<snapdata remixID="10529095"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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CYBfZBxPtd6rf9Sd05Vopcn8DibJEbOQlCz7HciqjOfFTJL3TSUX524CsFFJVvfg3NwfJkjYObX9C6tOkSczTTuWg7Jy5V3Q6wVSFvkL0zQIgrTaqhFwdgXAOwY8Rncll1QZ2GHoYbYfIgarQuIycspqXAZ3h0QV6a1glNxq6vcW9yJNzgrH5PeM0nvOxFLcUggOL49/hVEyVW6zvk9Ffh4gwaKR8e1JzkzqmjWnfW4I3BwRMAK+Od4Vu6Y1QkBE7oQ8VwWrqj2XyXTzAU8Tef54iDQlPsPhI7jRRpV5fZfwnNNYakW6M52PJMs+AbLKrD6MSVKSUjOcOPcxAMEgQeTNTNPXticTkQR5npWfjRDHG5NUGcu6LUTAIjIHyf8JINTgMk5JurEx3gQyaDkTHyeTCeMHEfdiCDTDW691GXvpM6bdHGk7JAlexF7y/qn98hU7odf/bn2MfAIZXzDrhsvQPQdRaU4Rvsf/I3nFGj0gdpIhcDNDwAj4ZnZD7HLWDgFxTuUdG8/bON6SZLPlOza8ONfEbckzGMf7zSSDPL8JImF1G0X7sd8/Y7yvZNneIENmr8i5TNNQD9tq4pyWK1Wk9kWm6cRKXfL8bxCpypUmVtILE3B75cqrGcUT5UVSZOcBDCtLwWHsTXlZKLJzAO4RSFr2IdOJjHGR4b6QolzFcwWjeOoq2U9T5KcDsm855ynsTY8nB/hkC0je1EkTHyKToNhlzRD4N0DACPjf4CbaV2gQkBtu2AJLlmgi0YMDafBqxpPkU50hItsgz7UsKeglR9GB7Pc/PQ1TyfM3QiSsVkXOZJpOJkeJ9CXPMwYFrSHi+G7jKzZxTiUagxEDeSXj+A7j84lzmj1cfYdHMY7VBKFuCxNw/kiIVDXLP2WUaDZ3p4nkf4VIENQYYnsmSWkzGLr5HQXJNUbcF0HByK+iJx2ciuwLAMtkL76JjKtErLH5hk+DFFrjrO16MN6R5GWznl8p1KGpfAkBfgqu3IXcbObLlP0/MARuaQgYAd/S7phd74IIjGUaa/8PMElCOc6UJlmrXhb4CWJPDJ3tWk9Iy5dvhbTWVlby3InxpByjOKcZzE8pp5owXZBvfKOPnXbSLeYgcwlMyE1Knp8NkUpN6qlM00raMZDjAkIcItkBEH7GdybPIeOOipdIR6ayAC9MyZ075CriGpMGwefYS/Yfh0+kI8MJMNuanKJdrdvq4l90wouAyOvYm6xvrsaXkXs/iEYre0aG9oIPg3UwBG7GCBgB34xvjl3amiMgWXYMyOPrEfQHPJ4ssQlcIEvKVfB2JWEdwzgOpgNjTZxTVapDy4+nErsMhwegKAL5zVopO/d9AP9ZjvMsJslH2lOJcxpDrQjoCCZJZQyxagQ8coeDWBq+Dz5Adl9AZOgORYRKYesHjJIdJr5rZ2UbPZXsd14CwotAiygFH2EvUaWxSdwkfxVE3lIeuKRc/arpxLS+7VItxfDV7KXVuWv+UNiZhsDNDAEj4JvZDbHLmR8Bce7dfuUo8h6mqWYTz2yS55+HSB3TZTLbk1ac0+SijwfOlGspsgPn5n43QUqqicxKExn/RByrV3BTyhPOvxVynwClbYA4vgvJq8cIVuuOX1p+9m4mSfV3/5Hk+WshElSsRE5k2lWxWnAFPGrpWJOvI+OOmpaM3LtAvCSMj3exl7ysc30af5Zcs6aDYhh9IphmeNdNRO4GydW7eGP/YS7TNbBlcE8p+H2SW4ax8Ewy+cSsGydF6cXs+/J0Mn7yvPdZsvug4GGIUJBJ+E7WDIFbAAJGwLeAm2SXGBCQrKX+pDHBOH4iycpubwImGQzuiSjSePCdy4ML2QqeCZG9yr4zt60lz8+HyOPDRclxTNPXj08ueX4WRKpt3+cwSSr96eq7PB3ksvK8CTUucU5X2dUKdUKzekECFrcMUmssP4scW2G3VagKOYj9VCU3W+Tqng3BKYEweTYZV7g0fUbZsSCPK/tcQMahVnisibj3Q8rVPHkWGYd48bS+bRtD4M9gsQs5+SJUnSoiW0NyNZwI8fIZqmCz5rPPDYHFRMAIeDHRt7lXCwEvspHnzaqU/Ar6/d2mJQbVP9DD4VNRFE1SlW5nptO3MyXPHwWRxkigKHbh3NxXJwglz3eFSFU68/tyFbyiQ2DOaUnPR0ty+jzjuIoJB54YDO6NKKoSkG7CX/96a971rnWpkXTn+AaT5LGd8ReKARdOdamDLSL5eDKu1Lcgcvkc5A7XAAjZyiy2Ied+0xm/yD8HSFh5FjiE/URLp+ommg0eVr+hNnpsjhr/fPA49PxLUGjko8l4uqHFaDxsED2N7Iet/ClNRPrA8IsQqWq5daV+TxPrmIWYfX5zQ8AI+OZ2R+x65kVAhsNDUBTteOlpTJKnzneSOKcuPkfWfYpiG851CacmDOfeBZRbs+SXGMehTGesiXNqzXe/8uPJRKsgd6kkp023qrV+9fr2MOKclthsURJTJ9NZsuz+IH/uj4n8hmkahDvKtuAKuMguAxikNnN5ANO0tBLU4ToZ0tcxSsLWcDW2qnWJr6cOW8sc3HpcJlJG7vkaWy5P+QWj5P5TcSryLwISFMEE72avu9XezDm4N6R+IdG+J7GXBCvIGU1G7jMgDqgPMzqU7IeXHmuGwC0AASPgW8BNskvsIiCDwRGIorbd3/uYJMEKcEoTkQh5rivCyg+3YDLdJF5E7gznvgey8rud2D72XNLdIp5q6CBZdoHqK5eXdAiTsVVkln0JLCUegY52tIhsiTwPBE7eyDjerP3VFibg/AZANg3nx7cmWdfTdrSdIecz6kpmiriDIeXqHfJlRmnYbm816Wxh41nsd7e4PUZD92xE5TY25Eow0ezyCa9h37dwo1ZW+LfA+LEki9n31L0XgsakQooj2ZsLSWfWDIFbCAJGwLeQG2WXOUYAWfZGkI2ClMibmKZT609LwtSMY90KLVd1PJ3x9OQeGQyORBQF71vgV2VZ0g0TJNR1P9qbaVrpRfuuHb1p4DNMksrjNxzP8+Mgcmw57seYJId0SE4TuTShS1sc36Yd756PgMu4aJn0xZsYxeE7l01G7qMgguoV+XoyDnHc5vinQYRdhSk6zTLM9kLESpBjqjuSiGxWlh3dN3zZ4hXszU33SC7yzwN1stw/QexCJj8Yx7u5vin3vjf73s8axz43BBYbASPgxb4DNv8aIyDOqZpUe+V7OJMkuPZMaTIYHIYo0izq0KLo6ez3K2GIzhmiq2AglOaQb2AcV0TZEFXbWpCcjPOqyEWe/7U84f8Qx3dsZxLLcLgbiuK88vjPmSQPbF+EOKdx2XuVnz2YSeOVOz8BuwdB8NNw7fgtmVSuT/4jKZzGbh8Qjke7k/0vVvP6DG7J1ZTiP8Lx+A4kg7522aQdH55lYSj56yFSuUZ9n1Gy49R7IsMDIUWTACbFS9ibCyphU5qIezkETUkW8V4yOWxWf/vcELg5I2AEfHO+Oxvotfls52TVnG/EOf3xPrAF1cFMEl9ONPUH3DmNHzcrzTjemuQ/xvtKlj0ZpLfvE5EVBHZgmoaYbEVE7W3i8Nl/Mkl+2OnTtjIUUZemmmw65hF6UpbdhptsUmd1i26bi4REqqJ4Eufmzq3nnicJS2SwByQ6x/clv0HGdQKXyPKtIWlTEjVmbiCSPR1SZ2dPWAqKuIdD0KxOx7a3A17ZA6SAlh2VphTyFPbTYPrQxW8rSN5ksQs+yl5S1VhP3D4R90wImmQw4lNk8vRZ97p1n+6Lwu3PXtpZ6S90nh03BNY3AkbA6xthG3+1ECjrfMOKJooOZX/+pBpvXODcWa1Yqp63B/v9amXZ/dFfvnxrpOnXWglUf2KSBAu9cYJwTrOnqwSviS1iTzbOqUFDpbL1HibdOlQZDF6KKKq8hpcxSTpmBpJlfwB5t6kk65zWylbGDs9n0lj2zbsCHrrnIYJqYusKeBnZzCnDwR6ISnKG/JFRevcOKY7cJ8ByTilext6cJqXVTcS9W3Wj/QeC97OXNHHYspeI+yik2uLGZ8ju1ntNjIVTx6e7lP/+BZj9F9m8gHTnHe4OKeoXEEDOB5O9pimWjZ13CKRM2hN8mL2k8mterefSOhsC6wMBI+D1gaqNucYIiHPqHtT8qBfFkZybP7lGRG6LPNeY5MMD6fD/AOzGOFa1qUliHQ53R9H+McdUK8JSs1m3ovslQe7JubmwsqzIJsvuC/KX5T9vwGj0QC5ZUicayWBwN0RRsCTUlXa/r1u6eX2+c7oFHmLD5H8zjoP4RogRvxUiR4d/yOvbHsfzEnB7dUy+jYxfVY8p+esg8oYwHz5NJvXugYjEwFD1obcKx4u7k3O1yIjIyjtDerp9HRLCKNuS6a86eMjgSZCo8gEegtiR7GpM+68zckvB2pJQt8L3IGe8NEm+AwSaTR22xYEfgvHeJP/Wnnv87yLucEipBhYw/DR7aXu3ZL7T7ZghsN4RMAJe7xDbBKuDgGTZfUqBiiCsEH44502w8l3CeUrCIWYq8kckiQp1/Hba/JK1RCQ8mfCRjOPGJq+auk2CwDeZJGFLuNUky3QFHkQ3NCYax2/uHM/z70MkyE6KdHSdxbmXA2VMk/wC4zg4BYVa4fbq+UNMGiegBWLAH4SUjlBjq1gp8jMACSYSxOFkEzMf04/+ARl35ClF8tfovSiv7mxG6aQ4R+G+AeAxJRYd8m9uZ/4IiDTmEipm0psUMwlwyb0g7ktAuUsA/BaUvckFVNBGY4la3sxBDlrovGnPin1mCKwvBIyA1xeyNu4aI+CzeIfDZR2BBeC9TOZPtpE810QfVbMKKzjgx8iy3bnJpDmA/3FvGx7oB3E8R7Ly4S35UrYudaKrrdqXMEk6SUKycuXO6PW0zMnX7CJJVJ6yHkfy/CiIvL28po8yaeKcsnLlI9HrVcIUne1wybL9QIbY6Zi14bwE3LUQfDKZllaBPgGr2fYdjR7FeElNhDJyHwHL+LjwlezFJzSkKSlEk7fK2uLR6LGMlyjZ1k1G7jAQVZLbH0q9545SmYiOkzfexlOMIpo5l28FpOdBoO5R+sbwDxB7k5MGGGPX8R6wk5z3VdAdRG7ckQNd4wfUTjQE1hECRsDrCEgbZt0i4FWO8lylGhuhBeBTiOND54v7yWCwB3q9L8CrJHniugBJsjtJrTPtNNHtY+CrIG9XHvg2k6SqFW6IxTmN8WqsV9vlZVlSZ/tTnFMrv4eWfTq1w+XqPGzVklcxjqsaY13hbYw8X15PVhT35Nzc7/2l57r1KroFru2nTBpLwfkJuGNluCMZtuJFBveARC0lsXgTkpVmtQp0XAmRgAXlvu3VokhbmhIXkUlJiuHifBgguB2FeDrxIjJRQ4ku5oVTpbFHlWddhRyPY9rdxi7H60Gc+hWXNcgcohjtw36TiDYxtuYDFLm+RDTbzILTEMUHzaeWNj6O/dsQ+FchYAT8r0La5lkjBCZiwiLnI0mUhGfG/9rGCuWkn2IyPVtWnHsm0MqsHRPEqC5anNPErZBNPM0cIcueBrIqafoWkyRsw5ZNnLtYbQfL8/djmp7ROnZRy6bv6UxTP46sXHkX9Hq6Yp0k7vmyoIv8SqAi0tFdySVqqqDZyQdCGLKwiZ+QSfXCoMf2hbBaKV/CKHlQ5/oL981ayIRyIJl2PJOlbf4AfJ1R8l+TBOleBkFTJkYcTE7PWBdxn4S0iHQhAwdvHqEZ7gyqW/4LT08SW6MH0U4yBNYDAkbA6wFUG3LdIiDjohuahCNy6HxuSOKcugtV2cd6QRMZyi0CbOQnA1Pdj2laJVaF3/LBYHdEUZWFqwpNO06UHGXZlfVqeiwTu+NuBJzCJHlua/4mk5o8kXF8VLgMSZDnzZZ4HG9E0lv4zVoBe2tFyRtdasZptWMgkp8AkSDvOEZOMnIngwgZwmPuSSLtDGS5ilFar+DDdfrSJF39Bn/jotiD/blOFrpk2baI+YsWOc6WpRy5d4NlpnV4WXgZmXSysTsvByLbQHItL6vsHfU7vImMZwqzrNsn1EYzBNYMASPgNcPNzlpj9ikqAAAgAElEQVRLBHwNLNAnecWqDNVJVgon/BbkoYxnxwMlz49Vt6J6fFV9iruqTyXR6Xa3bo1WYhE3MUk66lG+X9sLWORzTNOOQb0MBq9AFIW4qchpTNNao1qc0xVlEMcArmCS/L/qusQ5rUsO+tbk1xjHj6uPtUm9vT09YwXc3WbukqUU+VcBCStT4lAyqXWTpXCq/Xyn8tiDyY7ox2dAhlCAFEexN1ephIWPRtlnQQaziRmewFI43eouzR+UrONHT9sWFumogykex5HxhNtUjY/PkBbFrhEbIY4gu/7Js54xkZV3AeZWjttFrsozaX0MgbVFwAh4bRG081cbgTFXow9h5cpjuNlm1y000MR2sZb1jEbPagtUjI8hzrV9d/Xwy5hMrqYk9wYF6nyUlGNMq9lVL2Bd6W1SkuwBTNPPNmQgmyPP29/joUySn7SIVuPA9/H/bglriHOqgHVJScDXMY5rc4RObJl8DOPYuzXNXgHnj4aIbhdru4hRE6uVIr8WkNL8AduRiZYUaWy4Ee4Afs0oCfKRYXX7EAh0izw0xlu0TSVEsv0hPK08uhyUHcm0Wen6a23VFgMO5OPIuMmCbuZ6KaS1azHFp7h9f2U42B293qnQpL2qTXFumvZciRpOQMu8ymxxxtuS7JRUTTvPPjME1iUCRsDrEk0ba5UQGPP11XN+CvJVjOPGtm7GSKI1vCKaIV1KJXIIkWcxmcfg3TlVxmoEMKLoIPb7Hf9bTzbOHQ606kajaF/2+1/o/Oh3V9U/RBzv1E7wkjxfChEdR9v/MEm0zCiQWZa9CeRryn92/IbFuRtrYgcewiTxq2XJsjNBhnIfkSY+PHMF3IrzQs5ilHrvXRH3YAiql4HljJJg1BAI8v1g6dcr8mb20lpjW0bunboF7DuS7yDjI+rzRHpAfiGkrr+eWK2KDPeBFHW8GzNWpyLDp0OKyh9ZV9KfYC/R+PzUJsPsIETUlW9ItgNuAKODyH5LrGPGuZI/DhAl34fUPcxHeBbU9vl6RMAIeD2Ca0PPRkDy/DyIdK3+5vHqbY/ks4OLYlmtIBUOTl3ZeoI57rgIxxyjtbp71ONE0W7s99XIvdMmpC3j+E4kVRvZNxHZpCxLClaE5CsZt8p1smwbkL8uj12Lfl9LkrwetDinMcpKHORyJklQwArHdPVdJS69kEnirf46SWjkUYxjv/07zwr4FRApt8HxPvaCS5SIe4HGfcvpvsYoaba5C6diG1X28g6VEYKI3AEy/BkgYUVOuQ+ZVh7GkFF+FFiXV/2iLDuqM7pF5I6QvAkxCD7F3mQynMjwiZCi1qMG5FzwLXuRx011Q5KRewmIdkz4cpAHLVSeVOL2KpBv6dx08otkvPv4s2D/NgTWNwJGwOsbYRt/JgLinCb9nDz2Y3g6RqNjODfXlMtMGcELNIQypaYcRuOF8fR4YWnvp25FO5XD6VbxbhOJVEFVS7dwq5jir5k0W7IlKdYxWwGuZhzvQDJkKwfS1C3ZEB8WOYZp+tb6WJb9EWRJdnw84/jLvluWHQ/ymLJfLbohWfZqkJWwR63YNZuA3VJIqTAl8hr20uNLAm6Jc8hb2EtfHT7Pd/WlWuFiL2eUNi8Fo6whK8Fn2UvqkjARuasU+fdJ3CaQczem7EcrXLPlTvwGiB8znr1eJnAp+YatceBCMFaJydo+sX37ZZT9tzo4tT77SSmwUb8YTHvgRAZ3h/TeCsiTu88bnk82Ep/239UQ+FciYAT8r0Tb5ppAQES2wHD4K2gZSdP+jCh6Ffv9z8wHmSxfvhV065lVrajv/S4mSdgyHWsyGNwTUaRqWVWM83coit3HyV6ybB+QzbapyPFM02rrOFBVlp0Lslo1dURCJO/EYX+JONZVsK9Dliw7AWRlNF9nZstwuC+KoioD+jGTZHvfv52gBZzGJPGJXTMJuG1SX+BQ9kOilYj7US1owWg/su+/n7QzjiknkmmVgd2D5Boj3tZ/YY0/M8Sfy/NaYhdyHqO02V0I1/dmkJ7kw/myL5l2t/NlcE9IpNnS9wx98Cug2Juc/vIlI/cOEPWWPsgvA32t8Z0w02jfepHh/pBCX4Lamt/XY4W7Dzc2cY75/o/ZsfWLgBHw+sXXRl9FBMQ53R59wVj3kxDHr5zfmF16yHON8bY1fj+B448/hMdNbmGK05IZ0bjqbcu5NI6rQh2dFZfk+Zsg0pAuuTPjuEpuUpGMnSES1K8CQXWPO6eyltVq+1AmJRGuXPkY9HqVgtTvmCReOrOjGQ0MEcf/odaFkrdXqPgOk8SLWMwk4MKpqtYjy2t6PBl/ubQYVH3sEC91xd05FzSepXAq1RkIcDTamfES/x1l6A5BVGZmAxcySh5RfVWR/DEQaVSwyMeScf3vKcffTMaNd3PYyt8Skiv5Bv1uyN8w5N7jOxL+iAhLgY3gYew/xGdKgY0JgZXmOiVC4d4K0r9UNOfKR9lLZ7oudfraPwyB9YiAEfB6BNeGXj0EJM93gYjfkm01XXW9islsg3b/e+ycSiA2vrAi5yJJDpm2lSl5/gRPwkDq5yG/iH7/SeNEL1l2fmd1vXz5ZtxyS02WChzQNo4Yl4rMsv3BMjt4vLRIPYLVKzjMXRO3ZNn/ggylQCr1uGTJNyTL7g+yskH8PZPEk+U8BKxb9/fwY+TyAKbppZK3pDIhVzBKfQlUlyh5JaP4DvV3k/yrkLJkqZAD2G9le7elLqWJM4cxr90UsskNLba7gFH6hPYNFZEIGJ7TygHIQKrE5PnjT4zceOOW2HjJqYAErW0/SXfO8XPCdbiHQaCr3tqKMeAd7U32NRRhzRBYdASMgBf9FtgFTPzoOvejTmwX+CeKQuPCM43a/Y9uPlZDqvHEojh0WjxZhsOnoSgq5So9fVbZka4IQxKSyAVMGzKRweDu6PUubG2fH8Ikqf1qxbWSm4riiZyb8wQjw+G7UBQvKb/3O5kkPmtasuzzIPcr53oV0/RtZez6mrLvCiaJr6Wdh4BvAhB8eEuvXhllR4Ms49ByOqPUx0E7W7qM3k32VbxEy5KeAImqBLXLGbWSxcQdDEFZP8yr4UY7cW4uuD35FXV2fiMfiWtBecwCZUlKigeS/Y6yVnkd9wCiUyHlit5/J76RjP97vv81ZcKZam+HcrHQLmOUhBIwa4bAzQQBI+CbyY34d70MEbkv8lyzfy9m0og7LPR9JcuOAekTiFrto8iyo9um9ePjTFHA0kQgLVP64UTfweDFiKKG1Mn/YRw3Mcawyh1PFOv68ub5KyHytsA+ciluuGFHbr2111cW53RFXpkTfJJJ4r19Jc8fD5XUDK1O8pIseyXIaqxayKNTohTHt1XRiGkELF6OMa8kOutSIxllLSENOZq91BtDdJOk+AQy9slYIm4ZBMHonngJGcwnRP6+MWSz7wG8fzjGo8m4MpnQ854HKX2Iw7nPJZNT2riL5O+ESBOjl+Iw9ubUgrLTyhWslhmFGLS/ABzOXuPeNHHOjTfeGpvMvQVSKnrV58nb2EtrS8bx86bMraIpOwDxl0l6XW5rhsD6QMAIeH2gamM2v5nOSfmPAUSWIsuWctNNp2a4TvwQDgb3RhQpgQaJw9B+USZodaQO2+fKcPh0X6bU/AD/DVGkqlmTW5xZ9lpdVbX6Hss0DX65ZRPntCTo+a2PmjrdYBqh4hwhG5s8lnHsz5frr/8P3OpW6sBTiXs8iEniBTckz6+BxkHDOTupopcMBrsgisIWvMhvmaY+E1uc07Kmbcr5/dzTCbhT61uv+KTIfgMw2DSy2JWc+4pIviNELgxj8lpG8a3DtG47CFS3WpvDDTfdhptvrvFj3bL+b/UlLo/9uCw7GpbX+GD06zpjJcsPspd0YvoTGcwir2MvLe0NW3jLYFcIPwrUJhlAgYPZn64bHa5t8HhIpKv8oLcdmpR+xD9ofTbzryI3bokiPQKk1jrPeWSixH4jVwU867NGCNjDtUaw2UmrioA4p6pIzSoGWo6CpUxWvfRD8vzzEAlbs/VPqxzHdLqHrP/lHQ6fWJJwVd6SeRLuT9nqdO4kALXAhMaSmST1qsxb6OW5JlVV5gXXMEkqy0PdOj4ApM/YFuBGiuxYaUlLlr1FRUb8ZZMnMY59BrQ49yEAQQ+aPIFx/EoRuTXyvMnojePbk7yqUyMcRXuy3z9nOgEPnwQpzi4h8rW+XvJTXY6qxngrkteI5G+HSEhOEpzMXvI8/1fJT4TIkeFzeSt7qS+NUi1n6fN7JIKAB+WpZFopYOlqWq/bk7gqcIHxIzqWjOJeDEGz2yBYyl4S5unc1uwACHUbv4rPXwfwmWR/9guX5K+GSMeDGeS3yLhjiDE+V3dep9//CEhH0vKXZBLqva0ZAusBASPg9QCqDdkgUG5BazlK2NJs2ldKQiprUOdHTYbDA1EUXfUq8hwUhcZKp0oI+oxn4BN1lq9OURSHcW7Klmdb51n7iRzItHH8kXws8xc4mUkgLd89yz4HsqoxPZVJ8uwwjK9X1pcObX+Hcw/kxhv/TbJsL5CaCKbtUibJA8pxfg6WW7wiezNNzxLnlJAqVSgv0jFjBdyIbQg+zl5ysEi2F6SaRy5llIZ5CqeJXWEruZC92U/PEvnnbSFenjJIOzK+N0nNktZ48YdBPKv8tp9nlAbt53DsQ7rdXN9BTSxjK2NcsqdBaqco3Zr+CJmUYzX3fUwsREf+Axg9o7JTHH9CROSewPCtENm3c0xwBHurqgXtwwH6IrDL2BifRBQfb/KU46jbv9clAkbA6xJNG2smAjIc7o2i0B+6upyl7HwK4vgkkvMKKfgfepGtkOeaoHWXeiKRq7yMZTLD1i7U/ioJl+UufqDXMZ2y9Znn6iPspRuVlkDuxjjERf38eX60rgrruaNof/b7n/PHgsqVbkWH/1Mtpa0OgZZqViIyB92GrgwKgIcxSS4S51SYJLgSlfXHHZEOkTcxTV83nYCzN0IYyn0kiG106nGJU8jkuSLuoRCof7G2m8pkrYFI3qhoER8nE1/2M6ZU1dnWFRk+BVLUetj+XjAOceywolaCU6GNEEYgzyTjfWoMm37H6Pdtff5juOIZnJurXl46p8gwexqi6O2A3LF14Bq44uFVidX4HO1/izooFfmRtQNUc/C7YHQS2a9ejuYbxo4ZAmuFgBHwWsFnJ68uAuLUE1aOrMttwgDX+/hwkigRe7u9eX88nVsKlGpPTcd3I46PmO6wI1tiOPz4mPSlboN3tkBFZFPk+Tm1YbwKPIjswSRR0g+E0l3p6or6HlUWsDinMpHVmF9jEuQeS6MHrc/V9nMmiZovKGk3K1vyLYzjV4tzGjcNkpEiX2Ka7jaWzOVX11MJuL1KLZOnpMi+WHvkEi8kkw+I5MerQpefo020hdPVr18hg3xUZZggRUsmU3ASe0nYRvfqUlErSUm6K2Nx20N4LiDVdv23wVjLvepSrjBOazs8fPELwEQFNqrs7/oui8bci/ytYI1zOEZ8lmyUumY9P96usXD6/GnIYfOmn1zhd2SYtC0sF3gS7bAhsHYIGAGvHX529hogICtW3BH9vv4AVqYF1SiaoKTEqCvWeZvk+SMgMu6o873S1GGK045EyHMlPJ+JXLaPMOluhcrKlXdBr6dx1LA9qzFr9bedm/NEIytW3AH9vo5fqSr9lEniRf19vDUkZFUr9Lamc6P1HEXPYL+/TNq1wiFL/MHltnlIGhL5G9P0dpJl+4H8fPnZ+UzTJ04l4CL7EsBQc0t5MpmeLkV2FVCKjhD/SSY/lMKp0YNm+mq/A8j0syLDgyBFhXutFT22LfynMvHqKn95hVNzhweXOF0ODh9JbhR0r2VwD4j3T64kPS8FR3uSS/7UvrEi7uRO1rLIpxF58p3QgS5lK3UHohvbpTydTNslZVOfHRH3DIiP9bcTtZS83wEMl5Ib1ZrfCz1/dtwQWBcIGAGvCxRtjDVCQFas2ElXrRMxPFKFEpYyjqtV44wfVJ8cpVnDXh2qbK4U7njHtJMkHyuD0Thsv39we1Umzj0Yeg1qJuBJit8rhTq81aBk2ZNB+q3n8vhrGcc+CUic0/reYBQg8ns4tyM32eQfnXNEvsw0fbyIbFZuQweFKpEHIkkuw3B4A3SLWlscb4PhcAuIKLFr+xmTZLvpBOz0BcavrkHuCPSvg+Rha58cAP3NALcNhN6GEKq4FWqFb5AiuwDgrqGvPIVMPy+yfCtIomVHQdhD8FL2El9WJZK/BiJNBnMhT2E/9S8JXl40CG2U/sr8Cyh7kcHhqeyzKcR9BGATvyXeQyZVfXTVtezvXgTxTlUhOSt8+hsweYgqhnU6j/1DJNfnQ5+z4CpVN56BUb6U8UZlNvh8o9gxQ2DdI2AEvO4xtRFXE4FSFEO3bht7uDCGbivrtvSf5/2B1W1t4J1jfT6FOD5yXPzf/2xnE4L+38ZodDCXNKszyXN1JlISDibyQVlrT5K+rErysW1T8glVvFjUzEHk0f488q2M4yqT+NcgQzkRuQvj+KuSZaeBrIwb3sA0PVacU/Wv6qXimRiNvoNerzJ7+AeTZOsZBPx3AGG7l6O7Ar1HQqAyndq+zSh5tIyy14MMQhYin2UvPUDUnk+ktIKUyxilXrBCJH8LRKoM7jqruIzrNiVdmsXN+JXhHCHEnQ1UzlO8CcReZPy16v6IrLwz0P8IRHZuuFDeQKbHjt9nkeVbo0h1y7krHSl4D3vTybqZR+5cxnnHSf0nZZx3QvxjNR9d624IrBUCRsBrBZ+dvK4QEJEEw+ERUhSvIFkb0kPkSo0Pc25OS4VmNi2TAaliG4EwQ/tN6UbUMQHwROGc2vS1lbUuBaBKVs0qLcueArJJMAI+xiRRJ6TAX86pFnRDIlm2tV/tDod7oigqucMcwI5lglV7zo8zSQ4W5zS7uVLP8iYMkucnQKQ2bNAXCeT5oE7wuu66jbHV5kdpzXG4EHk9outPgGzhBUD8WpXxHIr8JLCU5yRPJOOjpGipjJW1tTJyHwPLLGvBYewl7y0TtXTVHfsRGe1F9s8Oq+JUib5q32CU1HKPIu6jEDSazZT9ybTeLSjrjFVJK6zUw9W+nL3J2GuZ/KXWiu0yNpWt3L1N6K1raYYcDco4L4PkZ3g5uJZRdCLQX0pSd0qsGQKLioAR8KLC/+81uWTZcSUpqAesxnLHV6ULfuHSsUjjdOPGDN/3RJyGbc5ZTZzTOGY7zqurzTcz7poB+B/kLHsaSBXsqDJ0NQZ4COPWas05FeDw3rxlaywBnXsgyG9Dk7fCL/yZTFOf4StZ9nGQzyjP+TST5EBN8hLn/kJSJRILdUnCTTf9A0lSqVfpGLr6fEh5XXr6hUySR0ieX1FvicfxvVC4p3cJOPkkJPclQwD/wii+kxQtQ4hCDkIPP4GUXsW+m7stcKutStejSERUPeuOuh0vI/cpEE8rv9cn2Et9GZQU2RcAlpnivBGUR5G+dEnLkZaCrbi+4AXsJR+sgBPxBhb6shH0rn2meXQw2W9EU8oDIvlrIdIIpITPv8coqQwupj4CMsyejMgnWO3Q6UC9h8XSWU5Ls58oL05yOESOAHhHfdlhLz1uvv52zBBYVQSMgFcVKeu3IALinDritBNkCp/dPBwu5a1u5RN3VrXJYPA49Hoat3vi2DkqeKHkXpXRTAwpw+E+KIrGTtCzg/e8fQXTVIVB6uZlIbVWWEuctGk8UfWj09aqLc9fpWU99UlkO+bbZC2HDl7EQ5ScQ1lS0GUWeTLT9HTJ89dDpNoCfjvT9GjJ8zPr+KSIlhF9AeQvy/m8/rM4p4lZoZSK3BlR8ZguAUe67V05Ev2QUfKfUriWLrRsiwJqs1jGbXkWo3hvGWVvA+m3j0G+gYyPlWG2H6Iy6QtYUapJ/UxG7sVgR0zjhewl/uVkIiZMHkPGjQ+yDPeFFLodXu1QXFOSr5YoNfdDsm2CotVYvHaGalZ1opeuDEIa3q6xafwSRqOljOc0CW6Vm4jcAUV+RGl/2FZi+yajpNn1WOURraMhMImAEbA9FesMAS+lSH54rMSoGl+zVJU4NXN2lZs4p4IWuqKpPHz13KGWjKDvtxLb26GtH3K5Y5mg1RbgVwlMrRnu6hM7p967Sg5Vxq6O8wImrdVbnr8NIoGoQnsxk+R9+hdx7sOqN10fGQ535EYbfV+y7I1gWZerq7ck2alc4QdxC5GrqESdprqiVGUsbd9nkuwoeX4VRCrLxIer7nKdrBZFB4Gje3YJuPc7SCW/yTMwlLehj1L/mn9jFN9OCqcvBGFlSDwP/8zOlI2Sn5Gl5KMr7qXGFVI4TUoKCVRad9xLXyf5ih3Q61eJYHr+qWQpNjJyLwLR6DmTbyfjoys8RNyzIWhj/lsMcfC4w5VI9nRItBSQIAQSLvRKsP94kp0Xp2Zs7TvUFzXNIQjJbKH9CgWWsp/ovVnl5jOtC1E5yhCX7zS5AqPimZVl4yoPah0NgRkIGAHbo7FOERCRzZFlz4CSRKWP3J3hWygKjelWkokLzu+zhZv4cFhRhqYuPCcxSULd7JQm2ZgxfOjzQcTxyzpSiYPBPdDrfazJ3PUrwmMYt1ZxbZEMHUXkaUzTz8iVV26EW9/6+3UNrcgVSBLNHN6oLEuqXgKOYJK8oyNDqS8XcXw68rxJNCuKu4N8B8hgwafOSVGkLwfBblHJOCo2GlsBr2hMIXSVWvwGjEojCDkblMMhUe1aBMZ3BvL9ysziWo4ybLf6bGNtv9ayI+gqWNzvgdIqEfg5eM0O5O1XiGRPhbBJZhKcwl5Sq2J1xD3Ctf8A6D+TpNom+ubj/8jfqmYLnVtInk3GY5nLTQ8R90KIrwe+e2usFa04b8sWcdYTUl1Dth/Eb12Xmdud/j/2LzdR+gmS188/kh01BFYdASPgVcfKeq4mAr7OVeOx5JMmTtUSHVJXxDPJc/wcybIHlAIKTZJP6PT1ktSn6gVPkZHUcy5So3bGbclE2QIqjsEqg9cTxtsZt1ZzLV1qERkyinZnHH9ZVq78L/R6zTZn6azUcVMS+StGox0Rx3eCiGpLa/N1xJLnX4JIWcPLV6IoloCsjA80nnxZSynqXejJ9V0C5uZaJuRHJF+NQrZpEqvkWCBaCUpwLiLPJ+MnirifQMo6XvIRgMaZe1p2FHyBCzyX/eSUCQej0ehxjJd8TSTfVYriPJLlypOnM4orOU61TDxeX2JalPklMHlG26NZ8hU7ot8/ATJGfMTzyERVwSYfneFgd0SRkuWY168ms8lSMq38kxd8YkW8MIzGd71HcrfJOSiwrO2FvOCA1sEQWA0EjIBXAyzrumYIyMqVj0Kvp0R8EFSJqN3IFbo1jcHgXZpBvCozyGDwpPIHeFxsX0tbNFFrYrtSrr12U2y88WdBasy3aSqdGLelE4XIc7XBa5P8KUzCqs4rKeW5CkxUP/7qdvQkjUnLuLNSJbjRJVdveSg6hsju/kJEDoQaMURRqB8GvoMoOgFFbaygGdq6KtXr0v6no49fdAiYuB9QegkXOBSR37YvbQOjPSGFGi88MpxfvBQRr6n1mcnzyHiPDtHWJN0R6NC5vYOROPcw9KGqYbcpr/nrYLxHpWQm4t4PaSXSCVRbWcm3csfSpK2XgGXNdHNHLgWzx5GbTIQWRLL7oaDGZbslScA3QZ9gpdezYPOCKYXTbWbdUQj11nXjSogsQzFaxnjJvHXoC05kHQyBBRAwArZH5F+GgAwG9/JELKLb05WSVHv+mQQ67SJLiUYlmvZYy1vx4eXj54nzrjd1Zm5JaJ/HaPRybhRUnDxHjctdkqej31cCWekTdIJkZVCT8vHGYk+VpOwkVPmBZFtE0R0gEmwGtZGPArkViuL08t9fxGh0OKKorXuscelaAhNRpIllVTnV99ATNbNoypBINRMI26eM9oHUfTVeuz2kNRaLewO9d9TSnIz2A0RlNxvCoYpyFH+F1Mlget1nkfHeXoIS0dmQOi5/cSkx+dcg9Zh/FEQTQxW8m70krM7DS8xtAY2p1wYT5QF8hL1pJg2ySSvOqxnkVbtct8vZC37FCzWfqBXiu2OJWj4mfjmgGfGjZeRcmU2+0Ih23BBYOwSMgNcOPzt7DRDwq9FNNlES1jIdNTHoNlIzllUJqyGtGfP4H3NXa/t2fYNDfFhrTjvNK10BOkdln6fHL9ckq3aZk+Rjak+61R3HGr/8q2SZri7PAXnncvDvIo41ZrsxhkMtmQrbuFUZUdtTWA0J4ngfcU59d4MsIvnYMju6WtW/vCzFqnyA9cWhStT6E3qiW+VtAtYVe5DALPA8RHXfyyD4AFgLlXxTs50hojXM2i5hlDxIpGVEQXyQTF7QKWMC/wr2NYHrn5Bc4/elqYb8GcSTyPRSEbk9xMt9eg1s38bKdkSGu0NG76zVtcKX15emg7TOeOJeiTukjPO2bQFDdn3ktcObEq6Zz0i2TxnfHTcC0TN+AKpj1vJl5JYdjeoZw9nHhsA6Q8AIeJ1BaQOtCQIyHO6L0egZYFVb2hlFt5I1Thy2XudpXkM5mDzUNnklAZyHKFIf3qpEp+GGtidv9WnpzVvzh3MvAloZvsDFEDmYaXqprFz56FI3uvTI5VmM471lONwfRVF75fpY7mj0KUSRZhEHkRER/c66mvOZ1ABOBflriKjwhDa9Xq2nDjaE6ndLvqY85tAT9RluE7DGWpOJvsTHIb7uNpTOkEcBch9ImbVNvAgjWY6IlQ70tWCxI9DTbfFGmYrRAWT/syKtkingRoxGezJe8i2RbFsINZO80obWVeVLySBd6b/CKDsW5HgN7dSynlAzrO5ZDNv09SDyOUTeNKHM8J79UJRb3LryDlKa3YHOBHufIPvdcrXZw9kRQ2CdI2AEvM4h3bAGlJUrH4Mo+kdlQL+m317yfEdPSkFEY+OxcTThSMuOPtBO4Jk2V2lwoNvSjf1g6Pi+MlGryQRWUhgOn5mFWGYAACAASURBVIKiZacX+ir5Hc6kFJjIsqcKoBmwlWbzn1EUKl35rdJmsa205Q0eJM91i1dXsaEVxV7o9bZtJVJdjMFg1yJJfh1Fka7Ec4io8lZjg6f1wrpa1RY+fwxE/sP/uwdVuQrOS9L6O/h/ILQmOIhlkK/rCFpQ9oZ4Heu4kOKaSGUnxetpl+YMfDUw+iUkqpS8dIx3kvHhMnKnduKvjPZR2z6R/BGAKNFXoYAhKIeQqfdvFsnuC0QnTtR0i7yVvbSVpAXIYHB3xJHGefXFp2nUkiqfYNVWJpt4BETkNmV8V+uzw4tR0/4JwTJ92SDjpqRqYpSFP/AvHMNiKytJWhgr6zEbASNgezrWGAFxTmUZq8QgjV+ejiQ5nWQt57i6g4vI3eCcrg6ViKesXPB+iLyHafqrWWOLSM+XLYkcySZJSIlEE6aWlvXDw+p8/6MfRfrD3lq98UaIHM2kFJrI810hoiu8KunoRkTRwez3zxTntAa4XW+qW9+vENdSogIGKAqNByv5hXmC6EZcr2RJtQnUlWpZq0sl8ao0R8uUVGoyyDJGxcmIolDuI8XJYPl3QAU89AUmbI0L3tFSp/o+yG9A5NXl/JplnTfiHPgpWDwFEukYVXLShYySR8jIndixACSeTSanynCwJ6LexwHZrMTz7yiKQ9if+1L4it6BSFfB1XH9+E8gntpexXqbQV/Pq8ljUmEMEVxN8CREvuZ7NPueu4eU8d0Dp/T5vU+sihJ9ifrj6j6T9XOiPsqF7At6A4lQM045qHrRWNNx7bwNFwEj4A333q/1N29JT46P9Sdo0hJwBuM1W2mIiNbQViviydidyNkoindyyZKJreXmB1PuijzXVaJqMLfbjyFyEtO02SZWspiM+eo5p+Kaa17C299+hc/8BTSm3BYFeTaT5FQZDF7hM5erptvFIkpCutKqyOxT3pw+yF9qMtL1FDkAURRi3Vo/HEXqW1xtNet3U1OHKratSVLBpCGSzyAqk4lEPlMnFgVpzMrIQS391Nih2n5+M6R4Zl3Py2JXKXgayeCL6+UquRsEFYkNVAXL+wnrFngNbHEUe3MnytAdjMjjUbXLQBxMJj8SuWIJcBtNtBozQpDTGaV1qVL42tkBEOp9UnybJngvIm/GURlRTDyzItleEOpOw3hGvPb9bljxxkq8mm2/2k3ylY9E1NsXlH2nliqZNOVqY2onNAgYAdvTsFYIlCSspT2TyVQ6MqmKTmcoIU+Lw67K5JJle3lhD5HOD3d57kVl6dFMZxtfB1wUGh/eo/sDL5/3JuxJEvx3Awk/HiKN00/4+OcYjY7gkiVfK1fLSjrNS0FRHMW5uRMlz99cry7DeS8sybOtEqVEo17GXjMagNa66squ0r5W04mwtRyaSm4GYgqr10CmEc9DVJYxgecB5d+Jb0Bqg4jmXP/lOtvWKiHZA1GKZvALEHwXlMb0gv7FpYCgqdUmjyfj18jIvTz46Nbte2BxMDn3e78lLaI64F13K+JwstEHF3H/GRSsOHZf5dzgVtTUaHfum48ne1lM3aZuvwyV3fh5FIXW7zbb6OMDzPNvkXwXwBPuvpC2KlfnpB+ovKnpQq8GsNZ1AgEjYHso1gkC4txDfY1tEJOYlm2q86iK0Omq08y5sEW5Oq00q6+yp9tbmrqMUqJfijT98Cy1InHu4DJRK9THhqZ1qUtL28NgNL98+VZIkg9NJIZpDWyavsmrfQ2HWjLVqDQpMcXxa8Q5JavGSELkqSXxtw0idFVYJydpvBmoyUxX532QVUz26xCpao5VbauSkvwOemVdr9YNVzW+mtVbvwzx60B1rlwMULfdA5mr6lSbQFXEo12TqytHtWCMqNrbFVIfYC95oYyyN/jYctXIc4EVB5ObXReELSasIX+CbPQULlniV7KhDjc/EvS1yq3fILnUvxAxqdyhOo+HqF53qN99zlgGu/a7IWQzY9mqJGiNP3cigz1RRPuC0Nh599lqOn9HRUwAuYBcPUnV1XnOre+Gg4AR8IZzr/9l31Sc265FxtO2BvVaVDpRM1A1bnwu6clhlZqsXHln9PsHoSg0VtzWbw7nq4xjUXyIaRrM6FtN/v73jbH55lV8uJ2k86cy47rJ2p20LPS1sOj3X0LyCnHuVKAjCvEBJskLxTklrQPKaTNEkWZFvw1AVVKkdaaqmhUSjULZ1U211nPYMaiM6lWEo3ph0PPuFc7BJeiVJUzAJXU5E9D0AVrnKtblmKTifiuIBFES4n0QXzoUxgYuA4ujIT4unpZ9TiOTp4oM3w0pgiRmOPfjZHKwL0Eq1A2J1fcOxwUfYi9RR6nwzyC+ocQbSqY8IeNGRjwJuH4puXVlqVhPIeIeVMZ3uy5X4WyV3PwEMFxGLpnXN7oeUM+66KIY291fCXdfIffkhCBH3fvrgXSLC1ZHYas9l/3dEJiFgBGwPRvrFQHJsvshiqqVcVMf2ppVgIJKxFF0Ono9JWN18VmwiUiKPK9WxBorHW+qfPU+xrHGQTut9A9WImhMFLQH+S0vkdkPNamyQk0Ieqd1DCaoNbE8gv3+Z8W5E8e2jE/D1VcfitvcRrc/VRxDx1RPY42hNlvRwYFpZ5B3LC9MV866Za1NzRAq2z1doVf/TxWX0k1I/og+7xa6yx+B6u9o9fGr++rcZkxG74MUZZax/AWCb7SsEwH2XgwUGsOuvHS/Al69F3CbU1rxYSXX/2EveXlIxPK60205x+tAOYxMfWhAZLgnIGqa0L1PglMx9OpllftTfZ9EBk+CqFqVioJMtG+FFW+8rK3pPd9DI6KCHnm1tazhiHbdeHNqucqFkwuYpr9e8EG0DobAGiJgBLyGwNlpq4+AZNk29cqYDLrH0xp5tl8dDwbnctNN1cFowSbD4e5lPXF3BVYRmsi7mE6WsMhw+EQfHwb+qzOJyCfK+PDPvFnAcPh2iLys00fLc+L4cMnzV3eSlICvII5fjtyLUjy0PEdrmnXV25QmiSixV9erq3Vd/VX9dUVerRL18/HSrH+gj2ChCKiEZ/X38iP+E5DqnPZYF5VjhdW44DSwXq37kiOI6ItSJXxxESgHQ6KTgFKr2p8nx7KXvkFG2Zta9cnl3PJlMNlHE59E3ANR+Prsyhu5gvBrIc7bnwhFyMi9EBGeC6mVxhrYFbPI1+9O1f0ef1BElm8NpPtCoDsK4YVo+kN3jresjOLzSXZK1RZ8+KyDIbCGCBgBryFwdtraIVAmMz3Bx4wDGbet5No/uF/2GdVxrCvjKxeaVZzTxJ9QxiQSRC+apjHIpbjppmXcfPP/ax8Q515QxofbpU+6Tb4UiVdc+j8ZDnXbuxKsqE7XlaXGdLXuuG0scRGK4thS3zm49ejqWiTvKEW1t481a5qs/I/VUOAB5SSqi9yy6PPr2pXoodLVXgnUf6+uq31OayzNzK7naG9d63lfBRm3Vql/KJ2YVDxDpTFD08zmSL4J4f9MGiKUSVpar1zUCmUtBytvwqFxXu8jXA+p98rHd6ODgVpFrDzMa0MZkdZiLxx79SGKhPsi6u0DkaB/PdlygOegkAvQ86T7vws9W3bcEFjXCBgBr2tEbbzVRkBE7oQ8361FxmMC+fWQamWo8ctzOTc3bz2n12tu6olD7WzTXEmsHyFZ6/765Ku5ucpbNm71121IVeQ6RbLsviBVErLaItZuA78NLXItSF31hrhpsEs8AaG+dwv/icZ7RbQOOKxYRX4O0hOtiAykKG6Mer2tBXCslK00E7nZLm22lSdeWVgAUm2ramZ1L4wLRyIRKa4Go83qeCfxMwgeWF7rP6D121VcGLwOhbwKkXog07+UiIhjhEMxYoLIK3g1xhrU2DNfSMZfl6F7TmkG0fZi1nrjk4DBUrIx3QgrZJ8ApivkNuY65S9b9bu1Tve0B0xkoPrWmrWsSVTNy0K38woIzkEUnQ/0LqBm6FszBBYRASPgRQT/ljq1z0YdDLbF3NwPK/ebdfVdvJJRnu/hV8Uho3p86zVM5X1lcQaK4tz54nRelEPricOKuLvNHEZSq79TGMeaSRw4UTO61acXeFrne/nYoNeo/ork+XEdqcbQcRmK4nPo9VQsJMRPyet8xrOqWjXx2G+O1a2qqEhVTvMzoCZFzRoPNbpNc7XkpNJr939wc6zp34zRJdz2nNq7fU3iJSPDlnt4cQCvQlG8yK/QCdWlbprg0+wlB4byHegLTDe8IPg0IiwlE93+DhirpWCv93yITFpVkl/DSJah5+t35xPf2K4UxtAxgqb2ZFNBlbMR4Xwgu4Dc9JoZ/dboY1+vPhxsj37+i3U99hpdkJ10i0LACPgWdbtuHhcrztWWcgiZturao39+WMk3rosr9eU+ea4GB/qDrn+CDONku8RvU4ucxyRRg4OpTQaDJ/h6YuDpUzp8DSIf6JgxZNl+pf/wuEn7B1XW0mc1R5GKebRX7Jeh13s3RiNNqKriqIqXrprrbGD1AW4rbwkwZLMNX6141RygK6eodn4i4f/tJAG3k66qr+jHEBEh6c8TwZDsbPl3rgVUtTFfShXmoVfXehcEmv3cLuHSVe2rgNG5QKQqVu3vp2d+D4UsZT8Nrk8hC/r5pZzluFSozvNJoFA3ovE67Pp2Sb5ihyCMgd0BtlfY7Vt6LYiztFwIuOkCcosb1sXzGLDTjGy/wt7eu0w19xiMEvs9XVdAbyDj2AOzgdzodfU1y9jt7+cZL6sJOYp+iDz/EZesennITPIUuRWc29uvjEO98VjSUX2mGhpoGc+5bYGN9rhlmZSuiHXbsxtbFbkM5HsQ+9WXd8cR5w4v48OVw5F+rNvNJ2E0Og1R9EagVo8KU2kyk+ort7N+Rb4AshLg0F/zv7SyoHUbOxC51jSTtxvDYpJcJwm45rmJtTE0fl5nNTdzQf4C1JnYetrpgOzXmvu7ELkQ5NGd6yG+jxyHIfb3QpPYWvF20SxxjfN6oQ7/IlWocIdPxBq3ofw7qEYQovW7