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qnIvH7GYeZ0x5iQRGUH9TgLgE1YV+IAP/Af+2a0L5tsf4jiOjTGvCuVj1wBm5gOJ6GhVPSjU5sz8I2OM33zh/JmE8GR9vznDCtTPDF/PH3y6iAP6yQ1f6CeACPqBfjyBeyK/iOhjqnpeFvGuAWytvWZ8fHzV8PDwn0JvVa1We3yapomq7jqTALbWXjs2NnbAunXrrkf9zNPP4BM+vQo+4OOfqw7/CegAfOY3X+I43sUYo93yMTOAmfktRPRYVX1rkVC11n7BOec3Xzi54Hhf91EicnTB8agfNlvwAZ8pAtZa9FdYD+ADPu39Muf+SURXi8hJ07FnBXBkrR0TkVKRcGyNsdY6Ecm9qnpwcLA0OjrqN2eooH4nAfAJqwJ8wCeLAPwnrAvwWZh8OgKTmf1R7JWq+sWZBCQzH0lEu6nqm0LzmPkUY8ylIvIV1O8kAD7QT1ZfoL/CbgE+4OMJLGD/fCMRPWF6Pm4VwLVa7QnOuTNFZLeZhGNrLDNf5ZyzSZJcnTW/Wq3uXiqVvici/iHpM/5B/dwmA/8AIugH+oH/wJ+7dcE94Q9pmtYajcYfW2vYKoCttec3m80TGo3Gj2ecjkRUrVb3LZVKx4rIfl1OE61P0/T4JEkuQP1OAtZa8IF+urYG+ivsGuADPgs5X6y1LyCid7fn41QAM3ONiA5X1TW9hGNrjrVW0jT9WpIkSXudOI7XRFH0EhF5IeqDTzcNQD/h7gAf8IF/3rv90xjz9Xq9rv59bA/gG5vN5tOHh4f/1s8bvHr16oeXy+VficjS9jrMfJNzbs8kSf6B+uDTTQPQT7g7wAd84J/3Xv9cs2bNI9I0/WUrHycCmJn/j4gWq+q7+3lzW3OZ+aPGmP+IyMcn6x9LRNuq6ntRf4I3+IS/qwUf8OnZKtBfYXTgM/98iOi/qvoxMzg4uP3Y2JjfbOG+PSs+YyIz35Gm6UPGx8fLixYtukFElqD+3QTAJ7cJoJ9wCIMP+PRsqfCf+fefTZs2PdRYa/2ehX7DhVnZ27f1Z9VqtSOcc8uJqJym6dlJkpzes1oyJqJ+mCb4gE8//Qb9QD/Qz9zll7X25UT0fB/A/jvfQvfkOud2NcakRHRNwTfHP3HGEdHnC47fZXI86mcDA5+wkMAHfNoJwH/CegCfWeRjjNnVOTeTfHytYeaPG2PuKhiQR/oXMMacUmR8mqbP8oFtjPlVkfFEhPphUOADPlME0F9hMYAP+EwjMOf+SUQ+gAvlo3Nu29xHR7b+AGvt4c65/YmoZIwZFpEzCoZqoWGT9f39w2XU70QGPmEZgQ/4FDKaLoOgH+hntvRDROtU9btF6hUOYGbeODo6unTRokWRc+56VX1AkRcoOoaZbxsYGNhxbGysjPqd1MAnrCTwAZ+iXpM1DvqBfmZDP3fddVelXC5fVzQfCwUwM59ARHeq6ol+kdba96ZpOpAkyfH9LLrt6PpE59xtqvpR1M88+gWfgNCsteADPj1bEfSTe/SL/ppZfx2XpmmlSD7mBvDKlSsfVqlULlPVHdrXYK39Z7PZ3K3RaNzSs/KJyNcfGBjwmzPsiPqdJMEnrC7wAR/4D/yzmwbm0x82b968+8jIyL9C+swNYGvtD4noDBE5s71QHMeDURS9UEQO7acBrLVnOue+o6p11M88+gWf8KdP8AGfni0I/pN79Iv+6qG/rLWHENHBefkYDGBrrb+P930isk+X700uiKLo2Hq9/vNeOsDXd84dr6r7on5m+IJPWPzgAz7wH/hnZhcshHwhoveo6s+6tWleAP/eGPPier1+RZeA9NsK+qPXPXoJYGa+0h9F1+v1q1C/kwD4hFUFPuAD/4F/duuC+faHOI6fbIz5digfuwYwM7+OiJ6iqq8PtTkz+4d4XKyqp80khOM4fn0URU8WkSNRv5MA+ITVBD7g4wnAf+CfWZ2wkPzBOffrJElOzVpnKIDHNm7cuM369evHQ62+bNmyytKlS+8QkUUzCWBrbVNEypNPvuo6FfUnniQGPtMIQD/hbgMf8PEE4J/z65+Dg4MDY2Njt3fLx8wAZuZPE9EGVf1MkVCN4/iYKIp2FJG3Fxlvrf3s5L2+hR5Rifq5RzvgH0AE/UA/7QTgP7kfTuDPAUQz1Y+19m1EtENWPnYE8KpVqx5TqVR+JCKPLRKmrTHW2j9HUbR87dq1fw3Ns9Y+1jl3tqo+DvU7CYAP9JPVF+iv3NCA/4RDA3zmmQ8R7SMif2lfRkcAW2vPIqIviMjITAKSmVf6Zzmr6urQPGY+2xjzaRE5F/U7CYAP9JPVF+ivsFuAD/h4AgvVP+M4XmWMecP0fNwqgK21K4jozSLiw3TGP8zsQ/uzqnpO1mS/iCiKXi8i1RkX3wIX9QPgwCfXhKAf6Af+A3/O7IJ7wj+dc59LkuTs1gKmB/B1Y2Nj+69bt+76XgJy8vT1uSKyc5fTaH8ZHx9/3vDw8A2on3n6GXwqFeinS3Ogv8KuAT7gs5DzxX+9SETntOfjVAAz89FEtFRVj+klHFtzrLX+wq2/iMjn2uv4L6Kdcw9T1XegPvh00wD0E+4O8AEf+Oe93j//KiKf9e/jRAAvX768vHjx4k2qWunnzW3NZeaxgYGB+wwNDTX9v61YsWLRwMDAraq6DepPnEoHn/CpUPABn56tAv2V+1UM+mue+6t1i+9EADOz30DYb7jw5Z5V3zZx8iEee6rqGybrn2qM+ZWIfBX1J3j7h5yATxcxgE+ugUI/YQMFH/DpOWrm2n/8Q0KMMXv4fDS1Wu2Jzjm/2YJ/rOSs/TCzf3zlIc65chRF3xKRPWet+JYPDagfbjLwAZ+eWw79lfshCP2F/uqrv9I0PdRYa39CRB8QkfU9V8uYWKvVnu+cez8RldM0/b8kSX6B+ncTAJ+wGsAHfPrxC+gH+lnI+mltdOQD+O9EdEnBxT7OOeeMMdcWHO93q/Hjf1pkvHNuZ2OMf/TidUXG+6+vUT9ICnzCQgIf8JkiAP8JiwF8cvk8zhiTziC/lpk1a9bEzjk/KffHOfddImoaYw7PHUxEaZru6muXSqVrioxH/dw3GPwDiKAf6KedAPwnrAfwmV8+xpgouB1h+/KY+XgiKvlTysYYv/nCR4qEatEx1trj/PfFqJ9NDHzCSgIf8CnqNVnjoB/oZ7b0Q0R3quqJReoVCuBVq1bdv1wuX6eqD/BFmXmjc+4RSZLcXuRF8sb4+pVK5VoReSDqd9ICn7CCwAd88jwm9HvoB/qZbf2Mjo4uHRkZuS2vbqEAZubTiWidqvpToGStPdw5t5+qHpH3AkV+7+sbY4ZF5AzU7yQGPmEVgQ/4FPGZbmOgH+hnNvXDzC8johcUycfcAK5Wq8+IougzqvrM9kVaay9O0/TIJEl+08/iff1SqeQ3Z3gW6neSBJ+wusAHfOA/8M9uGphPf2g2m29sNBq/DukzN4CttT5gXyciW10pXa1Wn1YqlU4Skaf30wDW2kvSNH11kiSXtddB/S00wCesLvABH/gP/LObBubLH6y1e0/uKhjMx2AA12q1I5xzfg/Dl2f9gcz8LWOMf3j+d3ppAmvty51zz1PVV6J+JwHwyQ0X6CeACPqBfuDP854vPxKRb3dTYjCArbW3VyqVHYaGhu7IKrBixYr7LVq06AYRWdJLADPzHWmaPqTRaNyF+p0EwCf3uynoJ4AI+oF+4M/zly+Dg4OLx8bG/MYLXfOxawBba/1l1Lfn3W7EzMcS0baq+t6ZhDAzf9QY8x8R+XhoHuqDT5ezI9BPOHzBB3z8HSvw57AO5prPe4hom275mBnAcRzvaIz5tao+vEioMvNNzrk9kyT5R5Hxq1evfni5XPabMywtMh71cz/Jg3+4ycAHfKYIwH/CfgI+s89nbGzsKWedddbN0ytnBjAzryWib6tqvUhAxnG8Joqil4jIC4uMt9ZKmqZfS5IkKTIe9cOUwAd82gmgv3K/+4X/BBBBP7OrH2vtwUT04qx87AjgOI73McYcp6r7FgnH1hhr7fo0TY9PkuSC0LxqtbpvqVQ6VkT2Q/1OAuAD/WT1Bfor1xThP+FQBZ955mOMeV+9Xt9qX4SOAGbmK4loUFX/MJOArFaru5dKpe/lbWvIzFc552ySJFejficB8Alviwk+4JPlG/CfsJuCz/zy6bbt71YB3L5R8EzCsTWWmU8xxlwqIl/Jms/MRxLRbqr6JtTPDF/wgX66tgb6K+wa4AM+Cz1fiOgyVf1y653aKoCtteOVSmXR0NBQs5eAHBwcLI2Ojv5PVStdTqM5Ecl9+Ee310b98LsCPuCD/oL/wD97SS+iufbP5cuXlxcvXrypPR+nwtBa+xki8vcsfba35W+ZZa09yjm3k6oe016HmT9vjLlGRE5CffDppgHoJ/e7TvRX+Ls88AGfniNmrv2HmY8moqWtfJwIYGvtY4noHBHZueeVt0201l7XbDb3azQaf/b/vHr16seVy2W/2cIuqD/BG3zCJgE+4NOzVaC/cj/Eob/mub/Gxsb2X7du3fUTAczMI865zyVJcnbPqm+bGMfxQVEUvUVEVk4G/LnOuY+r6nmoTwQ+YRWAD/j04xPQD/SzkPVjrV1BRG/2+WiY2YfkG1V1VT+Lnj6XmdcZY05yzpWJ6NWqyqh/NwHwCasBfMCnH7+AfqCfha4fIjrZB/D1aZq+oHW6uJ9Ft8+tVquPLpVK500G8HNUdcNs1fZ1UD9ME3zAp59+g36gH+hn7vJr1apVj6lUKj/yAXwnEWVuhpDxBmw/+W+ZmzNkjF9ijHHOuY0F30zUD4MCH/BpJ4D+CusBfMCnncBC889tTbVafVCRcIyiaBsiutoYU960adMjBwYGxvLmOecWRVHkA3g0b2ylUrlPs9m8BvWzSYFPWEHgAz7TCcB/wpoAn7nhk6bpo4pknn/1wvfkMvPXiOhnRFQior1V9bV5oTqT3/v6xpgLJk9Zo/40eOATVhP4gM9M/Gb6WOgH+pkN/aRpWjHGPK1oPhYK4DiOn2KM+aqq7uUXycyXE9Fhqvr7fhbdmuvrR1F0mogsQ/1OouATVhn4gE8/PgT9QD+zrR/n3OFJkvwur26hAGbmXxDRO1T1Ql+wVqs9J03TE1X1eXkvUOT31toLm83mMY1G41eo30kMfMIqAh/wKeIz3cZAP9DPbOqHmZ9LRCcUycfcALbWvthfdCwiL2lfpLX2B865H6jqD/tZfBzHL4qiKEb9bIrgk/vpHPoJIIJ+oB/48/zkS5qmQ0mSDIX4FwngW4wxu9Tr9X+3F1qxYsWDFy1adIWIPLSfN9ha+++xsbGd161b91/Uzzz6BZ+AwKCf3KMX6Af66dmi0V+99VetVnuIc+73efkYDGBr7fuJyG+g8IGsZcRx/MEoikZF5MO9vMPM/AFjzLiIfAj1OwmAT1hV4AM+8B/4Z7cuWCD+MNYt3/y6uwZwrVZ7oHPuahEJ3qbEzP8xxjxGRG6dSQj7259KpdIfROQhoXmoDz5Z+oB+wt0GPuDjCcA/598/x8fHHzv9DG9LnV0DmJnPcM5pkiTfywlI/93wSlU9bCYBzMzfM8asFZEfoH7m0S/4BIQB/eQe/UI/0I8PYPhzWAdzyieO45caY1Z0y8fMAGbmZxHRJ1T12UVClZl/SURHqepFRcbHcfzsKIo+KiL+arHcH9TPNVvwDzcZ+IDPFAH4T9hPwGf2+aRpenTrLp/26t0C+FLn3KuSJLksNx23bDe4V7lc/oqIPLXIeGvtb9M0fVmR+6R8PdQPUwUf8GkngP4K6wF8wKedwFz7p7XWP9/iy1n52BHAzPwKInquqr6ySJi2xlhrv26MWV+v178ZmmetfZVz7hmq+hrU7yQAPtBPVl+gv3JDA/4TQAT9zL9+iOinIvKN4BGw35whTdMHNxqNohs0TNQ74IADttt2221vFpH7hv5UZt40Ojq6ZGRkZPNMAhj1w7TAB3w8AfQX/CerE+AP8+sPg4OD24+Njd00PR+3OgK21n6MiP4tIh+fSTi2xjLzu4hoiaq+O2s+M3/CGOND+lOo30kAfKCfnA8nL+x+AAAgAElEQVSv6K8AIPhP2FXBZ975/B8RLW7Px6kAXrNmzSPSNP2liCztJRzbQvhG59zeSZL8fdp59p3K5fIFIvIo1AefbhpgZugnHDLgAz49Wyj6KzeE57y/ms3m04eHh//mVzIVwNZaMcZ8vV6va8/v7pbnRLNz7uUiUmuvY61tpGl6SpIk61AffLppAPoJdwf4gA/8897rn9ZaS0RHtPJxIoCttS8goneLyH79vLmtudba89M0/XCSJD/x/xbH8f5RFL1dRA5E/Qne4BMQAviEuwR8wKcfH4V+5l8/zWbzhEaj8eOJAGbmq9I0rTUajT/288a25lar1V1LpZJ/yMZukwF/TZqmK5MkuRb1icAnrALwAZ9+fAL6gX4Wsn5qtdoTnHNn+nw0zHwkEe2uqm/sZ9HT5zLzycaYK4io7JzbWVXfivp3EwCfsBrAB3z68QvoB/pZ6Pohoit9AKfOucdHUeT6WXDWXOfcn4wxvu7jZ7u2r4f6YargAz799B30A/1AP3OTX2maGmPMNaZWq93knLuzIOgdJ8dtdYVzYO4OzjkyxtyE+pkEwCcsDPABn3YC8J+wHsDnXsTHObdd7n7Arb+nWq3uHkXR9/0p5SiK4nq9fk3BUC00jJn998V+YwbUzyAGPrmn1KCfACLoB/opZMRdBkE/xfXjnOMkSa4uwrtwADPzj51zH4r8uWrn/k9V9y/yAkXHWGt/Yox5v3POf2eM+tPAgU9YSeADPkW9Jmsc9AP9zIZ+0jStENG7iuZjoQCO43hNFEUvFZGD/SKZ2d8rfJqqNvpZdGsuM9eMMYehfjZN8Mn99An9hI9+wQd8erZq+M/M/cc599UkSZI86IUCmJn/5px7WuvpVv6pWc1m80JV3SnvBYr83lr799HR0b3OOuusm/141N+aGvjkfjqHfgKIoB/op4gPdxsD/cxMP8zsnyb5iyL5mBvA1lr/XOf7isix7cvwz41O0/SWJEk+0eeb+27n3Paq+h7U7yTp+YNPd4WBT645QD/hDyfgAz49R1jIf4rsqxAM4G47OLSdOr5zYGDgQUNDQ5t6+QviOL6vMeZGVV2cNd/vzIT64NNNW9BPuOvAB3zgn/Prn3k7CwYD2Fr7DWPMT7rt8ev3DjbGPEdEXtVLADPzN40x54nIt7sEMOqDT1dpQT+5302hvwKIoB/oZy7zK47jV0ZR9OxQPnYNYGvtMiL6sog8NfQ2MfOlxphXishvZxLCcRw/NYqiL4rI3qjfSQB8co9eoJ8AIugH+vEE4M/zny/OuVclSXJZliK7BjAz/zJN06MbjcavQlKu1WrPTNP0k6r67JkEsLX2omaz+aZGo/Fr1M/87hd8wt9NgQ/4+N3X4D8BHYDP/OYLMz+LiD7RLR8zAziO45caY1ao6mFFQtVa+900Tf1V198rOP4w59wBqvqyguNRP2y24AM+UwSsteivsB7AB3za+2XO/ZOIGiJyxnTsmQHMzP8ZHx9/7Lp16/5bJCAPPPDAB2yzzTbXiMiDioy31t66efPmnUZGRm4rMh71w5TAB3zaCaC/wnoAH/BpJzDX/lmr1R7onLs6Kx87AjiO4w9GUTQmIh8qEo6tMcx8vDEmEpH3h+Yx84eJ6C5VPRH1OwmAD/ST1Rfor7BbgA/4eAIL1T+tte8jIjM9H7cK4BUrVjx40aJFV4rIQ2YSjm0h/K8oinat1+v/zpofx/FDjTG/VdUdUL+TAPgw9BNoDGbwyflwD/1APws6X9I0fUKj0bil9TZtFcDWWr/Zgt8o2G+KMOMfa+0hzrk1qvqirMnW2h+mafrdJEnWzrg4EaF+7qkj8A8ggn6gH/gP/LlbF8y1PzDzoURUa8/HqQCu1WrPcc59RESe20s4th0F/5yI3qmqF7bXieP4eVEUfVBElqM++HTTADNDP+GjGPABn54tFP2Ve6p+zvvLOfeuJEl+4VcyFcDW2t8aY46o1+uX9/zu+niv1fZwzn1DRJ7SXsda+/tms/miRqNxJeqDTzcNQD/h7gAf8IF/3nv901q7JxF9vZWPEwHMzK8moqer6mv6eXNbc621p6VpemGSJF/z/2atfa1zbi9VfT3qT/AAn/CpYvABn56tAv2V+1UD+mue+4uIfikiX20F8KaNGzfef/369f/rWfVtE5cvX36fJUuW/EdEtp0M4NFbb7112/Xr14+jPhH4hFUAPuDTj09AP9DPQtbP4ODgNmNjY//2+WiY2e9m9A9V/WQ/i54+l5nfTkT+auqyMeYGEfks6t9NAHxyv4uBfgKIoB/opx8/hX7mVz9xHL/DGPNgH8C3OOfeWvDN3MkY45xzG4qMN8acTESpc+7NRcanaerrp36HpCLjUT9MCXzAp50A+iusB/ABn3YCM/VPItrJOTeT/PqcD2AlotuLBB4RHUREjojOKTi+tZHDbwqOR/0wKPABn3YC6K+wHsAHfNoJzLV/rvAHnDPIx/sGtyNsX7m11hf3R7Jl59zHVfW8gqFaaFgcxwdFUfQW1M/GBT5hGYEP+BQymi6DoB/oZ7b0k6bpJ5Ik+VGRejMJ4GuJ6MDx8fGoXC4Pi8guRV6g6Bhr7XXNZnM/51wZ9TupgU9YSeADPkW9Jmsc9AP9zIZ+yuVyxTnnN14olI+FAthaexQRPVJEjvaLZObPG2P85gsn9bPo1lxf3zm3k6oeg/qZ4Qs+AaFBP7nmCf1APz1bNfqrp/76k4h8IQ96bgAvX768vHjx4k2qWmkvxsypqkZ5L5D3e19/yZIld4nIAOp30gKfsILAB3zyPCb0e+gH+plD/ZQmr5nq+hK5AczMX3LOXZ4kySnTAvJIItpNVd/Uzx/AzKcYYy4Vka+gfidJ8AmrC3zAB/4D/+ymgXn0hzcS0RPy8jEYwNVqdfcoir6vqk/M+gOZ+SrnnE2S5OpemsDXL5VK3xORJ6F+JwHwCasKfMAH/gP/7NYFC8Ef0jStNRqNP3ZbYzCArbU/IaIPiMj6rALVanXfUql0rIjs10sAW2vXp2l6fJIkF6B+JwHwCasKfMAH/gP/7NYF8+0P1toXENG7Q/nYNYDjOF4TRdFLReTgUJtba+vGmG/U63V/P3HhH2vtwc65F6nqIOpnhi/4BIQB/eSGL/QD/fjnzsOfwzqYcz5E9E0RkaxldA1ga+3foyhatnbt2ptCrR7H8Y7GmItV9RGF03fLldQ3R1H05Hq9/k/U7yQAPmE1gQ/4eALwH/hnl68vF0S+rF69+uGlUumibvmYGcDMfCwRbaeq7ykSqsz8ESK6VVU/VnD8e4wx9xGR4wqOR/0AKPDPDSPoB/qZIsDM8J+wHsBn9vlsVNWPTi/bEcBxHN/XGPM3Vb1fkXBsjbHW3n7XXXc97Nxzz70zNG9wcHDx2NjYX0Tk/qjfSQB8oJ+svkB/5Z5yh/+ET7WCzzzzqVQqOwwNDd3RvoyOAGbmbxLR+ar6rZkEZK1WO8I5t1xEXhGaZ639dpqmZydJcjrqdxIAH+gnqy/QX2G3AB/w8QQWqn9aa19ORM+fno9bBXC1Wn1aqVQ6WUT2nkk4th0F/2Z8fPy1w8PDl3b5FL+3c+7zqvoM