<snapdata remixID="13944196"><project name="Elipse_de_pequeño_a_grande" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Elipse_de_pequeño_a_grande"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="cuadrado" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><custom-block s="posición_random_cuadrado"></custom-block><block s="gotoXY"><block var="x_cuadrado"/><block var="Y_cuadrado"/></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="pasos_cuadrado"/></block><block s="turn"><block var="grados_cuadrado"/></block></script></block><block s="doChangeVar"><l>pasos_cuadrado</l><l>2</l></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block-definition><block-definition s="elipse" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><block var="pasos_circulo"/></block><block s="turn"><block var="grados_circulo"/></block></script></block><block s="doChangeVar"><l>grados_circulo</l><l>-1.618</l></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportVariadicProduct"><list><l>-1.618</l><l>10</l></list></block></block></script></block-definition><block-definition s="W" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><custom-block s="posición_random_W"></custom-block><block s="forward"><block var="pasos_w"/></block><block s="turnLeft"><block var="DIRECCION_W"/></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="pasos_w"/></block><block s="turn"><l>135</l></block><block s="forward"><block var="pasos_w"/></block><block s="turn"><l>-135</l></block></script></block><block s="doChangeVar"><l>pasos_w</l><l>1</l></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script><scripts><script x="252.03125" y="86.13333333333367"><block var="DIRECCION_W"/></script></scripts></block-definition><block-definition s="parametros_iniciales_W_de_6_a_10 %&apos;tamaño_pasos_w_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">6</input></inputs><script><block s="doSetVar"><l>pasos_w</l><block var="tamaño_pasos_w_como_parametros_iniciales"/></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>DIRECCION_W</l><l>90</l></block><block s="doSetVar"><l>X_W</l><l>0</l></block><block s="doSetVar"><l>Y_W</l><l>0</l></block><block s="gotoXY"><block var="X_W"/><block var="Y_W"/></block></script></block-definition><block-definition s="parametros_iniciales_cuadrado_de_10_a_20 %&apos;tamaño_pasos_cuadrado_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">10</input></inputs><script><block s="doSetVar"><l>pasos_cuadrado</l><block var="tamaño_pasos_cuadrado_como_parametros_iniciales"/></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>x_cuadrado</l><l>0</l></block><block s="doSetVar"><l>Y_cuadrado</l><l>0</l></block><block s="doSetVar"><l>grados_cuadrado</l><l>90</l></block><block s="gotoXY"><block var="x_cuadrado"/><block var="Y_cuadrado"/></block></script></block-definition><block-definition s="parametros_iniciales_circulo_de_0.5_1 %&apos;tamaño_pasos_circulo_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">0.5</input></inputs><script><block s="doSetVar"><l>pasos_circulo</l><block