GpOeaN6YQYUxBBofD/H0ica/gVKSbqIxXY2Lr1UTGdwNI24P6h9PtlpDHQwvpl5CcW+zMlwryDe4k42AN7hbvvZf2KtfqUsPOc3Td9oEV0PkR1BC1pVyv3/RLLGMVbk6EYnhnGryVmQ8TlZhGBFNulLhj/O4ZIlusXaa/POft0WaVkRcJTyVp8pyRtE7MBot49zc72TFiv+HONbt1W4mtK5kvTVedBuVtxybQpOaRk1c1R/Vkqh2KU6bWKdlO0/bVg7TaLR3eiFNdRnTzm3PMU7q41vjXwGYATKmIIb3QOQHiKjb9I1+ts5KTczKl5Ib/a+IWjbyhaXvb1k+VSOkse9PANkycuMJS0GRwW6A+hpDa5XVzWmyEVegwFmQ4gL0UiXdVa4ln3gW5MYtgWR7FBXZUsl21kve+JOkvsQfN1WsVfnfa33aCBgB2/Owxgj4sqLgovOgUrlJ/z6eeTxrfC27qbauf4QLL7yYO++8Rj+gkmVKxro6mufHmlfW29RxrMIXXTLWDOdgizit5vRkTa5iHF8oea5ZtUrEwW2oalQpR1HtZt2mrQQt9KiWCOkWbluQpB3nnYWPahe3soendFuYgKuTFh5LhT2kHUfl10HcF+q3XDf5Gxh9GKLx6lpKMxwNbk1Lyfg7Mhw8EVHv2WMr6XIULVHyZUReD7vdZKhb/tjL73CM70w013A5hGeiKC5gPDdxH1flYS6NH7ZHIdVWspLtNOOPacNpDPliUJXFehcDo0vIScGXVbkO62MIGAHbM7DOEPA/bHmuK6JAys2f8ezWaXNq3DMQsq6WRS7i3Jw6LK1Wk8FgD0SResjqj/j0FTp9WcsZGjNGkmg2rG7J+iZ5/riWLWJ3fUmeB/JU9vtnSJYdVMaHg2Rk094HFXyYrHvtxlkBXZ1X11dnLK/Wl9X/vT7PefWbiIxIlmfrTkFnN0OTpap65Grwr4H4/ZQ478VlnHeZDN1zEfls5vHSH9WTrmwAtRY6YC2yBHD7ouCTQH+/ZsX4fwuRMzV7mZz0dV7o23vrQHB7H7uN8DCIX7Wvym+floz9BIKLEeFi5LgEcXzx2qy0F7pWO75hIbAqD+GGhYh923WKgNx445ZIkgej19sOIhUpV5KMC811Xb11Tf4IvZ7++K1y6YgEC0HNkNUf93vOmEyVo3wCV0nGPmFHRO6nZUwCPIOT8ViNVX4Icfw5OPd8AY6sHYXCyRrb1frgMVnGTsxXe7YFNHT1P70WehZKa07Arbn4d6BjOKByjsHKsG6azKQ2iE2s2Ds5ASchSk4Ghs8pXZY6sqAichVV8SvYAKoQieK6RalGpa5Ljwdk1ipfS5Aq0v3uQg9KQ+or7gj0Atlq7Da8BM4i9vFhfxnIlhdjOLwE/Tl93jSL3JohsF4QMAJeL7DaoPMhICtX3hVR1KyUo0jJuZI9nB88kT+CDLHk0egnmPM/khP6weODeEekYJ6gZDwre3ZYJnCdB+cu4MYbX+1rgzVODOifTryzKIprIvK9Pkkpip4CVM5C9exK1Pp/rKq19Rw0tvqaFvdd9Qdo9Sh7bFwuB1SesWHaMXOEK0AuD1vOnV4nIyrOAqJdpMAzybFSKfoM72X4Z7aMm2zyD1mx4g5I+2rp9wTAby/PWLfLz8DojNLsQO/xvC1ISw7DNrIU2wPewGLs5WHWEJp89v/ZuxIwOapye051V/UkZGFJAhIUgXSCigQ3ApHpiOLCFhZ9bqCAy3PfwN2n4o4LccP1KYpEEBRUCEueGJgOS8KWBARJZiBqIAHCloVkurq7/vf991ZVV/Uy00kGiKbu9803M923qm791V1//cs5B7eBjopULAH8pVq3Hu6Y2fuZBUbSApkDHklrZvvaaguI76uTak5fNzfudNr/bYl68pLhoFBSrSqs6PgQr5qE1aT3r8ILGhm7rqap/yWVyltCWcSj2ixEmZ2Wh/hlK3LQGM2YW40EEylgdGy0CoIAjjNEp1UbBxyIwLGIo6FG8pjtUuBKdBJyTYe7saIRfQjkhWATRlqnkFdaGFHhQhHZD0HtBNAIPrTlAA/3eiuMOIRRGFLH3XGIGHx2GN2ayDbVONd5S/OgcQuIJYA6XFO3beGeHs5g2fuZBUbaAsN+S0f6gNn+Mgt0YwFZubIHe+31spA1Kkpdd3nDxYa4lpzL3arpxE7MWaGMojIoKc64uZ7bWKqScNTrVwKYj1xuMkQiEYh0fVudCfkggkAlBONUe4jz1dRvEjOcTDsn2a66MZGds3URcPJYzalvrXvqfSG553ugsCMxYgvNZCZVK4rAuUCwFnAUt63QpNIQJ3GTcbp+oGIHiiNvGSKDRVu35cFwTGSrkK72pCytm2vd9ramuq3C47KRWWC7skDmgLery5EtZsgIaMOGSXDdg5HLRTdk/R3L2g1pPZFViSavJSgUNHWdYkWSSkUdvJJvaEe11c1tP66DNmQFQT8c5+BQFrEZKnMrRNYKeXiT1N0Wp5yHjGibsMAiSmK11V/rFKe0UmNSa9nEHhCtASeHrLIygMFSBDgg7FxuJdeINiHLCOTSUOwg1VwnRvS+fjAgmkoOsyDsriQBuRfCm23dtr4UeX9JxkiV3Uf+XSyw1d/Uf5cTzNY5chYw+F/HeTdUHQh4AGIIFxq/g8D+73kPUDuNn4Yhg4NTTLON4zS6riPe5eGOL0YAXmuNmsJeEna4amoWIcRKnbF2VB86xK40mlsAEY1sNepLOW4JgofoOIpzTdaBh1tZ9+93JuPofh9tZ8rdgWAPhwypKONJt0CCmwAnAA2euXPWAFgAUZlJI3ZguLuNhGRUtw3kxaDZvlNNvmll5oHpZlCvl9Ztq0vJUdpN/pQPEZkAVCcDwWTUncmgTIbDPSGcHIpHKEnLRoicl+GBn/LL8R9zgMwB/8dcyqf+RJooKIc7oEJ7lEDf/iSdteM8gFptNXp6VpM0Dm8kh/i+RlFRB2zkmIdP1iocSSFQ2nEdBNpAtYSFwt0yOLgvcrnXhx3VndR11LsoDeZKkLs3iTWo4xE6zpqum826NUj3WOAu98iHRIJJEW1lYqNFgBGbeG5rNJzctcxHwEuQq11Njl4lolkF04384lBeUK9HJFYx1Jo0NX4zBDebVLIvS1koqKrTiA7zQFCpTEYhtycQOtNA1ZhkMsjJINTJ7gmYB6yuRkZJ2ZWZskldYuEyQ2UWMBbQCDgQeY/jOAlyhm00DqksWelIOvo/CNbA89RJb1M0LUpjOTioUXLDKZNJsozOJ2HruYpPvk1hUAgCjWa1iUs7qg8f4uxVg3e9APsnVI2i6cMTY3Rr1pFzwO0kDX1AlHZ0vHVOHQY5DxDle/4b4OwDGLWnqEyQpvrsuA9DVmLtbCBAo7REoHba6jF81Kp0nykI1lYfK9xQhR++m0XA22rGHWf7LALeca71iJypEacfHNwT+fyehq84CPYMo7o94TjPiv9uVfHZ+uOTT7Y46Xpdma0egOOsRq22ZkujaRF5FnzfQlgabF7dPlhYFi+yP5QZVCWeoZyxYkk1WZwWVth6izS23Hos8FBH3wAYacPxnSfJFSD+hgDatDXNppKtbOHwg5oV0VSyOtwlQGUpOeah4bezM4aJWrV2rNSk+ntoJrFuD2jnqaqVfuZWI5A1cKLfshq1+hrklWv7qcnobNkys9n/ThbIHPC/09X6N1priJ+1TloxvvpDNv+vN8qt5HJqYwwrYtBcmw5vmsNH0yIyDdVq2il3dxPXruLbLGbWiESoClKn71Znbuetub5tHHA3jVgd5qgz7cRapueoafknACXTMBrGQzNR2/NRohN9WFkM8DagtpTs6Sjm0TZqhX5uFCduIlb93e2DUjcWVQiWPhCshgpW6GdInasVr1gDBKuBypqssasbU2ZzttQCmQPeUotl80fMAqKNS1p/y+X2NJG0OmjrqG0Eo3/bqHokI0eFKDXXpsMbb2s0LRolB4Gmr7W5StOqnXHDScsoOYiIplCVG3vkHjLaWX/46na8VTfOOXEIdU7a+KTwn24x2beHke3NSt0YyUN2iFq1ttq43vZhLUkMsq2ftfUg7odgtfmJo1a9zrIG+fxq4B9ryH1iKtJtPWC2fWaBLbFA5oC3xFrZ3GfEAgamUq1ORhBMhuM0nHQ6qm6viLR1K1YsTzKStlG0iY6cJxAEEyGyNxznBSG9ZpfsSy0sWGZ1Q8GMmh1mOwcquW2CHjVbqJ2mcCcr3meapCB3wdG0srMeCHZBYJqW9oQTZj+iLEh3/MtdXjHRKPUBQB6A0DrXuqxBjqtRlTVwXe0dUKrPbGQW2G4tkDng7fbSZAvbEgsYYn8bTacdta0FPjV1QfKJsDat4g4aLY4CoLAdbVjqNmLc2ui0YZ4tiIC3xKZNczdC5f8EWs9WUgsPxK4QY9shasVbekQ+aZyqPgDp70ASztVZDWjUijUjofe7pSvL5mcWGGkLZA54pC2a7W+7toCI7G6iacexjloM3CSd+u5aB7aLUyUDiCikRmurI/J9a4mCR5aMQ09Ko+CoHjwiaw4t9bBN/5uo1f429VZ1rMEawEStOicbmQV2CAuM5JdrhzBYdpL/+RaQBx/cCbvvvidqNYsFVScd/UT1aRtVKyHJMz+eMjKOrk9NI+IQ740H4IR/12U1cs5qVOprUCioc90mWFHXq8kmZhb4N7FA5oD/TS7U9rBM8f0PhF2+28Nynvk1kGMQBONAjoXjjA2bxexvfc02L2laepvHkM1TTw0UKVrzZkiwAeR6CDbAcdaZ//VvGJEDbWrTTudsGAtwLXPejzJjZBboxgKZA+7GStkcGOcLnJOZYju1wNNTB95OT347W5bgg5kT3s6uyXa6nMwBb6cXZntbVuaAt7cr0rSe9SuBXffZzhe5gywvc8A7yIXe9tPMHPC223CH2UOWgm661JqCBjTVHKWdFa9s/7esV/q7aw7hrf0g1f+xCDn9Jk8uAj27KVPUtigiNS9jM0CFF2nKeT2gqWfZAIn+DjYCVIWnbGQp6OwzsIUWyBzwFhosm/6fb4HtuQmr2blW1z0M9wkjNAS4OWDyC4DcSDIwdnW9syasrsyUTcoskLZA5oCzT8QOZYGnHYYUQXpIFyJb/X1rS8AR1LG5/waM7kk0Y48ZBUycBjjbFHhnMKQd6luRnewzZYGtviE8UwvOjptZoJ0FnlEiDkBl+uqhJrBST24VEceWXtnBtf9CfsMq5HNNTJe77gzsvB/AVlrnbUhPN4g4iAokI+LY0uuVzc8s0GyBzAFnn4nt3gL/6VSUW3MBJKhj/fIbMH50I/qNnWvOASZOhIx6Dui0p6Eegv5yK6goeRccUWKN9QAzKsqtuaDZNjukBTIHvENe9u3jpP+jxRgAbUxS4okJXaoGDckJ3XzFBh+5H/W1/dhpdAeYcY8L7LY70LPXtlzsSIxBaTW14aybkYkxdGOlbE5mgZGixsssmVmg2QKZHGH3coRBEMBxhlb2a04dP7HiJozJBcjnhxBaGjsKGD8JKHStUzGUHKFGxkusHKHhu3565Ahz3BOB0oVmcoTZXeY/zwJZBPyfd02f0jMSEQ+Dg3sin7cyciojqKpESs1opQMj8YNdRmwh5JOh6EFDoaheV4WiB+C0Sgh2c1wReRZUahDQH5UZfBHYtc7sPUbjVmQAjrMLRA4CcPgQx1UBA/WUIyKrWHniQTz5zzuw685d7G7XMcDoiUBh927MEs1RyFEAyBAiC3IF6PwNQaBOexqoNuSU7g6iPNCqEaxKSurUK0vJMQ91ty0UZlUwwhuFnGoDTwZksnHS+lt5vQErZ9mdlnO3h33MaAarKlYQagab37Iatfoa5JXTukfpNlXvORuZBbqyQOaAuzJTNkktIJXKmYHIexzHGTlBdPKhFucqoRpOEKyB5+lN7dFtuQIishMGB1XTN+lsp3a1T/JBBIE6ituQyy1BEDwIYCaA44ZxbekEKAAAIABJREFUuv8AsF6A/dnKGa2p6a3GCq2/73bkKus6p5+TJ6bQJHXC3kTA02x4x7G5mTZTRKok+q3akTq6DoOcB8glgPs3oL4PIC+OH2pUSrKbQdxlnLLauVZbivyoJdvKHS0iE4DqZCCYjLozGRpNq5OW0GlDdae7XF835wCsh8h3mSuc2d30bNaOboHMAe/on4AtOH/xfU1DdjtU5LxZ+N5GsI7zAGq11eh5aiIG8X11AA1nayPc4ckayUGI3AzyZgTBUo3OWCjcLYOD+yKXez1EjgXQ29EAIpqiXQlSw82XN81TVaSHTNZgG0Z14+NY178Y48eNgZsf/pTMoUYXgLE9QGEPwB02MaGRqDrN5nvDIpCPALIPBC/ofAoyHwEvQa52NTl6lUjlQIB6LV4MCTMNQKELE6iC1M1Gb9jBEviylIXCHV1st0VThommJ4PYE2Icd9e4Ljpedl/doquw407OPig77rXf4jPXCBiO825oGlqdaxSpNiJWq+PqeQ9sa9Ta7eJkcHAKSI1ubRpZf0S0Rjn8ELkT5GITdWkq1HU16jIpRKlU9gfwepBHAzh0iJ3dBHJBCEEqAXhZcm5Qrz/s5HJrAEwffkHDz9i46i74jz3QXfo5ubvxowFtzOqZDOS7SF1D7gbMg4TCqpLjFpA3mo4xYlZo804LXwDBJXDcq0kathDj8FCzqf9AXmxT13je8GeuM/QBwKSubwO4BKguJUet7G7bbZvVEk1TJsNRGcsomjbQs40QOS+LgLfN1jvS1pkD3pGu9r/5ucqGDZPgugcjl4scrf5+blenJbIqTHFq7XYJCgV1tnpDj4dUNFozTvfIZkfadIzrQF6BIOg3ae0geBvIZzfNuRUiawU4nGQyetLu6G47ilO7rA0+iXXLb0SPlx82/dyC93VoU9EKURr1HCCnjc0tozkNrVmMG0Ds0Rr1yirQOR/1YBmIF4B8LYAZHa8FWUYgl4bOeHnK7iZNXT8YkIMhQZi+NrXcLobcC+HNcLgEtfpS5P0l5LjUde1iJ9mUzALPiAUyB/yMmD076HAWkJUre7DXXi+DJOqJtvO2m6ESeepob0Yud6vWFNnTE/I1pjcX338pyBMh8rohoznyatTrVwKYj1xO9YFPBvA2JYBM7ZG81KSabVOWRtFmCFAjoGnVpDPW/6M8cjAcXGnTmgFsenBgy9LPycUV8sDOOwHMBxj1bCdky0quQWdXReCQpmksGvdAcBOI5wB4VdMFqII4H+BcIFgLOLMBvBYimg3oNDRrcCn8YD4LhTvbTRIZLJrUdaDZDUYPXN0+uNwGwW0mdV3F0jCzoXSZ2cgssF1ZIHPA29Xl2HEXI76vKdpG845NJ7cN09pYSVPI2sBjumrpecuGsqRUq9pEdXzodF/YcS75Z