1M8MX/CBfrq2hrUW/RU+igEf8FnQ+UJErxORS1pv01YBzMy/IqK3qupFvQQkMz+diD6rqs/Mms/MvzbGvL59ATN5HdQP0wIf8EF/wX+6dQH8YX79oVqtPiOKos+05+NUAFtrD/ObLYjI4TMJxeljmfk7RHSWqn63/XfM/DJjzL4i4g/Fe/5B/VwRgX8AEfQD/fRsPlvu3kB/ob96lpDXj3NupPUVbHsA31qpVB45NDS0sefqRNTtIqKiF5HkvTbqhwmBD/jk9VDo99AP9AP9dF4kPFv5Za1dQkR/bl2EPBHA1toPEdFmEflwP/Bbc6df5j/T22Ty1oD6uUcxW91GAP5b84J+oJ88jwn9HvqBfvrRj7X2vUS0yN+Ga+I4fqgx5nJVfVg/RTNORU/cCN1sNsu9PKgjby2tBzGgfjYp8Mk1CegzfCoRfMAnz4a7/h7+k+8/zrk9DDMPEZHfcOGHPdPOmMjMLzTGHOKc8wH8rW6P4ur1NVE/9w0G/7CBgg/49Go//rtg6Af66Vk/cRwPRlE06AP4RmOMD+EiP7tN7m94VZHBzjl/wVXqA7jIeL+9oXPOj++6e0R7HdQPUwUf8JlGAP0VlgT4gM8UgV78c4b5OOhPQb8ziqLRIgHpnHuvMSYlohOLjCeivdM0TaMo+k3B8f7cOOp3hwU+YSGBD/i0E4D/hPUAPvPIJ03TgeB2hO1rs9a+gYie5E8pE5HffOG0gqFaaFgcx6/33xmjfjYu8AnLCHzAp5DRdBkE/UA/s6Uf59yvkyQ5tUi9mQTweKVSWXT99ddHS5cuvUNEFhV5gaJjrLVNESkvW7asjPqd1MAnrCTwAZ+iXpM1DvqBfmZDP4ODg5WxsbHbi+ZjoQC21n528t6lz/lFMvPRxphHiMjb+ll0ay4zf84Yc62IfAH1O4mCT1hl4AM+/fgQ9AP9zKZ+4jg+JoqihxfJx9wAttY+lojOEZGdp52S/nMURcvXrl37134W7+s7585W1cehfuaRL/gEBAb95B65QD/QT88Wjf7qvb+IaB8R+UuoQm4AM/OIc+5zSZKc3V6ImVcS0ZGqurrnd3fL0fTZxphPi8i5qJ959As+AYFBP7lHL9AP9NOzRaO/euuvOI5XGWPekJePwQDOK+LDeXLzhXN6eYd9/SiK/OYM1az5qA8+IV1BP+GuAx/wgT/Pb75kHby2qzIYwMx8fZqmL2g0Gn/OkvKqVaseU6lUzp1+erpoGFtr/zI+Pv684eHhG1A/8/Qz+IRPH4IP+MB/4J+ZXTDf+dLt69tCAVz0i2R/gZZz7npV/XzR4PXjJuvvKCJvD81DffDJ0gf0k3t05y8EQX91wQT9QD+ewD2RL+0XME+nnnkEvGzZssrSpUvvFJGBIqFqrR2fHOsfopH7Mzg4ODA6Onqbqt4nd/AWSKgfPtIBH/CZIoD+CrsK+IBPO4F7Il/8LbxDQ0PNQgFsrf0yEV0iIl8pEpDM/Doi2lNV/cM6cn+Y+VRjzK9E5Ku5g7dcqIX6AVDgE1YR+IBPOwH4T64e4M9hv50RH/+QF2PMHln52HEEXKvVnuicO0NEnlQkHFtjmPkKIjpEVf8QmhfH8ZOjKPKbM+yJ+p0EwAf6yeoL9FduaMB/wqEBPvPMJ03TQxuNxpXty+gIYGvtemPM++r1+k9nEpDW2uXOueNVdd/QPGa+IIqiY+v1+s9Rv5MA+EA/WX2B/gq7BfiAjyewUP0zjuN9jDHHTc/HrQLYb7FFRIeq6uBMwrE11lp7pnPuO6paz5o/uQXTC0XkUNTPPPr1W1SBD/ST2R7or9yQgf8EEEE/86+fNE1PT5JkbWsl0wP4prGxsaecddZZN/cSkCtXrnzYwMDApSKyY5dP8f9sNpu7NRqNW1C/k4C1Fnygn66tgf4Kuwb4gM9Czpc1a9bskKapv7ZqKh+nApiZ30NE26iq39Kt5x9mPsEY4zdr+Eh7EWvtcX6nI1V9X8/Ft5xiQP0AQPAJqwt8wAf+A3/upoF7wh+I6E5VndjSdyKAV6xYcb+BgYENqrq4H3G25jLzbQMDAzsODQ3d4f/NWrtk8l7hB6D+xIcI8Al/iAAf8OnZKtBfuR+y0F/z3F/OuYcnSXL7RAAz87eMMT8SkW/3rPq2idbaw51z+6nqEZP1TzfGDIvIGag/8YEEfAJCAJ9wl4AP+PTjo9DP/OqHmV9GRC/w+Wiq1erTSqXSySKydz9v6vS51tqL0zQ90p92LpVKfrOFZ6H+3QTAJ7cJoJ/whxTwAZ+eLRX+M//+02w232istRcR0ZtF5OKe382MiZPBfhIRldM0fXWSJJeh/t0EwCesBvABn378AvqBfhayfqy1/oD3C4aZ/0VE1xZc7E5E5IhoQ8HxexhjnHPudwXHo34YFPiATzsB9FdYD+ADPu0EFpp/7uxPQT+jYDhSFEXriajpd0gqMqdUKj282Zx4/OXfioxH/TAl8AGfdgLor7AewAd82gncA/7pH141XjQf/dqC2xG2L95a+zEi+jcRlZxz26uqv21p1n58/TRNb4miqIz6nVjBJyw18AGffswI+oF+ZkM/xpgKEW1XNB8LBTAzLyWiX6iqP4T3V/H+fXR0dK9eH9gx/Q9ds2bNI5rN5oWony0B8Am3BviATz/mCf1AP7OtnyiKlq1du/amvLqFAthaK8aYr9frdfUFmblmjDlMRA7Oe4Eiv2dmX/c0VW2gficx8AmrCHzAp4jPdBsD/UA/s6mfOI7XRFH00iL5mBvAzLwfEb1LVfdvXyQz/9gY80ER8d8L9/zj6xtj3ikiB6B+ZviCT0Bd0E+ueUI/0A/8eR7yxTn3oSRJfhKCXySAr0rTtNZoNP44LSB3I6IfqOoTe353txxN/zGKorher1+D+pkBDD5hAwUf8OnZguA/uR/g0F899Fe1Wt09iqLv5+VjMICZ+Y1E9ARVfVPWGpj5S0T0W1X9ci8d4OsbY3YVkTejfmb4gk9Y/OADPvAf+GdmFyyEfHHOXZ4kySnd2jQvgFNVLU3e+5tVI7LWjopIuZcAttY6EQmtAfXBp6u0oJ9w14EP+MCf5y9fBgcHS2NjY5tD+dg1/Jj588aYP4nIF0IyZua3GGMeIyJHzSSEmdk/JesPqvpF1M88+gWf8NEd+ICP/woL/hPWAfjMIx9r7VuJ6NHd8jEzgGu12uOdcw0R2aVIqFprrx0bGztg3bp11xcZ7+unaZqo6q5FxqN+7