<snapdata remixID="12719591"><project name="21-22 U1L3.1 modern art with polygons" app="Snap! 9.0, https://snap.berkeley.edu" 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RsLHYPqOGxig8FUqMrtS+JQgjGf44g9Agdl96we/xck37hSpgebOBqRZG3DdD/KQXwivZhIko4PMVVVVyGm+CVbJZ36r9uZh2oxi/H3zR5h1+3TcPcAJIzQfq4q1rQmcuxzPd88BLf8XJjX4hBCuxgLEO3yZbmscjQElY74PZr6AAxtvFzX+he5z+HJUFSbfmofR04FhnVYM+443i9Hw0T0JwLyOm5A3QmwOS7fmoPgXS/H2Ox9jX9G3UeA4jZmlgpchjFCLFD5Ldxfo495rLAv8R/XqgY/u898A5q3Nw7xNgrkyOYtucKjlXzbvtoMsl3irA3m75HAIE8H3TTsXJwCudQCbAmd27btzNfa84B1vVXeXouiBQpxvexG3PLZcVImaF4BJ95sDn9AEb9kBTLt1Kdx7DmHalBlA8ztov7Cfj/OZofkYfPwCCEsqv+z/LJTNrrBRCL6Fa/tj5qZWOeQCvwngK3npADZ8qH5yllacj+A76HOICCwGoRp8fTyWOABQAt/+oXmonejEFYdexU+mD/GO+XJHyjocp/cCbzecwOOzdKznC3FVi7v2Q6Dt/5DTdwTyBl3goWPJjDEfM7tS+OiZZ+BCNZQdICZXPMDHZCEILxbUKWo+gi+zKNZhGAl8sq9sFBwO0XOj6O2y507yHAN35Upk/O+1vNllms8M+PZfY8W4l+gzS4DRmk9d5QLM7DL4LDfHMhCdhI/vLx6+W+3IyDsJfGQDFpf5P3dmhuZ7ZjWHJQPiA76Pc3SuiNYiO+TrMYSvGx4cw0bk4R6x2EqaL8fGxwDNMLsi+Jg0uQuB/FWmmt03tq/AA688rdptoYz5tPpfTvMRfDSGjv5qGD3wsQFyRvA+00i8XYJvD+xohVv85XA5+HJseObvKVgyJwvtZ94x3OGYdPEYuNt8mk/Sg2euuQPVIyq1+pX3dkN1OPhgepubPxWWToeVS9GCj54dXQDXlgCbVE4rJIlU4KPLtJiUIFRLnIzDIYSPleU/X3/uR+IZjtRsfHC6CBV/mIeb57hw49hlEcHn/NpTcI4QfyVIFb4coFp+67CoypHAx24kB6EUvnMeN1LsVrA9HEJvV+sNkdN8VIY0H2nA6AJoAHy8xK7jXght8qs+9MLnh7ARKKj3/qsBs7HOOQv/ck/DiG83YNXQZXh2ngtD3gtvVQtaZgPtI2G3zocrxxtQNgI+8jDrxjyMW6s0VioIQi1M80mhEUIoBx9tnSSQKBkBH3s+gzA6GtBA+GAv5+tAm8SlEIYKH2uMCadvwatP/xhubirS+3hfzZ/NexDT3q8EWqcC50NfUsXgY88gCNszepTNrk7NR/ANO/A2LJk6LQktkPGZXSWNRRCuPsSJFpOS5jMLPiGE5gNoAnz+ThVAGA58A2DDYa4QbzoK0NcTsHvXFTZg8Z5phsHHy5vehfZHX/d6u5J0Jobw8aL4HB8mFnnfDWVbcdUK7wliRmo+ad3NBdBE+IQQ0tEZ0q2TcmM+VuYK9MXpqpux9XeDkFG7xK/1+MbuasBvFzqR99oZQzQfgw/LKoAxpxICPhb0HuFcys9osBkOJQ3KfheN+RY4YJkh+CKNTGH3l2bOBUcBPlGdBPt21eATliloGoerzn8PSO2Ph5da8ZV7GiYXlmHRtnfiDj4CoV+WE32znMocSB04Mr1sM75cKRnNJ5xxqQUwXos63/Vw4CMv3BwNmADwjW4ExvqcD1QC/5PlRvXb5/Bs/pvArguBZte5sEA65jNS8wkn9xUhHGfFr3/DYc6VFtjY4T8A9u6xY+IFydevFcxutOHzXDJjLjgB4cMHwNZ5DRjetQuT130Yt/AxwYIgFGg+VwfwcQewMBNY/xUw3QJcVyvRhKZpvhJYZqg7R2R2SfMRfJSM1YAJCh81xMcrX8fhz3Zj3pqvvP0cZ5pPagn9EMrETeu7gDcuAkuyBKWYOY4j+IwFMIHh82Sk4vFXS7Bp8Fnvqagvfq7rxIJomV25YZilGMicUAbMnAvIzBjJDt1OlgEjAke8Seeawx/zha75SL6FM4zSgAbD127p4o+l/ffV12Oya2RwW4bhcEjHfGR2KRF89ufnwz1uOP9v2yfHwS32xhpVky/ILMqT3gUjvF3pgk6pHDx84vWdWtIGXY8H+FYtMAJAo+CjJrKXo919lIePDmWktN4+WwxhOPC1WTH2E995YDTFmoRPtL4wXM1H/dOv0Im+hcqeuXTMxzQfwRe5CTYSPgDt8GCR+0Y/fOy19UMYDnwoxlg4gAYn8JxTDN8dT8L9YAuQ1pXUfDp0qDDUwrKnWoH+TzuBRhkIs60ofpdDVW1gUQmZXQZf5AC+7AToTylpLCwQFuPhE3z9UXrL9a6nMNnmndTXG+cbzeCjQoJVOLzZ/f7zcJ/8EfCNL4BlW8A9tJGHMGl25VtACb5sDkghvugFpz+W2MGgfSz+r9NL4YscQLqDEoQGwsfqtBnbcRVy/Uuq1GDRBR+7gR4Ie8mYr7zMQQMvXLugJKwgs1Dz+eFjPzIIBfCxS2XvAUU3BfeYMWEYKYQmwGdHMR7GMuPh0wNhL4Jvx/ZiXFvkwIM3q0+TsWbR1HxSpsjTHjY3+GBQBW1hDIBCTZiI8AkgvGvZYfznQ88Bn/hmD5LwgfZwqGo+9YGL6lXjAKTHvKY/LqU15mNSm675BM3Dr4dbDtAXfLDYDmwbzq/nE6UEDLWQ2TVd84UJobEA6hQimvCRSIXTXvI6HCpJBJ+f/nJ+Aaw/XQbw0QqY1mlV/KZxMzUfa9OoAxht+BxDHCjV+hq6UPNJIaUFsAThZQCfcEO5sBko1BLkcOhUNmrZPD1GBKJDECTh4GN1u2sjMO3ZiNfzRXOGI1SzGwv47M1RBDBh4aPviigsaQ9lJXMSvoCmIs1H8BW+FKWTEZLwqX/I2ci53UTRfARf8ZtROBnBfPjEWz0jHvOxF1VF81EW2jpJGlAtKZk1YZnLGT5qB1OdkN4KHwOo+ruDcKZfsyyDSfjEzSI0u6T5TPeCzYCP30iOVV7ZJQshoqX5/C3nW9j5er0dGfniJe/xDt+aZg5ZH9qw/gExJGZ6u2zMJ4TPNA0Yt/AJP5Ysp7c0zK4UvvISYMcG8Mfl0uGRlGIG34ISPKixHJ7kI/gOdXjHpJNr4IcwFvCZAuDlBh+DkiCc4tvGqDYuNGXMFwZ8JCNpwOtHApcazYvzKWk+U0zw5Qofzdz9EpCc5hyMoWUhkOkbQai7L8pX2Upm5u2OXFCClSFqPgbfD6yRy6NWj8IvvaEWqdkVljHMCUnCp46UGfBlLvDuxZgO8H