<snapdata remixID="14650864"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="xyPositionColorChangeDebugProblemForStudents"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><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" id="19"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4Aey9D7AtyVkf9s19q7WARX6AIQJS3iugDA4mWWGbmML43T+ogN0IkjgicZHy7ivsEtlVgE1IRSFJ3XviFH8qpCSBdhHYznsvVRRlFBeIRSsosbr3RSZAFNAWtuyoYkV3U04wUBYPeUXErvaOv9/X0+f2mTN/ume659/5pk6fmen++vu+/nVP/7p7Zs7ZI90UgQkhkJ/cd5Cf3H+aPtx3MKFiqyuKgCKwgwgoAe9gpU+1yCBfyvbOstVLp6kD7Ii9qYKxY36hLtIPujCw04HXjjWtSRd3twl40lWzW86hAwYpUn55OEjJYYfJXuwOYlCN1CEgdcB1kXrQBf1oY2KvzhmNVwQGREAJeECw1VQ1AtIhcgcM8s1WnzmvloobK3aUhOOC2kGbW/cdsodn0ToPx0xzJENACTgZtJNXHOwgOsvoy4Sn99/GrISduUO0d2D0D7NMqCTMqI/4QXuSumdSlLoYwBexw/ZgV+wPYFNNKAJ1CCgB1yGj8RsISGfFs1Qs48UKRJeY7T5K3CFmpy89ZvUO2Tlqh7xRzYOd2PYkdT/QqoctnNa5RUL3YyOgBDx2DczAvttZxnLX1SkdoquYCTk5CTv2xP7ANh3zO3fYWPcDoaF1PhDQaqYRASXgRng0MUVn2aZzjM5xDJu72Lra6n5ITLTOh0RbbVUhoARchYrGCQIpOktfnWN0jmPYFKCH/xrFom/dD+mc1vmQaKutMgJKwGVE9FwQSNFZhuoco3Mcw6YAvvCv0LofEg6t8yHRVlsuAkrALhp6LAik6Cy76hyjcxzDpgC/0K/Quoe8eRoeP5yRIKx/ae3qaXut84U2vokXSwl44hU0tHvo/PAAVMynU/vqHKNzHMPm0HU9hL3Qurfy9on4lHu0c7FXAKF1XgChu8EQUAIeDOrpG5LOKNs7mxL5WtTG6BzHsGnLu4R9aHty5Qcpf8WT7ztQ54NAq0b8EFAC9sNp8VJu5yedUIQSx9YpflV0mhFcrVUxhs1aZ2aUEFr3ofIxoKir27r4GDaXpAN1NvStgiXhh7IoAQOFHQ+4kLAcN8WZb7lqxugcx7BZLveczkPbU6h8TCzq6rYuPqbtOeuydZbyFoHVjb5J7MUAbGI6lIAnViFDuyMNe6LLznVYjNE5jmGzrvxTjg9tT6HyKcpeV7d18Sl8mJNOt84G8XvgVa9BylQYUQIugNjFnXshSWcTAYQUOqvcEn8HvjDHsFlV9qnGhdZ9qHzKctfVbV18Sl+mrHuMOltyHQxMwFNuWrvlW4oLKYXOploZ48J0bTb5tmtpoXUfKj8Enm7din+F0br4InlndoJJ5NUyX/CWWgdKwL4tYEFyyS6kES7OMS5MazM/fdXZgppF56KEtqdQ+c6Odcho67Z839GN76B29lmmUGduHYg/s0eVSAl4wEqcgilpuMmIMj+Xi2TggorNMZajBy7nZM0FtKe07S8OQnXtycbv2sBrSnVm66A8QIpT88NrUQIeHvPRLE7pQooNwtIuzNj4pNXnN/CaU/ura08SnxbMSWmfYp1JHQw84E5VKUrAqZCdmN7xL6T0gLgXZnpraiEEgTm2P7c9if8hBV6ArJQ5YHVjyCIvpW6UgIdsNWPamuiFFBsSe2Hu2jJhbBxj6ptyR95WTtuelrLk2VZemz6HOltC3SgB2xa3+L3fMuESYJALc2IF2VV35tCRt9WNtKeFLHm2lRXpc6qzudeNEjBanAZFQBGIjsCcOvK2wrsdPVF2nRa6zbHO3LoR/2dUN0rAM6osdVURmAsC0hGub3t85nwufjf5ue7oiR6S8jUJzzBNyjTTOlvXDfsv5ZgJ/krAM6kodVMRmAsC0gFyRxjzt8WnUnbp6ImeX9o94SXUmdTNzG4VKAGTboqAIhALgSV05O1Y5PcwuAAJt8sSTV1mSXU2NxJWAp761aH+KQJzQmChM99yFdiOfu5P2y+JfG0d2brBAEnKZxMmuFcCnmClqEuKwHwRyEf5NbQx8JKOvovhB05OKXXw8EvIKfmAycORBCJSNzNYjlYCTlD5qlIRUAQUgUoEQLwvrk4pZag0vBm5ZPK1JXVJ2MZNba8EPLUaUX8UAUVAEUiNwEJnvmXYLAmPdaug7E/5XAm4jIieKwKKwLgIYJaYOoxbwglY11sFE6gE/TekKVSC+qAIKAIFAiDelMuz0F2Y0p0iMDYCy54Bj42u2g9G4Pp76TRGeOuDr+zX6Ql2SjMoAoqAIpAAASXgBKCqym4IgDDvPUKnMcIPv3DtokoPXdL59WfprJuHmksRUAQUgXgIKAHHw3JqmubnT0YnqZ2+90bCzyIekG6KgCKgCIyMgBLwyBWg5g0CmP1STitzlvz7/PozpCRMuikCisCYCCgBj4m+2k6HQJPmV5jor1Hy2XaTC5qmCCgCioASsLaBaSDAy8+4ZzuEM7oMPQTKamORCOAp9dRhkcBVF0oJuBoXjR0QgYGXn23JlrwMbcuoe0UgHgIgXrzGlTLE83YWmpSAZ1FN6mR0BHQZOjqkqlARUATCEFACDsNLpVMgMODys3Vfl6EtEgvca5EUgZkgoAQ8k4paqpsjLT9bOHUZ2iKh+3gIYKm2LlB2I8o/IcXzVjWNiIAS8IjgL810dvry4VR/9LwS6x7L0FLOPLtbqVcjdxcBEG/TPVLK7/b+J6RmdDV1RggoAc+osmbhKpOSkJOvsyMsP/u6Vicn5eNyZquXTutkdil+dgOvHpVj676HCs2qCKwRUAJeQ6EHMRAQUmJyko6qRWHxYxj4ZaoWyTTJxX1gKvzwMiLl4vJJOb1y7IgQYyLYLLi4Uj4up9b9hCt5Zq4pAc+swubgrnRQ3FFJh9Xk8B4dUE7jLuMGLENLebhcUj7SzUVAMGFsOO4hDov7aN0vrkonUSAl4ElUQ3onhl4mtB2ydFx1xeux/IyHt+rCf3lr7+M3v+IzVJfuxtMePcruVf5zEsevP1IOJhgp1zpWD1wEDDbZPcHKTZj5sZRH637mtThN9yMT8DQLqV4VCHAnIp1JcZp6Jx1yjc1i2bfT8jMIFL+aVRX+4EOvuvHDF/fduf0f54dV6RVxNxmHC/xLkpuGc/uvSYIZl0PKw8L6aUIgvyDGSjBrEptJmpSDyxO17vGgVp/Q9iQ10meC7667qQS8Qy1AOhHuTKRTGajctTb7LD/zzLnKfSkXl09sVgnUxVUsQxf3hw8666yztQPxgj/Xg2A34/KK/1wOKU+0cmQ3+j8F3fIkdTRfVVFqBJSAIyI8B1XSmXCnIp3LQA5X2mQSxYwz1AXMfqniX5OkPFwusRWqtEb+oU9l927/qcsXYuqsMbW4aMGM60PqZYalE7/ZfynHDP1Xl+eBgBLwPOopqpfSqXDnIp1MVM31ylybfZafqyxIObg8YqNKoCWumO1uPA0NnY/+7t57nvyyVx5sya7JNQhIfXC9AMsakUlGi7/st/g/SQ/VqaUgoAS8lJoMLId0LtzJSGcTmLdavD3W2vzNj7zqFs9iuz39XJo5i/9cDtHd7kK9hLMMbXXefMsrj3GGAw766YiA1AvXT376qrOOKgbNJn6yv+L3oJbV2C4ioAS8i7VelFk6Ge5spNMp4lLvYPNnv+ByHw9LhdoqLz+L3+w/dIbqqpOv0Kk/V1kHVkV81dP2Uj9cT4JtRZ6pRIl/7Kf46+GUlfcQ3RTp8wAW8uIhK+zrQk77pNssEFACnkU1pXNSOhvudKQzSWdmQ/OPfOkrRD1t5phRsQ7xf0N7txMsQ5995L6Hnv9sutjQ6cyMqWEbPamuM26MPz2jB0LCyanP7xh/xzP/Pn3PX3nk4yJbACOYcn1JvRVxU9qJX+yf+OnhWKj8lcqWB6iafsbSprX9nGWW37myp0dTRkAJeMq1M5Bv0ulw5yOdSmKbdhbbyWax/Cx+sr+iI5K/0PkbD+T3Dv/syxudF4iZTUx7GRokaztn3z0Xil48PfQObZ2+Y/fdv/n3Dt9x+P473/O1/wfesYYlCVJfXG/AWiIm8iX+sF/in4dPofIeKlVkRxFQAt7Rii8XWzof7oSkcyknxjzP6AbesYXKEJuWuMU/9lPyQkmEYHW+9V9/5SZdo5MKlboMXQHKVdT2Eerndz71wIVg6yQjnrj+yvGOCMnMGYOKVAFLuIVB8YP9Eb+KuKZdqHyTrjHTqm4VjOlPStu2zlLa6KpbCbgrcgvMJ50Qd0bSYNOV76CYVYqFEJtv/r29R9F5Sx7J3f9Lysplhs7Cr/0trXNZht5yfNyId3/0q+6ivgRjxxVgXRUvIs5MmpId88yfjYlfRd3zaesnVL5V4dgCXHYp09h+JLQv5eNySptLaKeraiXgrsgtNJ80VG6w0nBTlDGnFX5hqngVSSx42eTlZ/zClchKrv5fUkYuK3TCH/hFOW0sQfe3stsagC0xxoK1A0VdvCOS9FD8Yb/EDw9LTfIe2ScpImVnDKRsk/Swn1NSLi6flLOfqmS5lYCTQTtfxdJgueFKA45cDPnxjZzu8lLvmSwrF/qbbL737fd9+Ms+nW0+HFXk67qTsnEZYVf8wNIzz3TFv5LSYma88Z5wSURPGxAAxlMiYbfuG9xeJ4XKrzPO4KCubmbgeqOLc6kzJeDGatzdxJQXJkju3sOUAV0hPxxwcG3iAirCH3zocy/33/CHGRXnZzH2uAcGezLr5fvS7M+hJVp2ZfvD5MyDhqr7w9uyGrOFALCeAgmj7cAP8WfLy+2IUPltDdOPESx4MCplDXZ3ehmkHFweKdf03NvwSAl4Aw49cRGQBswNWRq0mxDpGEQMVUyCuSVi2BRyPH35EGncWb7j7V98ef1Hbl6+zsbH2BdLzjnxbBzkK7b0KykCqFuqaE9uPNpayiBtZ/XSqU9B4Qf8Ff98MsxYRspYUTdzK9Lc6kwJeG4tbGB/U1+YQsKv0CHxLNSSMIpoL6TP+wsvnfM5Au/ifMSOWXKWf0zy0WpnxyBuH3mVqUagrj0hXsiRB14p99Vebcfa9ge/gp7KxhPWTU9v16VvuzB4jJR1xiS8UWcDodfXjBJwXwR3IH/qCxPkZmehPBuWJeb1zKPPvyaV6gbkCf2Ihj3YxbF3mOsydBUh1BFBlSzi2uS9QSRK3Z6o57bRkaPsIU9jt70vXZXe09+Y2VvrBnikDGhnHQq0UWcd8o+VRQl4LORnZte9MNHYUwT8POWbf3dv//O+7uWDz/u6lwxCGZ3ILNmcdf4uZr1nxCQaQ19nR4bOiM6yikCqiKBKzsY1yXcok9ueOmRPlgXtej34S2Zl2opr68a2haR784pYCEJzrrN5E3BILalsbwRwYaZcHoRu3Ovl2al5QOtZuk1EvZefhXx5iZvJt/lBK2re7IwZM+lmSU31QQDtCWQnHahPhsQy4gcvwYpfiW1NXb1gwFgIJhN2VvxjP8XfCftZ55oScB0yC4oHAaUOseEqZqn4K8CDroSHfL2WnKsKbsE/BQAAEABJREFUxTNofRq6CphucdJxcgcqHSlUYMaeOsBOKYh99kP8KaXt6qlgwZgINhMEQfxi/8TPCfrn45ISsA9K05Tx8grECzJLGfDTkpbovJzyFzqgnFZMeBvvDPtkR7k53wnPelcou08elRkHAelAuSOVP3BIury5Oq0qYfSOvGkAgXuc5fSquLKMew75qoIkiLN1Ixgl0N9VpfjDbUb866pkAvmUgCdQCUld4HuoSfWz8mJp9oAPo39Anusl6fdSZQdKpU0GA7zkzPl6LTmX1MppUVb9UQ5BI94XOtKq346OZ6FaU/SOvG0AUXUvvSquUU/4fdLq0vvFom6IyU6w8suSVEr8YH/Er6SW0itXAk6P8WgWZBaIGeQwHkT9w4Ky7yBiFIPJ1bwzjJNSKJacc9J3e0vIzOO07rejU3k/eEeOWSxmr9i7oSrOTQ85TgSWkB2TnmCWyIaPWrHPfog/PhkmLqMEPPEKmo17se+N8gwWS9tu+YWEK94ZhowQduC7vcjXKcQuaycnlplJOlbuYNHRpgj4i0SrFw/9ib0hoASJYlZbNdutioNsaEhcDsGqqJvEpirVo96I7YsflRLzi1QCnl+d+XvMy89CWv45OksWS7Mxl6E3/jXJOgY7WFrGOc+Gz9w94pGOuJShsLH9r0kpjW7qXvQZOlghxwQ/yvFjv/UX7ljdWyCCJMsh1uzU6tkyOq8I1A1IUMhwQNfF3sLIF/ApAQOFBQaZEea0Grho8Zah2XcQLJaVq8ogAwteamaZfMgHreAP2zwj/dekqmqZbxyIt2rGGW12mt+dLzibng9NwkslX6CqBAwUNMRBIOLSrCVYuka1T0BDhme9WTEjjVOGBi0yqDHL3PpkdQNOyZPmbgBk7wY7O3bjuhxbPdgnxsglYRBkyiArFp6/35242NHVKwFHh3QiCgdcfrYlLogw2jK0JVjoF/LDwUhBZr18X5oJP/qT1SMVSc2OgUDqWbboH+YpaZCwkGOCWwWu3jGqaSibSsBDIT2gHSErXsId0KRrKt4ydKEVRIxDJsHaJ6CRniIUS876ZHUKcFVnFwQ0z4IQUAJeUGVOoigRl6Hd8ggJ1zwB7crFPJaBjFly9v7XpJj2VZcioAgsGwEl4CXW7wjLz0PAiCVuLAHDFs+Gz7BPEYpZr+iHPdhNYUd1KgKKQCACCxNXAl5YhYI8uEjnHEb5WLIq/Ejig8yGiyegZZYa0Yrou0ZnQz5ZHdF9VaUIKAIzQkAJeEaV5eVqxP/P9bJXJZRoGdo1BRLm2WmGOCFNHPQMoiejG0y+83vQqu6pWTwRW5Um8adn9IBnyLNHqUoP4kTXyelWOuJ71olmVwSWjEAgAS8ZioWUbaHLz3W1AyJGGi9J511n3cjH+ee75CxPvq5OqWpf+x7r6SG9GBA+dfo6qtKPuCYbqBwNioAiUImAEnAlLPOMBJGw56MtP7Nt+QyxDC2Gii8h4ZxWTe8MF6JbO5n1mget9N3eLXQ0QhFQBFIioAQcgO7kRaew/GxBGmAZ2prCHiQcuiQts15ecuZ881tyRqE1KAKKwKwRUAKedfWVnN+x5edS6eUURIwDJtfad4axUoB0yukuyBfyGhQBRUARGBoBJeChEU9kD6TCqhMuP7P2gM/Qy9Cua0LCNe8MO0vOUd/thd7UwS2jHisCisD8EVACnn8dmhJMafnZeEQ08DK0NYs9BgB2dsuz3TPE2T3ikY64GAHEC9JPGfDXjNb/GD6rDkVAERgfASXg8esgjge6/FyJI0gRS81MXjkGBHJeKdkc2ZjK2DemR0gsBgzRfmc7gkuqQhFQBHoioATcE0DNXo9AQRpULI/XCyZOAenyrDfJvyZh9ssEv0pcBKs++u9sW8W6b0AA7zr3DfJOdHZj611p6JW0BvuatFgElIATVy066CGCLwkM4ktiTHdWfdclfXTyvULFj2y4+pZMIHjPOUbAu9IIlbpOD3e2Te94wZWAEzYAkJ3Mvh6h01R73BvkInxvsefD+s9Q/vByr9xzFU+6koZknsEXLz+jbofwtFhRCFuGruzwV9U/2lEn21q4/G7lzM4l6bbjVhsqoAgsDwEl4JR1yp1zSvXQLZ1yRtdlj4imMJQ/RGuSKPzapwVuGND4rjxELP6wy9AgzjpijhUfEZwUqlSnIpAKASXgRMgO3Dlf8Kzzw033Wgf2R0gC/rBfZ0xSdxLBvHtql76iAMJPGZa8XL57V8PsS6wEPPsq5AK8Qjf5+3qXn2LkfPE/hiRusT8nyZ48ju91uEZeURhq+dk6V6worFcYbPwi9rFm1I169H5rWFtR6ZQIKAGnQnfAzrnolPfxpC+KI7NdHLhhQH+EeIngzyg/8YjyDxF4Zr9yIR7wWFYYBrSnphQBRSABAkrACUBF5z9C5yydsp2R8dJvLn5w+WSfU1SygM6KcAt22SQ+F5x+i8Np1wAloQG2gEHKIA+8ZfRoqG/R5M0Kw0k0fapoIARqXkOKteSuy+vR6zG1QiXg1AgPpd/plEE+vPR7SBndACHFdgE6YcMNYiOjfdjlmfgh72+y/X1XJuQYJMdkfkahG8/0Q7OEyq9XHB6hU9JNEfBBAMvita8hrcKeSoeuyqDL6z5VMSUZJeAUtcEkALJJobpOZ0EK63uDOBciRIbY/rA+qEVYP2jFJ7AHu3xIxX7tD+JCQpf8GBhQTqsQO11kUWa2c0/2XRT0zFNgM/oPnPQsxvSyx5qJ1unRGer06nxkj6ZNwCOD08X8UCRQ45ssQ1eknfNscr0kXZHuHeWWT46v0RnPdlc1A446f3zt9c3vaydMDr+7TfTzxb1uGmVzVjxGsb80o5UzylWkmanVozPUpTWbvuVRAu6L4JTy13XK5m/3MrgqpImDnkH08BI3k2/9g1Z1/vjaDs3PM/OagYCvRT85Y+cmC3ee4XNe/SgCisCOI6AEHLsBmM45xr3BOJ45/lhyktnwM9SNPFgfgXiJyF1y5tPon2Kp1ctPGRAMtfxMdE5mG22GXmCjy9CmHvRbEZglAkrAEautuCdoO+eImv1UlTvlKn+EhEFUvHQspOWnWqSYuM/44IJnvXVLzpx89Sn7c5USdDQayVV6ieVnXlGQtNAZumSK+DW2/YhFUVWKwC4ioAQcs9bdzjmm3hBdbqdc4w9ImGevQUvSBfnuU053LLF6ueX645WhELI73/w8M0e5bLZke8dOgYPXDD2ZP6pYEVAEZouAEnDMqnM655hqO+tq8ccSFpNr7QNamEUjnYn3LvshrxXxfrCPD8nJTD6nVahTyBcUnqXbRIT3m9fvNss5x9fp4fRknwIbXYZOhrAqVgTSIqAEHAlfEBWrGm35mW3LZ90p/yJ9H13dq+TD6o+Q8CtU+c4wSEWe9EU6sncgubU/Xe85wy6Xo8DXnEX4RtlQ9pDAg5ALDnfcPLwcj4exHnTj7HHnd5mJ/Evou0Lgr1Ell45A3WtSMeOXjmGk8ikBRwKSapZ7Y6kP0oNOeY++l3LCrLU1K0iSl6QPIciz3TN3j3ikI65zgD/XqPsvN7Xlb5npV/rNeSrjmyI5D8i1ScRNK3DTJWoXFD0eFwGQbOpXrsYt4aysKwHHqq7AzjmW2QY9wcvFQi5M2kzCOc/sNh+0ml75pOjFzDho5QGzX8ppJQp6fhUk27QMnPQhMg/7PUs4QnY1qQjsCAJKwBEqugsJRDDbrCKnTr/UBBLmWW9mO3YY6Vs+q6vQA5VBoTH/QCsPjaTdNENvSgtCQYUVAUVgaQgoAceo0YFIwNtV+JPRe+T+rXemBkHo45lxg0R7Ul8iqsvfZWbeLc8N3NNtL+imRDF4ONiM7X6GgUA58Gz+guu61x9fuDq7e7eAnFiiTR2aYdLUHUJACThGZXfp0GPYrdPB/vASMp7YrZMIi2d9mBmHZUovXcyoh1p+PijIdKtgNr7wZyudI6IsQ4MkUQ8VAQ+CUUX8aWgcBhl8C+KMfd69D4hX74/uXr2PWGIl4BHBT2nagxS8zBekEkRyVYr7+lOZP8bMvMrZqricViCmAo9tiboZOiSb0pDuG3ggVBaFP/CLZ8F3ymldzguco83Yu/igeXYYgR0ruhJwzwrHrIQ7vygP9PR0RbJH92dIkpMSNHyViYwJCTO8hhzbSV3ysBaxg2X4Dr8gFoPUqupV4vB0OeMi/rGfkT5RZuyRfFE1isBiEVAC7lu1+F3kS+o9Q6RYm+sPd8x8b7D76z/wqSNhIetWiOFPoRQzPz4Mwl0Ii2eynK/TBySHB9SQWXThoAgFyVLhVxG7sYtKajLr5bpmf+r/DGPDfMBJxHoKsKqiisDOIVAi4J0rf4wC194bjKG8g461PwUp7HfQIVkKMgkiOclY89XXnyK/IbkRZ+YgYhSRSTDfIOIm4mpKg7K2UAyEUCewy6sud0G+bdm6pBc4+y1D475p30DZDWrS0aUQmkcRmAECSsB9K4lnVNwhnqFj7KsqSn7rzy/S98Ev7qi73xuMSHLAp7c/AMgSWUFIiPIOXfLUKBcSxi+E8Sx0g4Rr5PtEi37U63vpVFY02K7Yp6Rb+4wdpBnjoSXK71KdnqRFVOWKwLgIKAE7+Hc5lI6w473BLvba8og/ENqjt/HuhfU5nwR/IhGWEEiae5XeRcIAgIWjzeZZF2GmaGehGFzgHPGFLRyuQ1PaWqj+4EHK6FEkw57VhfNkwQ50YABEWxXaZq5VearioAd2NCgCO4aAEnCECgfJcccY9O9CEcxWqgARIEH8yUn+OADnYwXxh2eJ7E+Ue5UF+WBZPWxmH3E2X8YS9U88COOy5pwG33hX8XFJrSK5KkoGLxk9Rq/QTbFDw2wFzge1M1PMWJtmrkj3DqfyM6jDlEytKALTQUAJOGJd2A4SHbF0nBF1t6nCrAt2QQQgO8iH+YMcV0H852XPq5iwoyp/wjQ0SOd0nS7peQrZIs3m60wCa8Y9Y/zPeZn4Vp1cSLzUAWa+Od0uCDEkewzZ9mXoGFZUhyKwowgoAUeueHTEPFs55CXDG9KBRtZfpU7smCXeQ7HvCMk53zMM9iejG0xynZZsm/xxXOt+mNF12qNvJ88NgwEW7VQWzhf0YbxvEg8QMBgq7K7zWxItx68FigOkc/4zOc0JM/0X5Hjorw4z9qFdVHuKwJwRUAJOUHvoaHk2dAjV644UJ5GD21HDHuxWmUA80pEW4M/6aWrk8wm+/vjoapTJacVrvX8J9hrlbKLH8rMV7bOHPwW+72ASXvFM+EwGI67SFlITeTOYMn+GkXjm7rqmx4qAIjAsAkrACfHm2dApd8R3uVPefF0lgs2ioz7j2bbpqD10BvnDJMd+ez/d3cUfD5e3REBylNENvuH+65UEt5WDIwYgsaL8J7Y+gDUPejK2TpKGg5YAvFE2zif3y6WsRIPM3Kliw8AN0YUfONSgCCgCERFQAo4IZpWqLh1xlR43Tjp0JiHu7KWjdtPajn39gRzldJwnSM4AABAASURBVNeH5Pr40+avmy527OzwYTpkomoluII8zl09sY/LxOnqFxw5gmVkEFZFavAR6cCbyyQrJ5yFeJn9AHFynPSrQXnLjL0hpyYpAopACwJKwC0AxUre6IifoQPqsBUd9RmyoqO2nTnOQ4OPP5BhOxl0C/nhwAkx/XHUVh4yQZ0RDzrYn41BB3xEBk4XgsPxRki4/FyUPwdJwq8Nu86J+Ojeh3dITXA1g4pDkXPycXlPtuLcdD1WBBSBWSOgBDxg9UlnmtPKZ1ZZdsvpqDeWnBHfNRQ2zsWfZ0nuV1bpEr9Z2CU5yHG+E56Fb/jDYlE/PiQn/rkE53qQaPnZKf82cbr2i2MMltYkfY3ehmjG8wx7xCMdxzag3HycdObO+ls/1q/Cn1b5OQqoz4rAWAgoAQ+MPMiCO9wMZqUTx0FLkI66YvaH/KLvETrtvLdLuVhuZj/KevAkNOwjnsn2kNgPPv849lyOjdkoZ4/6QfkKkm8lORAF/IED7J8QG45jBxCR1Q97sBtiQ3DM6T2c54CxfY+c88nWJ+HMfctWW4QzY28T1XRFQBHwR0AJ2B+rqJK24+XOPBeiqdBedPY5MTmis98S4dndVlzHiDp/CoJxl8xxfNHRjFe2otxCoih34YNXXikH4yW48qyesVt5ZfQQknq6Rmc8EOk16xcf8XBVTvXvMnPdFnKkmyKQDgHVPCYCSsAjoi8dbM3SadHZn3BnXzn7k/ScopELYGjw55wJ7fZ6NsqzZrIkh98nRuZIQcrVk+RQDibujF3Cr1I9yPveH/GLZ/9SH2+k/kvDDbNKDEAIBM1fU/jYAVDh1xRcUh8UgUUgoAQ8cjWic2OyOIQbTHJn7h7xSEfcUAH2YBf2rD98fJ3DDcQjnY/JITkSckJkzyB6YpIcEQj4BS5H3pU8kI/zS7245aeeW4Ej/NvWNKXlZ+tdw4DBiuheEZgbAmP7qwQ8dg0U9kFodlbJs6z2Jc7ES5Qlf55kNyvJQuQ4kUlqciTHeK4IhJ4TZu/ykBkFbDIgME8ot9dHiN5n6IDxOmP/7lRmS1y3lTY1UhFQBAZHQAl4cMjrDYLMeJaVFbOjWkEhhpxWtQKREkr+1P4uMOSYTFa8RD0ZkgMEhV93CX9mUOAl2CGxJQhBMnlzfUR90EzsJyD1luL0TrZtEisCvZWpgnERqPpHqphx+u9W3vU7LgF7u6mCoyPQsgQJsmOywn1X7yXpVCTnYuX6ZePZbvcH36ySDnu2e8aDgY2l/LIakeH7vyDqVKFsU893CAHvf6hanTb+E1ajHv13K98WpQTsi9SU5EZYoixmQHgCuhEJEB4EmEhGITnYrgrWLybAE06/w/utP8sA4fEs/oRvAVQ++Mb5On0wawQevEpwlwcpcr+/SpHYRwIPduBvikCXhAfqzmAmOLBfgk9wRs2gCCgCVQgoAVehMkxcJyvSSee06pS5f6baZWhXNYgDJEa8hCv+OolybpZgo5KcY6L2cO0X0YOU010IMjGeuXsQZDHYQHTvEFReHlixweA/weA83p+ibK0DqSqFRd7KZwGq5DVOEVAEmhFQAm7GR1NdBAJmQOisQWbInprkYMM3uH4RDxBAxOxfzgOGNA9asWPAAXb5sPYjRJ3Tiv1ZsT/ef4JRq7A5wWsg5aooZvH1D465wnM+jnkvtEqX3h+dc+uI7rsScHRIEyvkWZLM5BKbiaVefOXZJpPKJsnFMtBRj/WLGE+QXhtBhpgRMu34LvPaL84vekIM+8oGDKSgUvwwqxZRBynQPanQeF9z1eOeqJtX749Oqs5HdkYJeOQKCDGPWQjLn3MY5WNJqvDD2weQCs8CW5/u9lYYSdD6BXVCMjjoGUQPZtavUNjT0zwQgD8wjz3wwrHow0HEUNSj1zI0D5zOeJDS+OBYRNdUlSKwUwgoAc+puqfwAw2Bs6c5wAvCg59MNkO9ywxz6yAkm9NqHVEcbPgV+RfH2ETjMjQGWcCDVwcaHxxjPfpRBBSBjggoAXcEbpRszixpFPsLNipkBxLssPQrBJpoiVb84tk08axa7MSqg4aBlNgx5Rn8QblYxVM9isAcEFACnkMtsY+YkfButOVnti2fYvmSCn8kbilfILvQpV+eJZ6BHDlf2JKzC1rLwAqYQz+yiD0c9AzQySo2lqFRp1Y/7BUyLNbwqXrQqC0uJF0fWmoAX5PmjoAS8FxqcArLzxarhtmTFZnzHkQM/5mMkr/LLLPNnLaWn2G/HMSv4oE2yVcWCD9fL0OLPp79Bz0Nrg8thSOuORQBBwElYAeMSR+2zJIm7fsMnROyq1n6Lcgq+g92+MAEv3h2mkFW/MBB11AMpEQPL3Ez+XafxXf1YffyaYkVgTUCSsBrKKZ7gKVB9m705Wf2QT52abLwS+KW+IVyMtnJL1fxbPgMZbR7xCMdcb1Cx4EViBh22Z/OD45RRg9RzoGIopWHdelHEVAE/BBQAvbDaVypKS0/WySK2ZM9XfJeyK5Y+uVZYrR3YYsBTOeBVeFX9z/B2KNvZxK+wM9TLrn+tGwTQkBd2UBACXgDjomedJwlTbQ0s3QLZMezxLjvMkcYWFm/AKosJeOgJfCs+YyJV97t5QHFk/r7zi2AabIikAgBJeBEwC5drV1+LWZxSy9umvJFHFiBiOEkk2vyB8dgR4MioAgEI7CVQQl4C5JpRcisJievp2Sn5fl43gCz1KFv6YqBS+fl5yr7QsKBD47pQKoKSY1TBIZBQAl4GJy7W8HTqZcUtaOmWNsE7wODeEFEKQPumfJM86wXjBGWnzfsF+/W3vtrJwf3vuPk7su//tU3XvM/ff7HieOxxznikY44N/zRT73xhcvf//xbblzl8YZBPVEEFIG+COwUAfcFa6T8Sf+erk+ZitnTtP6ejpd1+5TJJ29R7o0fsfDJtyHDfmKQsBHX9YRJlkrv5H7qb33kcO9f+8Sd6z+7Otn7wk/cxHlZxp5/9nc9c3vvtZ+4sOeV+66+DZEP5U8dhiiH2tg5BJSAp17lOQ3x93TBKGAJVWaBOd0JzpwoA2a/xHglUl9Wew4MypE+50W+5KsaIHifB8eKAcU8f90MxFsafFQOIPrI+FSqyigCHRBQAu4A2pBZ0Ikyqdyla3QmBNPZeLyM4of5reBor+