4hcAdedT/JfUqm8BY5zMkSOarPNTwEsB/k6iGg0mBx3A3h+02uKsY2cnKa9E3ySrXsP6jUT/Yq/GbvuMkRzcmLTtqxXY3qAnQqA4/ro2duDowyZUifZhGeSlQDT8krkfARBGeABIN7SskrySiCYSxYuFJH9ENROAI0tjhjietxqnDFkPundPuR1E/+lNnWNg8PUdZcPZEa3+BZQO66dJUB9KVnQpq9sZBZ4Ri2QOeBn1Pw75sFl8+Z94DgNZ+s4B4XwpeENInJfWLe9GfX6bejp0VTysGo8Uq2+AiLauawOoVPNsQaRS0162ffnc8yYh0I8s0a7+qNrjkcQBI845I8gcgMc578AvLvpBJZCxAGZdBRppilyA0RUNWnIMfjIKmj9t6dQwJidOpBvDLeT6P1ddgK8POAUNmDU3mPR8L1Na8O/IPIkwLS9BP8LCS5DzjlCArydRLqzi1BHOhcbK3M5duxa2bRpMgr5E0HNMphUdQfwsiwDncgZa21+yCHGbmE9WYKDARMp7z3cdvZ9ud/U/qkOWevJ/lJy9L+62zablVlgZCyQOeCRsWO2lw4WkPXrd4PnvRi5nDrZqFEqTs0OY7jHTBrZcRabzuRcTp2tNjR1NaRafU3Yuaw3/WKHjZ4EcImJdD1PI9115vYscgB8/20CvI2tncvaIf1zDA7+HoXCewQ4g2TDCYm5ud8A8k2pY+rrZIOainwYDZhOcyo4tem6FYtQffIJjB87Bq7bZfdzJyvlnBp2G5MHqcpJD2HU3g2QMPFPSLMTk/mAdj431i4ijxM4G473C6D2TkjwdoDTkocUkTUEzofjnU/yb6FddwWqJwI8CqIPQ9IJjnUXRP4Ex7madK/v6oKb67ZpLyAXRsmm+1o/czt3uf1dECyx9WSFQpmHO8VwZyOzwFNigcwBPyVm3TF3KiJ5VKvNaWS9AbaqArSaSGugNo2sTlfkVvb0pJp1urGqDA4eA8fRzmV1uu0V6hVXrJFuw+lqs5EZUq0eARGt7WrEm6an0siYPJf5/KVSqZwM8vQ2deMfhzrAuo/k0KiwEUGLKFzJrK99Crixqb/uIay/b4nR+N2ty/TzsLbqcesYP9pGornR92HU3vsmtrkVgKZ7k+OvIAYgeE/T60sQyBzmC3Ol5r8bjqmLN0O1AgjmwuH5pHtNbGuRUYB/IgIeC5rr1clRrkg442uHPbemCSIVfXiwTtnByyDmOnRz71OSEa0nL2mqJ+vDUjYyC2yzBbr5EG7zQbId/GdaIITqRCxSUXTbDFvpdPKWTSr6ueGGJTz88K26sUmlcmLYuaw38eZuZHt8ZTAiTaRL19WILjWkVjsZ9bp2M7+mzYL/F+R5dN0bpFpV53I6RI5PzSP/CJEFAD4EIEnysRYwJBOviOeLplo5HCwp7khev3IJ/CceQk/Bw5idtoq/o4Vkw6xl3ChgVFh6zo1ZilHPVkavcHABiOdDJEG6Ig9CcC7oPA+QE5rO/08A5pDuQqkNHgkn905AXt9qS/k/MHc+mZ/beg0qrwdxXNhR3YHAQ1ZC+CcEwXy6PS3XsZtvmnlQ1NR1IBYORQMd65LFC9phvQRUzHcuqifrZzkbmQW22AKZA95ik2UbGDww8PYoguvCIsp2ZVPJ6nDz+Vu3JbUnIi58X53u68zNWmkl2w2NMjW9HARXcNSo61pu+Bs37oFCQZuqNGpLNfSIyAY6zndRr89lT0+/bNr0HLiuOt6PNO3ndojMgePsDpGzm967JpQpTDZl6ToaztjqBUffwxZHWdu0vvrE8htNBmHc2J3gud0kE8JVCLRDuXmD5DEEu40hIj7p/Jhr0fPsJKXmXwBWADkm/bSCcyCyCI7JAKTq4iC/D1TnaD1VpPJCgO+D4O1tGuruAHk+UJlLjlF2sfQhZPAowDnBpqk7PVRhFQL8GRLMR66gWOOteoDTA4us3w3wbNc1lcSF6pQndvHZ1q1XQvCbDP/bnbWyWQ0LZA44+zRskQVkcHA/OM7AEBsp3MNGtupwq9WbOWrUP7foIG0mGzpJ3z8+4XQ73Rz/HjZSzaPnLWrrl33/IJCR401HWiL3gDwHrqt1y/Xm5uz7H4PIGWCKjlE1gM9GvX4RHOcrAN7adKzvgVRSECWrsMNG4MmoUO0SNQ0lhRAUxmTqshtX3Y3BR/6l28qEXcZ3+31tIymo0ChDrKGjcayc809MGNtoXHJ3/j0Kz9KGsmhcb5rMyE+lzo+4CXA/ANS06/uMNGGHoRI9m/S+a52b7ILA/yhIfdBpLgs8bB2xzCU9ra23DJHq4YCcCIHis/dr/1nig6D8WbupAU+dsT5obNMQGdwXdXXIkVM2kXLnbnUG08ieFdt00GzjHcoC3X6hdyijZCc7tAWaKCkVxxmlkhcPBwHaEtuaG3e1qrhSxejqT6ca4dI4vex5SgfZdsjg4OsMjAg4qc2Ev0LkpywU/hC9JxVNiZooT2FLyfEzBMEcg/N1nIuasL2ajvwhgPcBOCDcSOA4P0UQ6GvRSNVZBahrS1Q8X9UQav6Gx+8uj5V6DYWCh7Em/UwBpP33lhRIy3uKiR4bbhRtl274KuRvxc47NWq+3i4/grfH++PI3PI0/wCCDwJIwraqID8N1OcBzult6sPKmKX14Utim9b994A4rS1pB/FbC2PqubrjNaxuOhRO7kQQR7d0Zzc2ehRE6IyfnE/uahrrRmKI+C8ytWSbutbf0TVGRkE5EhbesfaROeAd63qPyNmKyEQMDr4APT2LRyLSSC5KRHZHtXpMiKdVp9uefIHU6PZSBME8Fgp/73jDFsmhWtXarka8zSQSutlvQP6CrrswdhJKzqF1XjRhXZWMQ+ucrvsXqVbPhMgXm447F47ze4j8JIZVkY8hCH4AUufa75ulrnxlvG2iIQsid4M0mOFND61ct2n1cgP6jdPPAh/sEIW1f0+dTwQcTuCRlRpSGo1XY3sWYHQhWpPAHf9FFPb8aCg9qIteA/J9CIKjQPx36rwFFzLnvVWk+uqwPq7XrTEEF8LR+rCnDx1mSG3waORy7wm71NNmJP+KusxFzmQhFC/ddoj4ByEQLUUoR3eifp2argIJl8HB1UBl/kizZInIaNQGD0a++reR3veIfFmznWzXFsgc8HZ9eXaMxYnIs1GtHmWIMbSum2aLShqhD0FwKYB5nZit4hu8yGSFERnHayA0qeGbuq3n/YpknDI0mN+eHq3zako1WTtVBz+HnvcLqVSeD/LnTWIL2kV9BkQ0LX0eGmID9wL4JoCzGo4MfwH5wkRzk2JPlWFKh+5HYVG7SRBUn7jnBrdeeVK9dn23XXdORcedfFIiaq1D0kQfQSCPkRidoMZUek7btEY8iN3G3omco05Ux2NwJ3wShQmfjmQGRcSng9NQpwcH2u3dACQTK7TeS7oLpOa/C455gEnihzVaPhsYnEOO1cY064jFn44AHwbbsIpp85rI3BDGpMIeHYfI4DQgp4xm2hynkWm7sQmCyxXaBOQUctY1pG3H+CZmZ/l0WyBzwE+3xbPj2RuvrSVr/TByuu3BraJds7wErjuP2sk8zBDff4mhiLQRb3NHtjZlzcGTT87lLruosHw8xPffG9Z5k92wm0JHfTbJJ0yndBCc37SEG8LOZ+VB/knivVsRBF8AqdFvtM/rQT4BSTQ1ifwdjIku/hpRPfrrH7l7/b23mkjYc/MPjRs7plnQN9lM1abLOVHzFdxtOpqN4aFwoigTkGbocjgPE8dpmv+w0D0OwNntQxi9+5dSTk3wIThyHUQbrtCI5HUj8uuk+zkR2RmBr3VzdcSJ1m0ZCOvDyhzWsL9eq8A/HXROMZKBqWFgY3Ph4HzSU9azIYds3rw3PJ4IJ3cCRDqpV1UBXo5A5iNnxCIyEo7hDJu9P+IWyBzwiJs022EnCxjYku1ajpxu+6nkZaaRanBwHseN60oLWGq1o0MYUZr8wh7hBoj8gIXCxc0HlFrtSASBRrzp9LTI+cZReN4yUfWnWu1bLR3Q5Pfouh+TavWzEPlaYt9/gYg2Hf0q4bg0mpuXamYSmR9CbnRTrR1rutVE6+sGbnmguuFR44jGjd1po+e6Tal4PgSIdcoi2sjU3Ez2JEhL5WnVqkKnRq3n5gCJyFAUytPo0nZy38SkMcckxBduBnc+DTvteTZg+LLtEPkic4UvS73yVZCfS9tVH5q8E1TP10a4poGtGRf9V9A5m8xf1XJN6v774ODdoXxh067lIjgGxnRFN980kQ2TgII2cJ0IIIru22zKy6HXwyo3aeYiG5kFnnILZA74KTfxjn0AqVQOgONYp9uBE1iAgAoXcpxLkMtppKtp2GGHkbarViNRhEa3cWPLi0H+mK7b13KTr1RUwUejs3ek3iP7QM5hPn+Z8TObNh2KXO6ilNqRSi6SpzOfv1h8/zsm/dwYF+Ghh07DHnso0Yd1WJrqFFHo1s8S87Tpa1qCGUudtTYnoV4dXPT43647JHJ1u+0ynkrCYeTu4pq4DESpYSDxt2AjGNbNSdUgDslEZBHAaJ/xsQwlo3B5IioGenreg517tMYdwbuuxtgDTwCqv4Qkur0F32fO+6jUBmfDcbTxLEql61ofA+WDygtt/XVtNiCa3k9fJ8UV12QOC63czCKDx0L4QaAtNrvPikC4c0mFSg0/LHWlYeHSVLVCq9JEK9EuTK1f5sMXFYvo2F8w/BGzGZkFhrZA5oCzT8iIW0AszCdyuknMa/JYmt7Veu4l8Dx1ul1jOE2KMZ/XdLCmmlP0h6HD+y6C4OcsFFoIEuThh8dgl11OF5EzCCSFcf8R1nnVkZghvv8BAOc0Oeg/I5//EMlV4vvnRk4znPNTet77xPd/G8GSTN00l3sjgkChSraDWORBqNADQlYpFTkw5BA2Ct+0ZmDepgcHDPY2n3Nu33n8uAhrq84gqqs2mLVUXlEhT3Z0mIMrbOdwnIZWe9vIl/xZyJNtSTeIO7Hz2C+Ix4sIWtgNcQHHTj9JpPZDSKDd0HYQvyG9U0RkTwT+nFb6TfycOS9mz5K6/yHQ1IdjGUkRrKej9eHH55CTWni9beexnB7W85s+r7LcyCKiNpfsHu4mt97q4qAXajf1iULOZue+gwUwDjmYTxbuaDp49m9mgW2yQOaAt8l82caRBUJZv8jphjXEFvsor64SY1zKnp6W1ONw1hTf1zprFPGmJYFENMqcg0Lhl51IPsT3TwnrvEkojWJm58B1tc5rmnJMM5bn/Rxkmu1K5PMsFL5q4FG12q9CpxU6In6drvs5qdV+iCDhoEROAqlRX6NzWOTrID8bn6/I50BGKexbHl1y9WgJU9E7jepZMGpUT1RnvTGGRAk0AgyjSV4HSPSg05gDKDNXuC01Bb4pZH3SQ+vxv95wpPwadB3xBZWfY/dd+kDRh4noHM/h2AM/JPXKl0F+PvH6PGDTKeT4x0T8j0DwvaZreRsq9f/iqFFag1dc8LMQVM8IHXHiHiR3hvVhbWRrGab73tSJ+S4AE5omrLMRMRRPPKyQQ/PORQZnI3DUIes17yQ3tdA6Y6PcNGwterjPc/Z+ZoHMAWefgW2ygGHFsmLsUXozvT+bflWFoUvoulvM42tu2JXKcaEM4BvaLFaF7zWFaVKdbW/cqoSkdV6yidFJ/hDWeWPCDqlW9SGiGYd6B+r10zlq1F/D5rFfNxqVAATBJ9jT8x2pNDkmS0upEZ2mfKNxjqnHSkzl+L9hWtnI+1WffOL761Ysitm2dtt53FKqWpQZci1Ay1QlmAciPB+5HDBQHA1JrwUknCOKj27Ac0S0IezD4fYXgmZtVsGJ8kcItdO4Ed0KTsPu48aAjLMCEPkKxx/0BakrsQYM0UY4bgSDU8ieAZHqYRBRJ6wNcY1BfIz0Yucs4h9iO87ZdF21Vq71YbeFvSzamdT9D4BQrHKzzKOezB8QBHOZL2iWYYuHhVNJlKruQImJRVozztivtti82Qapr0RmjswCW2mB0Pk2Y2F1b/8wncvApXRdjci2eBh8peJ3bcTbGlErtjMIvsdRozo6dRHZB9Wq1mc1lZwctyhtJAsFJdGIh1Srn4PIV5vmnotHHvkQ99xzk/i+MiGp803e9N9JzztXfF8xsw2HZDHC+uChJCURXOcmiPwIVPF6Ewk+TpG3w3EuN8cUWfXY3dddEvgV3Zc6kism7Dpe2Z+iWqV2XL88nHsBSMu+JbwAlIiJqzEHUBGEq+LUM0xkqkxcFnrk4BgJ5HwiUnKSkwGqrQ61h8dmoyw0cSfF2montB2Cj3H89O9JzT8FjrFHNO4BcQrp3SyyahSw+zehHdOpIZfQKaQcrkjlTRDqdVL7Ji4IfgTHZCZM5NxuiFSOg1Dt1a7Ucb0VgTB44k2d9jHU61Ld3GuJP4xDTta4Q1vIlzInvDWWzbaxX7FsZBbYSguI758aR3ciqlyk9dxLSA4prD7kDU9k3wR+tx1BvpJcnMNCQSE0HW7KkkOtFtV5E1J72jmMOcjn5yRrzmFUqx3SDV5jpaEU+RQ9z8BlQmnD30QUkQDWw3FOYT7/J5Pato45Gt+n531UfF9hRVH6uArXnYFq9RfxcUT+B6RSatqIl/z6I7dfpQ7X1HMLrvfNsWNHRxSQ9wHQZiNbAxb+DBRbWxX5Gciozqo14AKAkGRDvgnENJJLQOcqSGDT38rbHARrQUYPHbejinfDhWYEIhz0AhZLr5J1y74Hhuu0Z3kqx00/zzZg5X4DSJS2fRhBcCrztsQg4r8NYpjBkmndf4B4czJVHAokKJvW6XF3t9keDxE8G465ZkORcrwkrBM3U4LqMgYSeGK141YNEf+lIfGHdlTb3gPKyWShkabfqj1nG+2oFsgc8I565UfovGXz5lfAcda262LdkkNItTozIQPYzH71uCFxyOd/SpUSHGJIpfLGsLtZ68XJ8WOlj2RPTwpiIrXafyEImuFJGlV/LKLVlErlzQLFoNJilUX+iSA4haNG9cmg6QBOpjp/Q887RSpN8ByaCK8Arf/asQSue6RUq38njKB9dd39y0+url0ZR+U7jx/71Xwu9z/2mPgdaLiQrSML5Gw4Zp/63ndAfDzc77ow6n1zuFaFCdl9mME3Aqau6wrwOJnbH1LXlHvUxPXZUIChISwh8jVOnfU/sn6Z1mZVWCEax3Hc9MtMyhnyG0jM81wD5dTIMYlUng8434GIrr8xRM5irvCZ1EuKD3ed08P0cmLZWAzIHLIVSpbepewe1onfqwiu1PG0HNCQRdyqzEy0PyNxWAsm0m0V+Wg6ZvZvZoGOFsgccPbheEYtILXaiSF+N93wZFelIu7KQJWsobZdr2nQsoIJSSEBdZZXwHHObld/Ft9XRitbA40G+W267ifjG63va53