9KSWh2owUfPad5TQkG/U19l5whACbhiz58lpvKkHn3Cv+DlSCMFXxSJ1G2hcYZcDJCwsJHLfJJIX9WnmryebvM4WB5Y2l2mQzZy+xIKwh44FII4x0++tBQRBowoeGjXtQ4D5od2hOP8GlBmAjw0XbSsAEMBb5fwwEXCvmTSdWSIXE+rVCLVAAlCONY80mrINSEXZ1WpJ51oqUr8N0S8nbNdjh4mSrKgKcCwwIls8t/Ys23lzksAEOFjwTROnA7JvCxFpJCmEDwURVoLeOQlXZ+V+HOJg49PYEVzFGDj7UlLeRlq8mlBMqslg8ZwHDgY3IoQRhT+KQQ+uD7RxnwiuBljuaY7yIasRNTwEItalZDeKop9U1Nh4VfaUKJGwRYXwUsgcMQ1Me7Rl2Vg1Bhq0ZIAEYCnxKEIvgok2CDk+7ptVDNrlJDX6gH+uXzVw+5wH+hiKXvAZil0UFGhFrYIx7a6EbFNvXDoqVH6rKydEARJeEpWUaxpfs+QghV9gnpBlA/fAvxazZfqyAt04RB8LH8LzvhqMzRt5LZKPgEskrhY5fU4m1GwleyEdiwTb2rleDTDUg0MhKEHo/3K1cK59foAtBI+Fi9z6MemfBqG2mKZQcowacGYRI+FZrbPaqHJ2kCaAZ8ai9fPMPH5F4xF+i32fuvJHyRqVJVAJPwBTfuwxxwjQ244AR6Wo2bS43lixcZQpGVVgQwCZ8yfJE1eXwNOYyuS6j3kwUwCV8SvlBBCjd/EICXE3wtjcCjU7Sbjpld7Zyh5bhcza6wlUQAXk7wsUaodAJbVU6YS8IX2ksVam4RgJtRhiehPpdnh3acT48Q8fT2K0GYhE9PT0aWJ8gEvwQn1kNeJfRG+JQ0YRK+yMDSW1rWCZGD0Cj46KDCFX9WFy9WUX6mCZPw6cUn8nyKYRghhEbBx8S1rwZcdfLCxwo+Jg05JgNzI29Y6R3iachhfO3Cv6NqIJogbEOr5txuOI+XgzDW8IVTDz1l6k8CNz8an1pfj/xm5tGcijPz4UIIeyt8rP1I41N95VJvr7saQzEFkASjTvF0QPSxZDOhj+W95SC8nOGjvog5gCQEAWgRfOExlpCY/WwhhJc7fNTW/w9XSIhmUL7KiAAAAABJRU5ErkJggg==</thumbnail><scenes 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lOfFVjldx8HXXUneftVD95QHfzUP1e6vP9YhyVISziK/X53973l/hy+/7lGoKRCpvEt9Hy/cAYw7e+chT+G+fuSr2B678DjyTM+ApCJcw173sHPTAwTjCc/lhBdW852Vn1YgVZeZLfCczIwrCWca3/nWjMgbP6tUZJlp1TOM71PtwbT8W7P3to29q/92iq51Nsb1uFHTAmQa4dsLbKbrCnvYT3dd38atGKjlPfFWi5ZUtwmVn4js9M3QQJr5qIywufBsuBW8A9u3b7nw4sZXE3G1nHmC1bsxWaX5SMDv9RXyD+ypPl539jtKdBHzuC9j67n+SezCL+KqN67jxTRNhAqyWC4mVJr6JhTryhohvsfEttWE9gKUXbQQ+urF1OhFfteGWFL5pIUyA1fIhkdLEN5EwG9kI8SW+Lr5eFFohTHzVhlzS+KaBMAFWy4nYSxPf2ENsbAPEl/g24tsKYeKrNuzSwjdphAmwWl7EWpr4xhpeo40TX+Lrh68fwsRXbeiljW+SCBNgtdyIrTTxjS20xhsmvsS3Fb6NCB/yHHDdpwHVrxo1RTjRtZ29befpVSPdk4ADxPp0NAHW7RmD9YivwWDG3BTxJb4y+HpR6hghvrJD0paZb/P+xokwAZbNjpjKEd+YAhtDs8SX+KrgayAFOfNVDKK7vKS7wpW3yIZi9cDicSFMgE31kEY7xFcjaClVIb7W4TsAwF2IemWUlPDWdvaWl/Rry33P13vVKMq2FOsSX8WAxYWvtxtxIEyAFTvZVHHiayqS8bdDfO3D98UqlrtoXtQjytD8KALxndqvvOcbfi4xjTABDo+58RLE13hIY2uQ+NqLr7dnOggTX+Kre9IwiTAB1u0FzXrEVzNwKVQjvvbjq4Mw8SW+0U4nZtbKFwu7uwhwtJ5Qqk18lcKVamHimx18VRAmvsQ32onFHL5wSusIcLTekK5NfKVDlXpB4ps9fGUQJr7EN9rJxSy+EFhGgKP1iFRt4isVJisKEd/s4tsKYeJLfKOdYMzj6+4PAY7WK6G1iW9oiKwpQHyzj68fwsSX+EY7ycSD76joJMDROqZ1beIbZ3TNtk1884NvI8KOwNwXqujje771qPBVI9XzRnz4Du4qE2DV7pAtT3xlI5V+udTwfRdw64FLYg9A58herFpzB87b8qDytkbRjkGcia04XrluhAoD3nu+EdqoVT23W3QRX+Krl0fx4rt1Ty8B1usYznzjiFsabRLf/M18ZfOIK1zJRkqvnK1rO8sdTfz4uvvBe8ByvSFdijNf6VClXjA1fM8Gbn0NZ74+CWBs5huWXMQ3LELR/k58Afc9X/dVI/dpZzea7j1f97KzO/P1fgQ4Wp5NqU18DQYz5qaIL2e+/LBCPIOM+MrhyxmwwfwjvgaDGXNTxJf4Et94BhnxlceXABvKQeJrKJAJNEN8iS/xjWegEV81fAmwgTwkvgaCmFATxJf4Et94BhvxnYyrOKWnDEes8rvn2xx93gOOkI/EN0LwEq5KfIkv8Y1n0BHf6XF95aTjr/ju7stWNj5w5Rd9AqyZk8RXM3ApVCO+xDcv+O5u23/9TPHq0g4xMq1TuciG6snFzKtGzVt13z0/oIT1MjlHgFX7DADx1QhaylV6PiTKQvPD7aq7vuSYW4CzHb5q5B84vmqkmlCo31t08b3y4JVL2zCGVc+uRiPCxFc1qOnjy3vAqn1GfDUiZk+VJBA+55hbIIhvUKcTX43h0Ijv4Jz6O6Tn79o0gTDxVQ2qHfgSYMV+48xXMWAWFo8TYeIb3OEyH0QwlS55W2Rjd+mAdVcedPkyD18vTi7Cl750Db7w4csweNbk4g6m4hjUDu/5To+MymXnxtq8BC2ZrcRXMlAZKHbMhcNXVPZ2rjS5q8SX+A7Nc4ZN5lRt5huAb207M4DXv+MJPPEnrze52ZZtEV9z+HIGLJm2xFcyUBkoJu7t7sJIaf3an69YuvbnK4zscZL4ejs88JlbcdbWJ5T2P40PK3Dmq9RFE4Vl8MXZAN6q175OLeJrFl8CLJGFxFciSBkp4uHrPZ3oAhwV4TTw7d3yIMpr7oD7lSPZH/GVjZRSuYHqGJanMfPNCr77L3gILz20YCKo1c69eLR8D4Z6H1YKdLTC9tzzbT4OXoJu0bPEN1ra21S7GV9v36IgTHyDe7hoM9+ForurA+3iLmd7JUre52nm29M7iBPKZfzXDR/DI2tXgPhOzwwCHDBaiG+U04hddYPwjYIw8SW+3szXxbeC0noHzth+QJ8uwnnEt9RZ//fIf355Bb530Amc+TYNGwLscx4hvnYBGmVvwvDVQZj4Et/p+GJpPSrOBh2E84xvGrc/AHsvOzeOHgLcdC4hvlG4s6uuLL4qCBNf4huMrxcbNYSJr+nzRjbwrf1zzfShZ7k94pvl3pu676r4yiBMfIlvOL5qCOcV31H3A/Rox3dxJrbi+ARPLPHhe2AJ6wSwzOTBEODxaNbxnbEOhgPcurPiSRaTCZLFtnTxbYUw8SW+8vjKIZxnfG9DOx7GmRgivi1PoQR4YnlJ4ptFbJv3OSq+fggTX+Krjm9rhPOO7904ExXiG3pKLTzAnPmG5khmCpjCtxHhHcNHJLa2s7ddvuc7PeVsWF5y8mln74Er2aEx9Z4w8ZWNm2y5eK4kustLxnHZufGoCg0w8ZVNcPvLmcbXPeKK04nLDvxCIl81Ir7BOZZtfKfOhO9ctNcJW14yK4tseO/5uq8aufd83cvOnPmqnSsLCzDxVUsUm0vHhW/5kDKaF8CPMw6c+eZt5jv1eNpHsfEfz57trJ218iO+eTUDIL4qIyy7M9+Jf5apHG5eyhLfvPQkQHyTfcq0iCtc1RfZUL3sPH2MiVc7cfBVZfxqu8+Xi4iv4kkp+/i6B1y4GTDxVcxzi4sTX+JrOD2nrO2sf8/XH989N5VRuZv4Ru+zfOBbOICJb/TUt6WF+PBdhcE55yV2mLzsnO/Lzu7RuTNf4httSLkfHhEOMDKzNFDF3uVDzsVGP/2YxANXzREYOqxAM2DiG20A2FSb+OZ85lvCOgizCx6E5C9nviEBSvOBKxff8pof4dDnXnn0/rcctuiyCza9aPJ8lBa+jxxdEICJr8l0Tbct4kt8DWcg8c0Avr1b/nN8L50N6ECfc1e0r055h5wmvmNtBQCY+Bo+XaXYHPElvobTj/hmCl9vZ80gnDa+ub8HTHwNn65SbI74El/D6Ud8M4mvGYRtwDfXABNfw6erFJsjvsTXcPoR30zjGw1hW/DNLcDE1/DpKsXmiC/xNZx+6eDrHcTbAbj/JfDr3gLMXwOURtQ2ZsMDV5P3fMP2Xe1ytE345hJg4huWsNn5O/ElvoazNV18E0S4GPiqzYRtwzd3AKeDL/qrGO0z/V6a4RNP5pojvsTXcNLagW8CCBcLXzmEbcQ3VwATX8OnqxSbKzK+XthvxyLchkWJ9ELiy0vG8J7v5EIN7X4xswvfGBEuJr6tEbYV39wATHwTOU8nshHiOxnmJBDOC77lNXdgrM3B6hVnYGTmFITtxDcGhIuNrz/CNuObC4CJbyIuJrIR4js9zHEinCd83SU93d+m957QiLDd+BpEmPg2jp36g1kfePw3Ttzf820ese7yku4KV+4iGzK/TH+MgfjKdHE2yhDf4H6KA+E84utF0EX4mo8t/uYL+878+NA8p7ZmcGIfVtAcbs6ZgDhLrzLxnR63qpix8eKnf+5UxD4f0Yuqei1VfAEMZBZg4queILbWiANf71jXvmYF3P+S+Ol8WEF2v0winGd8vXhW2g+9q1Kdt+SA7We8ZDu+bWPAsY8BlT8DnrhQNiPq5YhvcLx+/Mr5+IeXV2FUdKgFVaO0Dr7VPVieSYCJr0aGWFolTnyTRPhNj/+ysnnZv3W6DwPF9fvCgj/B9ocWRmreNL71/msXzhnT1+bt3im6SjE9cOXe8/UuOwcFpIpD7/jXDzx9wV9f+3efN/U938CvGmn2iodv91P1Bh6/UB7h7OIb3nea4ZxWLQmEdfEd2uwMZw5g4msqNdNvJwl8E0F41mMvYs6PDlixroIVa+MB+ObeElaXZ+DwG07CUWtP0uq8ePAtrYdwxuCgrxHhePH9EWQXavjVfDx10T987bA/7LdHK2ZepZafFNRsuRlfrxkZhImvXNC37unFt3eV8arolKugWCoKvu6mMgUw8VXMDouLJ4lvrAiP4wunDq8LsGmEPXwrtXOIGDhr/sefKVXaV6p0b2z4Aktr+yGcDR7CtuDrxed7H3wE137uLox0VFVCNlE2SXxlECa+ct1oO76ZApj4yiVdFkqlgW8sCDfh623DJMLN+HofI7+oR5QhsEqmv2PHd2Ka6Gy4+qDPfPaGgz5+jenv+XrfhJWd+TbH5bvnP4wvrvqxMsJp4NsKYeIrk/FAFvDNDMDEVy7pslAqTXyNIhyAr0mEg/D1tiGDcGL4Aqg4nfjo3BsfvXufxfNN5mJUfL19UUU4TXz9ECa+clmVFXwzATDxlUu6LJSyAV8jCIfgawLhMHxlEE4a3/IhZQzO6TWaiqbwVUXYBnwbER45OKsfVkjugSs3XlnC13qAia/Rc1mqjdmEbySEJfGNgrAsvq0QJr7B6R42E7YJX+8oqh1Z/KoR8XVfNXKfdg7KRmsfwiK+qXppdOM24quFsCK+Ogir4uuHMPENT98ghG3EN/xoppdI/5OCxDcMX2tnwMRXZ8jZWcdmfJUQ1sRXBWFdfBsRdgTmvlBF3+ah4H91q2RKq/5z7/lm4bJz0PE2I0x8VTLDv2z9lkHB8RUYqA63nvl60bNuBkx8ow8CW1rIAr5SCEfEVwbhqPh623AXn88+vsmdwD2EK84MxL3IRhLjkjNfs1FWfs9XAV/rZsDE12zypNma+OwRB+B054vowIfT3A/pbQv0z3/Do89WnM6p79cawrcVwqbwlT5WiYLpzXyTw9cNw629D+Pay3+KF7/716jcbe4BsqBFNiRCr12E+GqHzrdi3Pju7BZd1syAia/Z5EmztRq+jzu34nAsxtkAfD/RmuYeNm1boB+d1T5n0dBwz05RFm3j79caxtcPYeJbj4rWpcvxxU8g9BKM+JoZg1p9F3HT1j3trDjzdfGdVcJ6KwAmvhGz0aLqE/g+icW13XJXTbQZ4QZ8vTC+7nejV6DrN59wl5f0VrgyHWJ3sY5Dnxa15SW9Fa68RTZMb0ulvczMfF1859zjrsAFvHwqVBEmvipZEVyW+LqrwMnf83Uj6eErgKWpA0x8zQwEG1qZhq+3U7Yi7INvPR/b10PMWBoXvl5YOisgvjoP7Xj4znq4HspXFighTHzNnC2IbzR83V5IFWDia2Yg2NBKIL62ItwKXzj19Y0T+YmBbMx8V2FwznlGI6J1Am/G19sjSYSJr5ku1Oq7iJvOw2Xnzvpl54nzS2oAE9+I2WhR9VB8bUOY+E7JnvDLzpbjK4kw8TVz0iC+ejPfZnxTmwETXzMDwYZWpPG1BWFL8J0xiq9XZox+csi5OHCVnCT6Nzf4hiBMfM1kE/E1h28qABNfMwPBhlaU8TWBsIMHIHCi1vFbgm/vYBUrrxzdOPsPB33K2f7hitaxGKiUO3wDECa+BpJF90n1iJvO42XnxpAkegma+EbMRouqa+MbDeEBdFSXY6T9UkBIfYpvImQW4Vsuj8J9AAuO2AAc3JcGwrnFtwnhWz/4K77na+C8wZmv2Zmv1yWJAuxutEd8qSwg9x1TA3nTX8VoX9qX+Qwch1