK3v8KSlawohIdemE74WxB4kOTmZMWPG4Di8D0PqN+WXdVuuuy+g5+8/nyckpBsATZxT84NVUb6wJpOJiAXL2J3qxs4LVfD67QApWxYw7anet5ywAsBgMFDb4MirS1az/5IfGUd3UqutD4OGjcR4ixsj8/Ly+GDiYKpnxHLUZxCvv3jz53CJiIiIiOU5OTuT+eBY0laHk/evh6ld2ZVnWtZmi+NMQkI6AFDdw4Wlfe7mCfMEzqUdxWQy8X/e3rzS7MFCA5bJZCImy5GBHVoSEvJEgXUNjX4cMmUWODauf1cTLmScpMfvx7bWpjNZ/8DFlGS+XPgqNY98yA9u9zNh2S7aTniZM7V92PLwQDydnAtsfzQmjjFRm/jJUIM7vN3o3dCLS9GbCp1hEK5NLDFpwXI87n6QFbuPcjzdjmrOZuo6ZzGo/X008XPjm88+uenDjoti8S8HyMrN4em7Wvzt995MQmISkxcux7HBA3y89yRxly5zv+cV7q+UwfCenYp0Buxydi6d31jGd0l2PFb5Ai08r5AR3IQr9nb0q9uIqi7u+Lr++QTvvLw8VkWMxO3XTfx7zSVCn31eD+iUYqV/VRYRa1LPkdIiJyeHr0f6s9fYnZEvTMC1khf1p33Nw/bHmfxU3/zjv+4TFrLuVCYv3XERL3cXqnb8F1ccK/Bkg2Y33e/rb77Na+drMrnGGV4eN7bAulfX/8iXPxxgZM8A/t34HgA2r5hHWvQqek/fWrwf+Bbsbr+J7Zw8eZL27duzc+dOWw/lpjy9vOkTNpc6kw7j7enBhh7QPfkgKxo/SE5aOtOnT8dkMuVv37C2H5smDCEmvB1jW9/Jwm8O8trZ6rSd8SXLdv/K1IiC2/+hio8P7748ije6NWbXmHZMqXGGDk5n2f7lRmZu3k+7yB94MaYGLd/ZyqhP99Hn9UjWHzhFYtoVipKhhzRoSjW3imTl5Pytz28ymYiImM7h07Gs2HuCzhMW0+69ndSZvovZx+2JPvgTkX2bMe2OeNa+0IO3X3qO+vXrExZ265u38/LMLNj+CzXCv8DFtzav1kni/ecHMC5sHBNbdmDave3YHhdD4Op5ZGRf5WpuLomJicx59mHcTn/DnWEbefGlcEJDQ//WZxGBkt9zRKTsUL+RsqpChQpEV+5I/fNrWbxoMa6O9rQ2nCLyVzMLF0flb7fomUcIqlWZ1Vn+jBv/Eru3fsNnp4/ecr+ujR7E56qJXo90u2Hd7h/2s2fndp7evYnsvFwADHZ2YM6z/AcsIptfLhgfH8+sWbPw8PAgODiYVq1a5a8zGAwEBwfbcHRF41e9FgMmreRMzEnOfDiJ+DeC+NG5KYu/OsW2bdtueJBxBXs7ejSqygPPd2DuoqVUCurEq2sPcvpSNT6buZnxfdrSzNvAqo8/vOGMj9Fo5KVxYzGZTARUMhMS0h6Adxd+QIPW3fhg0w627D3KnstepFY4jjkvD/fcdBrVqUZVdwdij/9Mp1b34OPqwM5vv6Jnt4dxc7DnhS1fcOLeYDr7+fPJ8hU81rsPeWYzyz9dTdsu3blwOYe1W76hUYuWmDKz2XbgKElX7TmfUZ2J7+2lmsMVTuzaxaC2V9kf+gjrVy4jJKQPRqORrk1vf1lhYlISL83/lH3ODTGZTFz4ZBJtRg0k7MUb3zuq0b2MCGjOrvizPLHxY16JXoN3RiI/NhxKl4aNaNCwkQV+q1JWlYWeIyKlg/qNlFdPjpnEnpe3Ur+6GwDvjOjF9zO+gcZ35W/j4+PD7on96RK5C8ewRRgvnWZg/RZk5+XeMJW7yWRiyoaDpHy9jLV3Ztxwy0r9uwJxNOTxasd