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2bazlEadMq/w87ohayGaOg8vRW2gsgXbjo/3LNrKohBLcZcrEiABLwJMwF6E2F8VAq1fw6fF0NFS/ZRstpQ3G/nRKDJFnV7JUCTz5ejWtfhUfquSj+6mrVD6Vg8VjdA5/y+j8FBWcrfOmSl398sCWn8VJpaSlXMACSSXQLwTcHKPW11F/vqvYyQ0rvUblJx93rFvDjb7lfcrZ3SK7lLOwq/L++7XgJNcZ6e5I3qPU3e+XeGDchZ8Yn67mh9NnSdC4QMeJvegu/MqDxl2kwAJDCLABDwICHerT2B/FksA+H3y0x6dRWhf9qLbOxmKs8UytqcXXypuV7AauxcaPq7z5u4AtPyNUIGpkoYaW8amxyBtfpolMXiIsZsESGAgASbggTzitFcXvo66E21K43N+g9HAle0Xw/1s0a8yGzmjW2yUkuAvMTHYqCqtqTu9RgZ4ndUficbMbJGrTmnMmKeLHelhbDO602s9ZNhNAiRgQ4AJ2AYKm6pHQOVws1hrkOpZ5NRv82tjUMoUsadOOwGxcYexZddn09ZgZWF+OoXKFvkzhalO6gAAEABJREFUBNZFnjoUrgN2+3o7lKcuVwGxoeDjsoDx2fjuqoydJEACNgSYgG2gsKk6BFpX4zRonO7bmrnxahYKN0n5HlSGoLFhbPkcKmfMZ+Rj8SnvKNbV/Kjw+KFjf6FjDJqbfT84pDCkjM/m5q/IqDFSnYvGPTA+O0uwhwRIwIUAE7ALHHaFSOBupKBwewkW7nt1Dh4tQb4iUWNLroD6/5mTicXEVJFVGays+fLZLdW5aPVZNHa1OQtU2GN0a/UZDy3dUJbXT5M8VLCbBJJNgAk42ce/ZtGP3oNLxLjfJNIj/1AvFfmqlpR50Ad8P+ijTWLyfS3bMZCuZvNErmWO/YUO+eMlW8ofL4VRfj9VXnfKQ3ypnP0aXz3E2E0CJOBEQL7XnLrYTgLhEGi9HWNk2vbqErQv3zMbVf+yz9tUWOHXT4npGhObX3lHua60XOfFC479hY7T0Ngxs7AZ4Gdjh3mL0WkeGl9AV/p6Dxl2kwAJeBBgAvYAFHb3L4dDR7GGGncKN4h+vzcS7W4Bwr/mKQ7ZlRaNa6Td78seRiKFABKTygB6sdh1LworRc7XDWzuivp6dYNcFvDxB4deBBgfUZuFVkmgTggwAdfJgYxLGCNW40j5kr+gBH/HdgAdrWuga1GNbfF1rFR/ReHCfIz+pJ2lukZ8WzrXS3UrbWjuCG5qvrljrhjzuiywHl0jviNyLCRAAhUSYAKuECCHl0YgpfAzaEnBpQ2Lj7TElo8xCI9T2vwO112Ttq7CiL3+/0Bw0mZ0aOtKp+4D7X58OiDMjRAIUGUdEWACrqODGfVQ5AzW3Fx0WNT9DMC/w1rXYmnFejpGPCU67pLqUvRI9FqVT3v3WnJZQHS5WJKub6Hgk2yykAAJVEqACbhSghxfCoFPliIca1mNYGIdlpPrrZBrwq40zkfLPr8vshiqqDDWy98MhuW8r0sP1c4WEgiOQJ1pYgKuswMa8XAOibh/Qbr3ukCU7Ru5G9BeN6EpZFX5TwgrjFWu/ip9DfK+uEqxkwRIoAQCTMAlwKJohQSUXP2tUEVshgcZa1fLconb62dYM9Cc+bDIlVaaMx+RATOkupXn0Nni4+5oNxXsIwESGEygxAQ8eDj3BxPQ8JwuHDwk9vu+Y9Z4JfbB+g0g0FhVDyx43+2stSRJ3ejXRUBktTbJ3X1IDpcA4gO4kAAJBEmACThImqJLgP5KVokqfmOWRP3VpIDRGgG8oAEHl0zLfZIwvR7FOQ5Nmc8fHOSx1ZT5gkiMk+pS9KPY3+L/kZwumthFAiQwkIB8dw5s4J4zAT89/7AfMyXReN0040dVLGRMrCZmP86+NhtXQ+PnfmTjLKMVHnptDr4SeAw5bd6W5PUyisuR7vBIquJZQeYy2XIrWRRsusmwjwRIoEwCTMBlgnMdZiUjCZvkK1OjJT0OsX0O3iPjroLCbqmy6UoyPp1K/rQAdktAV712Ic4IxfH9IzcLM6+brRolaa70tJ/T5gzdfbpa4Q4Ym57KKEACJFAOASbgcqh5jHl3F3717v1oUcCDum6uCR8M2sRkYjMxmlgP9vjbkjPhL7dfiEOlWu2zoeqiXggTy6EmNn8UypQa3nOljNwj1aWo89Cccb6xKt+nZrkoMF17MLznKrPBSgIkEA4BJuBwuOa1mqlZk6RO3Q9VT9XEZGLLB8mP6hJoH70HWnknxpyWM2WZDB/inbTl+4Z0DGzQuBLG1sBW7pEACQRIgAk4QJhUVb8EIhVZd/Md4s9mqc5F4Wg0ZT6FwUtT5tMyje310I7N6E5LAh88mPskQAJBEmACDpImdZFAVQioLGCZG7K8rF0nl6X7vXVqt9m+1mtQQbex4S1JCRIggfIJMAGXz44jSaB2BLqaH5UzWa+fB41FY8uXDjjZ2LxEtt1f3KBxH4xu9F+4TQIkEAYBJuAwqFInCVSDgLYuETM9Up2L0pegsastX5X6nLNgvqcHyvJ+4EdelB8kQAKVEmACrpQgx5NArQh0NT8HqBVwXxpgZVdBZW8WsQapLkUtl7Nf0ekiksAuhkwCYRFgAg6LLPWSQDUIdDVfI2Z2S3UuGuZ3yac7C+R7dkvy9XrpQ16QHyRAAsEQYAIOhiO1kECNCKgMoAN4TaBeBBhd4EIC/QhwM0wCTMBh0qVuEqgGga4R34LGUyh3MWO7RtxV7nCOIwESKI8AE3B53DiKBKJFwFJzynaokrFlG+VAEog+gbA9ZAIOmzD1k0A1CHSm1wPqOyh5Ud9GfmzJAzmABEigQgJMwBUC5HASiAwBy1zHLel91BlYQVw/jgwBOkICsSIQ7QQcK5R0lgRqTCDT8oJ4cL1Uv+U6FMb4laccCZBAgASYgAOESVUkUHMCXell4sPzUr3K8+hq8fFYSi817CcBEiiXABNwueTCH0cLJFAGAdUFDT+J9eoylHMICZBAgASYgAOESVUkEAkC3em1gOqA87JPzn7vdO5mDwmQQDUIMAFXgzJtlE6AIyogoHLQ+lxRoKUOLho69cHBjdwnARKoPgEm4Oozp0USCJ9Ad8tPAOuTYmi/1GJR3VD6Y+huerjYwBUJkEANCTAB1xA+TZOAA4Fgmrua75Kp5kYgeyJ61QnoSjehc8S/B6OcWkiABColwARcKUGOJ4GoE+ga9Rv0pv8z6m7SPxJIGgEm4KQdccZLAlEnQP9IICEEmIATcqAZJgmQAAmQQLQIMAFH63jQGxIggWQTYPQJIsAEnKCDzVBJgARIgASiQ4AJODrHgp6QAAmQQLIJJCx6JuCEHXCGSwIkQAIkEA0CTMDROA70ggRIgARIIGEEBiXghEXPcEmABEiABEigRgSYgGsEnmZJgARIgASSTYAJuN/x5yYJkAAJkAAJVIsAE3C1SNMOCZAACZAACfQjwATcD0ayNxk9CZAACZBANQkwAVeTNm2RAAmQAAmQQJEAE3ARBFfJJsDoSYAESKDaBJiAq02c9kiABEiABEhACDABCwQWEkg2AUZPAiRQCwJMwLWgTpskQAIkQAKJJ8AEnPh/AgRAAskmwOhJoFYEmIBrRZ52SYAESIAEEk2ACTjRh5/BkwAJJJsAo68lASbgWtKnbRIgARIggcQSYAJO7KFn4CRAAiSQbAK1jp4JuNZHgPZJgARIgAQSSYAJOJGHnUGTAAmQAAnUmkBtE3Cto6d9EiABEiABEqgRASbgGoGnWRIgARIggWQTYAKu3fGnZRIgARIggQQTYAJO8MFn6CRAAiRAArUjwARcO/bJtszoSYAESCDhBJiAE/4PgOGTAAmQAAnUhgATcG2402qyCTB6EiABEgATMP8RkAAJkAAJkEANCDAB1wA6TZJAogkweBIggTwBJuA8Bn6QAAmQAAmQQHUJMAFXlzetkQAJJJsAoyeBAwSYgA+g4AYJkAAJkAAJVI8AE3D1WNMSCZAACSSbAKMfQIAJeAAO7pAACZAACZBAdQgwAVeHM62QAAmQAAkkm8CQ6JmAhyBhAwmQAAmQAAmET4AJOHzGtEACJEACJEACQwgkKgEPiZ4NJEACJEACJFAjAkzANQJPsyRAAiRAAskmwAScmOPPQEmABEiABKJEgAk4SkeDvpAACZAACSSGABNwYg51sgNl9CRAAiQQNQJMwFE7IvSHBEiABEggEQSYgBNxmBlksgkwehIggSgSYAKO4lGhTyRAAiRAAnVPgAm47g8xAySBZBNg9CQQVQJMwFE9MvSLBEiABEigrgkwAdf14WVwJEACySbA6KNMgAk4ykeHvpEACZAACdQtASbguj20DIwESIAEkk0g6tEzAUf9CPnwbxlWPiy1dzlW9cr6YR9DKEICvgjozU1H6Keb3+xLmEIkQAIlEWACLglXtISXYdnrl2PlNvHqNKkpDZ2S9WnLsGrrMumTbRYSKJuA1kihwdqCJrU1v122Jg4kARKwIxBuArazyLZACNyEFe+R78fNGpg4VKGeBKQ2SSI2iXloN1tIwA+BrS3vFrEGqcOxpeUUWbOQAAkESIAJOECY1VIliXWFBfUzBYx1sXkooGVqetUKFxl2kYALAf3Bg5363IPb3CIBEgiCgBWEEuqwJRB44024ZdJyrNwoiXWef+V6nlwXftKM9T+GkkknIFPO8vcdDiZghQ8V25KOhvGTQGAEmIADQxmuoqVY8UkL2adlyvlvyrA0zYw1OsoYyyFJJLBtxMkS9iFS/69YD8HWphNlm4UESCAgAkzAAYEMS80NuKFVzmC/r6C+ITaapTqVHpHpceqU9mbp/4bRdRtuGyH74RZqjzcBnSuc/Sp1NzR+kA9GW4W2/A4/SIAEKiXABFwpwRDHL8fy44ah8WkxMUuqW9mUhXqHQu5dIrRJqluZ1Yn9TxvdbkLsSy6B4lRzIdlms/dA5X6Yp6HA68B5EPwggWAIMAEHwzFQLUuwxJJrvVdqWI+JYq/fYN42HKlpl2HuM/Mxf5PZBtTtcF/Gi+7fiI0vGlvuouwtg0C8h2xrPl4CeKPUVzCl6zG0dT2a3wbeqLfk+2SXhQRIoFICTMCVEgx4/EqsHDcCrb+Wa73XiGrzu15Z2ZY9IjNzIeZ99hJc0t0nYbYXYu5nTJ+07ZHqVIaJzFeMLWPTSYjtCSSgrQ/lo1a4WyloU6GK09Dod2NWXogfJEAC5RJgAi6XXAjjlmHl2VnATCGf4K5e/Uoy89RFmPegk5zpMzLSb86iZeVYTjA2l2LlGY4S7EgYAf2BfMBK3ZNfm4+cKkxDQ33I7LpWdpIACfgiwATsC1O4QjIN3CQJcLVYuVfqGKlOpVfOWr+wAJeeOg/zXnAS6ms3MvvQfpIZI229Up3KGAWsEx9uN744CbG9/gnobeljJMojpL6CiR2PyLpQJnf8B6D3ys4Reku6nDvxZSgLCZBAfwJMwP1p1GB7BVZMlWngpyQBzvYwvxOwjpMz2+sVlPaQPdC9BEtyZgxkrDSKDvl0KAq4yPhifHIQYXO9E8jpvjPc+2TqWSZHCgHnt1XfWTD6ZAqd/OxPgNsk4JsAE7BvVMELypTz53JQG0XzW6S6lbubMfwdC3GpkXWTc+wzY40OEbhbqlt5Sw7Wk8ux8jNuQuyrVwLqw/nILBSnnPN7hY9cX5sq3CFdaOUnCZBAmQSYgMsEV8mwZVj2ekm+60THLVIbpToVM+X38YWYd95n8Jl9TkJ+240Oo0tB/YuMcdGnmzRwq/HxetzuNiUualjqhYDe3vJOiUWmn2WquSvzC9keWHoyDyM/Da2n6K0j3j6wk3skAIAQSiLABFwSrsqFl2P5KUDqj6LJ66anjSngnZIw/01kAy0LMPdfc0gdLUq9zqjPaED3poLPIs1S3wSyuu/M9n41FfsHB1tseyDf3vegjvwOP0iABMohwARcDrUyxsi12GHLsfIGDeuXMvwNUp2KVsCN+9B+3DzMc71m66TAT/tiXLLN2BDZm6RqqU5lnPj8C/H9OhODkxDb64LAh/JRHLzWm98d8MFbkxIAABAASURBVKH7pqH5c6QBXLhDAkDJDJiAS0ZW+oCVWDl+BFoflyx3mYyW/Cqf9uVFhdypCzDvckl2bnct248usdXYkDPsy4xNGfqiVKdiie+fNzGYWJyE2B5fAnpb4xTx/kipnejOPCRr+9Lc+RPp6JT6Dr29SaarZYuFBEigLAJMwGVh8z9oGVb+cxb4g4yYJtWtPAhk374AC37lJhRGX8Fm9u3yl4Fc43O1ME1ieXopVsxylWJn/AjoVPExk+qB4lSzbQzqzTDJt5Cgs6mP2gqxkQRIwBeBukrAviKukpB54YEk3++LuX+VOlKqUzFPsbpEzkRnLsTCl52Ewm43tuXM+70a6lKxZXySlW0ZoaC+vxQr71qCNWlbCTZWhYDekv6rVB1EhcZXCk7rWV76RK54rVhf5yVbQv9fRS8LCSSKABNwCId7GW6e1on9fl6i8IwFPU2S71dDcKMslYsw9xbjkwx+RqpjUcDHRyDzBxOroxA7wiYwPGwDVdRfT7FUERtNxZkAE3CAR09Dq6VY+Xkg97ioHS/VsWhgzT60Hz0f882jJx3l/HcEJ2l8Mr6JxrVS3cokifW3cqa/2MTuJsi+EAg8nxkDrZeJZvnnJJ9Qd2N/ZqSanFGlVPlnu9iMlnqf33EiW7gbGnqB3zF9csZHGF+RXzSUXgoTS36XHySQHAJMwAEd65VYOW45bv6lnBleJyqHSXUq5gUJ5yzCvDlLsKTLSajW7ca3hZhnns51jvjSLtWpNEjHjSb2VVjldne3iLEESUCdgl41pXMRoN4HQC5f6FloTD+tt6a97jcQ8X5F6eKUshr68I1+YgM2D9wpXdqzofO+iY+A+Gp8Vtapqq1zsYllgH7ukEACCDABB3CQ5az3jGz+JQr6FA91j6WAqZLY7vOQi0y38VUh9w5x6DGpLkWf0gv9x5uw4j0uQqF1JVmxmtzxMFLq7ZLUfgWN8VIf11taLtdybgmPRe9oMa8dnCFi+5Ftvl/W/kpv849EUP7Z47iiDtl1LuKLpbekv2B8kyqzQ/pXxmfVtq/qNx06e8keEqguASbgCnjfglsaZfr1VjnrNU+1cntiVFZkrtqH9pPm+XiJQgUuhTJ0ARb82fhuYhAD5ktXVrbl9RbUz5Zjxc2Gja0EG0MhoCZ2vIi2zlOh1WViQEsyvh5bm3+pN6fHyb5z6cmdl+/U+IV668vmyWv5Xa+Poqx5WpZCNlf4/bDDoLwPW9K/lu5rpZqrFYuNr3mfpYGFBJJKwEpq4JXGfSNWvUVOGTaKHq9nJv9ZziBPWIB5X16CJTmRj2UxvpsYTCwSwJ+lOhYNdYlhYxg5CrEjQAIFVUpJ+p3ScRMUjpe6E1CnoAGb9LPpM+C0WFZh+lkdeMCGk+TQ9r4xGgUdQyWQty0+iD8nSN0p9Xg1pWOpEl9txNlEAokiwARcxuFejpUXpaB/J0OnSnUrd/ei+x1yBvm4m1Cc+kwsJibx2eulDlOHQf+3zBBcKLIsVSSg2jIb0Z2RywbKHKMxkvTWyfTvrXoLBjx3XG8adQi0PkFcy2L/sNIvi3QPM9eMNaBOyuvCwcXYEpu3GdvSOgbmpivxKe8buJAACRgCTMCGgs96PW4fIwllnXzj3C5DmqU6lQ4Nfb5cPz3vclzudgOT0/hIt5uYTGwyJf0pcbRDqm0RTuZ3wmuE2b034IZWWyE2hkJATcU+uTZ8npwTny8GzDGSmZr0Rv0/Iw++eWt473nSJ+ei+hE19bVXZLukUhijfy2DFBp7D0xD6y0j5A/TtJkdulj6OsSHTxpfjE+yH3ihQhKIKwErro5X2+9lWHVCA7rNT4acp/MKTv0+h9RRizD/m4Xd+v1cgHnfMLFKhL+X6lbOHobGpw1DNyH2BU9Apnvl32H2KNFsjtFUpLK/k2nhObIPOfstTh2re/L75Xyo4tR1cRpaznol6eaeFFWShCE2s0eJD9+SfRYSIIFBBJiABwEZvLus8OrAh+Vs71Hpc7uhRQNq+Uikj12MS7YhIYuJ1cQswa+QkGUln/blzfKN/+hSrPrJrbj1dfYibA2DgJrcvQ3tmWOhlHn9ZTMU7pBE+TModbLY0+gZZqaqZbOMkrJM8tZQOFV0/lQ03Ca1CUrdbGzmbUsDS1gEqDfOBJiAXY7eSqwcDaSeE5HTZEpZydqpvJiDft9CzF04G7N7nITqtd3EvAjzFhgGEuOLUp2KkvnO93WhZ9cNnJJ2YhRKuzoGPaqt41JozBQDe6San4ulZP2HwlSybJVR1ISO/5Nhm0Sv0fVe2X4ZUO8VW3ONTXAhARJwJMAE7IgGyMK6VbqbpToWycoPi+TbF2O+rB3FEtFRYODrpQ4tKTStTASUiAWppmQeRA/M9LBJwsa7d+qt6S9rDZNAzb7vqn+FYXLWe60MMPpkggOvIKXeLtd7