var="tamaño_pasos_circulo_como_parametros_iniciales"/></block><block s="setSize"><l>3</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>grados_circulo</l><l>45</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition><block-definition s="posición_random_W" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>X_W</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_W</l><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="gotoXY"><block var="X_W"/><block var="Y_W"/></block><block s="doSetVar"><l>DIRECCION_W</l><block s="reportRandom"><l>0</l><l>360</l></block></block></script></block-definition><block-definition s="posición_random_circulo" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x_circulo</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_circulo</l><block s="reportRandom"><l>-150</l><l>150</l></block></block></script></block-definition><block-definition s="posición_random_cuadrado" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x_cuadrado</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_cuadrado</l><block s="reportRandom"><l>-150</l><l>150</l></block></block></script></block-definition></blocks><primitives></primitives><stage name="Escenari" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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gsAhTgwprvrB9tKzmfmfUq62eNHSQBEugOAQpwd6jxmbQRiKt4ROs3bZz5YhIgAe8JUIC9nwP2IEygFevXnPttICASIAESyEcCFOB8nNUcHZP6R9wJ6HfDe7/1Ygcqc3Qo7DYJkAAJdEiAAtwhIt6QKQLqL90GwAoLMI8eZQo82yEBEvCEAAXYE+xsNJFA4tEjJt7gGiEBEsh3AhTgfJ/hHBkfg69yZKLYTRIggZQRoACnDCVflAyBBPczg6+SgclnSYAEcoIABTgnpim/O8m8z/k9vxwdCZBA6wQowFwZnhNQq7QOiiqnI6x65Pl8sAMkQAKZIUABzgxnttIGAWa+4tIgARIoVAIU4EKd+SwZd5z7WcCzv1kyL+wGCZBA+glQgNPPmC20Q0D9pc8BGBd2P/PsL1cLCZBAwRCgABfMVGffQHVg6Wg04fVozwQsvJDENFkVamEvTCnHMgiGO69SlMa+UiXm7woLgkZRvAGBSfn5FBQ2itFg14udRFf4KAmQQCcIUIA7AYm3pIdAgvu5QexAeXpays+3WierEdoK+DBG4QhvnNgmOeoGAWwjzAq8Koq37ZVSn+Q7+TgJkEAMAQowl4NnBBj93DX0A76s40I+nKfGwoXzn5u2M3NXgwjmoQj1dr0EMtcsWyKB/CRAAc7Pec2JUam/dAMQttoETL7RxqxZ47VCgWthrNz2L+M2NiLZgBDehQ/m77bjVo5cxYgXzj2wUIRSx20Nx5I2VrT5c7uXAIsheNheIbUd3cvvkwAJtE6AAsyV4QkBtUrLoFgbbjzA3M/x0+Ds5zZhpgKXt2npCgIC1COEdVDU289Kyko3Ou7tZmE+xXFxt3ZF+rAX81LZvieLko2SQIYJUIAzDJzNuQTUKp0JxRznL4JasQMzyAawKrQUe3G5Kqa3Iry2CBYr8IwU4fFMuoHDAV5VUFzUphgDpn/VtIq5kkmgcwQowJ3jxLtSTECt0uX7rDbXqhIU/PGjDtzMtgDzUIy52RCd7HxIaMJ0FVzUWuCX454uRnUmPyCkeHnydSSQEQIU4IxgZiOJBNRfqtF/K+DjR2HL8lpVzGxlldSL4G4UYXE2CG9rq9h8cIDgIlVMA9A79h4BauyVMournwRIoHUCFGCujIwTSKj92yDBwjx+5Fi9ggWtWJH1YfHKmWM/Ydf5j1Xxo7gF5e4R19AtnfEfMzaYAwQowDkwSfnWRbVK5+yLzHUtPsFcsQPV+TbGjsZjTdA5iVavAEuKinHlJ/XyRkfPZ+v3jRDrXpjthbgzySKoRRFq6JbO1pljv7wgQAH2gnqBt6n+UpP9arSDwYfzZVtgUaEgcQSqCXUJR31sUdTYz8jcfOFgTdDpztGpiBD3CwEXbN0hQ3f/nz3xkNbc7fkydI6DBDpNgALcaVS8MVUEEvZ/S8QOFETaQ+vLOlPFOc8bm0CjXooxIx8tw7Bb2uxvT8eMT4DvfOIuoc+K5gf3O/zSVK0nvocEcpUABThXZy5H+12I538HVOghoSYsVGB8zLTlndXb1pI0Z4r1u1vrMGNL1C2tkNrtMpJHz3L055jdTg0BCnBqOPItnSSgVqk5S2pcsGb/N+/LD7axJ9ogxZiaj1Zve8vAv/Pt29B37/dj7mkQ9Ky0ZURBeEA6+SPC2wqIAAW4gCY7G4aaEIBVI3Ygb4+pmCNG2oTlsfu9Iphrr5C0B53pcssk9DDFGkoB7Q2fPG/SUkqlnbJsWd1ZT5aunxVOqxl5PCAIVdpyJHNLdwcon8lpAhTgnJ6+3Ot8QgKOqWIHFufeKDrucRviOyOVx3F0uWX2kksRcvM4u3m1NVKkob1CDQGIBMI5otcBCOCtfpvl+xsf7Xhkyd9BEU6eId+QHwQowPkxjzkzCvWXbosGIeVpAYZWxTdFSSkc0Q05R7guBvSQlEz88gOB/zcC2FnspAUFQjViP5pWi9TSN2YqxE1F6l60hFMymXxJLhGgAOfSbOV4X9UqtaAwAmwuW4KBkhwfUovup0t8m4VX2y7OEN+bAAQBaLhsoHFFq5ogqJY1g434Lhka/7SY2r96t9jL0lbtyNL1VQosiIkKb/QBp22TUSvzbV1wPCTQGgEKMNdFxgjEZcDK0wAs/3g1e77RykHJpmPUx6wK+HARoKY4Q+LVCMEbUKcK0ruOK9kH8+eAVNptBjY5+8Ou69r9Gug7Bv87ugybercUZ/NOQQ0Qqk+HVWzpm2UKNUF5kbY3C0IncU84Yz+WbMhDAhRgD+EXWtPqH3EFoP/rjDsPM2D5J+hCuDmRw0Psfi5kR3iL1CSyaFkG0NT7VbkbPtS2J7RdXV9qnVkBhEyBhdbEPuyexjyxl6U0kMvS10sVPlOaMrJv3RCUUeVd7T/vJ4FcI0ABzrUZy+H+qlVq8h5HfrlfLcHA7BweTlzXrfE6N1y7Nynx1eVWGUK6MJopLLYVQT32So2cZqc1R7Rak0qBosuhWtWqyxpygwSXXpXKubP09QqFz3gPwvxkri0j0x4tnsox8F0k0FUCFOCuEuP93SaQEAFdKXYgrULS7Y528cFweskNMZbvPHuldDndoj5uVUE0dk80IkeLEcK8zgivpXVuZDScyGgLkDEKDBboYAAPA46LusGWqZ0KslLrjOn79u3NvrN5X8wl9ZC9M1Lplk4MzBJotS2j8yY9ZxeXFW8vAAIU4AKY5GwZovpLjZvR/UWeRxHQ/gm6IZLzWICV9kqZ0FXm+oQ1E9DYqOAmQK6DD3PbcjP31z9P80FGAzJc3eNHRnjbO34U2y1TY9iI8VOdEWUdcMYk7HXSaI6LeYnZH56aSpd0f31zgTTvd9sCqbRlZEpd3l2dG95PAukiQAFOF1m+twWBhCNIeZED2hqvsYklbClGeVczXOlyaw5CGmsxB+CTSqm0W7VSLa0z+8K/TEhtmYIVp40C36NwLM/WLWS1zpgFdYS4+RLUiL0sJQlVLN1gKfaYD2qRoKyAoGc5s2WlYHr5iqwjQAHOuinJ3w7FFmGQoCkTm9tXC9ezororFY2co0WqdXGBVooGFMnU1sTXCG84i1TLwKxmlCb62ViODYA5ghQy0dF2CNroQ9GJQKhMo+7pNvkb63ieLVNbFVW1JldBnTO8zVHTzvnhntViL046rWTLoCypD8rIytxeLew9CbQkkPO/BDmpuUEgH4swxLqejRs3uFI6HbnrHAUKOUeWYo7+aC18vupEl3M7wmsLfCZxhslmZdy0trFcF1haWgRUXP81fHmThR1QPLUv+C1g3+kcV3IuS+vCLmvfKe2IsvmUVGPL1BZngZ1ALXWCpmKPLgUgocpU7AuHzwi7OcOdHQvcZMuoK3JjtbOXJNA5AhTgznHiXUkSyLczwAmuZ0gxRnTW9azL/ccjhAfjxUtqZKIdZ3G2L7yYt09H584pqbKM2DqpKBVR6/aFEcB9J7SYNFvMESYj1q2Isl8XfxXQOxMjnwVSC6gR4hYu8VZc0o0AJkhw2ZoklwwSU1YKQiN4PjhZqnw+mwhQgLNpNvK4LwlVkBaLHZiaq8NtJeq5xl4pndoDDVu+rwPoHR6/DUi1TLSjVqaldaUKuQ3QSQmM7JIP+tZWnz6hyfqgz5kATGRzq0FXbx8I3Nw5p61tknmI4gH7DnEiji2tmx52dccl5jDWsBF9W6bGuZndSGnjktZIX1JmCft1/WoAx4c5LA7KqJxdN7m63tnv9BGgAKePLd8cQ0Ct0ubgnRxPwmGN17XhfVTjGw0EV8iIzk62PuE3x5WiAUbwOfu9sa5hSxFfQcnd08W8H1dWNAxba8XvvbbScA/s/riH7F7/2GH9l/7xOPSG4BTVyLGkdntqXM7V9h2y2HwIAORajcnAdQhWYgiesw/AazMWih1XREMH/ttoNIWeaxZhqZfg0s59BGinSy3PBzuVk/Li+Fpn1wzvy18CFOD8ndusGllcGcJeeqV89O6NWdXBTnbGGq8mEKo5YURXXM9PWLMAbY4g9hUfKZWfvBFp2pzhbSm+cuPk2aN+f8YNoy9XdYowJF4B41Yeof/AQQgMHo51R/fErn7xN7n5oN/a/wA70G+A9Y+Bh5a+bB2Ml62heG+/lum4xQRUCWrs+RJwrXHU9cBnZRW4AsX4DIqiHUUITbhf4ksbOpm0NBRlA5G5Yi9NOpmGX99cDmg48IwBWZ1cqrwtBwhQgHNgkvKhi3r6IQ/iheKvO2O5cHe1/H5TTiZYsCboAg1n8xJgsb1SOuUSDbueo8k6gPg939bE17h855RU1fvUKVgQ6w42buN5x+LR2jI8UQXF2bH5p7uyXoI9++DeL5zQeOORpzbaPfvGurMDoqix7zT7v65bejx+dn0/bDRub3MFAKlctK+gc2x7ak2ZCY05zyyYkWxBh3BUdEyiE1rBXZlj3pu9BCjA2Ts3edUzfWnAAvy293QcHAJ+1DhDhjTveebKQFvs/YZQbj/bHFnc3jgSXc8yMRjntvZrnYn4Nakfnavkgz7z/ufor2mi1dsTjWsmyB/uO1jXtym6WqSQ/juBbQmGcDsdNJbw7KNPx/2lke3W6M0B8aHSWMPT1CoVOO736F5vb0h5rcQXftD+UxZAIsUjxIZoZbLJOhICsgJBGdVpt3+urC/2s/AIUIALb849GbFushY0V/SR3BTgCTpdXWvUXJ0+dqQtXM8yIvacb3+tWyBoLoBQtmTI49+58MTDY61eH0I7xuBvu47B8v0BjQRwReey0b8H66cEsO6bb+LDsZtwySLA+jT87W37u3+wI1/7Abt6ApsHAi+OjFsPSw8+CleXn93CNS2CefbtMvObapWFoCZRRuSqXyTBuL1etaosaHwyDUjP8mTOCIcTdBgr2BF/pqn05MeYjaaYAAU4xUD5utYJ5IMAx6WcFMywV7ju2faujlzPieL75drS186bWfbF2Hcaq3cK5h2yP7ZE3L/Rb787flNUeI0I70ZvvI0j8D4OxQEf7Icjt2zF+A/ewzEff4RhnwZbdnXTQGDZScCGIXHfM9bw7KNOi/s3ESyxb5d/m6bWdMDJWe1cApm7UOy4vV73nHDR2lQGZSVYwbag5whmyOpoBfL72UyAApzNs5NHfct1AY4LvupC5HN7rmdLFy+IjTIe1mDdfUVFxb8DiPiO7X6ydd45er1xN0eLIew4aBf+MeN1rLr0ZQT9PnyEAx3R/SeOQBD9m1fNdj+wcTjQ3wYOeQ/DtgdxzJaPMP6D952v5j//bnNsF8Drpa4Qx7itjVv6Byech5UHHhZ9ZzhKeu40TQgog9QskvhzzOGMWdFkGiawK5mUla2kqZwdlFFX59GPCYdSYAQowAU24V4NN+cFODb4SlBrr5AZHbHUJ/zfB3Bb9D5fs+vZ0roqE13cbEWiZp5VdVFsYfph0jC5Qu8zlmZUfJ+tXocnrl2FNTgB7+Awx9KNXrt7AxuHuaL7zkjACHDk6tUIHPAhcPB7wCHvOoJsru+80oBrn3u6WYjXjgSePC5OiH9w4nlxe8PhPeH6adp/wb50l9HawQKZ2uJ4kn/ybEB+EraVd0B6HJqMK9qvb3wfzhlp59oRlFFhv3pHs8Hvk0D2EaAAZ9+c5GWPclmAWwRfdfLokT7h39acKKNF1PNydTNYGRdu7bySs9+NLXJwrDxeWaZ/M2d+o+L79FUv4u9XvYo/Yppj9TqXEVsjuh+Ev7ayeva3gaImwB6U8E0jxIM+wrDS5VhS//t4F7UR4r+Mb8TnRc5+85mV34+1hKOBWeerv/lMNNAoKC5fKM1Hq8yz6p+yLeqKTkFUtF/XR7kKGBGdl78wCmRQFOACmWivh5nTAhwTfCVAvb1SOkwwocutinCuZ4M+EBv1HE4xGT0vO3n26MrJs0dH/z5Q3r97it5yCqDRo0dGfB+56m08jKmu+Bpr908XAB8fFDe1RmyHBoBBmwHnzxuAnmEv86cWEDgSeGkcYP4ce/nLH8dVMhuXrovJILmtv43fT7XQ2NMJyjqz8tLm4CxBffB2qTSR0UBzTuvW94NjKygln6DD0jfnKNzqUaY9W0YmfdbY659w735eAAAgAElEQVQPtl+YBCjAhTnvGR91LgvwyeX6/qv74RAD7ZDPUf3qC27KxvYufcJkrIqUGJRamWhHXdaxe7+O9WudbSxhR2x74TP7PMyyY8X379c/h8cufd+xfIPwu67lJV93xNd4lo9eBXzhVVdwhzRuhx+fOV3bFt5KjnyN7e8ng4GXTgL+VRojxuNWOCJ81apnmm81lvCfTnH+bvaCjSUcuUQw175dqs/X/pMU8ldXEGH3goyIPZrkRkV/vqHZCvZVir2k29msErJj2UEZ1TKbSEcTxO+TQBYQoABnwSQUQhfiBDiES+Tg4F25Mu5flareexBw0B5g3gaUlNvSYcm9uOArt7avIzjhzFLRpBJXVlbcfehay+z9OtdUXG/vj61R+/Qvtz6Fx79pO5ZvVHz/dKEjwkZwJy0EBm4GSrAD52IFvoDNQL+tzWj3M95aAD12YdcnR6Bx10BHmB9HOd5xUkkD/xoBvHY88PbRAMatwLAjl2BJ3aJml7QJznrWfBPOWeHY6Ojm/WC/seAj2apaCciaMgca/UCSdJpKuqFz5aeH/WyPAAWY6yMjBHST31T/cTNhqf5chm7/VUYaTrKRVZaWiWLtjiKg317YY4PSobWly60yhKJnZW2ZGIw+E2v9Dnlj//qrx02M1vY9Ck9tOQ5Loju1EfF9AOdjN3q5lm+M+J61ADjQ3oOJI+5E3/Nvxoqpgp2HWOjxaV9YWz6G//MghmxswkEbm9Dvs7044IO96PHKCcDLXwN2DnBE+PHmLWa8fBLwjCn/8MWXMOzE+3D3ow+j/KPNLsH/OzN6VClhP9guBk46/faSSYpoBqzAIolPNBIuX9icCUxQnkxyjtgjSQLU2jKqw6C4JJcCHyeBlBOgAKccKV/YGgHdFHNsxeQIHhx/bjRbqa2xtEo1HK0sqB9rd2L/tw33cwvrt6LCPrTBcqzdIjRtvgBXm4An5+9PXrsa/696N5bg31w0MeJr9nerFu7BpM/WoNe3b8SN5w7HM30noN9TkzDwub7oaQMffxnYcvrrwNCngZI3gD4f4zRswLd2vYpRfx6AUTdNAt4Z61jDd2By1F397GR3j9hESftP+wNeeuBmN0J62/4I3XX2Hl+wT0+TvnLC6dWxyToWTb295NLd0A3NWbKcNJVxbmb1T2nO6ZxknuhENzTPBGfrTxD7RQuYa8BzAropNnmD1MqQ5j1RzzvXTgdWWxpXxWmsLR0G/MS5n1WmylfdykGx1u+wF0u2X3HqKdFDu6fL/JrB+k+nUIM9bAdueWkh7sJ/tHA7j2oALvvr26gc+QBu+K4ff9GJOKbuC/jh6g+wZ2cRXkF/vIz9sRPFaDwQ+LDC/a9xpCvGg0pexJV9HsFXln6GI/84AHj8hy2s4b/McPeGzbGlq4b+J6565W8uoY0HbMT8KmcvfO2AQ1B52uVRctIXJZPmlMyMKTbRSoas2GINJkVljxHJHUlabzJyOVHiAplhy8gOE6Nk81pj3wqPAC3gwptzT0asm6yKcLSs+XVZL0PsDiOJPeloQqNrLK1TDedoFlSPtdsPwGrL/Ry2fo1gOBbuN39U3jDuD8MjR4zu+jauNEmYnb8b1/PSbzbiAUxze3PPfwDbBuL4ffbkrOUvoGnKCtxQ9A3s/8RQXLjzA5xl9n0jV88PgX7rsKHnDryzYxxe2TEeG7Afnqvo6wixfRQw6NCH8cPRl2HS0u04cimA9acAb3wFr+4swxKciA9798ODl7rBWf4vrsBLgXObzwn/8dSH8NJhzlZCrCtafJhRdVvJ4kZoeNPZkcURLYo1xFrBwNUSXDa7u/Oc4IZeacuoCd19F58jAS8IUIC9oF6Abeom57hKZA8wIEPi9wizFclqv7OX6wqloHKsLe1G7+oTlrECzfld88BimWg71ZIsrZupQPjfEbilpCqg6gYtHS5rak7WB6JlCm95aREWDZuAV3G0e8b3TxeifCXw1We3oMfJz2HtY5NxVvFbOGu/x7Hf7kMWocfH6zHgMaDfS0DPj+JRvjXXjx2jp+9EkXUXhmPpgQfg7UuAref9AecPuwkXP78Bx98Dxwo21vC2ncNwDybiTWsAHroU2O1vxFVf+vfYyOh6/Ox7vQEdN/vo0zD7qNPdkZrkJLfLjGnaQTCW/4zY5CRrJLhsbHfnPqFKUpOg5wFMTdldmnzOCwIUYC+oF2Cbus2y0NhsHcmQYE6svdV+1ch0FUvHEdD6hP91AKPDz1wqE4PzXQF+eI4iFK7nq1ffbE012aEca3gSbnv+QLxjdl6dYgp/uLUBd+I/3Fc8dibw2rG4YA7w6fjncdySw3B+zxdx4BfPM6pXI/Xx6R9bW1pqPVcK364Hd+7d//jLcQz+tV8vrLr9MzRNvAZn93kGlz3/JsY8BPRYewrwjyqsxBcdS9i4oY072n/m/+GlJ69ptoLvnbQG6w89PuFYkh28Q0qmabOno40jSaXQPeEPYmJLcGmHQW3t/bj4df3HAJzANYGU2zKyoQB/vDjkHCWQE78Ec5Qtu51AQP/l3waJlLKTETIkvpZstgGLREC7v9wROD4oHZbA0yf8m4Dw+R6f7xip3PaKK8CL6xTqlBs88f5hNRf84EuOxVuEpsZw8JUz/HuWLMWy8QPwKM5wcSz4IYa+5MfFa/+O43bvh4o3G4FRPwB6fdQp8Y1lqiOuf+ij4Ph/v3zvOLz2jWK8+73XgeOvQymCuHHjCpzymz7osejn2LXHj9/gXOxCT6ydALxwxWpc1WdWsxX81iGbcfdk5wzT8HP+B8EefZxmYo4kxX4IOXeRBB+K60dcZqyeZh84rqZwV9aBpevrNFzGkfvAXSHHe7OBAAU4G2ahQPqgm/1roWF3bpGUy4F2Vlsrq/vrNAgWuurS2QjomPSTPimRSrdWrqV10dST51xzzLyK3x/mRDANxEZ7CuY5lnAk+OqPON/N8Rx2P1cuBr7ddzGmPjMEGHYTMPCxLotvZInpCWNr/7LxlxfNx9ew6vdA05f+AAx7FLPwNL68ajvG/niSc0zJHE8yx5TMNX92I/wzrsdL99zuWsGNPYFfuUeXry4/C7eNdLdeI4k5pml86clFEl/7Wf1nxLj1darYf3WC1Lpzxe8DMytWdxjyGe8IUIC9Y19wLetmqw7qWoEw0cFD3ejgbL1W+fUqAa4PC/DcTkZAR13WMrHZze7XOuN2dbJd/WRC5UMHv+x3ApnG4O8Yg8ecJkzw1Ypvftjsfn7qNKBhLH75h1U4762eOPCARcAht3dbfKMiXGHVXvP6iouWnHU03j3/M2DCTEwrXo0zdm3AWf/ZB3jYtYJrcIHzyH3VwKcX34dr378X1f943n1N+FxwnBvaVIm6XUbEV0pqrUpSTFIOkWqxl3aYWaytNWLpm9M1XBpRgMW2jHL23HmRQC4QoADnwizlSR/j01HiShkSvDGbh/aCX7/rA+40fTRBRsfbnaqA1JYAR//9lpKq+kgAViVqcShexZ79Pse81+7HYv9X3eArc91/MYatHoRZdatwzmcfA0ddlLT4RnhvG/HbB6t3/+Drj/y+F5pK/4Hysp/gR1iDST8H9qt3rWBzPthky1o+FVg/fTXGjroHjz10r/uKJ45rwvIvFZszwceeeXWsG3rE5NtKqpqTckjtIok/cqbWlJnQcKCaSK3YS7udRCMhECsQlFEdbhNk85pj3wqLAAW4sObb09Hqv/r/DCK/dDqRA8k4Vlk6XRRO4flkBNjSOktNamb3sm+2HCeA43Y+B79GP2zDh8d8gjtW/Bn341vYhCFu4o0FP8RVf38RJ7/8Gb4y5MfzZdWqS1M1gWqtKntF+629aMqR+Od0oO+Y3+CWA3+Nk24Hhq5xreB39oxwRHhNJbDma4048ptX4Ll7/uB24Z8H21hwhjOGuONIQPWk20tMLmuXG2TxQnEjwSOXWrHngdEgwWWur7ubV3xayp4ljITuJkg+lnECFOCMIy/cBnWz/6vQsL9V0CCDg0n94k03ydgsWCJYfLwt7bo3dblVilDMUauJ7lErS+vKFDD7ntj/414brztispPMwi28cK0jYu+O34R7lizBvZjuVjtaOxZ4+jT87vGHcPq7D+PAgUtmSH38Xmqy41f/89uuxFHWvbf2Q+OJf8Z/H3Ylpjz5iRMRjRenOmeDb8C5eL68H5ZXAdOqqjD/kfAprF29NuK6b/czw5tzZCVqjg0HjQnWTJ5fcmXkzLcADQslfp7d4gx7wh9IUhIJHZOQg+UJk10XfD5zBCjAmWNd8C0lHkVCbymREjdIKRuv1ZZWQOGWCexEEFY7AlyhcN9z8Cv+LT8ZX+kcm+kn2zaeo792xDgiwCb62XFBPzkZQx8px08fW4MLS6qA4p3pEODl1+DIiiXf6I93Z92OaUPn45tvbcBXzGnlbQcDf70Cj+I4PGId6+wDf+/0M/GbJ1a6U6UI4OeXmOjlivtHHI8fnHCei0lQO2l+SU3sme/EvNDO46mNhF6gwHR3mrTaltHd3lPOxnXIPuUvAQpw/s5tVo4sLhIaUilD4vMFZ1OnY48hwYRDBaVdi70dAZ6ucF3Zg97t++gvxpxuSh5E8j87x3kiEdDLMREv4jjHAj72N6fhGnspvrb1F0Dfd1IvwNazv71Ev1S9/L97Ycul12FUyUpcs+s5nPXjZgFehxFYiArMrwH+Z4aF/zRJOyIC/Ivv1UN1uomCNtHQYQGeWzW/pCY2I9YiaXnmW60z6hDJMFaEybJ12aPdnXtL35ipECfJCQszdJcin/OCAAXYC+oF3KZutprL0qlUy1A7a62VtZaWNimcpBH7LKzACR2cA45LQ2lc7Ke6rldL62Yp4Jz7FaBmnlVljiA5rudp+AV6YldUgF/E8ViOU51av4N+ezHuWPoCTi2qAaznUi/AByz92Vl7zvjlqluBxn+7Bn33fxu34G9uINa6Y4Cnv4NHcAKewVF47Ncv46ILJyQI8CUBKCriMmIBNfYdMut89W+LFGboDSmJrQ8ctoAfBNStjpXCSOh9SN8IyqgjC/hHjEPPIQIU4ByarHzoalxRBpHFMjg+QCebxthlAX7cqoJonSsqeF5ODZ4UFuBoGkoTlDTPOtscR3LSW0aioCMW8Ks4Bo9isoth/n/hmheX48rnF5izvykX4M0HLfnpt/pPuc6cB0bl94DizzAff8VJ9+zF8DvjI6Hf//FSnHj5BfEC/PNLzIcIK+4sMFBt3yFzp6k/euyq1ZzQ1pTlUHVLMYqvUuwl7ab4bG9dWPpWhSLkuPgFUm/LyJzIM55Na5198YYABdgb7gXbalxOaIUtQ5tr5WYjlNhUlGOD0u7Piy4vORqh0MvhcTTKxKCTIiqhDKF9S0lVrSqctJRj8RcciRVRC/hjHIh73O1M5xjSlB31uO+3K4Ehf0i5AP/tgOeuqSkb96tXrwRw2oX4MjbiO2hwckMP/83FwMajMQ9nYxMG4IPa2RhZNRs//11kdM3JOH5w4nm4v9TUknCyYc2w50vtNG1Oyanwnf+AbFsUO79KAc7G5c4+ZZgABTjDwNkckEspKbsiwGZu9Ym4TFjlUulm+/JrnYn6ddzOF88YO3dM3cGOAB+GNfgyHnCWxS/tO7Ed/rhEHNPffBpX37odB1k3p1yA7x3w2s+v/9aR//PBv38MTKjGf+M5lH/yCSb/3Jzz/RF2fXikk4zjk8HAnqUX4PDDljYL8IahwP9Ncfp95qnfx8oDDosIcKU9X+qnqT967rl1F/QZzRayJJuOkhYwf6/kJgEKcG7OW073Oi4jFmSGDEnt8ZpUwlnt109NwLLzTh+OGbtNnNzObV36RFwaxmqZ6O5xx9YCPvpvQ2q/d96JjpnbD1txTjjZlhFgc92E/3Zf/9qxqKrbi8rNL+CiV25LuQD/3vpwwW+uPXC6Pf51DDr+Z7gBT7jWr0l29dCvo+eATSKOE38zAUf0ehmXRYKwnj0aWOZ42FsI8KTbTH0FDbuEWx5Dcj6oxEdBlyRTF5gu6FSueL4rkwQowJmkzbYcAvov/1WQaIrHu2Rw8JJsRbPar391ChaZqzP1gDtRjrCv3euh2aWT3QCkmECs//3wTjT2Au7Gd7DFFPjZ7sfQ276Obw6+Aj+rfWS+1AdTmIjjhaqFOrTustpD0HTY8/jOMZfgy3jfsX77bu4DPPhrvIphuBcT8dBVQVx01XCcuA44fUW40/edDrw+3PnLUf/2s6YP+vqLHUQ+xGXCai0RhyvAZzRnDAsuS+r3UKwAm2j1oIzK6vPl2brW2a/ME0hq4We+u2wxHwjopuaSdcjyfeDVls6ERuv41o8NSrsBPglHkWyZ6O5xxybjCGfDMuefndzQZ2IOBpS8iaceWIinTwDexhF4GOGcH/P/C9UHV+HMOcBx+kLKUlH+y9+w4UelXyx94nc2+h5Xgxv6PIAjn//crQ380eFObWBTkOH35eUwAVhnn3kBLrsbsIw/wFy3TbXxwSDHpT7469c3NhYV93YEuC9KJs8pWRCp/CSQ6oUSH+muVlVMSUIEJLgsqfSRTEeZD78VCnMMFODCnHfPR52wD5y154HXWmo1aXMayWLBiHJb2k0e0pl94J+efOqjg1/r71jWxx1zM446+1do9O/BLd+GYwXXYyL+Yc4DP1OJWY89g7+dUoxFv7ob/lAgaRF+a8jie2r6TfpW/TXb8ek3fo0v91nrBF851u8n+/JjvnQG8MppThrKuTMGY0rNsZjwwXs464nwshEEcI0bAf3efiU49syfRtdT8A6R89W/VsNR3oBULpL4s95qnVEGdTODGYs12VSUFGDPf5zZgW4SoAB3ExwfS45A3HngLM8LvcqvG/YleHCsVQgqx9rS7pGZtvaB/Vpn9kWdozf/fvUxb59y22GHmz/3K3kPZ/5wAnr2DuKpE+BYwbvRG/fiIgThx/gbJ+KygbfipgGX4ncLrsHI4IvdFuFnSu+aO2fohZev+PF2NE7+NdDnY9yAJ3Hsus+cPNCRDFjG/XyrNREbHpiNk06cHW/9NhxxOx6q+A/T97gIaKCh6vaSyo6TcMTkghapF3tpUseGKMDJ/Szyae8IUIC9Y1/QLeeYG3rOPle5E7UMQYdlCTV+H7hWJrrVgCyti54HPujt/R+95viJoyNu6CNPvg1jz7jasX4jVvD7GIY/YhqwuzemzRqLygt+jN99dg1urXkMx3x2X5dF+MEj5s7+bcUPf/Lat7cBx7niW4F38S287KSfPKBhgJN+ctueA3AzzsbH//kQDvqfH2DM64i3fq+7yMJnPVtYv+JDZWwAFiD1i8RuIa7af8o0iEbqLC8We1lSJQQpwAX9qySnB08Bzunpy+3O54obOjYndJczYgHRfeAS/fOZIcgj7qxp43+ce/LVRz12kJNC0Vxfu/hMHDRiJV4YA/zdrXHf7Ire7sdVvyhBxeSrcNkXv4NrZu5G1db5nRbhq8seu/X+i756qX38x474DurznuN2HoVPMHQdcNJvBzj7vtt2DnNczx+N3Ir96iegR98gvl0HDP8g3Mm/n2Dj6THO3u/so0/H7KNOi3Q/ELwjvhawQOYuFLs6cZWqdcaCfbmk3cPOghqxl81KZiUP0LfG7UXoufA7tgRl1AHJvI/PkkCmCFCAM0Wa7bQgkCtu6PA+sDm36ghPeB/YFCJo89In/J+bW50bQjhNTgs+bv7o17q3ADiuZ6Ovt1hVtgJOfcJYV7Sxgu3+8a5ok57yqhv34LSv/AJXTBmDolvOxNnzBt112aGXPZPYkY2NI4uXbbm435It3xu+67CmC1/+r+JBjcM+dgKuTuuzCl/FBgz65HMcfy9wwNp48X17cD8c+PSx6H3gezhoC/C9SAqNbfsDN02LNmX2fs0esKOjihn2nSYBh7UccDNcCWTqQrEXtxBgf8wZ4CTzQJt3W7q+SgEnAxkzYfEXTS4RoADn0mzlWV9zyg3td861hlMnonqsLe3msNbl1i0I6Y/CUxaQ5tKE0cpI5ntD3ug/4+pxpxor2BH3iCt63WjgL191n466os1fXjsW1/+/Bpx9xI34wbfL8PTn5dh/xVno989x7s1ahB7bdmFP723o8eknaBr4MT6cvMX5Wj7oMUzzNWDIrs9w+JPAF5cC+LwPsOwKYOcAJ+vV308agJ6/vhpfKr/Ned05fwOOMh8ZzHXT+cA290h0bAUkABHrtzSmChIExUculE/eiF22CbWAk46AdgU4thiDzLVlZAurO89+dDicPCFAAc6TiczVYeSKG3qVX68Q4H9dKwvPHx8UNwtFG5cut6xwbWBHWPdVHKiRibbjarX04TmKkLunDNizxpw+b8C7fZ1iDeaKuKLvPwv45zD336JFGsxfXpiAWxcuRdX+87FgZgk2DeyFLVuPxyc9QtjSZyd2Fe/BFvTFFjiZMDEM2zENr0bdzaberxPtbK6/XuEEXv2h9wTcUXk4elx6Gyq+crXzrVNWAV9ZFb7vyeOAJ78UHW3p1Brb7tnXGVsb1u/ihdIyz3eC+7lW7GXO/ngyl6XrWY4wGYB81jMCFGDP0LNhQ0A3WbMAjYjPQzIkeG42knl+gB5StBfvR/vWuWjo2LHZ8MkIqbRtS+sshXMMx4msFvjm3mydVaZhC9u4os/58bGw93f3gtd/wW3VpKl8Fl926wX/cyRuumEHLnhzFd759irgoLfx2UDXoHX+6wvsHAhs6dMLfux2BNdxN78Jx9rFxmOA98Zg18ejUGeV47rpB2P4pNtw4gk3ou/nTU7CjTER2zXB9Xzz6IqGX4yZ4hSTiLF+pwPqlFx0LxmxSOwWbnqNdT8nWYQh0pKlby7XqNvbV2nLEd0u7JCNa499yl8CFOD8nducGFmcGxpoQm85QErsds/ZejWw1X4ncjeyCdphUg7nA8YTMVWBfDJXKt2gJEvr4lzR5YsPnjFj+tioK/qI4+/BSVX/6QzVHEsyx5MiV6wQH/heH0y/rQSn1jdh3O4XgS+sAg58Ow5RU9MAFP/zGPeI0cajnShnc8zoNQzHS0cW4eNr/w9HVN6GXr2CsLYD5y4DBm9pfsWem2ag5zZ3OxuQgHXeb8wfwh8e3PKDCdWPaheJG/kde6XD/Wze79f10Tzbgp4ltozIyvXj1bplu9lLgAKcvXNTMD3TTf7VANxyOsZVO8R11WbbFS5PaCxX163cGSv4MasCPjcvsnO5VrBjGfq1zgQOOQFYxpKcNeb0u2Nd0YNHrMTJ5/zACc7aPAh48Aw3MCtymYxZ9TjVOStsrqErh2Hy/Qdi6sMhfOHQxzB0zy5HcLGnD97BYDw/zI8Vx/TGe8P2Qoa9h8PH/BkDTzYbwe5lAq6+sbQ529WeRj/+8fD19rsvT7V6ohHn4NcYN/mK+jf6H+TuhbeSetKMI5x8o6X1Gxf9LHPFXpr0Xq2lGyzFHiPA5rKDMsqNCuNFAjlAgAKcA5OU711MDMZCHxmRtVawpbOgcFzmAgSOD0qHaRT1Sf9yU7jeVSzUy6lB52xsuExhVNAFqJlnVZ0dqRVs7jHJOcZOuRqHld/fwiUdWRfGJb0O5diKAdiNXtj/PT+GrhyOgcEQ9g77CG8c04jgsO3O7YfifZyEZ3Ao3otbVuas7+krgd673X9+//UpeOZPt8KIcOR69OS3ty879PDoRwDT30m3l9SGCy+4iUogMxZJ68U14gswoFzsZU6lqGQuFmJIhh6f9ZoABdjrGWD7DgHdFFfAPZutYJOaMnokSQUzTrCltr1p1OVWGUIaSb0IhKRSTnPTM8Ym5wiLes28kipERD7y3sO+dD/GVM52rOFnvgT7yZPDVng7DZtsWkaQI1cRmrAfdrZ4ouLZIkx4ca/z7zu2DcOzf74VmzeMj7vvvnF7d78wvCj6MiO+rus5tvoTAosk2OoHkrjkG0g+/3Okc/ER0Fhsy6ikknrwx5EEMkmAApxJ2myrTQL6L2smRN2kFNlfoCFqBRu3Z6fyQy+35iCk0chn+MTUCnbctJbWrVAgVvEWz5gxtqa87mDjog5blu454TGnznas4T09ZMfTJ2jxvw5E7w8HufmjO3v5twOjN7jJNYZvlFDvPeozz77+7KVY9+RVcVavcSnffCp2vH2Aifxyr4j4nq8DRyuaXm9utz3rN7b+b2rczy67N+coXK5Ov2RUVm5fdHZueF9hEaAAF9Z8Z+1odZtlYZdu2JfqMXJsJ2vrBCcm5jDZnMba0u4v/vCxJBNF7R6kNXulPqk0IjxQHxndhCZz8Da6t2q+L0DlzSVVl2skDWb4QWMNm7SVxj0duYwIm/3hdw+Gs18cK8oRwT3oY2DUhmY3c+TZrZuOwZpl17ewekUw96dno/TTXtF96qj4TlPLnPk1e9sR13OraSedz1PWGbEfWIxSpsT97Arw+pjCD3ppUEbPz9pFzo6RQAIBCjCXRNYQSDiSVC9D3L3SbLwSyhTae4twzLitsrG9vurjVhVEnYxNiSLsikndLIW7vxy+bAGq55RUBXwKc8Qnag2b7w8Y8rKTutIEa+1nvef8PfbaW4R3zGuL9mJA7L8bN/O2zcc47uaP3h2Hd181285xV8N7Jai58Wu4PLp3HWP5thRfwAcpv1/sFnu6ak0qhfqMy969UpB6MvKqhBzQEIRG2HJkuxnKsnEtsU+FS4ACXLhzn3Ujb8UKztoyhQbeGr9u0GZRXDw2KB3uP+oTVsJ52WZLOCzC0xVO/eGwJ8B1rc4pqaotAq7VSA7lVmbPWMQlQ152BNkIcz/rPced/OGG8dhhD3O/bhuW6GKOfZMNwbzLp6FeQ7gzJmVmO5av2THwXfaAbPtdawtK/WeYve/omeFka//GtmHpm9M1fPaYKSiz7seZHeoEAQpwJyDxlswRSLCCn5chwXYzTmWuZy1bWt1fp0HgVvVxrbsOKyWZ2zohwqUKxLh3nbfXy+qDq28+fWyZKq4HMGMxizgAABMESURBVDjFY39+/lfwwGtDcXas1esOyw24+qZaZQpdruEPBwLYCpmaWO830i+1psyEhvf1nReFRoj9aMos1PgEHDLDlpHtBsOlmBdfRwJJE6AAJ42QL0glAccKbtTIuU7zWzurreDVMceSwiLc4X5wF0TYWMKRc8LAm4Mgvx1fjxDuLvsADRc/CysEVAhwiqpjZUat5g7mxLi2GyBo+Hg/vPtwGc5cdzCOa/G8oMkR39vlV9PUqhBoXaz4CqSyNbezMz7H9Vy01vwpwiXZqkexY6L7OZU/dXyXVwQowF6RZ7ttEtBN8Udb0FvKs/VcsBnEmv66QCVcXs+ITyeOJnVGhM09cfvCn/QFfnp6LLcGAe6GD4vt+RJYYGlZMWCs51OctJaKwyFOMNcaAOvMueUmoGGGLQHrEi2DDxeFXdqJwm2LoFZDWBq8Ux6fpq24zSGVraWabLZ+Y0oOpvDYUeT9dD/zF0g+EKAA58Ms5tkYWtkLztpzwRH0q/3OOd/IXqetgsoTbOkw0UQ4MMsEWDkiuLMY9ne/ItWxySz8bz39dewp+jH+fNQ4vN+cGCNh2gMiWAzBuui/h8JBW+KkyoqIbKmq474e3cqyMZbxPPTFXHuu2NPVsnZDf6LAVTH3tpnpKkZ8p8MNGnOvFLue3Q8msfmf6X7Os18BBTMcCnDBTHVuDTTxXDBEymVIy+T+2TIqczRpr8IciYlEKpvzweXltnS452kSdexVXVGk7hGl737FEWIjdDWxQmx9X0uxFxVhyzX2yFJyGEx2rhDuNvV8zYuM8DYCMwV6ecTlHG6gE+J7ZgU09FcAvV3xRU0qXc+u+L5eqmiOrGb0c3LTz6e9I0AB9o49W+6AgG7yN9fgNUFIWXwsyQzF5IreqzBBSpFCBYEiQWVnRPifa0rGi4YeWXEQrL8eGgemhRA7IjRTLexEFQRnh6sodXb/t/nlRngFNfZ8cbJytSO85ttrADm3A7dzvOULsSE9Roi9OKXFEeh+5q+OfCFAAc6XmczDcSRUSsr6gCwzBassLRN1Ipgjgri5WHBSZ0TYPB/ebzVngePO/IaLHMRZxLFTbn1PqxSYAsEhAmwOf8+GwmTrsOFDRAQdi9zXhLe33uWeW25PeE2ks0B+d7/YP29vibWIeDaJRoqLJssnj0SKGqZshfp1/abmKHAm30gZWL4o4wQowBlHzga7QkA3W3Og0RSOgWwPyAqL8HSJ2QM1wU8hQU1HOaNjubQjxJsBud1EMZv3thWF3BFjk0xDERrng+9EQM3Z40QLulXLu7X3tsh0ZcRXQpWpPHIUaTfW+jX/RvdzRzPN72czAQpwNs8O+4ZcDMgy07a6RH+EEG6Jm8JOnhPupBBHb3OOFEEC6kY6R4XZiKy4gWHGmh5uvio08ve2Vld9eO+5U0XtWxHfBkhoajrE13TYr+tNVq2wi19qbRnZou4wf2xIIFcIUIBzZaYKuJ9xAVlAExQnydCgOVqT1VfinrBrsaHT+8JdFeIkYXRJeE1b2n/KAohOb25X6iE9pqZ6z7cN69cWhMqZejLJWefjnhKgAHuKn413loBuslYAGqkYlBOuaDM2JzoamJOQQtKkfDQJO+Z2dvyR+87Tkh8JdJAAYwA1Z34jR5+6+ipzPtgGTABW6G8LZfujnX2BWlUWdI85ZtScJESlVrYvTas1Gm/9svJRZ+eL92UvAQpw9s4NexZDQD+yytCky5urJWmtDNme1l/4qZyAcPEGE1zVnONZYPI7V5fbklSUsJsi0knAUWaEWaHmjO/hbjCWrFEnkMo5H2zc1A29AbtW7C636Qgv9syEyuXRDFeOWZ+68oJtMU/Y+w0IQpW0flO5QvkuLwhQgL2gzja7RUA3JWRkUqmWoXaXrchuNZ6Ch1pzScOIpOD2fRmsajsbKZ2CrnTpFW0KryO+mCf2skid4y69tys3x1u/Wm3L6JyZ966Mk/cWFgEKcGHNd86PNiEqGtgr5XJIyzJ42TpQp5awKTmYUOPXNSQdi7gmm4RYrTPM2d5WjkU5Z4evk+DSx9PNOtH6DcqoEeluk+8ngUwQoABngjLbSCkB3exfC7f4gLlyZj84FsIqS81Rpbiyg9HvC+oVuLsrx5ZSCtgppmAyWum1gCZm3AqEs1tlpPLQQF0/ugkwmbUikc+sepTqyeb7PCNAAfYMPRvuLgHdZJVCdW3zfnD2Z8lqa6yOEAMXJZYAdL27Jh0lbmgqwpJxW92kGem6wpa5+VBztk/3TOqNjaMPxR3YHy+HmzRZrdS4m2elqw+tvdevb94G6PcjH7Zo/WaSPttKNwEKcLoJ8/1pIaD/sqogWhd9eY7tBydCMRm0fMDlCdHSsbc1iDhBVE/tiz5uKAYakgneihXcsDehRW5pC8/hcFznCC/Qc266jhe1tUAsfWOmQoyXwLkE3PtNyw8TX+oZAQqwZ+jZcLIEWuwHQ2bIEDsjrtFk+97W806glrtHXBFT2KGt2yOivA6CN6BuCkqBUyc4LrOVNKe29LcluLGN+LCr6SAsvetgue/qTAuv6Ue44IKpMOWMQyBzbRlZnS7ufC8JeEGAAuwFdbaZMgIJ54NzIl90Zwcf3ie+vjnvcWef7PZ9DRCY4KqHk7Wwu90DR3w3WIo9Rnwj+bADgp7ltozo8tGpZPrBZ0kg3QQowOkmzPenlYBzPniv44p2f1krbISkMpciozsDaLXlBEOZPVqTUrKstT3jzrwn4R5HcAV4qgioT8al3Y2223zE0jfnKKL5v5nxKpVw+a6sIkABzqrpYGe6Q8AJyoKaCkR5LcKJbMy+sRFjJyuWYhIk6oI2lmKctajAu87nkxCaRPBGseDxbBHc2HFx37c7PwF8JlcJUIBzdebY7zgCLUTYiSCWShliO+X3eGU/gfC+rym24Fzc983+OWMPkyNAAU6OH5/OIgKtHE+iCGfR/LTXlTK1rCC+sdaHnaVbUY0Q9ue+b47MHbvZfQIU4O6z45NZSEA3WmXwxeaMpiWchdMU16Uypz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