VNRMZXD+Eavu67um51cWdPWRphG/GdGIHJI5x7fMdju/21c/GhDS/j6du4yEaUEwjxjQffVC5BJ4gw8Y0y6gLqjuN7C57E6Uaal3tFaQq+3nalELYZ39qBiAFU25c7Q8ncCy4Kvl6OfHv+yfib6t9jxOkwkq5c4cpIGFs34mDg00/94pk9Y3OmrkpnaNNJrHDl98CV3+4nPgP2diLmmTDxNZSsjc0Yx1duJuyLrxTCxHdKFhQNX+/gN805H6sPWRUZYeIbw0mluUkHAxDV5c62oeGLekQZwuzvklH2AAAgAElEQVTVUpvwTW0GHDPCxDeGcRIbvq0RbolvS4SJL/FtiEBUhIlvDCeVFvh6fzKJsG34pg6wuwOGZ8LEN4ZxUsP3MecW/M7QZeegfZx6OVoKX1+EiS/x9ckxXYSJbwwnFQl83SLuVZv+L39p68/+33v13nwY346N+FoBsEGEiW8M4yQxfBtnwn+Kr2O/6ie9B65kD6t2T1iIud6HFbx6E8tLJrjClfuq0cTTzlM55D1fvw4NWuFKtvMly6kiTHwlAxulWMNl58ZmXHx3v7z/+it/tnLpT3/Qi6O2623EVnytAdgAwsRXLzdb1kocX3dvDsfdOEosca7e8aLOIbmDthFu4ltaj4al77yYVpxOlA/JyApXOonQoo4swsTXcOB9/+E1ec83CN/Bx+qfiXz9digjbDO+VgEcAWHiG8M4ySK+zWEgvsTXb2gMzulF+ZAy3H+EBP2IbwwnleYmJWa+Hr5eVRWEbcfXOoA1ECa+MYwT4qsX1CxcdvaObO1rVsD9z9RP613RhC47Nx4j8Z3e41p9FzVxNPBVQTgL+FoJsALCxDfqIPCpT3z1gpolfE0jrHUCJ74TidbTO4gTymWUOisYBXAb2nE3zkQFx+slo0Itrb5TaN+3aAR8ZRDOCr7WAiyBMPGNOgiIr7EIZhFfUwhrncCJL/HdVl/Rzvs1PnDVfNk5aKD6XY7OEr5WA9wCYeJrjI6GAZDUq0aN+x7xgavmMPCer/8937B00b0cTXzDItv675z51uOjg6/fTDhr+FoPsA/CxDfamPetzcvOekHN8sy3+YhVESa+ejnj1SK+0fFtRLhzBHjkaGCsTbJfBAaqw1g+tNmR+hzozm7RJbu8pOQe1IqlthSlyk6OL9Yxlx9WUImaXFniKxen5lJ5wtc7NlmEia9ezhDf6JedgyLvPrWeNXwzA7C7o+7lRX7VKNrAb65NfPXimUd8ZREmvno5Q3zjw1epRyyZ+Xr7nIkZsFKAWVgqAsRXKkzTCuUZ3zCEia9ezhBf4huUOQQ42pjKZO2U8L0LR4lzdFe4ag40H7jSe+BKNmH/9qAV+PKBk+8JE1/ZyPmX4z3felyiPHAVqQcsm/lyBhypN7Nbmfjq9V0RZr5eZEbagOuOBm7adwWGd68A8dXLGa9WtR3fOuyGlSecetZNx/M93/razrKvGkWL/HhtS/F1944zYCM9nI1GUsF3Lu7C0Zz5msiQVt/zNdG+24aH762H1Vsce24FLv38G9G75UH5TfA934lYufjedQqwtx1/8efv+1vsfdcNXGRjfG1n+YSKUNJifAlwhH7NWlXiq9djRZz5evh2VNpxSfk0LBk8Tj54xNcXX2dmBbMuuALVxc9yhSv5bIpW0nJ8CXC07s1M7fzgO2MdgGVJBZ74El/dXGuc+RJfXnb2y6Pnegd5CVp3gGWlHvHV6yniS3z1MgcgvvXI8YGr4Axy8d1ZLhNg3UGWhXrEV6+XiC/x1ckc92MK1ZnVTT86fp+qe8+XM1/OfINmvi6+Y50VAqwz0LJQh/jq9RLxJb46mePie+K1n3nxpXmvPH/jV75y9F5H8J4vn3aelkrezNfFl/eAdUZaBuoQX71OIr7EVydzPHznvXvLAW79e378QdzmlDBy2vN84EonoDp1MvDAVTO+BFinoy2vQ3z1Ooj4El+dzGnG12vjXnRjE96PUbTrNCtdR+sdbenWAwoa+J5v1F2YUj+j+BJgo1mQfmPEV68PiC/x1cmcIHy9tu7BCfg2zogNYeLrPullx1eNWuWP38zXK8+FOHRGnoV1iK9epxBf4quTOWH4xo0w8c0+vpwB64w8C+sQX71OIb7EVydzZPGNC2Himw98CbDO6LOsDvHV6xDiS3x1MkcVX9MIE98avv3VYfQNbXaGZfpwZ7fomlXCOpHgIj6tLjs37jMvQcv0oKVliK9exxBf4quTObr4mkKY+OYLX86AdUahJXWIr15HEN984Ov1/uu3A0dt18sFlVpR8Y2KMPHNH74EWGUEWlSW+Op1BvHNF75JIWwKX12EiW8+8SXAeufxVGsRX73wE9984hs3wqbxVUWY+OYXXwKsdy5PrRbx1Qt90fC99mjge+Pf883TJwXDev89//kMKr8/NKyY9N/jwlcWYevw3X3Auit/evmywWS/55ubB678Eo8PYUkPx3QLEl+9+BPffM98vazofepBlB+7Az8cOwm3YZFesjTUihvfMISJb75nvl7/E+DIQzX+BoivXoyJb7Hw7RzbW0uU27EoEsJJ4RuEMPEtBr4HD/bya0h6p/bkatmG78b5oqx69Hv2r2Djd/7hzS8e/vK7Vevqlie+xcTXyxddhJPG193f+3AobsJ5eBXtsBLfn12+bPC/enWHonq9HL3nG3TwLr7z+D1g9dxIsoZ1+B4rrgVwiRDY5ACPycRiZL9XO2/73J0f+uX/eMzczbmQDRPfYuOri3Aa+P60NmMHdmERxMhJKK+5A71bHpQZWmbKtPqwgnvPN0f41j4BKBy0jXREip3sIhth+LZVOjkDjtQTMVa2DV/vUDceK553gLs/8ojzvrDD7xbXd5UwYx0SXIGG+BLfybwUA3+JTz/zKtpXhuVqmviOAugYAS657rWVJd9/ujNsX439vWD47nBnnGNtmLd6lTbCJvF1+5H3gI1ls7mGbMXXPcKB+eJ/tzn4+hhw+tJHnB8HHTXxLa0HsNRcVkxtaaQNKOrTzt4DV949X/8YiwFU25c7QxcPX9QjyhBYFdQXNuD7N1fhxXf+ALXvCSfyKyC+z/cO1kJ78KbztRA2jS8BTiTT1TYiFnZ3wSmth4jv5D1tj+biLhwtznGu3vGizN5uPFbcD2DfCx9xjvMrT3yJr19eDM7pRfmQMiqO/iRPFV9vP4IQJr4N1wvu7e7aXbvsfNmywf86T+ZUYKZMjPd83cvO7szXw9fbYVWE48CXAJtJH2OtZAFf92A3HiP+GG34iSPwsY886mxoDADxJb624RuEMPEtJr6qCEfF96DBXhxRLsO959v84yVoY3xGaygr+HpH+bVjxSYB/DnG0H3hr5zd7v9PfImvrfg2I0x8i42vLMKx4juzwnvA0dg0Uztr+LpHfeNx4oj2MfwKwDcufMT5OPGNH9/rjgZuLeAKV7qXnYNG56eOf+mKEz7/fz8x791bErvn6j3t7D1wZd893