E/9/QZiwVIFA3E0wAbsewZxMmzoK7JdvnPlyHfS95kUGjlIJ6zAsDBPDRkIXRvJpUxRyh9s0s6kaBKz0PjEzSiogB0LOXq/A1vRj+k9N4+Fzycseln5cxL8gtfDbcIURaOh4TfZZSIAEfBBgAnaBJBe2fuDcnT11IebzLM4BkGGTQ+rdDt3ynZ/6jlMf20MmkOo8WyyYM971KPwMyfyu+zgMs57WW5o9XzWZlxFZ0WEeeSlj9d/LtrnreTg6m41u2WUhARLwIlBZAvbSHvP+RZh7q4LK2IdhTbJvZ2sfgRSytowM00W49Jt9cmGuZ+r25TP1nvkz9StnxrmeqdtvO1PvDeg31cVnP2v1QzW583FYje+QY2B+BzwCUN+XKelv6r/A/IQM/RfTJlPOd0FkADnbBe4zY/M6oMzNWIBSxTurwYUESMCDABOwByAg9w0HkQ85tLO5SEADtow09NeLIqGuZupXzcNS5gPWciD14zhXYXmxRm6NxPRIJdD0n9Es498vFRiWvdus1aQ97Wpy5hyZljA/T+qU9SfQkf6DfqbF/HzJiECS8jTTJjsfl9oJhQvNGDNW9gVt9t/za+D0oo3iLlckQAJOBCynDrb3EdDmofN9O/3W6j034saR/Rq42Y9Akc1p/ZoObFrQ5glKB/bD2Dhd75OzOnV0GLprq1OdVJH9ruYzZfxwqb9TE7t2yfpAUVMya5BNvUumpZ+Rxkmw9Ab9bMtCqYslKf823wZsMjKqLfM12T9QirqeloZmmYZ+v6xZSIAEPAgwAXsAmo/55ozjFRux4SkMNz/pAJehBCw09H3RY9DyyjzMM7+pHtQc7K6FnPnNa7BKI6FNmxuoKvDEKsxK9D1AY5Am9da9z6Ch82g5w10jXcPz7+pV+kbZbpB6O5CZlpeRHZtS+MPKKtqwEWATCZDAQQJMwAdZ2G4p+QaSDtuzYA2d3OtdAsWtCDdbNkrOfqVPZlTdRlfWd4be8wFAm4dM9Fe0AVAPxKlq4EkMXRYNbfLXojdhuHAp/NGosj9wGqUmoAtamX/z/e9olm11v5qMbqdxUFYhAevczIItR0l2kAAJCAEmYIHgVSxJGnYykkhOX4EVzXZ9SW4rMnm/HQON4pe0XWcAbe/XulHBGnB3uiSyn69TrTPWqVFnxaVmMfJcBRyKfkshjtGr+zWVttmYPl0GmH+vm9Sk7mdle0jJv0Rha8vNkqh/Jp2jpP63nA1vlLVs65/qLS0r9ZMwZ8PSNLCotn1/BJToVSPRkDYP+gAXEiABZwJMwM5sDvQchsN+Ljt270ptloRivtSkm6WPQA7qDNk2X/SyGlD2Ho43mXfIDmgMcsdC+wLR1/83xtkUcLG0BVlC1xVKHPrAjE3hTHVQFIUXNaQ3yjXgS6TL/Lb3arRlpmNSZoYk4a9Im/wNoOeiNf2E3tJoe4e7JO7C3dAWbGdARAcLCZBAkQATcBGE22oWZmVluvl+Oxlp5xfNEDDKlokG7jUsh4gH1PBe3TFOQX1xkLpbf6xatw5qi/RuGHEUp4T/MR94Sg1JwHpr+kKksv8t/VMl2b4AK3eympxZohSy+dqWuVLaTsr3AUcBqd/rLWnzNiwZMqAUdEuy1xryt8+APu6QAAn0I8AE3A+G26bC0C+tovzZS7BErq0V9xK+KrDQhS/6QSwsZ4aDJMvbbUCvuVmo/+9X91jYf2V52mo3KpQ4mtLvBpS5a3+XmtjxBxQXvW1MqyTSe6FhbrpKS4J9EA0NU9WkrseKIgdW+Tbpg8KD0tgi9U4z1uiQ7XyRpG2S+C4YW1tbTgUXEiABRwKWYw87BhDYh/aHpKFT6uDS3IJR5iH0g9sTuT8So98ngdtNP3fuxavmbTnSHXw5XbfPEK3/LLVf0V/4sRprd+mgn0y0NkOLI4firITu+70u9LamE5DrNj8dOlsodEn9rGrLzFRHtO+Rbdti+oyMTFNfKgLmhqyzjQ69pfk42S8WXZiGlrPgYgNXJEACNgSYgG2g2DXJmZ15rvE6uz45Oy5+udn1Jqst53xn+I+LDEMBIv+QB9ycJNPdm9eh1ZzVhWIvLKVhxKELU8EmyQKW+qHZlynna5CzHpE43izJ9BnpOEbOXs2rBKXJu6gpnbcgp8wfPebVm28G1GNyNnyV6LYAFBKwwodkX8l+PRXGQgKBETD/WQJTVu+K5Hqv+WmGXZgfuBt3p+w6ktRmGMi37Tl2MbuwsxMvqW2mbjdPZzq6/yAN6yIopfu3RX07tDi2tJwisR8idZck2xfNixdkytlMzZt/s3ea3/2qyfs2SX9JRb2l4/doybxTBpnHihpdV2NL+tdQ+F9pM68pPARbm06UbRYSIAEbAkzANlCcmuQbxtyIZc6EB4uMfA5/kWtsg5uTtf88njdPvjLXGQcHvl/YPTC4MYj9M/Vf0qJnmdR+Rf3wITUy9Id99DNY8WaocVgH7n7+PbQyU85murhdEuU5ctZ7gZoAM/1cVgzqTciIjvMBfZ4o2Cc6T8jb0DA/XZJmi7NDAqZuCgMJlAATcAk452O+uQZsfh85ZJRCLvFfNDkoWwZyVvyTIrsh3Cpt0BhxhegYK7WvdAO98/t24rLWIcWRnwLWMMnRoDhLPlqlPg6l3yHXcs0LGGS38qImd96N3tw7RJNJvK2SiM+Qbch6FriQAAnYEmACtsXi1qgLP7MYJKIl+cg0q+SaQR0J2b0b+Sn4D9iFqwFbZnaypbTN1K8crqAX9h8jtpatU4c8178t6tuhxvFss7n2O+YgA32jmpw5XrV1/vlgWzBb6m1dO0X3MXLaa+5G71P6Bv1supCM+1q4JoF4EgjcaybgEpFm0fMjGZKVOrgcsgIrBj/+cLBM3e7vwv+eJMGZ64yyGlCyWewP7ExrgGZYqyThNvS1yV8/L1jouK5vPz7rEOOwVPHRk8hAWaeqyZ2Xh80lb0MrcznCzBgBFgo+hG2Y+kkgZgSYgEs8YJfhMvOzlv+wG6Zh2U7B2snWW5uSGQC7mDTUz4vM7LrLbjtd7z0RUANu+MoBix9Qb8ogRktXH+akAAAQAElEQVTYcajJmU9B4y50DztKte2z/XcbBi41peMXsFJHi+1vqbbMRWHYoE4SiDuBWCXgqMCWZOMwpao+qKFVVPyslh/FmG2nn8UHM2Mgq+DKuVqnFHJ3DNK4/kHV+u1BbZHerVYcakrmE2rqa1V/GpiatPdZsf3JSB8EOkcCNSTABFwGfPnyN2+S0UOH6jeuwC3HD22v75alWPW3ct3vjTZR6hRyDn+s2Ej7bOrCa7Plr5wj+4vnkJvTfz8O2111EkccWNNHEogiASbgMo7KfMx/RRLAkEf1GVVyNlh436rZCbRGV1kKcIr514ZVkJ6foV8dI3/5mBcDHFArx+Kuh9SYpw40xGCjXuKIAWq6SAKRJcAEXOahkUTrcGannaZiy7QU/WEa6sN2Xkq7AyM7aX9tFtTVIjlGal/J9MIq+x25fUqqva6XOKrNjfZIoJ4IWPUUTDVjyaH3+w72jliBFcc49NVd8zKsOtZh+hka+wuPJAwgaqPiH/XeIzVwsdk+WPWXf6JG7j64H/2teokj+qTpIQlEmwATcJnHZzEWm0ftbbAbrqGcpmTtxGPepp1i/W2RUWDx5ZA1N17JjPcBlc+9gNblB/ZislEvccQEN90kgcgSYAKu4NBIorW9w1cDtlOyFZiK8tC+pywN8tH+gSWDhHzvnqFfO0tDndh/gIK6dKNSPf3bor5dXhxRj4r+kQAJlEOACbgcasUxCr3fK24OXh2xFKvMQ+oHt9fV/nIsP0oCOkKqTckFNv08TesGBf3V/kZk/9EH1KiQHvDR31Jw2/USR3BEqIkEkk2ACbiC478QC3fJ8D9IHVJUAp4NnXN88Ij6XZHNEC7lNIzD3nky7nCpfSVrIRW7hzvUSxx9B6Faa9ohgXolwARc8ZFVTnf6Ol0brdhihBTYxqgQ3PTz+/XesYD+0qCYV9+vRm4e1Bbp3XqJI9KQ6RwJxIwAE3CFB8xyfNCEOlKmaKdUqD6yw01sCnibvYM586AS+64SW1PImgf7m1cO9o3co6Gv7NuJyzpVJ3HEhXf9+MlI6pkAE3CFR3c+5m8SFc9KtSnWuTaNddGkkZplH4jevAALHHjYj3BqPV3vORpQgx9leNWDavQexGiplzhihJyukkAsCDABB3CY5EzQdhpaOz8hKgCrtVZh//MjDccp+ZIdtmCt7j9IA5ubMcr8FKl/c+S36yWOyIOmg3VHoN4DYgIO4AhrWLYJWFQfvQzLHO4Slt6YlmJM5g7oIRFIkrT9adYQQY+GM3X7R0VkhtQDRThf9AOlsgcaYrBRL3HEADVdJIHYEWACDuCQLcSlG0WNuSNaVgOLxjCHqdqBcvHaSzn89he7FmNexc9kPlP/xVzzXdafiST2+x9SIx/t3xb17XqJI+qco+DfdH3ETdP1xD9O1xOekfrEsXr8I1J/Nag+YvqkPluQPeKmKPhOH2pHwD0B186vGFpWtmd+CvqDMQzGy2WHmPTdXgP99Gu0XC4Jd1yfrEzx9yhkL+nbj8u6XuKIC+9q+jlNTzxcEumnJJH+6Fg9IYv888j1VPHB3Hh5jII6SerJg+pJ0m8eUzsZMLLWIjPW6JihJ55vdEo/S4IIMAEHdLBzzj+9mXETbrJ7VV9AlqurphjLdDurMkXsNBVvJ27bNlO/Yn7vu3hgp1qxTh3y3MC2aO/VSxzRplw97/5WTzr0WD3xYzP0hLXT9fitKWgz43WnJNJzFFD296iCGavP0dBfNzqN7oKNiR81NqsXIS3VgkDZ/3Bq4WyVbZZkbhHm/hegzPOhMXixMMxpyhZxWxQaHB6zqf5PGKyvNB6FYWbqubGfnt3Avmv67cdis17iiAXskJw8QR8+Zrqe8AOpnb3IvSizWd+WmZkLADUJoS1qUsGG/o6xaWzLWfL35Oy4NTSTVFwzAkzAAaFXUPL/Bg7T0MphyjYg41VUowDbWBRyFU8/n673nihnAgN+uqWgFj+g3pSpYogVm6qXOCoGEWMFkvg+vh+pFyUE87CZJlnXqjQp4Dw5O35Jzoz/uVZO0G44BJiAA+SqYH8dWDLzCSuw4pAATYWvysZCcfr572y6UPH0s9ZKkvjgnxg99YAa9S07e5Ftq5c4Igs4XMeO1W1TJfk+IlbuktogNSpluHyP/KvxzfgYFafoR2UEmIAr4zdg9JsxzvzHfWVAY2FHTo9V7KehLQz7AACFocsrC3Dpb4Y2+285A+0XiOIj+4/IAXP678dhu17iiAPrIH2cpqe8foZc31XImme7m5ulglQfpK6TjI/T9cTVxucgFVNX9QkwAQfIfBZmZUWd7Rt6ZGrVdupW5GNUHKfS71GFKfiyYjlL7x4p428YNPg7D6nW9YPaqrVblp16iaOs4GM66GR98jC5xroghZ6tcoYp13fNTVGRD0a+t/Vs8XnLDD1+rokBXGJJQA5kLP2OrNPK+dnQJ6+I8TR00XfbMwOXO8B9Hacshl8tgmOk9pVMD4Yt6tuJy7pe4ogL70r9nK4n3pDBrg4FmBv/WivVV4PxozXUShPDDD3hyzWwT5MVEmACrhDg4OF7sfcX0rZX6uCSysI6Z3BjXPZzUGb6OWXj797xOOyXNu2+ms7S7W3yBTj4N77X/0y1vOBLQUSE6iWOPM4EfEzXE+8F9GUS6nCpQZReUfIyoLaK3t/KjNcjdlX6Hi/IQGR1FsEs5vrwFXIm/71g1FFLtQgwAQdMegmW7FdQD9ipVTF+KIf8pe00hf6jWYWpd7uQPdvkG+h2Eeqf2J/LYtRSaYtVqZc4YgW9TGeP1RO/KYnw7DKH9x+2U3Zulf/vZ6TQM2qD2jF2g9o+eYPa+bdPqJ2n2FXpO74gs2NsFvtHAepMALdKNbpkVX5RwHnT9fivl6+BI6tNgAk4BOLa+aEc77kRN44MwWSoKo3PCvo0OyMusdqJD2ibqdtPly+NQXr1gp8o1T1AMOI79RJHxDEH4p6cJS6Vf8ufcFHm2iX/XuVasZ4LqLdsUDsmSP3cerX9od+q5ztR4rJR/SWzQW1ft0Ht+JzUCTngreLbPFFTQTJW55sYRQdLDAgwAYdwkCzon4hau/+QqRSGv7YMK3WcqvEZQP+zVNnNl84OvPaz/FaJH9O0Nj/xuLn/MPnyeXSdGn1P/7aob9dLHFHnHIR/0/WE5QpYWKauBxXUlPVqx2Q5s715g9oeyCs3+/vypNrxzHq1c9UGSezGlpylP9S/3++2khhlin3wTY1+h1OuigSYgEOAPR/zTfI1STgE7ZFS+WMz5V6OR+PQ/m8yrk3qgaKhTpSzSR2nOg6v7ZcA+sehLaQukjaWCBGQ5PtVcWe+1FLLVklo75WkOHO92r6l1MHlyhtbG9TOM2SG6f2iQ64ry2dJRV9W1plwSTYoXCkBJuBKCTqMl/84FT8X2UF1ZJoVVAUxKvOEocjEEpQj8kfE2vvVyM1B6aOeygnINd+VouWzUkspr8r/4UvTOOJt69WOh0sZGKSsnG3/1PhgfBG97VJ9F5U/E56w3PcACladABNwSMhz6LG9ESskczVRKzGWNUVWdLYe/+3J2S+uKMbHVQQIyJnvA3JpQ67Z+ndG/oj6Zgo9kyT53fKIesTc3ex/cAiSxgfjSxYNbaLezBzJyneZL9PR9/qWTrZg1aOvxy/BqkO0M3gZLtsrf4H+t11ffbSpjYuwqKP8WPSNMlZLrZeSk0BWPqBGvSxrlggQkOT7W3FjplS/pQewPvCE2n7+b9Xzdk+086snFLmN6tmXZSr848ZHMSC+yqevos8WFhU9qc6XGQqVTIAJuGRk/gfsRfvfAep/VAVPiULEFhOLZM0/LcTcYypxbZ0a/fl1qtWSquqkpiSOBZUw4djgCByrJ5nflh9XgsaXNVLv2qC2Rf5s0fhofJXYSvlj74QZeuLFMoYlQgQilYAjxCUQV5ZgSZckqrctwFxrIeapeqgmlkWYN+CZzYHAohISCIjAND2twULu2hLUvZwDTnhCbd1Uwpiaihpfjc/ihO8kLNeRbzBsZAxLRAgwAUfkQNANEiCBYAik8Nf5Mkszwqe2l7LQf29+AuRTPjJixmf5Q+NEceglqX7KSGFjfmfsR5YyVSDABFwFyP5MUIoESKBSAtP0EeMAdRX8LS9qZI/fqHb+jz/x6Ek9rnb9Sc6EJQnrv/rzTl1VYORPmlLhEmACDpcvtZMACVSRQArWUjGXlupa5Ay5G1AnPqGe246YL+ZMOCtT6IWYPINpGQbrJk8pClSFgFUVKzRCAh4E2E0ClRI4Rk+YLjo+JtVHUR/doIJ/mpUPw6GImLP4FNRH/SiXRP1PRVZ+xCkTIgEm4BDhUjUJkECVCGgo+TJb68+a+u4TavuP/MnGR+rxfEz63/14nGclzPzIUiY8AnIcwlNOzSRAAn4IUKZSAsdi/BzRcZRUr7K3B1ZJD+bwUhil/h4Mu1T82SvVqxw1HeNnewmxP1wCVrjqqZ0ESIAEwiUwXf+/1ymoAS/2cLaovvQ7tXW3c3+8ewqxqSX+olA3H68PO8SfLKXCIMAEHAZV6iQBEvBNoFJBheG3iY4GqR5FbzsC22/xEIp9t8Qof4zobT4CGd6LBpH1IUmRUAhYoWilUhIgARKoEgENPdOfqdSFP1DI+pONr5SJUcMyU/KeQSjgHz2FKBAaASbg0NBSMQmQQNgEjtbjRwOqBZ6LuneD2vYfnmJVFwjH4BNq+y9Es58XwowsMBRplqoTYAKuOnIaJAESCIrAcFjv96NLTnvn+pGrJxkL2jwP2zMkmbt/r6cQBUIhwAQcClYqJQESqA4B7SN5qE0b1fbnquNPdKw8rnbuBLTnu6llGvo9tfI66XaZgJP+L4Dxk0C8CXieASvoO+IdYiXeq9Xeo5XPa+jemihRGgEm4NJ4UZoESCAiBI7VbVPFlUOluhaZfjbXQ11l6rXTQs5P7IdO0+PfWq8MohsXwAQc5aND30iABBwJKOT8TJ2+ZJ6V7KikzjseV7v+JCG+KNW1SCLww9JVBztLJyDcSx/EESRAAiRQawIK+nQvHxTUQ14yCeh/2CtGBXhO5XvpYH/pBJKcgEunxREkQAKRINCm2xo18A9ezuQAP1OwXmri3u+DgTrtZH3ysLgHGjf/mYDjdsToLwmQAMag1zzH2PP7y4L2kXzqG2gDev0wSGWwy9fDO+qbVnWj8/wHXF13aK1qBGiIBGJMQEGd4MP9l9arHZ7XP33oibXIf6o//0UCeFmqa5EZBT9MXXWwszQCTMCl8aI0CZBANAg0ebmhgJ3g0kfAk4WCauwT5ro6BJiAq8OZVqJFgN7EnIACnvUOwfshFN466kZik49IfDD1oYUivgkwAftGRUESIIGoEJDp0j1evmio//WSSVD/896x6te8ZSgRJAEm4CBpUhcJxIEAfSQBEogEASbgSBwGOkECJEACJJA0AkzASTvijJcEkk2A0ZNAZAgwAUfmUNAREiABEiCBJBFgAk7SlAs1dwAACyRJREFU0WasJEACySbA6CNFgAk4UoeDzpAACfghoIDR8F4O8xZJjMSbfUTa6kOGIgESYAIOECZVkQAJVIeABiZ7WRKZt3nJJKjfBwvVVuc8IhceE3DkDgkdIgES8EGg20tGzpLHe8kkpV/+GPHDoispPKISJxNwVI4E/SABEiiFwG98CB86Q094gw+5uhaZpo8YJ3+MjPUKUkH/p5cM+4MlUNUEHKzr1EYCJJBUAmkcsVpiz0l1LTmod7sKJKAzBes0H2HmmnHEGh9yFAmQgBWgLqoiARIggaoQeEQ90iuGPF+zJ19wiU/AwskPg4eLTEWcpVoE5N9ntUwl3Q7jJwESCJaA+pmXPg39fi+ZBPS/1ytGmX7+qZcM+4MnwAQcPFNqJAESqAIBmV5+2IeZN0zXE6f4kKtLkRn68CMlsEOluhZJwH5YuupgZ+kEmIBLZ8YRZRDgEBIImsCTatsfRedLUl1LDtrPNVBXHXHtzPm7/vvS42rXn+IaY5z9ZgKO89Gj7yRAAp5TpxbURUnFJLHP8Ypdpukf9JJhfzgErHDUUisJkMBBAtwKi4CG8jF1qqdO0xMPD8uHqOo9To8fr4G3+vDP81q6Dx0UKYMAE3AZ0DiEBEggGgQaoH7ux5MUcLMfuXqSyUL5irkHYAKu0YFnAq4ReJolgaQQCDPO/1LbzDXgDm8b+uzpetI/eMvVh8SxeuK7FXCWj2j2PqV2vupDjiIhEGACDgEqVZIACVSVgM9rmNm152rIyXBVfau6MROjQs48qMTTtiTp+z2FKBAaASbg0NBSMQmQQHUI7L9Y7MhMqny6FjVpFyZe4ioSeGf1FUqMlwJqEryX/Rr753qLUSIsAkzAYZGlXhIggaoQ2KD+968aWpKOH3P66nfpNs/nIvvRFEWZQmx6iT/f9KWGnT9ZSoVBgAk4DKrUSQIkUFUCT2CnmXL9vQ+jI4cj9y0fcrEUkdjuEsdHSvUqv9+AnaE/+9nLiaT3MwEn/V8A4yeBeiCgoHPAhX5C0dCnT9cTPutHNk4yJiaJzdejN/OshFmc4qtHX5mA6/GoMiYSSCCBJ9WODRL2d6T6KTfP0BPq5glZxVh8/exIAd8usvLDiTJlE/AeyATszYgSJEACMSEgZ4ALxdWMVK9iaWBdMXF5yUa638QgsZg7wf18n3fkoBdFOqAEOefngCUIB0MlARKIM4En1M7/A/Q1PmMYLokr1km4mHzXSbwNUn0UfU2BkQ9RioROoJ4TcOjwaIAESCB6BLJ43QrxqlOqnxLbJNwv+Q73E6jIZITNSlmzRIQAE3BEDgTdIAESCIbARrXR/CbYJGG/Ck0SftAkNL8Dai1nfDVn7+KH3+QrolhZZGO2WSNAgAk4AgchFBeolAQSTGCD2nEFoB6C/6VBEtpPZ+jxvu6k9q82eEnjo/FVNJeSfB8sMJFRLJEhwAQcmUNBR0iABIIksEFtPwNQ34D/xdJQa6brifcerw87xP+w6khO01Neb3wzPorFUr67v75B7ZgpY1giRqCUgxgx1+kOCTgSYAcJ5AlsUNs/BaibUNKiz86iYdsMPX7uyfrkYajxYnyYrifOS6FnK6DPLs0dddMGtePTpY2hdLUIMAFXizTtkAAJ1ITABrX9MpSchDFaQ63MYNemGTX8vfB0PfEM8WEzoM017VaUtJjka2IvaRCFq0iACbiKsGmKBKpCgEaGECgzCRs9UzTw8HQ94TczdNuRpqEa1diaoSesl8RrfmI0uXSbTL6lM6v+CCbg6jOnRRIggRoQqCAJG29P0MhukkS841g94Ypj9aS/Na/9Mx1BVDPNfIye9HfH6glXSt1lbEnin16ebibf8rhVfxQTcPWZ0yIJkEB4BFw1F5KwLuXGrMH6xivgywq5/9yFCe3T9fgHJWEuOE4f8TfQkK7B4g77ImvGyFnuQqNDppnbLeQeEwXXSD3cYZSf5q8XYvQjSplaE2ACrvURoH0SIIGqEtigdn5KQf0kAKMtgDpdActysDZOx4SO6XrCM1IfkKS8VNY39a/Ftgek7VmRzZgxGlhqdABIS620PLCBN1xVyrCq45mAq4qbxkiABKJAYL3afrr4ca1UP8+NFjFfpVmkpkidKUnZPJN6kWwfqMU283Mgc023SfqCKhlJ5F+R5HsWgtJIPVUhwARcFcw0QgIkEDUCkrCuSOOIVkAtANAuNW7lVUDNNzE8oXZcCS6xI8AEHLtDRodJgASCIvCIeqR3g9q+IouGNg2sFb05qVEvWUCtyaJhsvi+0sQALoZA7CoTcOwOGR0mARIImsBG9ezLchY5WyP1TtH9qNRIFg08Ij4eJYl3jvE5kk7SKd8EmIB9o6IgCZBAvRN4Qm3dtEHtOEninAXoDllHpeyVa8jnyh8JpzwhPkbFKfpRGYFAE3BlrnA0CZAACUSDwAa14wdp4PXizZ1Su6TWqhjbd76C1Nj1asc9tXKCdsMhwAQcDldqJQESiDmBR9TOLknEF0htHgbrDRrqn+Qs9GsS1k6pYZWdBRvqY8amsS31gq1qa3dYBqm3dgSYgANjT0UkQAL1SuC/1LaXnlDbvyNnoRdKQpxgQU+QWC/QwPdlXUly7NbQ3xMdnzY6je6Cje3fNTalnaWOCTAB1/HBZWgkQALhEHhc7dwpyfLOJ9SOD8u6Cch9TJLxA3L2+kOxeK3UxQ71WgX9I5H9MaA+ZsY+oXZ+RNZfNzrBJVEEmIATdbjDC5aaSSDJBDaoXd+VZHyWnL1+SJLpFVKXOtQr1qudHxTZf9ygtn83ycwYO8AEzH8FJEACJEACJFADAkzANYBOk/VGgPGQAAmQQOkEmIBLZ8YRJEACJEACJFAxASbgihFSAQkkmwCjJwESKI8AE3B53DiKBEiABEiABCoiwARcET4OJgESSDYBRk8C5RNgAi6fHUeSAAmQAAmQQNkEmIDLRseBJEACJJBsAoy+MgJMwJXx42gSIAESIAESKIsAE3BZ2DiIBEiABEgg2QQqj54JuHKG1EACJEACJEACJRNgAi4ZGQeQAAmQAAmQQOUE4pyAK4+eGkiABEiABEigRgSYgGsEnmZJgARIgASSTYAJOK7Hn36TAAmQAAnEmgATcKwPH50nARIgARKIKwEm4LgeuWT7zehJgARIIPYEmIBjfwgZAAmQAAmQQBwJMAHH8ajR52QTYPQkQAJ1QYAJuC4OI4MgARIgARKIGwEm4LgdMfpLAskmwOhJoG4IMAHXzaFkICRAAiRAAnEiwAQcp6NFX0mABJJNgNHXFQEm4Lo6nAyGBEiABEggLgSYgONypOgnCZAACSSbQN1FzwRcd4eUAZEACZAACcSBABNwHI4SfSQBEiABEqg7AiUl4LqLngGRAAmQAAmQQI0IMAHXCDzNkgAJkAAJJJsAE7Dv409BEiABEiABEgiOABNwcCypiQRIgARIgAR8E2AC9o0q2YKMngRIgARIIFgCTMDB8qQ2EiABEiABEvBFgAnYFyYKJZsAoycBEiCB4AkwAQfPlBpJgARIgARIwJMAE7AnIgqQQLIJMHoSIIFwCDABh8OVWkmABEiABEjAlQATsCsedpIACSSbAKMngfAIMAGHx5aaSYAESIAESMCRABOwIxp2kAAJkECyCTD6cAkwAYfLl9pJgARIgARIwJYAE7AtFjaSAAmQAAkkm0D40TMBh8+YFkiABEiABEhgCAEm4CFI2EACJEACJEAC4ROIcgIOP3paIAESIAESIIEaEWACrhF4miUBEiABEkg2ASbgqB5/+kUCJEACJFDXBJiA6/rwMjgSIAESIIGoEvj/AAAA//+rcKy5AAAABklEQVQDAK8z6v3i2qwzAAAAAElFTkSuQmCC</pentrails><costumes><list 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s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="show"></block><block s="doSayFor"><l>Square</l><l>2</l></block></script><script x="10" y="15"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block><block s="clear"></block><block s="up"></block></script><script x="241" y="497"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="gotoXY"><l>-80</l><l>100</l></block><block s="bubble"><l>Triangle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>168,255,231,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block 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s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="doSayFor"><l>Diamond</l><l>2</l></block><block s="hide"></block></script><script x="689" y="12"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="gotoXY"><l>-80</l><l>-60</l></block><block s="bubble"><l>Parallelogram</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,102,219,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="doSayFor"><l>Parallelogram</l><l>2</l></block><block s="hide"></block></script><script x="915" y="338"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="bubble"><l>Star</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>183,0,71,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="doSayFor"><l>Star</l><l>2</l></block><block s="hide"></block></script><script x="1105" y="38.33333333333337"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="gotoXY"><l>100</l><l>-50</l></block><block s="setColor"><color>255,216,58,1</color></block><block s="setSize"><l>9</l></block><block s="down"></block><block s="bubble"><l>Circle!</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block 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