/YcrKxM+1IgY7ewzlOWQtXLiQnj170qxZM/r06VOgAfn7+9twZH9frdp3Uis8ClPSVE5FTWbuA0eIzz3M/DfDeH7iHFxd3QpsbzQaee3FFwAY1MSXdxZ+SKWm7Vm45wzf/hrPld+usCNjDRFPP4634TJLlizJD13X3xP1+vgxAHSo60VUVDIhIQ/h7e3NxIgZTJw5n7ZPjyY1oQJfbf2Oi7kO1ybAOHGRTWnRXDXbkXDJl1fPm5hoMJGeWpk58/diAC5ecOWTj6Nxtcvl1x9P0DLbBTe7XA5+9iEhvR6memV7nh068NqU7V5nCAl5DKPRSMMi3mAYE5vA8wvWsiPdE1NCDv3/7xgzXujFUu/f8u8PuxkHO3ucTp3i/V3vkWhsyrk6PRn+5JN/8zcm5VFZ6jkiUrKp30h55evri3uPN7i67hVyHn8KHx8fPh/VmTbzvufJB+phdHMEwMHeji+evJ8mr53jjZ/y+HzNchraOfDewGH5JxlMJhOdnnmVFPcmdKrnfdPjw8tU4NHO7WlY3Zc7PpnFsb6hZGVdISM9HZPJZJNJ0Kwasg4fPkx4eMGn1Ht5eeHj44O9vT3p6el/a3+RkZFERkbmv05KSrLIOP8po09V+o+bTVzcy+ya9ToNMvbx4zN+nKnZCeP9fdn308kbZr0zGo1MGf88AOOB32ITmLAolrw6gXRasIfkS2mk/5LC1ykrqe+ey8tPPo5vlRtn5bs+fIUOfQI3u1xCQnoDcL/rxesmwHgo/+cv7sxhWpNW7F69lpCQLn/Z5tHffz5LSMjD1352NxESMrjAZyjqzC1xCYmEL1hFWvVmrDuSQNbxGP7dKJWARnkMGdK/0Ek1TCYTixYtorZzCrUOvMei32pyX8MHeVHTtMtNWLLnlNR+IyIlQ3k5xhEpqtZd+rNh0zS+XPk+D/cfRSO/SvRrWo2wNQcJiP0u/8SBi4M93z7Xhkdm53A83onD2+eSsuEbmjZtCsDOI6fZV70r91z4Lx8ujbppYDqTnIb51130uLM3U+9py+WcbPbt34dvWipz5syxyX36Np/4YtKkSXTs2JGgoCB69+7N6tWrC6yfMGEC7dq144EHHrjtvkryTaGnT/zCvvWRuP+0AnNuDkc97qXtoDD8atdn6dLbPzT44MnzvPnReo5nOrAvIQtnY3Xu869CfS8HLv66n5GPdaRl/Zo42P/vt9nN/XkvVV3c6eUf8D/v46/+OqX8+dQrTFq2gavVGvHVsSQunz/OI/U9mTL4YTas/KjIU8G/8dp46p76BHtnV2oPfo/tu6KL/F4RsFzPKcn9RkRKhvJyjCNyKzu//JwrK0NpNfcUjk5OpGRepdaEjaQvHUvE2Kdu+Ef1+d/9wjPrDpN75hicPwIuHlD/AQJTovn63ZdvebxXffwqYqPG5++z79ZV+G/aTM247STW618+Q1ZcXByzZs3C09Mz/3rlwYMHs2TJEo4dO0ZYWBgBAQGEh4fj7u5e6L5KQwNKTExk/uwI/Csk4nd2K7l5eWy54IPHXW158dU3cXRyKvT9fwSX7n0HEnO5ArM+WcvG6F+octd9pNm5ULeyM3YX42gbFEBgTSNGhxz2bvmc0CGDbvo8qust+mU/Pe9oiJeTS5E/01/DVJ7ZzMxFy2jathtLNnzHxv0n8WjQgmyzgcyju+h9T11eGdSVzauKFqz+eOByztUMAszHqRP/Ld9V7s6QcW/h6+tb5DGK/MFSPac09BsRsa3ydowjcjOfhQZxzOkuhr30DkajkTnfHmXalsNEj2lN1ZtclRW4/D18j2STnumAsyGbxi4ZhD87vNBjRt/XtvCkyxGef