/xfdg7Kh6DL0XHju88FZQJshlD9VrKIr3e0A8eKv3YEys8e/fuFN2y5eRmfdtbPg1Y13QeuiG99kQ3/3+QDV2E9cK/o7noZ8f5jqXkfiG9TRFK45xuWF80IJ4Fvx+JBAhzWMXH+Pcv4enH56ptHn9xy1Q/afvnOJ14bZ6wa2y7aq0bEl/hqj63Qp52LO/NtjqmH8O+X3Iqd5TJq7w1r/LxFNnzv+c6swJ35uvi6P94D1giwiSp5wNe97Hzg7w64edfcP7zHRExk2iC+xXjP97zn/x2rHr8Trc+BnPm2HDPEV+aUMqXM7PtPxisn/CIRfAmwcveYqZAXfAu9yMarpXUQcC+7x/Ir8mVnF9/yyavRUR0DbjoVGG33iTHxbZV4L8+es2m/3S8sdbYNDTeWEwV61SiWgdmiUZWZr9cMZ8AJ9xLx1Qu4VTNf4uvbiSbe853A97Tx5RjvWuCDMPFtNYq+/fYPjl3zPz97+X/MP/Aa4qt3vlGtpYMvZ8CqUY5YnvjqBZD4Fueyc23m6+HrpcsUhIlvyGXn/gV//9DsV7r2feP2w50TvLKc+eqde2Rq6eLrXuXiDFgmwgbKEF+9IFqFb6W0Dg4vOzf3ZCwz3+aNuAgPLvw6Xpn1SXd5ybBsKujTzv0Q1b4jv7OzVwAbnRmYu/0Q52niG5Yt+n+Pgq/7cCUB1o+9dE3iKx2qKQWJb8Fnvs1pM9q2ETPEp5wztrd8PLXI+Hr3fHuGxKsCuGz7jnlfKcryknpnGf1aUfF13+knwPrxl6pJfKXCNK2QCXzdE/EI2sUZTusTdqs9dGcP4MzXN0SJzHybtyycDXDQF4Qw8a0H7IgnxeA+Ys+R9z98yi+KsLaz3llGv5YJfN2tE2D9PgitSXxDQ+RbwBS+7oILAs5YJ9CngzDxDe6/VPD1dicAYeI72V9v2fH8J/7quWv/rvflb2Ptz1fU/kvkZ+EiG6aP2xS+BNh0zzS0lwq+7nt/bxOfkf2qUdjhZ3V5yeYTsYCzQRVh4mspvgEIE9/J/nJzd2yktL6t4XOYiSAcM77u4hjuClVp/kziS4Bj6snU8BXV5c3v/ekeYl7wnThfKyBMfOPF93x3kQ2/p51Vk3V8Jrzt9L1OAZeXrD1w5feeb9Atk1gRJr5TVrhqTOXmd/ob/8ZL0KqDPqQ88dULqMnLzmj4l3/j3sjMhIlvRvAd383Rdmy8YxHa0IYP62Weei0L1nZWxtc7ylgQJr5a+HIGrD72WtYYxzfWFZKm7UDAcnO6h5a3mW9zHFohTHyzhe9YG/DI0cDQ+BeidHNepV6W8Y0FYeKrjS8BVhl5cjNf4qsY0yRmvjIIE1/iG5a6ecDXKMIK+Lr36Pe9+vLOw2/4+DUC4e/Sux9CyOM93+Yc4yXosFEn8fc8zHy9w+wRXyoLYJXEYUcukga+3k43zoSN4+t+9NUdWQ1LGGd1beeH2s7A+1//VVScTu3+NnbPd3wPOPOd7IoouRvpcrQivn/Yvf/6o/7yy6fud9fi+WGJlHV8vePb0APc2NP6aAlwWDYUYObbfIhJINx7cxXl1aM+X7tJbqlBF+E37hj77BFPONcYW+HKxff2cYDPriOcVXyx5zhg12lY+7q3YW3PIq2Rkgd8/32sDVvaxuB2bccI8DdX4cV3/gAHaAVEp5ID7Xu+YZvTQlgD33lXXr704MHzwnan9hWiLM98mw8wDGECHJoSwQXyNPNtPspjhr90RaUTKyOEJ7CqDfh6O3fQ7/Homx/G/LYxA0fq4eteq3R/JwEj7wauOxZwV71xfx2VdlxStn+FKw9fiPo03gVYFeE84Nv1/T/D9vtPxlcvvwoORnDJF2eLJbfvTu68GSO+XsYrIUx8A+/5Bp1BWiGcXCIZOL/Z1ESe8RXd13ehVF23dkX7srUr/D4Fp98TNuHrHcW83wHzHwciIdyM73jjD7wD+NTlwMjM7OI7caJWQDgv+B578fVwP6z+L73fxD77rsF7v/+SfvKr1kwAXyWEia8yvl58gxAmwKqDAkAR8MX4gxIuwKYQthFfIwgH4Ou1/d33AF/+eDuWX5W9mW/z8JCZCecNX8epYJ85ZXTMSnARiATxlUKY+Grj2wphAqwIcJHwnRiYBhC2Gd9ICIfgW2tbtGP7/qeh55Hj5LPN2QvMuQeY9bB8naglx+/5epedg5prhTDxjdoJtecHYrvnG7Z3vpejiW9kfIMQJsBhGdnw9yLiawLhLOCrhbAkvu6DTLV7qrI/i/FtdTk6F/j+05/j2P/zxdpl56LMfKdd5WhcO5r4GsPXD2ECLHlSLDK+URDOEr5KCBcYXz+E84DvvoO9eEO5XGh8vb69ZOt1D2x+7Nx/rw6jb2izI/X9ZfdVo6I+7SzJyEQx754wAZaIHPGdDJLKPeFgfNGPaqnP1g+rdz8FHPtYi4eyiO9EQriXo5/dt8PM2s7jrabxni/xbbzUh350VvvmrdkJ4hvffX8XYQIcAjDxnR4gGYSJb/4uO/sOlZl7MfIX96LjtAcl/ikbXiQNfPcZ7MUxnPnWO0fU8XUWDYXOet3ijV+hmrt2Bdz/Wv3y9p5veEa3LkGAW8SH+AYHpxXCxLc4+OKCe4DFZh4UI76T4y3KClfaKETA19tmK4SJ7/SeIcAB2Up8w4exH8LEl/iGZ870EsQ3+/i2QtjFd0e5jOcz+j1fnZyWqUOAfaJEfGVSp16mEWHiS3zlM2eyJPHND75+CBNf/1Ex+Fgv7wE3hyYlfH3f+9M5mbWq461w5S2yYap9F+GnD3UC1nbmA1e+cc7Aq0a++z1zL7J+2ZkPXDX0rIHLzkHnkde694Rv+Bhnvj4BcvEt31cmwI2xIb76JFc64fNhBeJLfINzKo2ZbyO+3p7Nmr0WXbPX6ie/Ss2ARTa8JsSdPWVAJPI1sigPXIUdsvuiwL8COPWhBdh/wUNhxWP9+8GDvZg3/pBd84acmRXj7/mGHYyHb6XaSYAnEn9hdxecUtLf8830zDck0fiqkV+AOPOtRcUWfBNFOATfRBGOcebr4XsogLeGaRTz323G1z103gNOb21n4tv0GkPMY3Gieb7nqxjpnF12Djr6WGfCkvgmgjDxRdozX6+fCw8wLzsrnozDi3Pmy5lvYJbYNvNt3tE4EB58+wfHPveR8q/3dHR94LeHO/8RPoTqJWK5HE18rcG38DNg4it7KpAuR3yJb2bxjeVytIP+/379D7/22BFHfQ1jOEoIXLJjnrNOdkQZRZj4WoVvoQEmvrKnAOlyxJf4Zh5fowg3XXY+Ykh8w3HwvxyB2ytzcOHTs53nWo2u1+4WB3fuwsa+369514oXpM32b7Ig+B402IsjLH3gyvf0IH16zVFB4mu8M4kv8c0NvkYQDrjne8SQONtpwyYhMNIm8K7t3c59foHrGRKnjDm4zXHQIcZw/m8fO/KPtZ+OLgi+tj9wRYD5wJVxeQG+auQbVD7tXAuL7fd8wwaE1j3hkAeujnhG/BH24kYHOFMIfGlHtzNlAeUjhsRax8FfCuAOtOOjOw51fq19T5j4WnfZuTHnCvUQFme+Yacb5b9z5suZb+5mvs0HpISwwtPORzwpvuAAl8DBfW0CF9b+weJgIwROEcB1Ow53LmveF6V7wsTXanwLdQ+Y+CrjGlYh//iOR2Dv8Clof/GPw+JR/ztnvrmY+WohrICv1/6RT4mTxsbwjwD2G///Xm5rw3t+c5jzk6CEk0KY+FqPb2EAJr5ydiiUKgy+lY52lD99Jl776zdixdq9rUNEfHOJr9fpLWfCGvh67f7RC2JOtYIB93+XOrH01wc6u8LGYkuEiW8m8C0EwMQ3bCgr/71w+A6++/hakFyAAxEmvrnGtyXCEfBVHn0NFXwRJr6ZwTf3ABPfKMPbt25h8fWi4Ysw8S0EvuMnzIEDD5v/DJzKyvotBySyop3U5Wjimyl83bW4c/sQFvElvlMi4C5QezuAn4bHxbvs7M18m2tMQZj4FgrfPVUsnzfkDItTespoE3Mhqn3OtqHh8KyKr0RtJizEXHRW+5xFcvtyr+juehml9QCWhu0Z13YOjlDjhxXC4jjl7wL91WH05RLgouI70rkXEEDHSLtSLkgULvzM1xfhdRVgzj3ArIclQmioyJ7jgF2nASJCHxdkbWdDER+f6GLAw9dr1z3PpI3vxL7c291FfMvoWDxosttbthUV36HNznDuAC4yvteW70HbmIO/Wn2qSYSJr88w7BzZi+9c+EMs+HWCn1ojvrWe8PukYJxnXQfT8Y1ze3G2zZmvmeiawLd+ByNHv6Lj+73e+kzsnE0LTCFMfAPwXbXmDpy35cHkRg/xJb4Rs434RgzgeHVT+OYKYOI79TKoAYSJL/ENPGNlfYUrmVMxZ778nm9znpjENzcAE1//e5ARECa+xJf4jj9wJYO1zWXyOPP14j3rvWvR9d61iYTfNL65ADjP+HpZJXquKUO0rWrMMveBK/eer3fZOSgDNRC2Gt8DX8IDb3kQJ7aNBRyxwaedG7fg3vPlZefsr+0sc6bmzNfumW9zHyaB8M2P9WL1fWVUqp0yKTRZZvxpZ/eBK7+Kmb4HXAR8/RCWxderq4Cw1fgCGNgP1eUL72q/1PfLMMR36hjn085qJ8v6QzHTnnZWbsSSCnme+SaJcFz4ZnoGXCR8GxEe6RhbJTPzbU5QCYQzge8ip/6e47RVgFTx/eQ7MPie44EZrZeX5My3nkm852uJqpK7USR8vZDsu/SSBzpO3XyiZIikisWJb2YBLiK+bmctFN1dx90/b+sDJ/9OK8laIJwpfCf+QeIuQACxCjr47v5k/R2AC+4JRJj4El+ps7RlhYqIrwAGKlUs7/7Wkf5Xx3T6SKD/hMFfPLtrZE591TPZX8hl58ZmMncJusj4VlBa70isXNMqT3wQziS+Ewj/y+uuwPexUnqFK3fm6+J793H1Jk5/2Bdh4kt8Zc+3NpUrMr7uCmW+V8d0OqhhWc+eD4myEJjyDE5gkwr4ZncG7C4D5wi5gOgEf+o/UVJd69Wb+ZrA1zusBoSzje/C7i44pfUQ4cvp1ZaXbMbXC0gTwsSX+EY9baRRn/hORl3qk41BneSzprYUwor4Zhbg2r9ykkA45YXW48DXy7k/ubPn0VPuP3zRBZdtejHsZKEysMPaUvh77YEr755vc73xKyHR8Q1AeMXGe+H+l8iPi2zUwswVrvSzTWWMZmVt57BoeJedvZnvtHOEd4sqrKHGv7f4oEVLhDXwzTTAsSOcY3wn883ZsB/Qd5ezvRKUoyoDWyXPQ8omi2+aCBNf4htx4PiN0dFXOwFHYMaMkSmtFwVf76CVZsISX5PyRVgT38wDHBvChcDXS9FghAuFbxoIE1/iGxO+gzeV4Thj+OAFqycQLhq+SghL4Ou1NwXhCPjmAmDjCBcK32CEC4lvkggTX+IbI75b7+6ttX7a6ZtqCGPGCP4VwKHI1iIb0y4rjz/tHHTZOSikLWfCCvhOQXgMc91PCgYtsiHTvZl7CjowwCbuCRcS39oXDAc6UV2+bfwd20LjmwTCxJf4ypydW5QJuuzsznw9fL3qp571Tcw5fzUOaxvDWyNuN2r1g2/uxbzVZbRVFFeUcp/70cS35UxYA1+vve5zRVcUfHMzA54IcBSEiW/tEX7i23CKaXo62siDWcSX+EZUTAVfZ2YFcy4o4/2LBzONrwP076miT3XmO20G3fhgVgR8I3bhRPXczIAjIUx8iW/QiDKJMPElvhHP3MQ3YgC9VfSEmIvOap+zqL6yXlq/3AHsBlLpFSXiS3zDRp8JhIlvLcr7DPbimLLeJciwbvL7e97Xdnafdva77MyZb+tsEfd2d6WNb+4uQTeGXAph4kt8Zc/qTQhfd+W/PHDuPz0ktyQo8eXMVzbPAspx5hsxgJZWz+UMWOpyNPElvqqDchLh/ipG+3YuXH9p6IpsxDcVfKM+sKOaGnGWJ75xRjfdtnMNcODlaOJLfHXH3fG/fVQc8/KiHWcfX1tBrOWVFuJLfHXzbLwe8Y0YQMur5x7gaSdJ4kt8ow3KgeoeLG98/cAXYeJLfKPlme8bCbznGzGollUvBMATCLeJuRDVPmdbek++uZ8UNPlhBZl84nu+MlGSKjMN38nbHa+/As7e+mfLiC/xlUqn4EKc+UYMYEaqFwbgGsILu7uIb3fXyyitR8TPGirmdzprOyvuZEjxQHwnEH7LW7+OvQd/CLtOA0S7/tZn7q1/InHxw/ptNNQcawMeORoYOsxIc1KNJP1hBd7z5Xu+UolpWaFCAZxm7Dnz9b/qYPyrRvF0cii+Ewgf+fkrMNap9gHvxn0mvso9SHyTxXfWQwuwZ8FDU/opygpXphbZUE4cCyoQ4AQ6gfgWA98JhHuuKUO0qX+vmvgqj0bimyy+Bw/2Yl65jKc/dgN+t2Jtrb+Ir3LaTlQgwPqxk6pJfKPj6wa64nTi/ad9FQ89fYZU3A0Vkp75Nm9PqCJMfJW7jPimg6+3jrML8OihT2uv7Vzkma+X7ARYedjLVyC+5vAtH1LG4Jz6F14S+mnjqzwTJr7KXUp808XX67CxzorWhxWIbz2CBFh56MtVIL7FxlcaYeIrN6AaShFfO/BV7rjxCsS3HojunaKLAOtmUYt6xJf4NqZH4OVo4qs8+ogv8VVOGgsruPiWSlhHgA13DvElvn4pNQ1h4qs88ogv8VVOGgsrePhCYBkBNthBtuC7G6V1Alhm8NDCmjL2nq+7IfeBqyze8w0L0gTCxDcsVNP+TnyJr3LSWFihEV/eAzbYQcSXM1+ZdBLHff4KnLttJRfZkIlWvQzxJb7y2WJvyWZ8O1+t8CEsE91FfImvTB653yBFpbQOjpmrE1zhSibq9pTJwvKSBw324giD32vmA1f1/PPDt/y1MgGOOjyJL/GVySHiKxOlqWU48+XMVz1r7KsRhG/vDwcJcJTuIr7EVyZ/iK9MlIhv7Z7gzArmXFDG+xcTX/Wssa9GK3x5DzhCfxFf4iuTPsRXJkrEl/iq54ntNcLwJcCaPUh8ia9M6hBfmSjlG9/mNxJs+56vt7azt7ykeo9NrcF7vq3v+bqXnRt/fA1JMeOIb0t817nvtsmENK+vGnnHTnxlsoD4cuarnie215CZ+XrHQIAVepP4El+ZdCG+MlEivsRXPU9sr6GCLy9BK/Qm8SW+MuliGl9vm0/0AI/3yOxB9DL7DvbiDQZfRQnbo7w97czLzmE9ns+/q+JLgCXzgPgSX5lUiQvfJBHe9+ZevGF1WesLNzIxai5DfPm0s07e2FZHB18CLNGLxJf4SqQJ4sY3CYSJr0xP+5dxF9ngzFc/flmuqYsvAQ7pdeJLfGVODEnhGyfCxFemp4mvFwE+7VyPRBR8CXCLMUd8ia/MKTlpfGv7JND/b4vxrGjDSpl9DCtDfMMiFPz3LMx8t+7pxT7rylh2Y6f+gTbUJL5m8CXAAelIfImvzJkqLXzRWe1zFg0N/7PoKTsQq2T2NagM8dWPXlbw/fauMl4VnbhoI/DRjfrHOw5G/54q+uYNOcPRWsp27agz34YrCdkOhOm9Lyq+7r9qZ6Pat8ghvjI5lTa+3j5+f/iYK9o6K1ozYeIr09P+ZbKGr3cUURDmzNfczJcA+4wr4kt8ZU7JtuB7brfoOrCEdfNXrF127Iq1Mrs+UYb4KoVrSuGs4hsFYeJrHl9egm4YVsQ3w/gKDFSHsXxoc/yXxWzDV6C+8pgLsCzCxLe4+OogTHzjwZcAj2cj8eepQGMAAAzRSURBVCW+MqdkW/H19l0GYeIr09P5uuwcdMQyl6OJb3z4EmAAxJf4ypySbcdXBmHiK9PTxcDXPcolW4DPXge0V/2PmfjGi2/hASa+xFfmlJwVfFshTHxlerpY+F6yBugYIb6tMsPU085B2yjsxxiIL/GVOSVnDV8/hImvTE8XF193piuAZ4H6e+Wc+cY/8/WyrZAAE1/iK3NKziq+3rEtWLEWJx76NNd2lulsnzJZf9rZ77Ddy86NM99GbJ/rEeU2gbl8zzf6CleyKVc4gIkv8ZUZHFnHdwaAswG8pbOS2IcV8jRzKhq+3pjY2S26uMiG6CqVMPFt885XKyh/rYzeHw7KnDqUyhQKYOJLfGVGR17wfavMwRoqQ3yT/aqRu7ykt8KVTBe2mvnK1C9Kmbjv+TbHsTAAE1/iK3MSIb4yUZpapsj4zrqgjM7Fg3g7UPsviR/xjTfKPTtFWbRhVZwz30LdAya+xFdmyBJfmSgR39qDSjMr8PD1IpIEwsRXPUd1ahz/6EtXXHbTF1bGcdm5cX9yPwMmvsRXZgASX5koEd8avjMqmPU/6zPf5l+cCBNf9RzVqSEWdnfBKU3cA9ZpQ7ZOrgEmvsRXZiAQX5koEd8JfN3LzqcHP5ATB8LEVz1HdWokiW8tn3R2Mgt1iC/xlclT4isTJeIri28cl6OJr3qO6tRIGt/cAkx8ia/MACS+MlEivqr4mkSY+KrnqE6NNPCFg/7czYCJL/GVGYDEVyZKxLcxAl3vXYtZ71X77GOUy9HEVz1HdWqkhS9EtS9XABNf4iszAImvTJSIr1+UkkKY+KrnqE6NVPHdNjScG4CJL/GVGYDEVyZKxLdVlOJGmPiq56hOjbTxzc09YOJLfFUGoLizpwyIVSp1tMsK9KOz2ucsmuyjc7tF14ElrBPAMpV2veUlucKVStQmy6osLxm2hbgQJr5hkTfzdxvwzQXALr4jKK2D4sksSjcKYKAT1eXbnPpJ1W9gR2lfpq67+tBsVPsWje9Dcx3VBKs4nSgfUsbgnF6ZzZspIzBQHcbyoc1OLY5J/hJBmPgm2aUtt2USX29DphEmvsmki+q50cheOeiv3fPdNnWylOlL0MSXM98ogyNWhIlvlK4xWjcOfE0jTHyNdnlgYzbhm+kZMPElviaGbCwIE18TXWOkjTjxNYUw8TXS1aGN2IZvZgEmvsQ3dLQpFDCKMPFViHy8RZPANwrCi0cXYJ/RBfyqUbxpUGvdRnwzCTDxJb5xjFcjCBPfOLpGq80k8dVBuLKnF3t2leE+WPeq6JQ6Rn5SUCpM0wrZim/mALYBX693/1n0lJ2EnqTlA1d6A0+1ViSEia9quGMrnwa+Kgh7+ApJeN22iW+0dBGn9JThJPTmQ8ADV35HkJmHsGzCN0mEiW+0gadaWwth4qsa5tjKp4mvDMLEN7auD204EYQV8M3MDNhGfJNAmPiGjqlYCighTHxj6QOdRm3At7bfAgMH9M9/pm1mZWXjcewdOfmBl1/45omc+er0rpk6sSKsiG8mALYZ3zgRJr5mBpxuK1IIE1/d8BqvZxO+3rvtJ4opC770d6Da99TQzktFG6QWgeFlZ+NpUv/3URyXozXwtR7gLOAbB8LEN56Bp9pqS4SJr2o4YytvI77ewY4jPNfF11u4p2enKIci7KD/znfg2f12ozaLds8Je6romzeU/KI1sXVcig0bRVgTX6sBzhK+JhEmvimOSp9N+yJMfK3pJJvx9YLknss8fL3/ryXCDvqrVfQNzXOGn+sR5TaBucTXfMoZQTgCvtYCnEV8TSBMfM0PMhMtTkHYB19vGxf1iDKE3OVFtw7XdjbRO0DjGwmjr3Zi8KYytt5t/5Kqvgg34OtFZ2e36OLM10yuNLcSCeGI+FoJcJbxjYJwGL5e27IJU7S1neMZnpOt1hAWYm7zhxWat3vR68QVQP2yYasf8Q2LkNrfXYT3vtqxKiv4+s6EffBViwJL60RA9pw6pW0D+FoHcB7w1UFYFl9ZhImvzjAMr+N+yrDxq0bNNVS/chTlY+3hezu1RN7vIXafK7rmv/n+rY/96uQTVWOjXd7Qx0RqM+ES5nqXnbX3hxW1I6CEsCF8rQI4T/iqIKyKbxjCxFd7DEaqqIqvt7EkEC4CvqUurIOj9nnHSB1uCF9vH7p3ii73nm+kfWLlSBGQQtggvtYAnAa+AGqvBTQ/HBGpB30qt1oxSxffIISJr+nek2tPF98kECa+cn2oVMowvkrbZuFYI9ASYcP4WgFwnvFtNROOim8zwsQ31nEZ2HhUfONEmPjGkBPEN4ag2tWkL8Ix4Js6wEXA1w9hU/h6bb906vFXfOGgy1YOzrH/yU+7hlq0vTGFbxwIE99ofetbm/jGEFQ7m5yCcEz4pgpwkfBtRLgNYu5sVPsWOf5fNVJNR/fhk6zf/1I9ZhvKm8bXJMLEN4YMIb4xBNXuJmsIt4m5ENU+Z5uZ83XzEafyMYYi4usF3l04gPjaPfDC9i4ufE0gTHzDek/j78RXI2j5qOJ+yjAufFOZARcZX5MpyZmvyWjKtxU3vlEQJr7y/ShdkvhKh4oF1SOQ6AyY+Kp3kF8N4msmjqqtJIWvDsLEV7U3JcoTX4kgsUiUCCQGMPGN0k2TdVPCt786jL6hzcV9TzFpfMcvT/WvBp5tD1lZi/iaGVtTWiG+MQSVTTZHIBGAia+ZxCO+ZuKo2kpa+L5QRd/mofqC/E7AGtPEV7U3JcoTX4kgsYiJCMQOMPE10U0A8TUTR9VW0sbX218/hImvam9KlCe+EkFiEVMRiBVg4mumm4ivmTiqtmILvn4IE1/V3pQoT3wlgsQiJiMQG8DE10w3EV8zcVRtxTZ8GxHO+/dhU8r5geowlhf5OQfVMcLy0SMQC8DEN3rHuC2kdCLiA1fdouvAEtYJJLe4vzuj9e75hmVPnr8Py5wP633+PU8RMA4w8TWTHjwRmYmjaiu2znxVjyOL5ZnzWew17nOUCBgFmPhG6YrJujwRmYmjaivEVzV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struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="2: Polygon" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="11"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon sides %s sizes %s"><l>4 </l><l>30</l></custom-block></script><comment x="240" y="22.66666666666663" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="30" y="149"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="34" y="302.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></block></script></block><block s="up"></block></script><script x="326" y="306.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></block></script></block><block s="up"></block></script><script x="322" y="145.66666666666663"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></block></script></block><block s="up"></block></script><comment x="408" y="22.66666666666663" w="189" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!</comment><script x="214" y="115"><block s="clear"></block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-25" y="-20" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="101.7999999999999,31.000000000000004,255,1" pen="tip" id="86"><costumes><list struct="atomic" id="87"></list></costumes><sounds><list struct="atomic" id="88"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>100</l><l>0</l></block><custom-block s="polygon sides %s sizes %s"><l>5</l><l>30</l></custom-block></script><comment x="246" y="33.66666666666663" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="202" y="233"><block s="clear"></block></script><script x="18.798828125" y="186.1666666666669"><block s="receiveKey"><l><option>enter</option></l><list></list></block><block s="down"></block><block s="setHeading"><l>45</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="forward"><l>150</l></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block></script></scripts></sprite><sprite name="1: Experiments" idx="1" x="-100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="157,41,255,1" pen="tip" id="125"><costumes><list struct="atomic" id="126"></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="123"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><custom-block s="polygon sides %s sizes %s"><l>3</l><l>20</l></custom-block><block s="gotoXY"><l>-100</l><l>0</l></block></script><script x="30" y="273.4"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script><comment x="229" y="125.66666666666663" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><comment x="403" y="127.66666666666663" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><comment x="203.6396484375" y="274.33333333333337" w="90" collapsed="false">To make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment><script x="397" y="294"><block s="clear"></block></script></scripts></sprite><watcher var="sides" style="normal" x="10.6194690265487" y="10.619469026548671" color="243,118,29"/></sprites></stage><variables><variable name="sides"><l>0</l></variable></variables></scene></scenes></project><media name="21-22 U1L3.1 modern art with polygons" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>