TE824gTX2W32MvP8cocp/yxLCvOhSBHURACXgGlQ4SxkwGrgr54WCkILNevi/N/kzvV5NiLuu24FvMGrstQw/oZ0sxNFkRUARGREAJeETwQ02DiJGHSbD2VROk2wCyjhhuwa7ozumu1SvnE/iCP7xSUPu0eCIXOy9DJ/Kns9piQDHPZejOpdaMisC4CCgBj4t/sHUh4ZpXTVxlICTIxgiiN6N9Yrsy832ETqE3ytPANOOtZdkWdbAVnqUzLvH5Vvx76bRLHOvSjyKgCMwUASXgGVYcZisgQrjOs1J06DjcDLzMuRkRfoaHhax+2INdV0tx3m0Z1lUU45jLK4OCGLo8dTSVH2QKf8pBVDNxl+O7nPsPgMRq+xf7Rbi33y6pEoqAIhABASXgCCCOpQKdNmE5+FnK0eFbP+Q4p17LsaLjGp3xrLftQavRl2HF157ltdh12FeXnwcENbqivVbWNACosd0YXeib1mtljR5roiIwbwSUgOddfwQS5tlpnL+nK7AQQsvoBpNv+4NWuz5rqii/4Fc3IOB4rCpgdaGAu+/u/P5v+q3epAl/4BdN6LWyvsDY/LpXBKaKgBLwVGsm0C8QMbJwJ5oTz77sOeJ8Q9EJf5zz3+CO+C7t0QHIpClAhvW3yrk6WD7up2N54zrhp03qhVcteKk3zmtlPAB49bf96g0/69VSqBv254QHXG2rHdUKNFYRUAQ6IaAE3Am28TOh0yyHwqsL7JmIpYMvy9Se4+GgPfo5znuXQBB8ALLwCSx6jvuRXrKXdA7fOE+UDwYNrOicwyifYtl28+nhlgGB4PQwD3PYY9QH7zp/YH/vtZ/oPAOWuuDVDl5FaV/t6OylZhwPAbU8ZQSUgKdcOzW+odOWTrx4Gtk9ZvK8w2HF4S6yu2l1x0wFZgaV0XXuiB+DHAhVOmcoaQs8C5MZVJscp4MweHfAIc6HZ+m2rHEUdtDilB91w/543X8XnNkc47xxD5+jgj6X//zzL4qBiHc+yMMu+3qX6/zQO6MKKgKKQDQElICjQTmgIp5h1VrjNHTsCJBBJyukgJNScDthdMQc1sQRQpQhsoUL1Q8uFYlBu6K8QXkmJCz19AodEs9C6+qpzd1P/8I33PUdAEGX2MHTzmxX7CNSgyKwQASmXiQl4KnXUMk/6TxzWhOlm1xOk86VO1mq6NxFtr0TDiFKf1lnxuj6H3qMAQTnOecw6qcYgBBjeouxPoEzfOz9Xq/cR8/pLqGenqWPN+WF7nJ46Ve+FrcdWlcVgBcPyM6QH7Ne6zfONSgCisDwCCgBD4/5oBbRyaKzhVHb+do94pGONO78T4Sw5aT4CiHKANnCZithFF7U76aw/Gy9y+mCMTzAKgJw7BQepkPOf4cyEhIv62i5LdA4AAKp8yz5TB+0It0UgckgkJaAJ1PM6TmCDrFLsJ1zVd5ymltqdObEsywm37zcCUMXp61ceRxHI0oo2w6NhLEtXhHDRCXlqkgaPCqjxyjChvLwwCiDKqkXHBShsT4aBkCih2fXXO/6oFWBpe4UgSkgoAQ8Qi2gQ5SOtuIhqqZ4cTUneVWkLIfZEaef23icM9mecdz6I2kPU1Z05Ov4lgMvorQ6sczZos8kNxCGEWj+LuyMvvwML1GfxQBmH7gjrm9AXUEH12FelBWnCF71AUHk4/zSBpjUt8kXf+XnGyi7Qb6yrhwc0aAIKAKVCCgBV8ISJbJeCc/c6hM7ppSWYwtC9FvmZX9sh79lPYQoA2SD/NtyiiNK5eWYcT/4rWyi53mZV5aPKcImdZLTinWeCclDZw3GBZ7r16FE3tzjlwEbsm4EkOSLq1PyDZTf9Za1OjcM6okioAiUEVACLiOS+Fw6RnSqXew0EWV1Wutsqc2fomP3I/LwMrX6V6uyury14kkT2BeeAV9weD62HZAwz17XS9KN9VGQs8x6ecmZ823PemM7qPoUAUWgMwJKwJ2hGzZjE1FiqZG92V6OLTpkTuv78SLKghzMLMzHYjz/fKwlkVnXC5Mwk+VNGCnqA4fRAus+hTIm15z31e/9ZvQQEeFBMH23l3QbHAGsqqQOgxcqrUEl4LT4bms3HbV0ptuJHWNqlmMLQmyevfr4E0KUIbIdi7smvY75o2czy8/bA6DIhoSE8VoZ0T1elr5FziaY7NG3c9Tzse5Dsy79KAJ+CIB47a2HVHs/T2YlpQQ8YHVJJznc8rMtWe3stZipJScO60h5XwwQ/GfMVgEvr06GZHgAQ3gFKae74p4ZgES7Dyw6nS9gxkvLr+eofZ4Nn/GeXvNjP/4o9hx/SK/Qk0zOyezDjgZFQBGIg4AScBwck2ojp21BAAAQAElEQVRpIsqmNHGqiRBqZs6Sz/lCp4/TwhYOa0OIrChp8k8EKr+i/aVfpXbPyPWAiklYZqecryj/Ph+m/pyD+JmEc/wSlrWf2qjqVwQUgXgIKAHHw7Jdk9NRtws7Ek1E2ZTGKgpCqF6GDvEnhChDZNnH4E9OKyaeM58BQbDu0AzO8jP8gV9MjHdC1QTLA2O2zbPerPglLFFR1Hf4qoLkjvSlahQBRcALASVgL5j6C61nS11UNRFlU9qVra1laJAFJ4+2/My25dOFMGS2hyXfa3T1eo5oG/iLsWeyveBwV+q36bWf1K7hHlwR/uin3vjC5e9//q3G93ZD3+uFfOoyqH5FYMcQUAKeeIVHIUrMlkAObllbZs6uKI5DiDJEFrr5vuUq9L4lSBizP+QX8sPBgGFdLyBh3JPmwP4M9trPBsalh14++7ueub332k9cNL63G/xe7+nhgPCGmSoGHo0Djj4yYYOPMN9VeqcRUAIeqvq5owZpBJtrIEohHl6ODdaJDF38qSJy6BoxWEx56bfXX/oFF8HUy4Xky2nQ135Q7wg8877ggcstHLtB/tyBaJ/jttI47hThVX/pH9/Avi5IuebwVRp8NA46OstOePAxhzpSH2sRUAKuhSZewnq21EVlE1HyrMvnaeCN2RL70Msfzu/1KZF1XUePeB/CgFxdEH9yuk2MB2RoiI3rhe0dMAnetoOAIcyifLCHwHWPe80XOC4H9uUC6eV4e/7yr/8bd+1xec/5znlAc8Y69KMIhCGg0kEIKAEHwdVR2MyWzGsqASo8iNL/aWCXEDv6UybypqIUsvI0sEsa5c7envMy9E0mtH17Hrpn0gAZiUspyQN1wvo/zIYw+xWS4+PhPiD+wlqBcfUDV259F/K+u0Jv9YN7vkpUThFQBFoRUAJuhSiCAHeaIJRgTW1EmXd8GrirPyiAR8dekNQZzw4NKbI9ZE0ZLGkIzjndZZKMviSNgQQv+aJczxdl8x8ARSi82Oc631BVUx8FHjIA2pD3PzlHPfqLq+QWAn3uO/vmtUZ95fvIWVu6r0MgOF4JOBiysAxFJ3YelquQZuISQilOyztJY7IBKUjnXBZwzosOuXq25Mj1PRQ/8MAXEwP8k/MyaVQYieSfkAbs3nuY59NsR+zzvu9H9PASN8/UD1nzY7DBJLxiop/G61BOAdHm4Bf7ZwZATpr3Idcftyv9QQ9vwEqCILrO95w9/yTDmhzSlrWp+ygIKAFHgbFBSdsstiGrTxKIwJtsTKd6izvmlY/uKpkmopROn0mK/RnsaeANH0351qQBbJDOfpX/0g/RXmFNZiyNcvEOHxlQiX7PARAy9Q4VA7JyfchAwRkAdbVZ6NVl6K4Aaj5FwAOBRRGwR3mHF6noNH2ckI7UY+ZodQkZ8ImQzXvplOq2nK7z/VIhEIq0FSSVM7HfdUjKaA8pf4lAjQL/7yrSEFyAY4d3hqUOymRWGlBBP5d5/W9F/t6GSYovKEdVtgI3rvsznp3fYH9iDYBkRaHKpMYpAopAfwSUgPtjWKsBxMSJ3ciOZ5KhRAkyKJZI5RUTtr3xEYLK6Dr13YoOH2qEGAxJHYp9RBZB0nLynm2Lf0R97lsSb1ukAb+YlIJIspbMagYUsMG2ifNFv/cMvY0h1b8gOfXcaF8TFQFFoBMCSsAObM/R46cxwzf8b19+8g0f/HJydTrm2g4DH/Ax6kBiTDaHOGMyOMO+FO7QHv1cMTgoJfmdwkZO9FVWP+whzi93tRT8EX05db9vCdUNpOFDkoUf1bN56G8Ioh//VsSDJxl8NMgGJ9UQv9hJ9C9IRZ3qMnRwZWkGRcAPASXgAqf301sOMspuHNPTp7HCr37jxw7e+0MfO7T6iLITkDH5bDn1esBHyIDvTzKpbc7IXqHblBH+zq7TzzgWBPXxjOi1xGQndqhmqyGNsrSQiJlFrxr1lTNWnLeRhuivIUnHj63ZPExJOtcLjusC7GNAgnTG/gz7vqHKblEPor+wd6+vnZr8WysKNXI7FY3ruCmcfPqTN5rSfdJ2CtAdLawScFHxb6B3ylIxLowiKurO6M1XIGMfxUIUTKDU4d6l1Q8d3DkzVxJJJ84JIAjeXTB5mlly0/1iFnQ/ouMa3eK4e8hf6OLT7Y/I5tS6/CwkxTNG9rPXfcuSB42kAb9hD3nEPh/YPeKRzlHbH/bT97YAsKec0r4O5Q6A+JjbyvoBtG3nO8ak0tvRnSlk8xmsr179mrvHPQbzFDJYJ93mioASsFNzr1DGhJFF6cS2CSg7wQXpmGs9RCfOhLBBoK2ZKgSgB9FMMhtPA2/EtxAx58WPT3wvk8od9un1tSQFQx6hmMF1WuptVe9JGlL+giR5QOEz+z4IKTf0M1a964+clQRpVxgI8Cze9aU47nv/vBVaFSBKOVjHQP0D9MQZN5r1hABxVeHgM38ss+zQ2bbW4XQQUAJ26sJcWPkKjd2J7naITvKS1hcRUc7kTp02dOTIyCS4uZyMSM8gOjAj5Rk1kyh+Q/gEWSWeO3Pu5Csf3FoTJRGenv73RJ48Noc0ytJCImbJuXKptyyf8hzlAUkWBNZsivHjOgh+7xc2oJjzbgyAENcWgD/LyIye85/xMbG/G6sF15+hA0nre/8cykvB4lL4UUrd3dOYg3WLop1Z50QHR/TU+tbVcc1M+vy+PyGz7JDZNunMmqa0KQGXagONnbiR4mKgfpvMloye8Nlv2bR04g1EWZavOocO7rx5cE0vMAk/ZGXQyXK8WZJ+lqSTR5oQ5R79HB8/z+mvgxwft36KzloGH64w4oUoOJL1bZAIR0X7WD9hL5pSVgT8iGfMvNQbfP+8yLsKzrtH5iEoM2DZmqVLHdWkUYQNg9Hv/rGDF774d//kLRyHBDtDa8sTwc3BVUQdrBfeFzr3+QLdunYKkV471APxRMD0cb1UaeZICCgBVwB5SdnhNcpPKpL8o3KSh6ie+5Z/9Bhxo/fPWC8JYgFxQcISGY5DgpASZucZPc86NmbUBUnIfcs/+Sz9DvEslnW/g22+nvf+H5AGiMrJURDFmedSr5Oz46HnMnSodmDEeHAfSev76r46OuU1dbA164VNrr8zrqOY7/1C7Tpg8JhRduNdT5zf/p0v+cOL45qZWF28naHVpSOeeLBriIE6b2NltP4Dpxg+QE9O2X7OM+AY+rZ1ZMG3wbZ1aExMBJSAK9A0I1EiXBAVyV5R6GzxCtK7vuf80b/63qe98vgKQTdmYtwBbxBoW/6CBE+EBB+mQ94fEpOxxFdnviO2qtPqY5k03Hyin+3AHgYR9RnTpqCjjxX+/iOP0/f/0DffePN3/sX8v//L33xm9fqUwGLTVH8YKCGd9V0w4R/yfv1Zp/Egp5y2FvI5wE8YNoQ3PPAFBz/+Jx7Yf+hNbz35/2996/61r3nzLWqQ30pj8m5yA5hhcGqIrElyumlRButF8fboklc7cKsq0m2wQi92Fmsca5gOAkrANXWBezx9Z8H/2Q99y8Hff/hxufcrJFRjq0s0OnHufDPk9dHNnfnWbAlkyDqkc0d6oQcPWt3+w4fpi5nkLzg+6L4lyIF9kiU0HHP+Mz6vnMEhPlVA2aAbPmCPwVTGhIDOPlb4b/7BLx/+vf/oQ4c/+gO/TGaQ5f+aGeoPA5KqAZDUA5aVc7rNdbDxXvQ6jW9HiA7quL24OvX579zH//hTN//bT//Lg8/66++7+bk/8pP7PnmuZNr+R3e4GRkIKEUoSHP/A/Sf3O5YE5INvrntk3hlAG2WWrd2AaNnOKzbPVIJi4ASsEWitLezYFwYpSSvU5PPvHZkO0omo6AZq4+hDd3PEI+gaWMDAcEud+TbPxNpJS8JhLnPZHBCl4QHrW4Sb6I7p8b7liinG77/R7755Pt/8JsJs8Lv+tvfeOtH/9M3XWC26MqEHrMr3T7OMnTf+qxzAESPQQxmw89+22/LMm2dbDne5kU819GZu4dOysj86QMnFPUoMkhDXo5O/jG45avvfuqAb6XEM4c2gNlvPI31mkBALrnFGoBZPa/Q3s2c9h41Zar3ozklO8kpv2tlLmPcBiuUFYOEVXGquwkhoATcUBmYBROPRKnTtjniFDLjWQt3qpVPG3cyUWQS3Tmtyg/4+MyWHJmb3LFn5Y4duhEPUyKLgyJUdWw8GzzgQAj/4y988HV/42Pvvmk7qi57Yvz7dWy03urqE/r7hq//B19x8Hmf+OyLN5eWpK3etRMVB8AYAyQm4ZxnxfKgFQiXRTEwIsEdT6/zgEJkOWHID+rtDb/01Y++5pOfdb3wq5d5tBvieoVeGmAzgwgi1EUKcyC4jPKLrrqNX2awbnVYnw1WNjZ8D91ZsfITnjswR8jtiS6yXI6yR3M/VwJuqEFzEeSrD9ATZw1iW0lo9FWje5Abk9l6yXcrY48IdMysO4MK7rBvcWcuPnNc7dPGIpOR10M80C+6n6Wc9Z/i2OBz1bFd/0X6PsLW994kdHCwOHbtqIE3q1n/BaPxd/P+Gjq4jC9s2OgaYAP1jSXpn/zpD2U/+l/98l0sSVt9xGRjykK1G/DluroaABUPsgnWXEfEgzdbnlolCRMwI3vibdx0sTTe0w4IC3j1VBOUvW7wFaSkVjg7wSyYuJ6p07Y5WLcq4HPf22DEPuXOzJpSbZ63NK5uT6y8boFsyrfd0khVuHR6lYBbsEUnChF01Ni3BdPRVl9QNi86WzvjkQ7WJsTa89IlqzrgUPnBLIbJl69Lql+WrsgpfjMREBOC9RudBPFFLud7JPePRY5ibM04elngWSOvDJxYWVOf2YmtT0PKV4MIK+e7N3o2/bTlB8Z/58vfdItoc3bjpTujE+AMWSbm2kEU0ocIFifMgvvYw