xR4kZSyByCguFO6WqjgfzIGH0R86j6x7bxilfiCA4E46jN31LDqIKTI7znAR++NxHbr/6fhBfCI81b8Ku4zcD4fmIfB6kdlLrqCCQs+AYekt1xl+Co5zMJvLVyPbzWqu1U+X3ADUFbuvFAb4Mh3sBEsGvtPFKSShCghF5FI4zE3U5E0xSccpxLM66TNYv03R5VEtfB+SO4bgDrjcOSagZgkQWAR8mvUZXeb3yRZAKx0qO6+h4SQWm0DzVwyGKz6bt3I4viPwejhF6GLbRKuy41pp3m0yK/CmURdRO/GxkFnhGLJA54GfE7Dv2QeXRR8dh7Niom7m1eUthOZZz+f+Gs5SoXq0fMy4lcZ3qvJVII5katjd331cnocdIdtKuhMgnU2IMrTXhBXDdt5N8QCyOWJ1RpO5zIzZvPhbjxvWgWr0pgYldQc+bJr6vqWybJib/RNc9QSoVVV4KU5l85SO3XfkNkCZyF+K0ibuM/1yM9RW+AxSFPem4D4Gc3+SAtV5u084O34EgmisDEH4NDBvBBIvhBJ+BONohrdHzck4t7S/95T8CpgPYwJI4pfe9MlBeDom1jf+FgnMoxu8yCFa16SsSqFgJ5o/l2BfcZaBIUtUo+YiEw0zVSEVqR0Pq32tgmM0BNyjEiLTY6+QQ8U+FGJx1LHpgHiOMBKSn9eEWKcPWfVROgBjMd7vu/EW2e3rDXHI3o36VjcwCT5cFMgf8dFk6O47ST05FLqcUkep8m2Xp1EIK7dGOZnWeww7xfe3Y1Rtrcl96M9d0tdYMVQkofUP3fYUDJQkxNBr9A+r1j3L06JhvWHxf1Y4+Fm+sTWX5/NtUfMI4mqo6oTjauwdBcCx7egakUvldCgtLKrY3B6XUjAZZghgmKo3A1eFd+dDS+Z/KBYEqS5kxenTPy0b39NwSbyN4Awir1EQuRD1YkHLAOeeVMe1icq7Od5yXIQga+2L9hUBOG6SOMvsLArXJPXCccuN4wWvgsA6h1rGjcRGLpTfLurumgDU9f8umJbgd+cKx3Gn/1SIyCkH11yDemFj7D5nzbPe1bT7bA6jq8ZPpbN3Pr5jz0sQodv5YoBZxdI9NrEd1eOcw56Wx2ulL3liG+C8L68Q2PZ8cxEpAm+PqqsaUSQp2sGH28shaIHPAI2vPbG9tLCCbN5eM47X8zA0Cf+tMtDt1DgYHf8CxDZL+oQwpg4PHwnHU8TZ3vnZ04CbqHjNGmbEatIv2+J+m66pgQuQciGpVU97aWBWNX9DzTKraOJhqVSO1KMp7GMCx9Lybxfe1maqBgVVeZMUGV6tXJVixvk/X1QYtdXaWp1jkrY8unb+PAAYLTMj83Xbd9ZeARLVpbWpTnmmFLOmE36Euy9MOmNMgiByLrlWlD8N0sKn7vjNBOfk5CFeCcoHdHxdySm9JBhZ+L0G3eTWLpSNl4PqvxU1bZq38KKf2fl823XUwasYJW5iO4BqMe3I2OdPo8Ir4P4FA67ChYfFbOK4+wCju2m5iSTl+0HSt7wQrR5Bj1a6pIVI5AAG1PmwYwxLjOjCYQ/bYbvJhhsUhGzyxPsD1pKdzs2nYCupz6Y5qPJAMt9Ps/cwCW2GBzAFvhdGyTbqzgGmIUhiRlYtrvpsqKb/Wd5MCBkPuWCqVA8MGq6Rz1G0WhA1WbfmBRXHAohja1LgV5CfoNrCmIrIrfP+8FF6Y/BZdNxajF9/XJqkouqshCGYrqYipB4vEkoYa8bJQeK34vpJGWMepnMz1+kw4zgvgOFeGq7mdnveStYsvU7rMknktkP+eMGHXfQHRuq463J9CoCQhIRSIZyMINqZT0M4YwKg46fgiiGc1HCDPQiD3wQkjbqDMYmmW9JeVTMI6aZUZzOfuQhDcCES80Xg3i6VfSH9Z0/Wvia0XsJfTeq+XdXccCQaXAXFz2sUcf1DMxS31ihKOJJqs5CrQUyccN9JJddNM5PPfhjRpLhP/TXrWbs0fHZUytA9gTUIQOC9s1OqascoSh8jpbSFGkMsRQPHELRzi3X0DslmZBYa2QOaAs0/IiFrAsERVKtpgpGnmNK7THkklBbUbuaXe12khok1OCisKgo+TTCjrQDuatc7b0YlLpfK1FOuUPcjP4LofSXIIy+DgFORy50Ekqm1qZPgZuq5KCZohvq/HSUR1cjKvObDWAAAgAElEQVQLhd/KqlWjsPvu6nwj4onH4LqKtfVQrWrjVUQfeTo977tSrf4BIorH1XH6w3dcc5lTrw1Ex3EYPGfXXXZV52Ojda3p1oMZCajR6QhkfFMNWHV/NW1uYUk5Z3GjDoz5oLwbklT8yU0B6rPjbYBLWCy9QfrLmna3+1Fay3x9Jh7d6GPc+FUgdg1fvw1r872cOXOzrLvjJFAMrtkeGz/l+OkafYdLqX4cIt+O3zc6znmto/c35ogHVM9SfHE8T/8gLyPd41KvJf4R8d8X1of3S+xrEx3nO4ApQahNuhoildeHdeLG9W9seQskmAunoJ3wyuaWjcwCI2KBzAGPiBmznZh77+Dgq0H+MiVc0DCNpjs14t0iCj/xfU2darSTJL+oJeq8LalKsxaRvVCtat01qUmrkdenVdc3ecXE91U/Vjt4k7zS76XnxbViqTRHc/gwPdvhK76vadQG4YTIW5WZSyqVryQgQDfS814ulcoLQZoITUTW0PenP3LXtaeAiJzUgokzZr9K+heq2lHIwiQvBkz3sDpMjZA11fy8lANWZ+nwd+F5XQao+EOEx+bDLPbuLv3lBi6Z8gkIzxORZSSt6EJNDuTzZt0p/WUl87COSOSrnDrr83LvwrcgCFPWxjnih5xSMnVd2XDnhyBBIpUcfIPjXhRTbYr474QgafMVqOEUel7MQGYPVTkJ4sxpnLc50Gow/1qSbfsCRNRGcX04KWl5NwLMYd775ZZ8O0X8GWGduFHDjncgq1AP3p5Bj7bEotncoSyQOeDs8zFiFhDf1zRvsi5ru1VrtTncaactEj+XwcEjkMtp400aOwqok1FH3mgqajoDqdVOUL7p1MsqNQd8vLnBy1BPKgRHeYbN/Z5PIghOY6Hw+2h7qTZFcSJfYqFg4DTi+9p9rM47Gj+n571HfH86AI1+bcQu8gYWCpeI76uQvY0QRb7FQuFTaxdd/hdQTE05EHxg0qSdr0cdy8I5T3LqrDHS33cLwJea13JOCdX6q1IO2M39FfUgrFnKrSzOepms6NsYSxLmMB314DDAsZAq4hpOKb1aBsraDBXBrn7CYun9sqL8+rjhC9iEHGdy395lsqJPCT8anNbg21nsNfAlWbdMYUsNVjQHn+CY6aoUFZ5G7URIoHayEonAI6r9S+ajVHw4r7I/xDkLkHTkqzzcuUIzS1lsdNEGK31Qa9TBw/d4Fer1OXR7rmn6mAz5r4hMRlDVerOybCW769vCprZk39nczAKRBTIHnH0WRswCCWrKVaGTbCblH/ZYMjhYDOt7jVSv3UppHLVD2nYCdxji++oQNP3dGOTX6LoJMorQKVQqbwlpIe0NlrzfMDy5btz5G0bgyejth/RsR69UKs8HqU42Ynm6jZ5nnKRUKr9JaOBeSM97q0nPV6tqG3VCAVx3+v03zXu8Jyd6XDNcx9lv/M7jtLYZ1j/lWhZnvVL6F94fC9WzXkTdOTndhBXMheTCtC4fYLF3L+nvWxBzRyveWbgAlAYRSVDdC7meXYBgmZEtFHkSBefZ3Lv3cRkoXwCJccDns1gyHcvSX761kWqXdQpHYrFkWMlk3R0/ACVJPfkujpseR6Aiiu0VhSlZKky1gXXCjRR2+IZI9X8aWOb4Ut5Ix7NUnJ2uf63yBjgGcmTpNKOhdXSYRq049T3UfpLvifgfC+vEe0EfvnL24SsbmQW21QKZA95WC2bbj4gFQtH7qM5rySp0iKw2jrenp8HM1OaIIS5XyRmiCEtnLYfIZ1goKMY1NdpIDSoE6FR6XkyjaUhCgkA5raPxW3pe7NylWr0yFaHX6/uq4o/UarMRBBE7VlXTufS8W6VS+RLIiGjDMGY9vPiyDxFxJ3B54ozZ2hzViJLBs4ANZwJjtLvYfl93Gr0TNjz5yZQDHrvTt/DkpkhHWYCNo4CxZ8aNXICNbvvLjWYvwYc5tfRD6e87D6CFBAX4MqeVvij3XPtSOLkbwYiSMiTiuKdvH+TYoHMkr+KUXgtnMk546VyQJ8UWo7yeYw+KsxEi/kEQQ9upGYJwI3yUOe/7LddIakdCAk3NvyDxXgXk0WTjIanNxwFSH1RSFm2u2rPxUZJHE/Vhv9122WuZBZ5OC2QO+Om0dnasthaQWu0tRq2oWT0H+GEoE/jPoUzXAv+xky+A657RjqhBKpUvpMQFgDLqdaWWVE1g60iqJlpTWIt16CJXwfOOjmA0UmlhdVLqShPxS7V6XSw8T55F1zWdwOL76rgsZpl8NV33mocXXXYFafG4IvLRSYcc933pX3gTIBFByX9BeHsicn2YxdLusrzvzKQD5rRZZ0p/WbmuQ1gQ9wO1dowwlc5FLPYeKiv6PgLSZiZEruTUWUfLvQuPQCB/CU99JYslQ+gh/Qu/kXDgfSyWTHlB+stp4QnImSzOMh3aIkKsv0O1h23pQPAkHDmWYw+Ku9BFNu8N5BUy1mDAonyZLLQIe4hsmISgcFYL9EhwDnNek9BD+lMiInuHsofN826zakv5jgpa2Vc1s8DTYYHMAT8dVs6O0d7xbtr0criu1nmV3L4xrFi9MmENicMUkULYaGXhO3ZoZKONVkmpvPhNqVaTWFfDSoV8/hSq+EI4xPdVwk+7tG2qVDt38/ljIviM1GpHIwjmNXYql7BgFX7E9/VmbxuSRAbg+zMV3yy+ryxYRtghgiituvHiXXucnodB5Mzrjrv/hJ3lH8AY7d4NaSXrRTC/B4IY4rSExdKLOzhgjd4tp7PDXkjtwUZaWoUcNo5HbtxzUQ/usWuXOnx3El8w87EU1EjkvZw662fSX54IiMKSLJUj8WFOKdnGsxXlP4BGWckOB8dwv5KBgcn6v+8G+Gof+xBBrAKD2RzzoqWxjUXGQfxfAWxce+Icsr1TFfHfr6QbsV3s+peD3kuodfshhkhVPx/6OWvqqOalqFfn0B2tTWfZyCzwtFsgc8BPu8mzA8qmTXshn9c6XRp2AugNWhusQl7izrZqwd3aqTeGxBoNPG64C9EaZ9XQJCbrw7+il2Zeks2b90Yupw8AUYp0BVxXna+pHYbUlyrMHvEL/4OeZ6JaQ/BgYUfPDQ/7vlhNyfe149cKRDjO25jPz127+PJ3AWJqvQRumjBj9ky57/reRjNVWMsd6FO5PtvhLJjHqaVj2zrgFeXLY41gyps5ZdZFqdpxzilx38MWSn9Z1xjVSCOsr9olsvtiFkvGecq95fciMCQgush/II+ZfG7JNNTJQFmZqMJzlQHkg17uc7ihhpR1dxfBqjrhqXZbLkOtdhx3eXEqmyHi/y8EipW2Q+RCON7JJIPmq286lAUKC0sTsFBOIguWVGSIESoz6eeuoZFsz+u7QG0OOTquxQ+3r+z9zAIjYYHMAY+EFbN9dG0Bky62oglRI45u+7jplvYMt69hUhryRtpME2kna7r69KTMYOOeLruhVvsNROJaZejoI+KK8N4v41Cr/SmRGn0kZLmK4TKiRB1pRaBD6FlhAPF97fqN9vlXep7pbJZBQxwRRcx30POMc39k8eWXCuQEe3B8YuIhs78jAwvPgIjtHhb5I6fOOlH6F6pEn62Bi/yMU2e9t70D7vtpAyvMM1jsnSMr+lST2B6D/Din9J4tA30fh9DCnsg/ckqviUJlRXkZiAPD9RzDqWFEu6J8DQil1NRZZ7M4yygvycqFM1CTBJSIv2GxNyZJkXXLDgGhaXzLuU1cC3/z8dztkBTnskj1WxD5ROOay3zQOGG1f2oY2cKgqinp1LUDcTHpxSQgnT4/lioz5g5XFapwyCqFtpGttehO+8pezyywrRbIHPC2WjDbvisLSK12fFjnbSbE/0VY5w3Top13JwoVqlZV4D6KMNUhrTFRr+cloUCN26rtqtbIriFPqJCWQiukRSqVS8A4JRrAcY5lvgGTSaWXrTM8iwUrpye+rxGjRpb2O+U4RzGft5q4Sl0pYtnALPvWd1bdePGonlyPOhgDU6rXgwP3mHn8ndLf91uAoaatfIbFWWdJ/8LvxCxXgi9waukrHSLgz4P4sj15ns1i78elv+/TAL9hX5MLWJx1kvy974XIWyyyoQIt5Cbw2TM3y8D1Hw+bnvSNy1nsNbhjGbhem6EiuJAAzkwWDzOOt6lOrA8SprErdmvr7jgKNLX0CMpzKcdNb6SuI/cn1c8kpBr11VvgB29jT4/qTLcMqVXeAsf5FiB7Jd58BH4wgz09w2r+inJxB9UzwET0bXd0fVgf/lNXH+xsUmaBbbBA5oC3wXjZpsNbQESej2pVSRkanbF2s7+YiMN1FZ877JBa7a0IgrTwuaoRBcGnWSgYGEzzMBKFNq1ajN8Lgg+ypycpL2jeEt/XVHAjFRqmiaPtZJOhTEzWCq+j15DRk0rl9yBNHRjAufQ8JRDR/Wq0G9U+H4bvT+eYMQ+uvfnykwznsB23Tpwx27CGSX9ZzyUiD3kdi6X5sqJ8QUMaUN7F4qxftq8B970ToIVMCS7k1NJbpb+sOGfV+9XxdxZLhtAkhSuGnMzirN/Kymv3QC2n+GPbyBXwIE7rNXhk6e/7JcBIKOEPLJZi2UfpL6fx3zV5OZ83K9bblY13nowgSJYVfsFx09MykOZ5xn8vJEx325O4F3TeRrqqLtV6fUWKQO2slh4CwenMte8BaPmMSPW1JiMDvDr1nhju6q+TbPvZaree7LXMAltqgcwBb6nFsvlbZAHxfWUwSsJINKLROq9VAupiNFE32i1EzmShEHIjt7k512pHIgjUwUX0iRU4zmnMt3a+SrU5BYqP0mukIg1EqlpVJ2PZocgNdN1Y7F0qlTeBtkYrwHqKzGShcJf53/cVB2sdl33gMOnbtYsu+x0IkzIl+dkJBx/7DRm4YRKkrp3MduT8PbjvEQ+lHBydozjlsKvaOuB0pHodi6XD5b5rdkfda0j2Mbc7p7z8Yekva+T+9fBIRuXIrHdg4XdCh6T/ncviLPsg0b/gBSL5G8lQ5D6sMUdLlf6yppUjpaIbUdn1cB5wQAz1kXXLPgImhCqAb3Pc9Fh3Od6PVLTerWn+SNv4MYVIkfm2PN/2o1D9bEJX2e6K7CPdZrGOjp82EaOSpUQeDTY04i7SS8ogdvFpzaZkFujeApkD7t5W2cytsID4fqR+M2jqvJXKHI4bF5PxD7VLGRycBsfRCCSt8+s4n2Z+iBtyrXZS6Hzt7kUeNM7XdaNIMD