id58A8ggn6gn3YC8J+wHsBn9vkQ0YEict30ypkBbK09h4g+JSLnFglIZj6QiI5S1RUFx//IGPNRETm/4HjUD3+KAx/wmSLAzOivsB7AB3za+2VO/TOO44OMMW/NyseOAGbmKhG9RlXjIuHYGsPMw0T0RVU9KzQvjuM4iqJXiohF/U4C4AP9ZPUF+ivsFuADPp7AQvZP59yXkiRZ1/5OdQSwtfYvURQ9f+3atX+dSUCuWbPmkWmarheRR4fmWWs3jI+PP2N4eLjQ86FbtVA//G6AD/h4Augv+E9WJ8Af5tcfrLWPIqKfTM/HrQKYmd9ORA9V1XfMJHxbY621n3LO3aiqn8maH8fxO6IoepCIvAv1M49+wQf66doa6K+wa4AP+Cz0fEnT9G9Jkny69U5NBfCKFSsWDQwMbFTV+/QSjm0hvHnDhg3bX3LJJWPtdQYHB7cZHR29RVW3Q33w6aYBay30E2gQ8MkNGegH+uk5Yu6J/qpUKvcdGhoa9YucCmBmPpWILlLV03pe/ZYnW72aiPZW1de212HmrxljLhCRb6A++HTTAPQT7g7wAR/4573XP+M4fo0x5mmtfJwI4Fqttodz7psismc/b25rLjNfTkSHqerv/b/FcfyUKIpOE5FlqD/xIQV8AkIAn9yQgX6gn56tFP01//3lnDs8SZLfTQQwM19ARO9R1Z/1/K62TWTm5xLRh1X1+ZP1fxFF0dvr9fovUX+CN/iEDRR8wKdnq0B/5QYM+mse+yuO4+cZYz7k89FYaw8hooNF5NCeFZ8x0Vr7A+ec/6/sN1sQkZeg/t0EwCesBvABn378AvqBfha6ftI0HfIB/A9jzJPq9fo/+1nw9LkrVqx48KJFi64govLY2NjO69at+y/q300AfMJqAB/w6ccvoB/oZyHrp1arPcQ593sfwK6fhWIuCIAACIAACIDAzAnk7gfcKtlKbBzRZkPGJ2584p55++GMSFFm6C/0V1GtZI27J/WzadOmx51zzjn/KbLewgFsrf0+EZ2ZpmmE73Q70eI7J3znVKThuo2BfqAf6Ofef82QMaZCRNWi1zwVCuDJqwpPUNXneZEwM65qbusWXHUZtg7wAZ9+wgX6gX7ubfohoneo6oV56y4UwNba3xpjjqjX6/7+Q9zXO40q7qvLNQjctxpABP1AP3lGHfo99LOw9LN69eq9yuXyqUWee5EbwJNP3nm6qr6m/c/Ek6220MCTiXLFjyejhcMXfMCn5/yF/yxc/yGin6nq10MrLBLA/xsdHV08MjKyub0Qnu28hcY98exQPFu7u4TBP2xA4AM+Pac7/C0XXbf+qlar20ZR9K+8vQ+CAczMnyCif6jqJ7NWgt2NsPtTSKHYnSbX/LF7WAAR9AP9LPTdjUK7/1lr30lEDwzt/tc1gCf3j/ypiPh9DLv+YP9R7D+aJQ7sPxo2T/ABn8kzaNgf/f/zfImi6Jlr1669MevP7BrAzJwQ0amq2gi1ShzHcRRFrxQRm3u83jaAmYeJ6IuqehbqdxIAn9zvdqCfACLoB/rxBODP85svtVqNnXOv6JaPmQFsrT2AiN4mIgcWCVVm/pEx5qMicn7B8b7uUaq6ouB41A+bLfiAzxQBZkZ/hfUAPuDT3i9z7p9E9DFVPW869m4BfLUxplqv168pEpBxHO9ijBFVfUKR8cz8J2PMQSJyXZHxqB+mBD7g004A/ZV79Av/CQcw+Mwin2q1umsURfWsfOwIYGvtm51zj1PVtxQJx9YYZj6JiP6gql8MzWPmtxhjHiMiR6F+5qln8AmLH3zAp4MA/Cf3Qwf8Odw39wSfq1T15PZlTA9gw8xNVY1mEo6tsX5jBxEJXVkdWWtHRaSM+pkEwAf66doa6K+wa4AP+Nzb8mWrsJz8FNmR0kXDkpnfaIzZVUTenDWHmb9ERL9V1S8XrTnt1Brqhz/FgQ/4oL/gP5ldAH/OPUswp/5prX0TEe3Sno9TARw6Tz2TsLTWXj0+Pr56eHj4T+3zarXaE9I0/aGq7j6TetPHon7up1zwDyCCfqAf+A/8uZsG7gl/aL++aiqA/ZXM3a7UmolgmXk/Y8w7RcRfST31w8w/NsZ8UETWz6Te9LGon/spDvzDR8HgAz49WxD8B/7Ts3i23Ba2fxRF72jl40QA592rNNMXZGYlotNa9xAzc80Yc5iIHDzTWl1OZaN+2ETBB3x6bjX0b27IoL/QX331l3Puq0mSJBMBzMw3ENGzVXVDz1XbJq5Zs+YRzWbzQlXdyf+ztfbvo6Oje5111lk3oz4R+IRVAD7g049PQD/Qz0LWDzMvJaJf+Hw0RZ5X2csfw8wfJ6J/ElHZGHM/ETm2lzrd5qB+7qd08A9/Sgcf8OnZkuA/8J+exbPloPfjzrl/+QD+n3Pu+UWKpWm6XalUMs65O4qMJ6KfGmNS59w+Rcb7+n5cFEV3FhmP+rmUwD+MCHzAZ4oA/CcsBvAJ8zHGbN9sNl3R/DLG/NTf93slEd2ea+VbBuxGRI6Irio4/nGT468tOB71w6DAB3zaCaC/wnoAH/BpJzDX/unv8ElnkI/3zd0PuLV6a+3eRPQFf0o5TdNXJ0lyWcFQLTSsWq0+rVQq+aeRoH4GMfAJywh8wKeQ0XQZBP1AP7Oln/Hx8dcMDw9fWqTeTAL44maz+UYiKpVKpU+LyLOKvEDRMdbai9M0PdI5V0b9TmrgE1YS+IBPUa/JGgf9QD+zoZ9SqVRxzn2qaD4WCmBr7eHOuf1V9WV+kcx8ujFmWETO6GfRbUfXvv5+qnoE6meGL/gEhDapT+inCyPwyQ0X9Bf6q+coy+ovIlqnqt/NK1oogJl54+jo6NKRkZHbfEFr7RLn3PWq+oC8Fyjye2a+bWBgYMehoaGJi7tQf2tq4BNWEfiATxGf6TYG+oF+ZlM/q1atun+5XL6uSD7mBjAzf5iINqnqCe2LtNYe508Xq+r7+lz8CcaYO0TkI6jfSZKZwScgMPDJNU/oB/rp2aLRX731FzMf77+uzcvHYACvXLnyYZVK5TJV3SFrGdbafzabzd0ajcYtvbzDvv7AwMClIrIj6ncSAJ+wqsAHfOA/8M9uXbAQ/GHz5s27j4yM/KvbGoMBzMxDRPR9Vf1hVoE4jgejKHqhiBzaSwBba890zn1HVeuo30kAfMKqAh/wgf/AP7t1wXz7g7X2ECI6OJSPXQO4Vqs93zn3ARFZHmpzZr4giqJj6/X6z2cSwtba5c6541V1X9TPDF/wCQgD+skNX+gH+vEXzMKfw19BzDkfInqPqv4saxldA9ha+3tjzIvr9foVoVaP4/jJURR9S0T2nEkAM7Ove4iq/gH1OwmAT+53L9BP2FjAB3z87jvw54AO5ppPrVbbwzn3zW75mBnA1trXEtEyEXldkVBl5lONMb8Ska8WHO/r7qmqbyg4HvXDZgI+4DNFgJnRX2E9gA/4tPfLnPsnEV2kqqdNx94tgEc3bNiw3SWXXDJWJCAHBwcHRkdHb1PV+xQZb60dF5GBycd25U5B/TAi8AGfdgLor9zT8/Cf8Ol58JlFPitWrFg0MDCwMSsfOwLYWvupNE3/liTJp3OTsW1AHMfHRFG0o4i8PTTPWvvZyXuIP4/6nQTAB/rJ6gv0V9gtwAd8PIGF6p/W2rcR0Q7T83GrAK5Wq4+Oouh8VX3MTMKxNdZa+5fx8fHnDQ8P+/2FO35WrVr1mEqlcq6I7Iz64DOdAPSTe+SG/gofmYAP+CzofImi6Plr1679a+tt2iqAmXnYOfelJEnW9RKQcRyviqLo9SJSzZrPzCNE9FlVPQf1OwmAD/QT6gv0V+5RHvwngAj6mV/91Gq11c6517Xn41QAx3F8kDHmraq6opdwbM1h5rONMX6zhnPb6zDzSiI6UlVXoz74dNMA9BPuDvABH/jnvds/iegzrYPQqQC21vo9ew8Ukev6eYOttY91zp2tqn4vzqkfa+2foyha3n743cvroH7uaUrwD5+GAx/w6cV6JubAf+A/PYuHyN8WtrMxZqSVjxMBbK19KxE9WkSO6qd421Hw54wx14qI3z/Y3wx+tDHmESLiv4ju+4eZUT9AEXxyj5KgH+inZx9Cf6G/ehbPljz8HBH5zRo+bwYHB0tjY2ObRaTcTwTlK70AABtkSURBVNHpc621TV9z2bJl5aVLl/rNFhah/lZnBMAnfCQGPuDTs2XAf3KPVNFf899fFWOt/SIR/V5EvtSz2jMmxnH8+iiKnux3TCKii7NuQu7n9VA/TA98wAf9Bf/ppgH4w/z6g7XWP4TqSYaZbzLGfLRgs/rbh5w/fC4y3jnntyp0xpgPFhlPRKgfBgU+4DNFAP0VFgP4gM80AgvNP//PB7B/DNedRQLSOfdSY0xKRGcUHP9M/7QrY8xFRcYT0Usmn471vSLjnXOoHwAFPrkGBP1AP+0E4D/hlgGfcL/4fGwSUdH82i64HWH7azHzC4nIbztYMsb4zRekSEgWHePrG2MO8aesUb+TGviElQQ+4FPUa7LGQT/Qz2zph4i+3W2L3emvMZMAvtk5t8dkAPvvdB/Rz4Knz2Xmm/13xs1m0wcw6k8DBD65BgH9BBBBP9BPP34N/RTTz9jYWKVUKvmNFwrlY6EAtta+l4gWichxfhnM/BEiulVVP9bPm9qay8zvMcbcB/WzaYJPrvihn3D4gg/49GzV8J+e/MdvvpB7bVVuAA8ODi4eGxv7q4gsaV+Gtfb2u+6662Hnnntuoe+Pu/0Jk/X/IiL3R/1OSuATFj/4gE/PyUJE0A/0M1f6qVQqOwwNDd0Rqp8bwNbabxPROSLynfZCzPwyY8y+IvLyfv4AZvZ1z1LV76J+J0nwyf30Cf2Ej+7AB3x6tmj4T2/+U6vVjnDO7ZOXj8EAZuanE9HnVPUZWctg5l8bY/zmC5f08g5P1vebM/irUTt+UH+CP/h0ERf0k2sO0E84fMEHfOY0v5xzb0iS5DfdMAcD2Fp7cbPZfGOj0fh1VgFr7d7Ouc93C+i8ULbW/mZ8fPy1w8PDl6J+JwHwCSsIfMAH/gP/7NYF8+0PeQewft1dA9ifYiaiF6jqEaE296eo0zQ9O0mS0/MCt/33k4foy0XkFajfSQB8wmoCH/DxBOA/8M+sTlhI/pD1FW5rzaEAvs059/AkSW4PtXq3ixjywrjoRVyoH77IDXzAp8vZo0IXSUI/0A/0M9ZxEfBs5Ze11l+8/OfpFxkHA5iZTyCiO1X1xLyF+N9Pv0w9b85Mb2NC/dzv+ra6zQT8tyYA/UA/7QTgP7l6mNFtpuiv3K+CtrqNt310xxHwmjVrdkjT9BIR2THPyKeJeuJBCPV6/Z+heXEc79jLgzZaN4KjfjZd8Mk1FegzgAj6gX48Afjz3OWXf5BVkiT/CAawtfbMNE1PT5Jk7UwC2Fp7sHPuRao6GJpnra0bY75Rr9cV9TsJgA/00+WUIPorYBjwn9yjMOhnHvXTepTz9Hzc6gjYWruciN4nIvvMJBxbY62169M0PT5Jkguy5ler1X1LpdKxIrIf6ncSAB/oJ+fDK/orbKLgAz4LOl+MMe+r1+s/bb1NWwUwM1+RpumhjUbjyl4Cslqt7l4qlb4nIk/Kms/MVznnbJIkV6N+JwHwgX5CfYH+CrsG+IDPQs6XWq32ROfcGe35OBXAfoNmY8wequo3Cu75h5lPMcZcKiJfaS/CzEcS0W6q+qaei2+54Av1AwDBJ6wu8AEf+A/8uZsG7gl/IKLLVPXLfg1TAczMYxs3btxm/fr14/0IdPny5eUlS5bcJSID0wI4VdWon9p+LuqHCYIP+PTTY9AP9AP9zF1+LVu2rLJ06dI7W/k4EcDW2s8Qkd9w4bP9wG/NtdYe5ZzbSVWP8f/GzJ83xlwjIieh/gRv8AkIAXzCXQI+4NOPj0I/86sfZj6aiJb6fDTW2sdOPqlj537e1OlzrbXXNZvN/Zxz5XK5PCwiu6D+3QTAJ7cJoJ/whxTwAZ+eLRX+M//+MzY2tr8P4LOI6AsiMtLzu5kxMY7jg6IoegsRlZ1zH1fV81D/bgLgE1YD+IBPP34B/UA/C1k/1toVRPRmw8w3GmN+UmSxzrldjTGOiApdxeyci40xKRENo34nAfAJqwJ8wKedAPwnVw/w5wCiBaifffwRsN/Pt9CFV37nkclAPapIoBLRns45Z4y5vMh41M9tMPAPNxj4gE87AfhP2FLAZ3b5fMEY0ySiovlYDm5H2L42Zn47ET2UiErGmBtm64Kt1mtM1n+IP2WN+p2qAJ9wp4AP+BT5kN9tDPQD/cyWfohog6r6C5tzfwoF8PLly++zePHi/6rqNr6iv2VpYGDgPkNDQz7t+/5ZsWLFooGBgVtRPxsl+IQlBj7g048JQT/Qz2zrp+gtvYUCmJlPJaKLVPU0v1Br7Wudc3up6uv7WXhrrrX2tDRNL0yS5Guo30kUfMIqAx/w6ceHoB/oZzb1w8yvI6KnFMnH3ACu1Wp7OOe+KSJ7ti/SWvv7ZrP5ol4fW9mqNVn/GyLyFNTvlAH4hFsDfMCnH/OEfqCfudKPMebF9Xr9ilD93AC21v7MGPPuer3+8/ZCcRw/L4qiD4qI38Ch5x9m9nXfqaoXon4nRvAJSwt8wKdn89nydRr8JwAQfHrrr1qt9nzn3Afy8jEYwNbaQ4joYBE5NGsZ1tofpmn63ZluXdh26vkQ59waVX0R6meeegafgP69PqGf7oDAJ/fUKvSD/prT/CIiv/nCmd0w5wXwPzdv3rz7yMjIv7IKxHH8UGPMb1V1h14+hTLzv6Io2rVer/8b9TOPfsEn/OkcfMAH/gP/zOyC+c6XlStXPqxSqfiNF7rmY9cAttYel6ZpJUmS40PhyswfJqK7VPXEmYQwMx9vjIlE5P2onxm+4BMOF/ABH38KGf4T1gH4zD+fTap6QtYyMgN41apV9y+Xy9ep6gOKhKq19tbNmzfvNDIycluR8QceeOADttlmG785w4OKjEf93FNp4B8+lQY+4DNFAP4T9hPwmX0+lUrlkUNDQxunV84MYGb+jnNuJEmS0wsG5GHOuQNU9WUFx383TdMkSZLvFRyP+mEDBR/wmSJgrUV/hfUAPuDT3i9z7Z+HO+f2z8rHjgCuVqvPiKLoM6r6zCLh2Bpjrb2o2Wy+qdFo/Do0r1arPTNN00+q6rNRv5MA+EA/WX2B/so9CwT/CYcq+MwzH7/5gohc3L6MjgC21v6GiF4nIpfMJCDjOH5qFEVfFJG9Q/OY+VJjzCtF5Leo30kAfKCfrL5Af4XdAnzAxxNYqP5ZrVafViqVTp6ej1sFcK1WO8I5t4+I+A0aZvzDzN80xpwnIt/OmszMrzDGPEdEXjXj4lvgon4AHPiEVQU+4AP/gT9364J7wh+I6HxV/VZrDVsFsLX29kqlssPQ0NAdvQRkHMf3NcbcqKqLuwTwnQMDAw8aGhrahPqZR7/gA/10bQ30V+5RHvwngAj6mV/9rFix4n4DAwN+o4apfJwKYGutv43odhH5SC/h2JpjrX23c257VX1Pex1r7cfSNL0lSZJPoD74dNMA9BPuDvABH/jnvdc/mflYItqulY8TARzH8Y7GmF+r6sP7eXPbQvjvo6Oje5111lk3+39bs2bNI5rN5oWquhPqT2xmAT4BIYBPbshAP9BPz1aK/pr//oqiaNnatWtvmghga+2ZaZqe3usjJaf/OcxcM8YcJiIH+98xsxLRaara6Fk1bRNRP0wRfMCnnz6DfqAf6Gfu8iuO4zVRFL3U56OJ43gfY8xxqrpvP9Cnz7XW/sQY837nXNk593+quj/q300AfHI/hUI/4aM88AGfni0V/jP//kNEHzDMfEWapof2u61gxlHwbkT0AyIqR1EU1+v1a3pWS8ZEZkb9AFDwyT2KgX6gn54tCf2F/upZPERUrVZ3j6Lo+z6AbyWizM0Wpr+AMebBzjn/z4XGE9FOzjlnjNlQcLEPJiL/ArcUHI/6YVDgAz7tBNBfYT2AD/i0E5hr/3ywPwW9c5GwS9PUlEqlq40xLk3TXYrMGR8f396PK5fLhW5rMsZcg/rdyYJPWHXgAz7tBOA/YT2Az/zy8a8e3I6wfXnMfDIRXWmMKTnndlbVtxYJ4aJjfH1jzBU+r1G/kxr45J7ygn7Cp5TBB3yK2nHHOPhPMf9xzlWI6LFF87FQAFer1V2jKKqr6hP8Mqy116RpujJJkmt7fkfbJvr6pVJprYj47+VQfxpU8AmrDHzApx8fgn6gn9nWz/j4+Krh4eE/5dUtFMDW2vOI6CMicv5kQB7gnDtGVQ/Ke4Eiv/f1m83miY1G48eo30kMfMIqAh/wKeIz3cZAP9DPbOqHmQ8koqOL5GNuANdqNXbOvUJEbPsirbWNNE1PSZJkXT+Ln6z/chGpoX4nSfAJqwt8wAf+4+CfXUQwn/5gjPlyvV4fDukzN4CttRuiKHrm2rVrb2wvtHr16p3K5fIFIvKofhqAmW90zu2dJMnfUb+TJPiE1QU+4AP/gX9208B8+cOaNWsemabpT/PyMRjA1tp3EtEDReRdWX8gM3/CGHOziHyqlyZgZl93iaq+G/Uzwxd8AsKCfnLDF/qBfuDP85gvRPQPVf1kNxl2DeBqtbptFEX/UtXtQm3OzP8bGBi439DQ0OhMQniy/j9VdeJWpcAnGNQHnw4C0E+428AHfDwB+PP858vo6OjikZGRzVmK7BrAzPw1IvqZqn49JGVr7aucc89Q1dfMJICttV83xqyv1+vfRP1OAuATVhP4gI8nAP+Bf2Z1wkLxB2Z+NRE9vVs+ZgZwHMdPMcZ8VVX3KhKq1trfpmn6siRJfldk/OrVq/cql8tfEZGnFhmP+rlmC/4BRNAP9NNOAP4T1gP4zD4fY8wR9Xr98umVMwOYmX9BRO9Q1QuLBGQcx8+OouijIvLcIuOZ+ZdEdJSqXlRkPOqHKYEP+LQTQH+F9QA+4NNOYK79s1arPcc552/j7cjHjgCO4/hFxhhW1RcXCcfWGGvt99M0/WGSJEM5p5Rf7JxbraovRf3MU8/gEz6aBR/w6SAA/8k9ywF/DvfNnPMhojNFxG9QNPXTEcDW2luMMbvU6/V/zyQgq9Xqg0ql0h9E5CGhecz8H2PMY0TEbwJR+Af1w6jAB3w8AfQX/CerE+AP8+sPK1asePCiRYuunJ6PWwWwtfZ9/vnQIvL+wsnYNpCZP2CMGReRD2XNj+P4g1EUjYrIh1G/kwD4QD85H17RXwFA8J+wq4LP/PMhoqaqfrC1kqkArtVqD3TOXS0iD+olHFtzrLX/Hhsb23ndunX/ba8z+QngChF5KOqDTzcNQD+5pxLRX+FTieADPj1HzD3hP5s2bXrcOeec8x+/yKkAttZ+l4gaInJGz6vfcltA5nd0Rb+jyXtt1M81aPAPGxD4gE+ezXT9PfwH/tOzeLZ8RfQSIlrVugZqIoCZ+VlE9AlVfXY/xduOgi9sNpvHNBqNX/l/81eBpWl6oqo+D/UnPqSATzgEwAd8erYK9FduSKK/5rm/jDFvq9frv2wF8KXOuVclSXJZz6pvm+jvI46i6DQRWTYZ8P7+p8NU9feoTwQ+YRWAD/j04xPQD/SzkPUzeZ/1qT4fDTO/goieq6qv7GfR0+f6J2kZYy5wzpWJaG9VfS3q300AfMJqAB/w6ccvoB/oZ6Hrxz9p0gfwXaVS6fHOuU