3IQRqOR53Ztosb+7/E+vJnukzboYcT/VGlrQHl5efx322Z+WDOPeleP4ZN1nrOVg8j1b8XxZDMjnnm+SCHkj4DjUtGT8W+/z5xln9Gu9xP41m/C9p9OcDYtG0dXd2p5u+PtbM/lpPPc06ged1TxwMV8lR927aTVfc05+MP3nKnnSyNfX/r43cGnq1bRs2cvKnl4kpySwuefr6FDl24YnN04m5jCpm+283+NW7Bt3yH2HD6OX/1ATDmOZKelcGdlZ9o2vpO0X/fxfL8u1PF0KnBPWVFNfv0Vsn78nM7uMezxaM2gVxZg9Kn6T//oRf6x0tZvRKR0U8+R0uqN8DG0PLuUHxqOZfz4lzCbzbSZ9z3t6rjjeHjzDceGpqxMAIzOrkXa/2+xCdR7Zw9nx92ffyuN2Wxm/ryJeMZE8/i09Zb/UEVg84kvyjM7OztatXmYVm2u3eeUEHeOC9u+4Mz25TyQeZgD4xZxoVpL7GoGcSwug+FPj6ZKlSoF9nH9/UuvDe9HLYcsQkK6YTQaMXWoSVRUFL36DSLb0Z0ZC5Yyf/UKajs8gXelYNbsPsAPB0+y9Xw2SRfTqJZWhWMeV1h8cS8XTK5ELd6L0dublGQTCfF2rEqNpoF/TeJjTnEo+hBt8hzo2ao5DRzTGfRoc/y9nK+bFbF5/tiK+vDiRYsWElDLg6t7PuShSz/zve/9bKzcjdGjX9BlgSIiIiKlyMjRL7PhP99Rx/kicG1mzXm97qbZ9K1kzo8ACh4jnk5N4dldm9ndY2iR9j9jyUqyE+GDpcfy92MwGDiXkkiu7SYXVMgqSXz9atC53zOY2vdl8aLFBN/XhPRfdpN8cAP3ZB7nxLjZbHGsi33dYGo2aUODxvfj4+tXYB/Xh67rX096qi93OmYSEtLjWgi714eoqDi6d2//+0OCH+LVX/ZQxc4dt/+eJCSk57Xt8s+YPfT767pERZ0nJKTrteDT4c9p04s6AQb8eSZuwID+nDi0m5/WzuPe9H0kH/fB6cERNO71JS3dCr+EQkRERERKJqPRSJPh75I2txupl16ikocn9au480zL2mx0fJfBg9sV2D7Q25cWPtWKvP+A4PYEZuwnJKRDgeX1nZxJysyx2eyCulywFPgjiFxKSWbP15/T9R5/6uTF4pdxgiw7F85UqIGhRmO86jbHo3p9duzex5NPDvufv1AnLl3g29jTDGsYZOFP8udneeKJJ0iKPc36D2dTIXY/LZ3PccGlBqn+HTiZ4cbI0DE6ayUlWlntNyJSMqnnSGm3clwn7KoF8NjodwDIys4laOYORt1TlbS96wpcNrjhzK9Uc61IU6NfYbsEIHTlPk78/CPLRnUvcOz41nOPcvb0CWq0euJvnQCwFJ3JKgX+OBtlMpmI8vJmwO9fwry8PKZOfo2ta1fQxSUVx7S12G09QqfcRH4Mm0Gqey2uetYh16MGp5IyebDDI9RrGIhPlWrYV7C/Zb26HpU5dCGB94/8wMiAFkUa41/vDfvrcw3mzJlDbm4OHR5qSWrscU7s2YznheOc/PkNLleoSC1jM36rcS9uAz6gZdOi1RIRERGR0qXx4KkkT2/NlCleDB8+EqPRyIf9mvLgrG/JmPcm8OfVUEdTTHx17lSRQta6Ayc5s2wGUe7JBcKUn4czeXcGFPrc1eKkkFWKXH/pn52dHU+NfA5H50oM/j3c/HFPU9vWD1DhQiwpZ48R89N/8bhwmtSPN3Mq7xIJeRlcsvckxVCJq+6+5FX0w+DuTY69C6fPxpNr50jtuxvzbUoCzUzJZF3NZvv2HTzUpg2eHp4AJCcnsX3bt7QIaoqjPXy/41uOHNzLB2d3Ur2yK3bpCThcjKFddhKuXCH+oypkeN+FT83/46TbHdzXbygtG1v+TJmIiIiIlDz1A5oyz6UJCd+vJMrBmbCwMJrV8GDUA3VY7TCHfw9um7/tyIDmxF++/bPlzsYlEpftxMtDet8QphyyUmjUoovNroxSyCrlbnYP1osvji+wzR9nme77PYhdycrirelTWP7hEvr2bMLd/rW4ejGRxNO/khUbg6t9HubLx3jcyY7EU5vJu5LJXdlXufjhCtLt7TBgJivXDv+reaQkfomjayX8HdypVM8Pr6q+OHr54dLwXzh5VmXz9u+xt3di1LOjdPmfiIiISDl279AIAme3Y+PF5Px7pd7oGsi3MeksiI7H8fCfM1E/+sUKtjw8ED/Xirfc36uLVpN97hKeQS43HGc6XE7C3fv2Z8KKi0JWOXB9EHNyduapkc/i6Fzxppf3XQG6hoYWWH6zSwGvX3YzD3XsUWyfS0RERERKj6ZB9zLb7X5yj6wnKsqbsLAwKtjb8fGApjR+8yvSP1rMtm3bWLp0KR1q3Eni5YxCQ1aKMYCAChvp3n3IDetcs0x8tyuagKDWmvjin9JNoSJiLeo3ImJN6jlSVvx86CCpb7fC5dmvadLsnvzlH39/nKGf7CNr0TNEvDaeIaOe4YApnnY1/G+6n9Pn46n/1k6yFwwn4rWXbpjcYtfginT7wsD4l1+xycQXdlavKCIiIiIi5dJddzfhbIPHOfbZtALL+9/3f4xt15CqofNp3bELk+bO5ukdt36Q8DMLNpJ9bDcP/+v+G+7HSrlgwpEcXhwfbrOJLxSyRERERETEatoMfYOa579m0sT/YDKZ8pe/3jWQ3vc1oPcnh5kZPgmPr74vsP4PR2Ji2Z7hxcggH5YuXXrD5YCnfz1EolMNxr04ThNfiIiIiIhI2Wf0qcoSj3a4/7KaqCjP/Mv5DAYDM7vfRfaVLJYNnUt03BrGRM7B/ypkZmbi6upKrz6P0/bdb8g4/D13PHL3TUPUb0f2cdHgbbMHEYNCloiIiIiIWFnv59/i1IQW5AbUKbDczs7Ae32CqOPpzKtfV+K/VxP48K2XIeMCeNdiTkJVkuNj6eSRcstLAU//uJMzsRkkR0XZ5H4sUMgSERERERErq137Dg63CSdvwwTyOvfCzu7Pu5gMBgMvdmzEo03r8PzafZwfsYgc7HAx5PBEcz+qxKTx5JCoW56lqm6fSlb9Fja7HwsUskRERERExAY69RvFlp1z+eLDdzmRmH3Do4H8ja5ss/svyVPHYjDb4+Jgh8FgAO4vdL++l34mKGymTZ/RqpAlIiIiIiJWZ1/Bnkq9IshaPoL/LEsGKHB5XwU7O6bd0xY7gwEXB/si7fPnQwdxzs3Eo3LVYhlzUWl2QRERERERsYkHOjzKhUr1mDKy200v76vn4c3msyeKvL/PP5rPoWxfli5daslh/m0KWSIiIiIiYjPNQyMJTv2aixfib1iXmn2FT08dKfK+7nC8SKox0Kb3Y4EuFxQRERERERvyr9uQ/Y2Hc27uMD6r9ihDhg7Jv5+q1x0BNDP6FWk/JpMJn3PbqDVwkU3vxwKdyRIRERERERvrNmIS7mln+fKzRURFReUvtzMY6LzpI85npN52HzPfnopjbhZbt+0pzqEWiUKWiIiIiIjYlJOzM/aPvEl4gIkHWwUzffp0TCYTAH397+JyTs5t91Ex/QTfZlTDYGco7uHelkKWiIiIiIjYXIdHBpBwR2cOLXmBcePG8e9//xuTycQT9RpzJv1Soe9NSEigWfoecv3bEBoaaqUR35pCloiIiIiIlAhdX5hHzdzzPNO/Ixs3biQqKopjF5OZ/tOuQt8XOWsy6bn2VPKuafP7sUAhS0RERERESgg3N3f8Riynv+NuXn8ljO7du3No5Rqe9W98y/ckJiZSL/ErDlVuzZChQ6w42ltTyBIRERERkRIjMKglqZ3e5IHzH7Bq5ce8PO5Fntuyilffisi/T+uv5r8zAZfsizj5BZaIs1igKdxFRERERKSE6dR3BKsTf6PFj4uZ/MZrLM+DN+a+i116JgCZmdf+6+hgR/vElWyv1o+RQ4facsgF2DxkxcfHM2vWLDw8PAgODqZVq1b568LDw/H39yc6OpoJEyZQpUoVG45URMoC9RwRsRb1G5F/pteoaayaeZX7D71P456z2fnMKEi/zMSJEwHwqOTO3O7e7PNqyStTZ9t4tAXZPGQtXLiQnj170qxZM/r06VOgAY0cOZLq1auTlpbG3r176dq1qw1HKiJlgXqOiFiL+o3IP/fY6Hf46rNGeK4aRlWPIALajeA/48dgSI/lwfRvOOTSgP4vR9p6mDewasg6fPgw4eHhBZZ5eXnh4+ODvb096enpBdZVr16dnJwcYmJiGDly5A37i4yMJDLyzz/UpKSk4hm4iJRKluw56jciUhgd44gUn/Y9h3C+ZSd+XTqJKxte46HsS1ys6I/DY7MY0+VxWw/vpgxms9lsywFMmjSJjh07EhQURO/evVm9enX+uqtXrzJ79myGDh1KWloaNWvWLHRfzZs3Jzo6uriHLCKlmKV6jvqNiNyOjnFEyi+bh6y4uDhmzZqFp6dn/vXKgwcPZsmSJTz22GM4Ozvj7u5Oo0aNbvtgMTUgEbkdS/Uc9RsRuR0d44iUXzYPWZakBiQi1qJ+IyLWpJ4jUrroOVkiIiIiIiIWpJAlIiIiIiJiQQpZIiIiIiIiFqSQJSIiIiIiYkEKWSIiIiIiIhakkCUiIiIiImJBClkiIiIiIiIWpJAlIiIiIiJiQQpZIiIiIiIiFqSQJSIiIiIiYkEKWSIiIiIiIhakkCUiIiIiImJBClkiIiIiIiIWpJAlIiIiIiJiQQpZIiIiIiIiFqSQJSIiIiIiYkEKWSIiIiIiIhakkCUiIiIiImJBClkiIiIiIiIWpJAlIiIiIiJiQQpZIiIiIiIiFqSQJSIiIiIiYkEKWSIiIiIiIhakkCUiIiIiImJBClkiIiIiIiIWVMHWA4iPj2fWrFl4eHgQHBxMq1at8tctW7YMs9nMjh07GDFiBM2aNbPhSEWkLFDPERFrUs8RKZ9sfiZr4cKF9OzZk7CwMGbOnFlg3cCBA/H09CQjI4N69erZZoAiUqao54iINanniJRPVj2TdfjwYcLDwwss8/LywsfHB3t7e9LT0294T7du3TCZTKxfv57HH3+8wLrIyEgiIyPzXyclJRXPwEWkVLJkz1G/EZHbUc8RkT9YNWQ1atSINWvWFFg2adIkkpKSqFWrFu7u7gXWbdmyhY4dO+Ln58eRI0du2N/w4cMZPnx4/uvmzZsXy7hFpHSyZM9RvxGR21HPEZE/2PxywaFDh7J69WoiIiIYPXo0AIMHDwZgzZo1REVFsW7duhvOYomI/C/Uc0TEmtRzRMong9lsNtt6EJbSvHlzoqOjbT0MESkH1G9ExJrUc0RKF5ufyRIRERERESlLFLJEREREREQsSCFLRERERETEghSyRERERERELEghS0RERERExIIUskRERERERCxIIUtERERERMSCFLJEREREREQsSCFLRERERETEghSyRERERERELEghS0RERERExIIUskRERERERCxIIUtERERERMSCFLJEREREREQsSCFLRERERETEghSyRERERERELEghS0RERERExIIUskRERERERCxIIUtERERERMSCFLJEREREREQsSCFLRERERETEghSyRERERERELEghS0RERERExIJKfMg6ceIEAQEBth6GiJQT6jkiYi3qNyJlVwVbDyA+Pp5Zs2bh4eFBcHAwrVq1KrD+008/xc/Pz0ajE5GyRj1HRKxF/Uak/LL5mayFCxfSs2dPwsLCmDlzZoF1Bw8eJDAwEIPBYJvBiUiZo54jItaifiNSfln1TNbhw4cJDw8vsMzLywsfHx/s7e1JT08vsG79+vWEh4czY8aMm+4vMjKSyMjI/NdJSUmWH7SIlFqW7DnqNyJSGB3jiMhfWTVkNWrUiDVr1hRYNmnSJJKSkqhVqxbu7u75y1NSUkhPT2fevHmcP3+elStX0qdPnwLvHT58OMOHD89/3bx582Idv4iULpbsOeo3IlIYHeOIyF/Z/HLBoUOHsnr1aiIiIhg9ejQAgwcPxsvLi2nTpuHv74/BYKBy5cq2HaiIlAnqOSJiLeo3IuWXwWw2m209CEtp3rw50dHRth6GiJQD6jciYk3qOSKli83PZImIiIiIiJQlClkiIiIiIiIWpJAlIiIiIiJiQQpZIiIiIiIiFqSQJSIiIiIiYkEKWSIiIiIiIhakkCUiIiIiImJBClkiIiIiIiIWpJAlIiIiIiJiQQpZIiIiIiIiFmQwm81mWw/CUoxGI3Xq1CEpKQkfHx+r17dVXdXW77ok1zYajWzevLmYRmQ7tu43UPq+C6W5rmqXnt+1ek7xKW3fBdUuXXVLY+1C+425DAoKCipXdVW7/NQtz7VLqvL6+9DfPdUuq3VLOn0XVLus1i1rtXW5oIiIiIiIiAUpZImIiIiIiFhQmQxZw4cPL1d1Vbv81C3PtUuq8vr70N891S6rdUs6fRdUu6zWLWu1y9TEFyIiIiIiIrZWJs9kiYiIiIiI2IpClpQaOTk5TJ482eqnkm9VNzExkb59+7Js2TKr17YGW9YWsbWS+HdPPUek7CqJf/eKu+eUxM9sSRWKbc9WkpmZyYQJE6hVqxa+vr707t0bgNjYWFauXImbmxtVq1alW7duVqk7btw4Lly4AEBWVlaxfDFvVXvhwoXExMTg7OxMs2bN6Ny5s9VqL1++nHPnzpGXl0fnzp25++67LV47IyODTp068f777xdYfuTIEZYvX47BYKBfv340aNDAKnUvX75Mhw4dLFqrqLUjIiLw8vLi559/ZsSIERb/zIXVXrNmDenp6Rw4cIA2bdrQpUsXi9cuqWzVbwqrXZZ7TnnsN4XVVs9Rz9Exjo5xylLPKev9ptSfyfrss89o0aIFoaGhfPTRR/nLIyIicHFxITU1laCgIKvVHTVqFAsXLmTQoEGEhIRYvG5htQMDA0lISODHH39k586dVq29fPlynn76afr06cPbb79dLLU9PDzw9va+Yfk777zDqFGjCA0N5Z133rFa3dq1a2Nvb2/xekWpPWDAAIYNG8ZDDz3E1q1brVq7R48e1K5dm7i4OJo2bVostUsqW/WbwmqX5Z5THvtNYbXVc9Rz/qBjHB3jWKN2cfecst5vSn3IOnv2bP7TmS9fvpy//JdffiEwMJCBAwfyn//8x2p1a9asCcDXX39N27ZtLV63sNrz589n4sSJLFmyhK5du1q19uTJk1m8eDHbt28nMTGxWGrfyrlz5zAajRiNRs6ePWvV2rZSvXp1APbs2UP//v2tXr9Vq1YMGzaMDz74wOq1bclW/aaw2mW556jflBzqObahYxwd45THnlNW+k2pD1k1a9YkKSkJABcXl/zlvr6+VKpUCU9PT1JSUqxWF+C3336jTp06Fq95u