6sVJtSnyJfZiENh2mRJnSc45i32rWmJmkbryzvNflFuq5JA4vIbqhWtWHJDQ/4InqeiYbXLr5MOYV3Nq8HfMnEQ4+9XVYsPCZM1+qO7mKx19z8pb+sDy22mUnqL+LUw5e2T0FfexCYWxIeawWLJeNMpH/h3wCxD0HCYzm1d570lxWiFNGCPsFiydRDZUVqH1XU/GfxeUeY6yX9ZcUw24cekVvwQDCThx9es+9dPxuIsc/60ndZLGnDU8PW6+74EigRDlpf/yzHTQ/T44l5MvgaCH8NhBSZxkY4hfn2ZQa7nMHXWgatVIOVgJhJpikvk2tKrU/W74agoCpJum6jkkTHy+6RnQyWvb7NFsg+XNtswmwHQ1kgTEFrfXQJPS9yDsMaTSqVz4CMIrRo/q9RqXyKY1ul6qIJ4vvKUpUkdVAH/o6oUSp1w/V9ZdtKCjmcQy8Ng5FK5aSQLSvaNNU5LdXqJyFi5QxF7sS6dTM5adJG829aCCIm8Xho0WWvd0JtXwGWTZox23TlykD5yxB8PjzQr1gsmcg5FV1GEWw7HHA6gt7AYslE6dJfPhcIJfyIr3BKyThBWVFeCobd3oI3cGrJkI5If1kzB1HJ4Osslj5nXv/btWNQcBSW9EJ7vvgUp5a+Fdt+RfncNF7XprZTNt9wxw8hojKAdlDex7EHWXhWYhhqSYHKQjayJ4KPMWex1u2GrF8/AWN7vpHqqrbX5ZvMFayyVBdDxFco16GA+38kY5GMLjbNpmQW2CILZA54i8yVTX46LCC+r41WSSWljQiCz7CnZ0jhdalWz4RIkszhBsPr3NNKP5hMG5tzErmQhULY/GTPUiqV/eE4fTCE/2bcSc+zXcL6/uDgfsjlboDI7uFLyqSl6VP7frV6P5RTWEcQHMmeHhOBr1102W9AKIe0tmx9ceLBs23EvKI8D8TRdmt+kMXeH8nyayfAya0Nd/kki6UxZm4bB2xe7y+r87fkIUF9Iqcd/oj0L/wAINZ2gis4tXSM+fPe8hcQRBKHaNBNDix8nSEeseswtJbxOQ30nWKjUxPtPwTxX87iq2J6S+kva3OXddDgwwhqszjt8FSDnaxblqhpGyf8Zo49SGUeU0NkcArgnAsJdZPtMb9CuskounmzqJasDwZRSlzn3EPHSwpztGyXvZBZ4Om2QOaAn26LZ8fraAGpVl+tJBVNE5Q6UbucU8o5LTdr39fO20ZkJTIPnndqUns2diKDg6+B42gK2dYZVajB845qxp5KtaqQpAZ5Q6WyezL6Ft/XZq73h/uYx0Ih1j0W31fBBaWUVKfxV7qugSTpeHjRnx8iaZw6g+CQCYceb2FMK8oPgLDUiXUcxv1LN8jyhdPhiG3iIlZwSphW7uSAB8rLIWG6OmyiknvKL0cO19t1YjWnlsxDgaxYOAOMYUSGYSu20UD5GkgEPcL7WSzFmQJJ4o0hP2Zx1gca282fBBnVqGMDf2axdHzyehlM9sY7roSEcotABYHM5s4HNV97yPr1u2HMqHMBsUpQ9hx+zJwXH7PdByqMoDUl3aQZ7BxP5iOa0HabZq9lFnjaLJA54KfN1NmBhrJAi9aunXw2XPeT7UgZ4nuxSA7VqkKQktHr+fj610/lmWe2kjn4mtqUPyOS4FO4i+uq801hTqXaIgbw3/QaAvEhVeWC+JzIw+m618Xr8v0GKxVwGj3PRI0PL7r8KFJMQxGBuybMmG3rvPf2FRFwRehgali/bjxfeuwmWd53FByGDUi8lsVe41A6R8ALFwAhxWMgR3ParCvl1stHY9z4dSCsXJ8jU7nfLEss0l9uNMmF861zLp8KmhSwDsO+FZ9b/8JXABJTS4LOKznlsAbV5ED53RA0muzIz3NKb0rJSNYvnwBsvhJgmOmQNfqww/EvalG5MvSWQfVXIGKMMQS/g+MqVrje6XNlHH3gn6XQr9QckV8zVzgt+0ZmFnimLZA54Gf6CuzgxxeRXVGr3Z1I46pF/gnbaBXp27a1kmzYMBHKmkVa4Xo7fkDP+0i7DWRwcAocR/GdYUOS3AuRo5uxpmI7qBsyeSoM76aF4aVSmaeiAOFxfkTPi6NvGRw8Noyw9e27VPUochRrF18Ww50E+NqkGbONSpP0950EMIIl3chiyaj+yPLyu+HEzmwuiyWTuh4iBd1Qgwrw35xWMkxbKY3fEHZkHW3fV0GaGi+AX7BYMvAg0QebgYUKQQprsMFsFl+heF4zpL/vHIA2Ck2ktRvvlzXKbEStYfd28rrI+mXTdFsQ+4Wv3wWpHc/xL2lbd5W6/91QHtBOJ/8PyKsTjlL07S47RGpvhAQaDVsebjsexyb/eRwzJhmtt90+ezGzwFNlgcwBP1WWzfY7rAXE9xV3G8ruhdPJS1Cva713SNk4EZmKalUdVqNWTJ5J120LTTKpzJ4eVUXqDW/ejwE4hm4aYyobNkxCoaCRrXU85Gq6rq3jhkN8/1TARocCPETXPZTkyvj9SmU+yNeY/60ak978zXhk8WX/kpBjWgS9kw6ZbVLDMtD3fQiNzCGA77FYMjSd0r/wi4BY+TvBtzi19CnzZ6cU9IryN8FI35dnsthrRRL6y8qNrSIKWnP9AafMMg8pcu/CwxI806tYLD0nPo8UiQf+j8VS/KAj/+jbR6q4iaBNWxOncUrJ1oYjO/WXHwDClLo+iDD3SoVApeasv0MpMecBEsHFFgKDJ3DcjLad8lJvEdK4DZSTycKQRC4ig/tBcqozHGG17TKI95DdQ+KSa8/+ziywrRbIHPC2WjDbfqssINXqFU3UkOqsPstCoQWW0nwAqVYPNTAj0qj2hOMj9DwrgtA0TArTUkw2IjLHOaYdlEl8v9ExrPtx3ReS1DStGSIyNoQdWXwo+Um6rqV11Pd900FrJQ3JR5HPa/SrjghrF807HAzCtLWsmDjjuBhzKgMLyxCJHg5O4ZRew+wl/WVN5VrSCpGPcuos0+Hd2QEn1I6A/2WxpPhWxfe+PdTi1XUt5JTeWMAiBXNKpJNl1Y2TMVjTKDiUh5QXszgr7mSXFeVPgAi7oOVvqOdmcv/DNsS2GLjhAEhdZR5D4+BXnGo7u5ND1t15NJgQt1AhjLEHHh8pT7XMr/sfAmMJR317JciTSTcm/2jeJl5CvfJpMGIGC18lryTdKJvRadPs9cwCI26BzAGPuEmzHQ5nAalUzlS8bGLe7aGIQiSJ13EXRolIGaRELIaWrEFEYUYdBRzE9zUya9QPgVPaUVeK72tDVYMlqw1lpVSrX1QSkHCBi+G6L0/WIaVS0ZR4JPjwfXqejTot9/MPBREER741ccZxJprVIf1ldVymwxl1TOf+JUMVmeqMrsubuP+si83rnSLge/reiBxtR3Gy4/me8oHIwbBaAdjIYinuEJZk1KyKRFNKsXyfrOj7HsgopR+nwM3uL744hxftoexgIc1nI+KOz2tF3/9o53LjgvIDLPba5rTEkHXL3g4i7iAHcB7HTddMQ9shtcrJcKhZCFvXBtaBzslkvqFS1WlbqR4ByFkQvCSeIvIl5grRde102Oz1zAIjaoHMAY+oObOddWMBEZmCajVKMf8cmzd/huPHa0p4yCG+r6LxjZu01v7q9Xewp6fjTVd8v5F6tXuPdXtTDsDSVmrHte2MBm6k55k6bDSkUjkApEZZ1nmJvImFgnGI9l/DVZ1Msb6UnheRXWDt4ssHALH1TnFeOfGQY0zjktx7/UsRBFHz0SMslibG++wv6/a2ASpgL6f12pR1Jwe8fOFhcGLpwttZLMVORvrLWiu1wgiO8zLud9itZl8D1x8OiSJz3MtiKVJ60sj5JRAx88IxicVSXHOV/r43ArHD3wCnPpNTDo8zBmb//WV10pZFTDuehbM4tdd0fieHrFv2UatMFA7iexw7vVkxK35baoNHI5c7NwETU8KOU5lvQMGajxHbVWQXoKpO2GQIQPcFGe1kJ2tlrz9VFsgc8FNl2Wy/Q1rASPcBeZKrujGV+H6TCDxWgFR2q45pR6k01QsVQ+q2YkhDNiuNviPqwgo9zzAhpRxEMj0t8nsWCm9MvV+pfEMjefOayEUsFAy9o46HFl96qIO8WasAKyfNmB2nz6V/4fsBsZE3cSWnlOJ0qPSXlUlrD/Oex/24d68RGujogP+5cF/4EuFyH2SxpHa2SxooXwFBqAiVjkRlRfk+MGpSCmay+IqYf1n6y9oMFyoNyVkszjICFPF++/suBhhxQ8cEIuk55cHEw811uL/+6ohFKzVvwx1fhkhERqJ2/CLHHxQKTLR+UkSqh0JEI+EkheTpZLdc0JufC/RspmKas5FZ4Gm2QOaAn2aDZ4fbcgtIpfIVkKZbOByLIXIaC4W/d9pbi3IR8GN67bGjTTKCmtY+gq7715RjSEsKKrxpZjO7lvh+MsJM1ZjXLrrs2yAMD7TSNE6cMTumaZQV5V/HEJskU1X/lQVgjDouO3ryo1W1SP/s6IBX3TgKg7VNjbVv7GHxqIrZJsm0JTiPU0txilf6yyp2b6NNwXc4tRRDd+Te8tEItFHKPFg8wqmz4gjdvGTxxPpwYSlDBbGUYbQOubf8KgS4prGuhqxh8zWUdct+BIb4anvMD3P8QbHCUst8VTaSqjpho2FsBvlV0m048uaNsv8zC2wHFsgc8HZwEbIldLZAiuzC3oyvhuedRrIhMNC0uVQqJ4NM1oR/R897S7ujSKXyFpBJMfcWOkpzWN9Xh2xJHUS+w0IhhS0V31dITsTU1UfPSwkBrF102d2gVTkKELxu9xnHxypQMlBeBgl1eMkTOaVXu7XVse0LxtHsahYtgYZ5r0MK2ryX7D4W7sepYdQ8sPAEiFxqHRTu4JSS0SUOt2moJon8nVNnGdWkxPuKcZ4Vzv4gi7NSilKyou/bqjcczl/AYinUD07to4ksJXgrp77iwrbXZd2yC0HEGQSIvI3jD4pgWi2biLKRif8rgEc2Fo2fMOdZopRsZBbYDi2QOeDt8KJkS4pFDvSGmxRZvwCuq843VtlptpXYSFWxvrY5R7Gi+bwSbbQQNojK2dVqCyChpqzIchYK+7fsM8lqpR23rjuz+QFAfF/VjyKn9S56nqogmfHwzX88iGJFEgismjBjdgPqc8/1Y5ELGgL1ddmX+88ykKYUREhwC6eWDo4d4lAOeEX5ZjCEZzns5X5h3fievn2QY0Mrt+6MS3Ut95f/hRAiFYk+NBzw9e8EAit1CNzNYimpcIVQylCjYIu1dfB+7tdgz4r3s6J8Dxini++HI6+MSEGSdjc45I13XgkRC+cCapDgeI5/0RCqSOKFhB0NUhbBRSFhhxGNyEZmge3JApkD3p6uRrYWYwFR7uVaTTudkxqtKbKLdqYy8CRA4UYRd/NtcN0jOxE1SLV6SUpL1nXHkHyyyRFMCmFHEVnEh+h5KU5qqVSOA2kF3EWWw/MUemTSvjrWLrr8y6CtaxI8Z8KMYxtdxunUbFMDVJ9K80VkJH9isXRC7MiGjoA1grb0j62ygUpyYc/FwRHcrxSn2qW/3IhQE6lwc1qaDpcxyxLO83gWSylKRxkofxCCKFV8L5ib2YL7XTZ/J4weZcQq7Pp4Kaf0vr7t9dzQPxHBpqvAsFuZeBg5Hs/RB7bVB45tU/fPAZGkqrwG9E8mM9KN7BazfVkgc8Db1/XY4VcjlcrzQvWhmPoQIl9loTBkPU+0DqjczY1mnJWKM2ahPUGDVJs0ZEVOYqGQTEVbf1rVTlmJ4ELX0fMOb2kbD/gAAB0MSURBVL5I4vsNQXryf+i6X0vOWbv48iWAGMUjAMdOnDE77tpO6fISF3JKKY7epH/h6YCcbTdr4lwe0gH3/QhgmHrlGSz2an3X7mWgfAEEUTr+syyWYtx1kxziUhZ7FdMcDxlY+Dm9FuELRm+4xRb95YYtwG+y2NuiQiQrrn8rGCRVkj7HYqlZ+cqud/0d+wOirGQRi9VygMdz3IFDE2/UW/oGbg8JOzr2DezwX77MAE+7BTIH/LSbPDvgUBZoqfkGwRns6YkdSLttTf3POt+oCWcdyKM6dUjL4OBr4ThJbeCL6XnJVLe9+StvNKBpVZvODoLZ7OmJ6RjDOQrziWA661CvT+eoUf+M1rn2lj9PQ8DIWTw4YdPYZye7f6W/nIhW8UlOKTVIPfrL6nxts5Y69im9sWMfsgacdpRzWCydkXDAn1BGrfD/dFQt1+YxkNOudNt1nXP2576HqRaxtcfdf90bbn4ZwPHhml7KKb0xzMrM6V94LCBGKxli0sYzOe0VrfzOAwsvgkiyi/x1LJbiunjyOsv6O2cChhrUHhdYBMc5nmNeOGTnsoj/MQganx1VvMqlFa+yb2NmgWfSApkDfiatnx27xQKSVDVynNOYz6foDZs3EBEPvv8nMNF84zjHMt+ekMFoxvb0KOQoikgfoeelunpjh+P72iAUNQKdR89rIYaQSuW3IKOotaWB65GbL/+MiETR3c8mzpitGsTxkP7yPwDsbR1W8BpOfUVMRtIE/3kni7OUpctOHToCfgfAqAZ9EYuluJlJVlz3atCJVIf+yWLpuan1DCz8KUTeE76WipCtg02kqUUu4NRZkW5w45wGyr+GhMQnxO84pdS+AS6JSxZZCglerfKJ7b4W8uSdx6AeJB9+rsLY3PHkAR37Acx6pXYqJLCiEoJfMucp/Wk2MgtsFxbIHPB2cRmyRaScgDJled7cbsTQxfc1lZlUQkpp8rY4bN+PxRDMe0GwH3t6Go1JkYOrVN4A8vf2Ji6bCBzKQsGwU8VO0EbeyW7sQ5qhSWsXXbYYhGmeIoITJ8w43nQ4W2d27V6AiTjtCPV74/dX9JVBRvSUR3JKbxy1DxMBN/R8RRZy6qwG7WRaX1hpt57N4uH3x8dcvvAEOGGntOBmTi2FLFfhmtMShkDO24P7HpKKROW+8oFSw00kRof7/S8WS39ouRbpLm99OxaDaPeNkPXLlM2s8UAmuIDjp7c8ALQcR+T5CPw3ZkxX2X1me7NA5oC3tyuSradrC4jvazNUstnmdHqdCRjE9zX6jHVtNb3bab74vqaetalL079fpusmqTOtA61Uvqlc0OGcP9B1IzIK89LqGy7Z2827GuEq+cajE+sTns2ZFsdrXlvRdyJUfMKO21gsvTR58tJfVrYwy0oV1A7itFdGVJJDR8DLF0yHk7cawsAAi6Vi0341ZW4ZskRez6mzLDRJ/zU44uoqgJb/uVp9Lp//qjilbub0l/XBxIoaJAQi0se4/ktA8IXwtZtYLEVMWMlpui/FHifSxHgfp5Z+mpqU+EfW3fExUJJp5R9x/EENHehOG2avZxbYDi2QOeDt8KJkSxreAi3kHEq84HYmXgjrudrxa2kkyT66bgqrGzuhwcEz4DjfCf+/O4QdrWtelfi+vjYudGTHs1BIdQWvXXxZ7FwInjthxrHvTDupvrMA2gYvkZ9z6qwo9Wtf6i9rR3YURaYpIIfugtaUekSJuYnF0k6p467o+xlIS8EI+SaLs1KNUtK/8JeARKIJp7NYatBD2nUdZ7rN7VjPYimqzcaHkXtvHY9gkz7EWGhWIB/ntFlhQ1naktJfTmCMsQFB8Kp2deP4+my44ysQaRCzaJPe+IMy0o3hvzbZjO3MApkD3s4uSLac4S0gvp+OmoCf0OtMuGCE2atVra1aIg1A6HmWtalpiMje0OiX3DN8K4XpjZ2A7yuUKFJfup6eZ1PFibF28eVlwCocCfGmSQfPjnmjzWv9fQsA2k5iB+/jfo3IT9Kp4hYnN1QK2u673Hg4aE5t31t+L4IoEyDXsjgrsos1TpLfuUk5KT7/gfJCCA6zG+DDnFpqYaqS/r53Aoyww6uRy83kvi9PRdPx/vrLyi4W3Y8W4LcLXs0zz9TX2g5Zt+zHIN4Xv+nwdI45MPWg0Gnb7PXMAtuLBTIHvL1ciWwdXVlAarVTEYRNNXaLi+h5DcakNnuRSuVbIJPMVYfS8xa1O6D4vjpVi9Mlr6LrhtzJ6dni+430MPBeet7PkjMevOHSSbl8PqqNrv//9s49yo3qvuO/n6TVrl0CAbM4EIqhq9Hi2MHQOvZiWyNMoGmhXjehx0BJ25AecE5IgaSnaSjNAcoJeZf05AGFPiAnaQLtafC6uC1QjEamsMakPGtWI8fQkOTg5REeAUtaza/nzp2RZnZGu0ts78jr7/xnaeb+7v3M9X51X99fOr33hKOWbwiNosW2XiEindWJmqezsbZVJxkrL6OU+NPIUeOLKUbAngC3jUEcPpUHC+3pa3vrEFHaP0v7czbMI4N1l133HkFOrzLl0KN7Ti+MnOetlDYSsz9VHJnmbgtreQuRaHcqoa9z3vRzHoeAir1tiMhpn+8V+jLnTT293+GS1x//PknQqIUv5sNPmXLT3ow6GW4CgVkiAAGeJdAIs+8ERG2maTSUsPjXfZ7RRkeXI5mY2ECOo9PzuSIgX+Te3sjZVPerRsMkEZURSV+Oczb39QX8i70iarUPKgMJ764q9fQo442A/zKpzEcfIxK93iz0nf6h4T8IEhB72xIix88a9DrRG/2+Z7P7yFjpHEqxdn0Suo/zZtCUZMo1YPeRinUvMZ2l2yHn8mBRHePRxWmPaeVb7aUkTC1lY02QqxpBKytPnVZRouuy8tMd8+kXbypR12vUAQvNUDsr5bOIpZ1mUqTI+aIVvKddr8CUvPth6nw21oRmDUJli2TotSeUUYdup1uPzBJ+x5L/jSsfn4FAtxGAAHfbG0F9OhKYlEf4h1Svn8OHdXY3kr17ByiVUn/8fROHZzibdf2YYwVAnSUWUeub6rqZs9n2FGfgAanXy0T+9Ktcy729100ub8/2kXtYSIsm84f7V6wLGk8on+eLicU/VhTxTpYx6xJK0S26XPk2G8VgPuPpBdgu3U7EKn2jMp++lAdNtfu7dYltBbyt+aOcL+ijOt4ldukiIva8l/leNgq+JWTwnmuIWOfQFdrGeTMyDe9+VbVuIiH/+NUmNkzt0hVziV3eSSS+HehuovTZbKz2sztFnpAXnlxIfc4WYi9lozjX8RGnIa9vJ8D4vKsIQIC76nWgMtMRkHr970hEbUy6fqpsSO4f/kbjn0lE79ZVOpjNduzvUq+rEeq33edEXmKR07mvz89Z3BYdbc6x3fvgDW/0GzrGNL5t0zuoh31/5zcbaV503PJ1ofOtYVHir7JR8BMZaD2zy9cQiSck/AU2CuEUgNNOQZc/TyTeSJ+vZaMQ+pEgdvkrRKINOphu5pwZ+rHhrkGnM895rIkm+Ua7ddTHiNQo+DC3nJSzggdiTDd2lQxpqmNJ3s5q4j9koxBMlhF67WJbEvjgX9gwQ7vLJ/cRef3JxeQ4nyWmN/nwZTjnO91/InzfNQQgwF3zKlCR/UlAarXPEHPLZtF1TspkQruU/XgiMs/ze9bmHMxXcU/PF+LqI7Xa94jZX3OOHSW/OPpvfyTk6LVIoTv6h4Yja9RSLe8gEX0UKJX6MA+sCY+Qq9YtJHSJLoOv4HzB3/ClP5pOgCvly4nlbzyBvZVzprfrWbdKdm27iBxHj3CZH+VcIXQEyr0nmAeY5SOcK94eEb+KdROxN7oV+j7nO5lulD9DJN774MeoL73KT60YKTO8y1rV5Co2irHvY3/2GZQFArNNAAI828QR74ATkEbjLJLQuuNt3Nt7cafAUqv9JTFf732vEjiobEcRhyUROZYajZ+2ymFeHWd3Ob598yYSGdbaRhcfvWI4tDFItm7N0PFpVb73/29iKRtnhtdgq9bdJORvAIsYWUwrwLalRv6ukQgxbeGceW6w/WLfv4Qo469BCz3fzAYtMl0BrlofISF/anqEDdOfnm8VJdXSKhJ+sPVBDx3HJ5o/i4jqU09lqfdldSzJP3/8Wc4XfV/pyKuRivWPxNR2Hkvx2TxQiKzHH/DOhAAgcAAJQIAPIFwUPfsERORI78iR/kNP9Apns0d1FF+dxEEJg94JnEr9Pmcy8Tlqa7V2zluRu7i3t5WdyC9/x46/7VnUfNdeIk6pSXBKTyzqX35eSJAmidbzbJi/GhGsivUYMel8vU1awyebbZGbyQj4GWs1pWmb+7zQ45w3fevNtnjalnLhOl6LtKzmXFFxaH//rHUsNUgdG+pxV5Jf3dnHyzc2InUN+lkLfYXzZihXsn+/7CpfSI7ohBdMr1A6s4pPWtUxqYLY1sut90L0KGX5bF5UUDvHcYHAnCAAAZ4TrxGNaP2Rr9fVcaD2dGu9/q4pN2oFrSlVaryentjUeK6O1evKxarPE+rzOJNpOUj58fc8dNf5nEq5KQRF6F+PGRqOlCe2dSUR+WdWYzcliV1+gchLqxjIEdxq53RT0KHcv7yHjcLCGOFUZhr+qPaTbJhfi9xTLbdTNjpyAQ8W2zvKvZtlV+lD5LQcvfayYc7r1CMlWN501pNP3reQ+rJtq88YsxL0fBA4mAlAgA/mt4e6hwjIW2+dSOm0m8zeuzZyNuvtJI7CkkbjAyTSzoo0MbGG588PjTQDwn4FEfkC9TBns9qmctK1Z3TkDibSWX5ENvYPrY/El4r1T8R+SsC4DVLuMaG9bhlMTUo3D+OT1up/+6I3nQDv3tpHzfQbJJTWj7zRFzzm5FYvuNFL6Hucb6dCbMd54FJKpbwzznInG8VI1ii3rErpIWLW2ahEruR8Ua8/T7okODLX33XMguQWVS1fSiLtM9YTzZN48VrX3hMXCBzsBCDAB/sbRP3bohRMjsC8hXt6QuueETGo11VWIP987Y2czerUf3HCUas9R8wneF9dxtnst+Lu2/PwyFvMepScTtOio5YPK0OL0BXyeKbUejbW6PR93uXtLvaP3vwfG6bOlhS8ZxoBVreKbanpY11n4QHOF0K7tcXeNkzk+BvTYs00ZFf5BHLEda8Sor2pDqNbscsfJ5JvelWMrXOrfbalvJyVm5kS63s5X4wccQq1NbgeHpP8If6N4VMQ6H4CEODuf0eo4dsg4Jp11OsbuLd3yrOgUq+raWo9shL5MTWbq3j+/FZWoJAA1GrnEbOfzWc3vf76qbxggX/MqHXr+EObhinFvqBt7l857G7ECpW1874FlMm2jySleBEPFEIiLbvKa8gRddZYVe5hNoqR0fZ0m7C0AJceIvJGpSku8EBBrwl7V1Bc3Y8m6kfz4rNeitTZLo8QyTqvPuvZKIZ+MOhYWw4nOkw5d+kz10K/x3nTTzQRZqCzQKn1Zr32zbyRc4WOMxVucfoHx51smDDZeBv/H3BrdxOAAHf3+0HtDgABee21BdTXp6aaB73ir+RsNnbK1P3jX6+re3U2H+bruafHz/ITqt2e0c23MYlrmCHCnzhmaJ0/ImyLXvWB3yZJ+a5UT7NhLo0IXrV0Pgm768jKcYtzheg68kxGwMH1VpYLOBezfmtbaif0Eh3LOYdzZ/x7VIBLlxGxyjylhPV2zpuRvMjuV1Xrr0jIT4rw32yYqzu9PtlVvoIc0VP6zGPUqK2OE/8D8PpRJAh0DQEIcNe8ClRktghIrfY5Yv4LL15sIgW/LlKvq3y42qOZ+S1qNk/lvr5KXF3HR0d+TkRuZqCedCb3zuXnRBycwgYb9B02zJBFpStkdvlTROJlDpJvslGMpNub4Qj4G0TspWvkP2Wj0E7j5zUgZDlJ0fVoXZ8HB4iaVe+RV9kwPf/qMAXZWc5TjzxGQnoTlvAQ5wujHUW4YpWJPUcxohvYMK+erT6AOCDQDQQgwN3wFlCHWSMg9fppRKSmP/3dzB/kTMZPrReph9RqdxCz3lRFdCtnsyFDC/+Blx7ZdLbjsFpTVhun/qN/xbBOQDDpkop1N7F/vrejKCrx9dejr2bDvCFSzkxGwLalfmR8znv2r9kwtfNV4AqJvdAWzofPC/u3im2pkfFvuf+W1G9yfk3b3zlUnqWmkrWBCHXetOV+W7V+l4R+4D2+lyizio1V/zNrnQGBQCBhAhDghF8Aws8uAanXP05E/tTwdzmb1QkHYi4ReTc1Gu114WazyPPmxSYSGB/dfBORaL9joU/2Dw1HjvS4X9mWytOr8vUSNeX9fHLx/smhww5UdDHnzEiGnxmNgMNGGnewYUYduZ4pnUlpVr7Q6hpnwzwmlkXw6FSMdaX/jFRKpsq13CrDyRzPg6t+0pGxbSk3rov093wZG4XYzW2z20sQDQRmhwAEeHY4I0qXEBCRHDUayuP5aerp2cDMHTf1SL3eHomKbObe3simKr9Z46MjKvWgK14NZ+I9x53+oZ0RYdXeyXpaWqhBe3khnxI1lpDw1GzsMZ0ZCbBtfYCI9DGrDskS5InykdQnLxC7Zhuxu6XdjyulxeSzYt7Duei54pYI26URIvY2bVHsyLt9r/UeIr6TSJYQZwzOrfKnurukx6AaIHDgCECADxxblHyQE5B6vam8sbQwyfnc2xubGm/P6F0FppQ/Mr6/f+Xw++OaLmPWBZQiz2UrfnezG8q2lEj/mltGSk7hgeKTETGfyRT0rtJ7yeEnvGd/xIY5EFuv4G5phy7kQVNvAJt0iV36LyI+0/3YcUwePMPbqR2+UZ4pbaA0a8MOZodzBe8s8kHeIVB9ENjPBCDA+xkoipsbBKReV+dU/U1Lj3A2u6JTy/Y8PHIjMyl3K6U4n+5fue7L8QIWOP9KdBMbppoOjxE6q+245TT7eXBtKJOSemBGI2CV0SiVVnl/1dXRoUpsS037+tmQbmTDjD0PLVXrz0joS155X2PD1Gd549pQsbYTk8ocpa5PsWH6zl9zo4OgFSCwHwhAgPcDRBQx9whIrfZjYtY+yY5zBff1hbIRBVs8PjrSMrxwRJYtHFrvjzpDYMS21DlcfTSH6VLOhXP0amENiKbQy5w3F8QK3AxGwG55FeslYtJe2J3EvGpdQuLnHqYH2TDXxMZ8xjqF0qTSD6prarONygOXE6e8o13yPBvFiN/13Os1aBEIvD0CEOC3xwt3HyIEpF7XOWmVSUc2u4yZY5MAjI9uWk7Ej2gsUu5fud7shEhsq0ZEWU/UV/BgTO7csfIySokytFDlPcVG8b37JMB26Uki1meNHT6VBwu+gLaKlbEH3keplJ/juM6G2duxDZWSRcwF9/tU8308sHZHbP2eKx9JdTdXsCu8bJj4W3OI/N9BM2dOAP8pZs4Kdx5CBKRWu5aYi9RsXsfz5j3Qqel7tm++gUWuckWG6OqjVw5Hjgy5UmqXTiPiH3qi/iL9xDl2cvo/976x0jmU4ru9ePewYaqNVJFrJlPQOq71n0SkrR4dOZcHi74JSFuAVXrEd6d+RsxHe8L/62wUY48DSfho0+fZMP3z1NE62lvPIEpfQ46UeLA4pTPZIdS10FQQaBGAAKMzgMA+EBgfHVHp9LSjlqSW9w/9zqOxglkpbSTmmz2Bu5eNeP9jGbMuoZQ3HTyV69TMp6BvIybXnYscupQHo9Pe3g+Ee4hY+2KLfIzzxXYChECDpFr+DRLRo16mMc6ZJ+8DPjwKAoc0AQjwIf360fh9IfDS9pEljpCb1F6IHj5m5XBshiRP4P6eiD/qCdeXOGf+eaxQB4WVqOMI822MgNWI3B2hkyPXdRqJStX6Igl92vuB8A9sFP+4E5uQxzSllrKx5ul94YhnQeBQJQABPlTfPNq9zwTGH/rBGZRKb3W1zZHrFp6+vuM0qwTXYpku5FyHoz5V6xYSz0lK6HLOm1+fVqinEtaK9SfEpDeQMd3KOTPWyUuq1gUkrSNSHdee3R8ToR8JzbVsrO04Rb/PkFEACMxhAhDgOfxy0bQDT2B8++aLnKZjTCm+OzbPpyOO+EWrNk5zMQ+uVVPXkUuCqfemyig08yno84hJZ3Ji2sK5DlaTY1tPplS6bR7y6qu/wsvXvdlxFOzGJ5uN4ncPPGVEAIG5SQACPDffK1rVRQREb0ZyR8oktJvzpjbZiBNg21I7oJe5X03Ial5cVL7VUaGeqQDvLK2iDKtsTup6nA3z1I6xK9aPiL10goSRbRd1IVRljhKAAM/RF4tmdQ+B0NneKaaLXX22LWWcoXcjTzRP4sVrn903Ad56ImXSu70yXmTD1D7U04p6vAFI91BFTUDg4CcAAT743yFacJAQkF3lPA8UYlMZ+k2QqrWbhE4koteodlQ/L11an14sp9hc9dRTWep9WYn64cT0LOfMk6bCNZM6HiS4UU0Q6HoCEOCuf0Wo4KFEoLXBadqRcukyIv6GZiOfYKPoZ3iK4JppmYcSZ7QVBLqBAAS4G94C6gACvwQBsZUIK5epzuL7SxSLR0AABGaJAAR4lkAjDAiAAAiAAAgECUCA0R9AAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAECEOAEoCMkCIAACIAACECA0QdAAARAAARAIAEC/w8IPFH7DfBlMAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,250,250,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="16.666666666666657" y="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,250,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here? To show where it was originally.</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>