39LHj63DRNtyWiq4wx5SiKHu2cm9GzovPWgvphQuADPnk9FPo99AP9QD9znl9/NNba24ko80HRGW/A/YjIEZGfU+THj/c/txUZTESoHwYFPuDTTgD9la8H+E93RtDP/OpnUe5+wK31VavVR0dRdD4RlYjoOaq6oWCoFhrm65dKpfMmT1mj/jRq4BOWEfiATyGj6TII+oF+Zks/zWbzucPDwzcUqVc4gJl5HRGdPBnAr1ZVLvICRcf4+saYkyYDGPWngQOfsJLAB3yKek3WOOgH+pkN/aRpWjHGvKpoPhYK4Dj+f+2dfYxcVRnG33Nnd0pFWIUICFQSgRjBKlqJXxFWqKnb3Zn3nZXVgKkfiUitH1DRRCo0ookgRpAPIyCiEBBM48577uwKFrWkUUqIhfiJHxSQKkQlgIBWO7vnmFPYMt25c+bOzJbdJs/+uXvus2d/87zPc+/d3bnl9xhjzrbWDoVNishG7/0l1tqf9LLpmWODfpIkn1bVldBvJgo+cZeBD/j0kkPwD/wz1/5xzn0tTdM72unmKmAReYCIVqjqtiA4MjJybF9f34SqvqbdN8jzdRHZNj09vbxWqz0E/WZi4BN3EfiAT56cabUG/oF/5tI/lUol/FFzeFOrtv3YtoBF5BwiOkpV1zZukpmvMMb8SVWv6nHz53jvX2Wt/Qz0M8sXfCIGC/6Ef1oDAp+25QL/YL66rrA28/VnVb0yJh4t4LGxsUK9Xv+fqob/5W36EBGvqm1LvNUGgv7OnTv/a63th34zAfCJzwX4gA/yB/m5L/dLtDyZ+Vve+1+laXp11g/JzGuI6Dhr7Se7OYVg5quNMfeq6rXQbyYAPnFXgQ/4IH+Qn62mYAHkwyeI6LWxfmxZwMx8HBFtsNYeHxtzZr7fey9pmv6xkxIulUrHFwqFW1V1KfSbCYBP3E3gAz6BAPIH+Zk1CQspH5xzlVqt9oesfcYK+Gfe+y+nabopNuqlUumUQqGwTlWXd1LAInKnc259mqaboZ95ex98IsaAf+LTBj7gEwggn+e3X0TkVCI6r1U/ZhYwM1eIaJW1djRPqYqIOueuT9M0zbO+XC6PJklyhqqelmc99NuGCfjHyxp8wGc3AeRPPE/AZ+75GGO+W61W7WzlVgX8N+/9iWmaPpqnIEdGRo7o6+u7W1WX5FnPzI95709I0/TvedZDP04JfMCnkQDmK+4H8AGfRgJ7Oz9HR0ePdM5tyerHpgIWkfOI6ABVXZenHGfWMPPFxpgnVPWS2HHMHHRfYq09H/rNBMAH/smaC8xX29JA/kQQwT/z7x8ietJa+9XGnexRwGNjYy+t1+uPqeoBnZRjQwk/65w7pFar/Sfr+KGhoQMXLVr0iKq+DPrNBMCH4Z94iIIP+CA/9+F+2bFjx6EbN27894yN9yhgEfmeMWZTtVq9oZuCFJEPe+9PavVsYWa+0RizUVVvgn7m1S/4wD8tRwPzFU8N8AGfhdwvzPwRInpnYz/uLmARWUZE16jqm7spx5ljRGSrc+6jaZre16hTKpVOLBQKV6nqW6APPq08AP+0DVHMVwQR/AP/LPR+mZqaOnNiYuLesM/dBczMW5xza2u12t29/AClUumthULhUlV9e6OOiNzjnFuTpukvoQ8+rTwA/8SnA3zAB/m57+ZnpVJ5m/f+6zP9uKuAmfkMIhq21n6glxe34XfBNxtjwsMabgmfE5FV3vvl1toPQX8Xb/CJ/y4PfMCn66jAfMXRgc/88yGiSWvt92cK+ImpqamjJycnn+za9Q0HDg8Pv7y/v/8BVT34+YL/l/f+yDRNn4E+EfjEXQA+4NNLTsA/8M9C9s+KFSsOWrx4cXhQw8GGmS8komlr7Zd62fTsY0XkAu99eIhDnzHmWVW9CPovEACfuBvAB3x6yQv4B/5ZyP5h5vVEVDAi8pRzLtetZ2PMIc45b4z5Z54fLkmSW0O559X33r/CGOOJ6HHoNxMAn7grwAd8Ggkgf+J+AJ+55RP+BTf0Vwf9eHMo4M3e+6fzFB4RvYOIQkHelWe9MeYNYb33/td51gd9Y4zz3m/Jsx76cUrgAz6zCGC+4pYAH/DZTeBFyM8Dcz/Lt1KpnOy9D7erC865z6dp+os8JZl3zfP6Xwy3rKHfTA184k4CH/DJmzVZ6+Af+Geu/GOMOa9arf48j17uAhaR3xhjTp+enk6SJLlRVU/I8w3yrmHm3xLR+8LvjaHfTA184k4CH/DJmzVZ6+Af+Gcu/JMkSb/3/oa8/ZirgJn5LCJ6o7V2ddikiFznnLsrTdPre9n0zLEi8jHv/Zugn00TfOIuAx/w6SWH4B/4Z679Q0Th4Qvfaaebq4BFZOf27dv337p1az0IDg0NLSoWi09Zaxe3+wZ5vs7M9WKxuN+GDRumoZ959Qs+ESPBP22vXuAf+CdPFGeuwXx1Nl+Dg4P7DQwMhAcvtO3HtgXMzJcS0XZr7WWN2xCRc733h1lrP9f1K/vc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s="forward"><l>24</l></block></script></block><block s="setHeading"><l>0</l></block><block s="forward"><block s="reportMonadic"><l><option>sqrt</option></l><l>432</l></block></block><block s="turnLeft"><l>90</l></block><block s="doRepeat"><l>20</l><script><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="forward"><l>24</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="forward"><l>24</l></block></script></block><block s="setHeading"><l>0</l></block><block s="forward"><block s="reportMonadic"><l><option>sqrt</option></l><l>432</l></block></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.3 The old triangles " app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>