9rJycl4eXlhZ2fH1KlTrVq7UqVKhIaGEhwcXCyndQtTo0YNTCYTJpMp/38AZZ3ZbGbu3LmMGDGCjIwMq9besmULAH5+fsTGxlq1tq3Zqt8UVhvKbs9Rvyk51HNsQ8c4OsYpjz2nrPSbUh+yevbsyQ8//MCcOXMYMGAAQ4YMIS8vjzFjxrBkyRLeeustxowZY7W6AB9//DH9+vWzeM3b1X722WeZMmUKEyZMoG/fvlatvX79eiZPnszSpUsZO3ZssdQ2m82sWLGCY8eOsX///gK/69mzZzNnzpxi+V3fqm5sbCzbt29n27ZtxMXFWbxuYbXHjh3L1q1bmTJlCosXL7Zq7W3btrFgwQIiIyMZNmxYsdQuqWzVbwqrDWW355THflNYbfUc9Rwd4+gYx5q1i7vnlPV+o+dkiYiIiIiIWFCpP5MlIiIiIiJSkihkiYiIiIiIWJBCloiIiIiIiAUpZImIiIiIiFiQQpaIiIiIiIgFKWSJiIiIiIhYkEKWlEhZWVm2HoKIlCPqOSJiLeo35YNClljNlClTqFu3LgsWLGDGjBmMGDGCzMzMG7Zbt24daWlpt93fTz/9xN69e4tjqCJSBqjniIi1qN/I9RSyxGpatGjBo48+yrBhw3j++eeJj4/nq6++KrBNXFwcqamp+Pj43HZ/gYGBbN++natXrxbXkEWkFFPPERFrUb+R6ylkidXs2bOH1q1bA5CQkEBycjLBwcEFtlm8eDE9evQo8j7bt2/PqlWrLDhKESkr1HNExFrUb+R6ClliNdHR0WRlZfHee+8xY8YMNm/ejNFoLLBNYmIibm5uAKxfv56WLVuyYcMGpk6dyuLFi9mwYQOjR4/m/PnzwLV/6dm9e7fVP4uIlHzqOSJiLeo3cj2FLLGa5ORkevXqxdNPP82uXbtwcnK6YZu/3gzatWtX0tPT6dChA7169eLTTz+lS5cuBAQEsH37dgAMBgNms9lqn0FESg/1HBGxFvUbuZ5CllhFTEwMVatWzX995swZrly5csN22dnZBV5XrlwZBwcHHB0d8fX1BcDR0bHAe292Y6mIlG/qOSJiLeo3cjMKWWIVe/bsoXHjxgBcuXKF2NhY3NzcSEhIKLCdvb393963nZ2+xiJSkHqOiFiL+o3cjH5zUuy+++475s2bx7Fjx0hISMDJyYlu3bqxYsWKGxqQq6tr/s+bNm3iyJEjbNmyhWXLlrF//3727NnD2rVrWbt2LZcuXbrhPSIi6jkiYi3qN3IrBrMu9pQSZPr06QwdOpTKlSsXafsTJ06wbds2nnzyyWIemYiUReo5ImIt6jfli85kSYkybNgwPv300yJvv2HDBvr371+MIxKRskw9R0SsRf2mfFHIkhLF09OThg0bEhMTc9ttT548SWBgoE6li8j/TD1HRKxF/aZ80eWCUmplZWXh7Oxs62GISDmhniMi1qJ+U/opZImIiIiIiFiQLhcUERERERGxIIUsERERERERC1LIEhERERERsSCFLBEREREREQtSyBIREREREbEghSwRERERERELUsgSERERERGxoP8HiXb6njb+EJkAAAAASUVORK5CYII=",
+      "text/plain": [
+       "<Figure size 864.648x720.54 with 6 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plot_field_lines(optimized_coilset_initial_from_regcoil, eq);"
+   ]
+  },
   {
    "cell_type": "markdown",
    "metadata": {},