/VhBzx99ITmNf5vDr5CdVTJozzE9Wv1xxqsw5bR2b1tWt9Mm4dGDVNDoB8BT600ifwByYSNRPNVmyvopLljzSAn5IWDnkH0MDlitiSBjyXO0SvnmMUwkcIHJ8nrELMw9punQoR//jlDJ4F7n7gHygr2WafcP+bjXh/bebhKEBcafvT73vTod73rG/fdfBld3rlGl+v3WnMiXj70f4CKnK1uNsc4nFJOq9d97Isew2zYydJ6KHUEKR48iB4cTyB87W982ZNf+LsP7GMA192dzXud3fWE5zymp0+JB4tm0ES9N6PnavBl9Pu/PYE2SeyPzUcVG/oeYhnqtF351im7ZkqOgBKwB8QgGYiZCw5H1cFcUERNF1Q5p+1gMVvq2rEhH+c/g26Qo5DkG+kcx4izaXaPeMggrWsQv3OSd4b/7t/84E3cA/3q3/7Sruo28hmcNzsPxGUdlopxD/rvfvcHL/7qM0+fo14QjugnHiPKLi5pr4h7igcNOQ+awkgY9W19oooND59hdoSkNanipCFIHWX0KOW06ltHDWY6JdnroOsDWcALeKAOOjkQIROW0q/1fce/8KNq8AXCDNOPdlcorNgZzOPdBqswdrxOsAAAEABJREFUoVEjIqAE7Al+xYVVkTM7QadekdAYVZDZiq7RmW9HbRWKvJnRysM7Nt7uC91ClDwrrpSxsqF76GYyl/uWP/GW8zuP/9gBzyRDtWzLV3VspiPqvhxXtlJXn2H1l53kNffXMGAgnrmAbIAT8cbkur5/zqcbn2IQxeoIT8JekHkyfUNmCid/5iNfvPrgwf/1aDdfNgdV3XT0y2Xbkamf7rowmKgafFn9j7z0x/tN2pEf6Wgf2DcFK+Prs9E9PtZNZdI0g4ASsMGh9dteWKZxb4ub+Hxl5bYlmmPQSYPMICWkioOWwB36GfEyM+drvEdodaecUf3Kwx958HNefPU9306irmjAsapjgzxIk5jUKHTjpVwe3Jy42Ww9wZ6Jz3jwlHn/AprJV39vtzyIuPcInfIA6JC4vsr1K+fX6ATpIkd0kLKuqMf2Mz/1229/4ct+/17Me5093OmUFe0Is1TUYVtAOasCSTvM96vT6PqbX37xP0RanX7kzyiXWyPksVmfPUQLkeaZdSGku5ERUAIOqIAjeuqQ+MKrJpk4I86iA8b9Va/ZEsiXxti2bR58zic/60l0bNtJITFZ7azSkGb4gzQFme2XvUCnRlyf6CRp/SCN7z28+vqGvqxYLidngx+2vmTwxGl2j3ikcxS7QvIzppgVy/lEvuAP/H3xc156B1yqvg6QshmABzHOx3IPlkbfTDui6xnRo/CpLtjVkCO+7t3AyxS8SpGvjujp17nxzvHr79HeP8+JDoi3Yy63GziKP8gvt0JODD4c1fApfG79dT6rC/Ya1GnSRBBQAg6uiHxVJhnT6OONOIWEX6FD8pstBZcgSYacVm969p0nn3zNp68bPIwVHPsGzBi4U5R3X+vyGK3ZCX55yMqYuOpvSxqU052yRNGp3SaHHEDK5fql0ga7zJJ8z7iUsD6tH0RAROo3p9rbAjadZ+3BtySgP0VwZulyG8MHp00/4l0fm3q7nbH/T+aUNc5Ai/ZBpr5dO/WDLyv1sWvX5HbMJe1Je7bxZm/yG735ypcs2edVW9skbsvVNkm3CSKwN0GfJu2SvVjs6N9cROaCiuk4ZkOYFUHn9eIfiuwe8UhH2lSCJY3/4Qd+6SHiToB4A0ZZMRMEbm0h5xnDEc82jkszhvL5JWWHRHsPIp7YlqkD2trKpLElIBH5C7wUeAFfcVrf6SLV3oPOan/U3vjS3qkCL65HuX9uNG9+23TESjlwMFKQdseDQfZ3favD4mRxq3PN4BH2YGKdrpjxhf8y+GrSC9IjbmNUbKY8ecPgywj+lc+8xLPftsF6WL9R+FwxIDA2rW9WzsTq95QRUALuUDu4KO1INGOCaZ4NdTDgZEFHzLO32tmSIzr6IXz91bf+v9mv/eV/ev7TX/KdH7cdgekYmt0zMu0dG7RYvZgFA3tDxEi5ClWkcZVqjmAT9YcfUbD1iRTULzmdLm1tTX6GdapbqksRwBRRXJ7aWxJITxGK1QNecaXK98WBk4tbtQ/ZyWXlLLBaesjYY3rqJgZfph1VWzZtzdz2QHshbhdV7Y2cDXL/6333nx8/8IX0z7Jr+4/c/9bb+KOKk/uePCPk5/iDV7/17G+9+nPPER8Sjh74U3f/5/s/5+TPfPZ/fYt13SC74ZelCt0h+rxlpZ+zxnQfCwEl4A5ImouSCBcu907yp9gd1HhnQSfMs49sarPeugLgF6GQ9g0//KX50285f4G4Y6CGDR0WsUxbx0bOhs4/pz25h+dEy69egawwaGHMeKbsppaPM7nfbOvTzubM+farH8bP+tmcSW8i57J9v3PUP9XckvDTEC4ls+7NB8OulBRHBie7KlBEOjuLh5VzkiZziMEX2pGt+yrHTLvMToiyB4ma69foyU5Wn3nbIX7F6Yvzy5v/+Uv/8kEc3/jMS4T873/xX5zjDy7OP/3DIoO0kPDXX/rU6l1/dG+fXix+GerF1elzL/6+6CY+ThMKW2xFP/EQUALuiGUdAXRUt7hsX/T/fd7N/+IHv+V5PB2NGbHpjJuK2dyxlXPiKWPMXly9PqRh9Zh8V0vFqE93Nmc63fIDWVntbM7oizv7tb5ij8GXHVDwAINnUoiNH4pZr+iHPdhtsnLEtwyIB0+GeKi0pcOjZKjzKQYHGdHzXPdva1Fym9vbwTHfHmmSQ7sEyVoZ6MexO1gvyyA9JFgfLOap216IbyobhoAScBhea2lcWLyEla0j9GADAeDzmk+++t67H37LCr+NTDWdtOk86meVVLGZjic7weyFWG8oaZBsm+QAfxFt/cGxS8omvu01s7BBBGyEBpkN5+YBLhlwhCpokBd91+iMZ9vyoFWDaCmp7V5nSXxip1zPT+ZE+6Zd1TqHH2+59356C9/brZZBG8l4qdYSpJVi/SvMshFfJ2NlfffQyYOGE8jDJrXMzCGnYXoIKAFPr04W45HtJO49Qqf4oY5/8jX/rOKp3vpZZR0QdgYB0sTs+r/7gX83iDTQCVZ1WEel2Rz0wwfTMW8SNuJtMPrCBhE2b5c98OTZaYa8Qpo46BlET0Y3mHwP22a9ZVPHxazQ4GSXpOvxKucf+xz1zGBeXKPLW1W+mPrNV9yeW16zy05wS6qsA/qvBuvVMuU8befQCRl3Zo1zDfNCQAm4Y33hokwdOro2mWy2kwBO/8s7P/LYn/uHX3r+Te/76n3p7NlLxIMIrRxHtX6QJytmGdCDvz380y98wfPvfuNbWvNCAPmJZ82WNGhr25zNcae7Mh1z0+w2q12a3lIfMQJEDHW8JJ1jFQDHoQH5OL/3knOdfoNTfoJ01A/NbEZ2RE+9PqdsH4SGMmwGM5iw7dS0oU0JE3d1S2Mz1Zz5yBhJv29gbmfWfjkiSKmKqAgoAXeAEyN9dDLHPPJPFYhJwlywNOvtyJlVosN4/J0HD6JA3OnnxGU8ZgwpaMtO/u8v/70Lzr8mjc8J/gGQejK1/qCO4RZm2zl3zDiuCqaO2pamq3LGiRMSzmnV5Z1hDGA43wnPegOXnLd9t+QEAsspT/5g4rYHUWJug9BcTbZ+bRzaMHG7pa3NkPRW9EaEj8xGhsYTYH41s24U1cSJIqAE3KFi0PCRzVycOIobjN58ZckgrvYxtJlZpcUNf1Lw/T/4zec/+53/OwkJeLoEXLDk/P0//u59lzSsXkuadeqQH2ltuKKTvVb8YH/Gs20zm7v6C0PouApxO9Urvf5HIOHQJWkZwPCSM+cLXnKu8wy4gcDa8K3LP3Y8k1nxWtITH4Yvpr1s1q9pa/nGf4QbufpB3ZWuZhnIaZg0AtGdUwLuCCk6G6ocCVOEbfOij6BwVBW2QwZBWtzw70k/+dMfyuCYPwlnJ1hyriIN6LWkCZ3VwW+p2HSy5dfMzCDC1evT8bryqY9BxLDB5Fr7znCx5MyT1Op3e5G/awBuTGJSp111jJ0PD/blxQNZ2XrwtemV255NG2i+Xn1kNi3o2a4goATcsabR2WBmZC6ujkoqshl9yxspW4IEbhnlFwgovi9pvPk7/2KO2S/IF/nKAXoRZ/DD0WYw8f5LxfDXnc25nS40G33NHS/khg6CZ807wzLQaXm3d2h/p2YP7SgjuuDB3M/wKKV2KR3tg2VOjP8+16uPjNGm37uDwKwIeGrVYjrluqXJcG8xQySeVRu9tKgNHRsKZO4R0h2ibP3zj22k8V1/+xtvfcdPfx3ZH/igmu3Iud+8LRJGlvC3PJtzO92sZna0bXf4GDzFbAcqPBs+gwd2j3ikI05DNQJcz3gt6bWXDb/ghfZBlO8TZcVPolLlZgZqwz0hX+mERk4WASXgnlVzSZn3X9i1mcIDP3xRt/7ObJueqaZzx7Z+HxLHVzMIIpACyAG+W7Kw+4d/4WuYsH1nEOmWik2nW16ahsfTDDKwyc07w+4982l6Ox2vUM8+13VO2X5G9BA1bn63PRpVaOJiEVAC7lm1uFihwsxecdQtYKSc8azquPap4G56p5QLWNlZJY7hWxm3MmnggS3I+eJi5axe4EoRVxUwcMgrfgKTJroBTx7YJP0ZU2CcOgwNr22fKFeVbRMvg8J75nhbysT73/bY1qAxS0dACThCDaNTdmdz3VRmlS/xd9M1j1x1uG2SRhb8jq2rF4OamKsK6JjtIGIeKKf1EgMdYIyBT13o7wH+fvKJMxBaXehvY1vDkcctDR+Zbc0aowgYBJSADQ69vtEpQwE6B+xDg8m3pNeO/BBow83iAjk/jUbKypv7zXntgzRGWr/7IGCxNnW1rcmHoI951acuGI356ojJ8LhGjniFo84+9d58bmn4yPR2RBUsEAEl4EiVilkXcUdAnbas9v9lO6mbUaYj7liJcUNHTVtbd1xQH3NaKt4q+owigDVxHVLF1kbQFVlKUc1twBBvnuyd+WMmfThk26ext+mTjwx0aFAEyggoAZcR6XhuOprNF/R9VJkLWu4l+YgvVCb+DAL1sZyl4mlXO7DGMr9py9u+NhH0tvRVjNHXdm1skuFV7nhH8N/eYsJyO8pa1u4jU86j54qAEnDENlAeCbepNh1M+g6kzY+x08u4KS5j10i4fVOH1a/ktRF0lTUz42y+Nkw7aSPoKu1hccb/5qfffWTCrKr0LiCgBBy5lt2RsJ/q9B2Inx/jSrm41c0yxvVQrVsEQHxVgdNvX6PLWzVpnJydPEdPVKY/R4+fusF9JY8zbn18CHorU48ItM+2Wxo+Mj1c0KwLREAJOHKl2pGw6SDqlaOzQaqZOeBot4PFTR+cmnY7QLvGAAntdjs8dZMou7ikvfPttKdPLyk7zIj2q9LcONZxwnKPIo5qtjaCrsnWORrts+2Who9MZwc04yIRUAJuqVYQZWjI5afsqmcCVhfJQyvZgzgn3QQBnUEIDJP+AsnAwbp2izq8VvyRBeTcYPOCxN1499jq5WvojhvvHkMmW/g781fl1aMlI6AE3FC76CjshY7RuH8wMwGorsqDeDzIwSNqzBh4We7xUxO329/ooBmTbLdRmH7pQbIkA0ja2lCHiARJYl8OyFtH0EY2OyFqe6o527l35g02+r00BJSAG2q0rTNpyEpHHq/XmE6qrbNpsqJpisDwCJjrIl+Z9rttHyRLHQja6jsuXv2his3I6DVTAc0io5ZeKCXglhpu6kxasnJy2+s1zU95sgL9KAKTRMCQZPNTzx+gJ+SPIMoFqLqmsNpEQtptDyXqNUO6LQYBJeCWqmwb7TdlN50UkelciMzo3XQg5rits2nSrmmKwLgI4KGquuXkctt3PbXXlEvQVo/N58rbY71mLBK6XwoCzQS8lFL2LIfpFKpH+22qMdq3nUtG2Q3c3zKEbIi4Lb+mKwJTRcAQ6dUAs+yn2/bLaeaaMnkLYt3HtVGWs+dGRq8Zi4ful4GAErBnPTaN9ptU2E7Kfb1m6FcomvzTNEXAFwGQYDkQXb5wrebd36Kd76Ptl/PhPC/eFiBZeiaPLV/sX3V6FF5FFoiAEvuuhsEAABAASURBVHB9pW6kWCI1s9eNpNYTzATy4i/s0PFgJmxnAK2ZVUARmAACaPe23aLt2nBEP/EYUXZBvNk4d/8K7d0k2nvQjbs6xtsCnJE/Ri6rfCMA1wyLEPJhr0ERWAoCSsABNQkivVbzjmOTGpD3MT2VGRl9hcLgoN9zQgBtGP5aMsSxDbguqGYW25SPeMsp288ovyhmyzV/qpAF/yUlq9aPIjB5BJSAA6qorTNpU2U6r5m8QtFWmMjpwCZ1iOzyzqmrI1pzXdT/EclRzSt5qG8DYsYz6Or7u0YmXxkbRlq/FYGlIKAEHFiTdZ2Qn5rqTsYv73Kl6pY3j+np01iBeIZmOnPSrSMChgSr3/9FPUEt6hL77bD5Sp6pi+yEKF/llN+FfHVevWaAjYZlIqAEHFivthNyX6HwUWE6nFwfIqkAy2BqX9OqEOgZZbG3JOGhTkVqEDAYVr8RgMFp3S0ak8889QzVmbwRQHRJe+fEgyNiIi7ntfVGuikCC0Vgb6HlSlqscmfSZsx0JDqSb8IJnTdJR0wJNsU+JqiXlB2WyRL67UCqeiZLhDpGPnM95PLaUfner81rZMavN/iROgA7DbuJgBJwx3q3nYl/dp39NmFlOu/q5c2mfG1p6Dwxu2qT03QHgZZDU1dXs1lXvOm6sPlIBlq5LDtjJmwHtG5exI9dbxgMwA/4lyoAC9NGSbcdREAJuGOl284EF2mTCntx4QJuktM0Kl4zqV7e7IKPqZvxZ1FdfJ96HpcsXV/tdWHbvZuG45zogng7Mq8vbfypgs2L94ZxX3jsa8b6U1cWLkavj9GrD2X2AnHmmZWAe1RgXSe0qVJfodjEo/msbnmzOVd1ql3erE7V2D4INJHTUc1Tz4W9x47pqayOfHBN5cU784X80LsNe/CHZMZOCTYdHCYAdVYqlYB7VFdTJwS1tpOxcojT0IyAxcrMXptlm1KBvV0+bJLTtO4INJPT5lPPsII6uVpWriYf1D8IGvJTCPAHPhvf43lk9OX6UGY8SGepSQm4Z7U1j/arO5meJhefHR07HtbpV9BsY3mzny7NXYWAJaeqNwKO6elT5LEDKUM45nowx/MhH1OWHbk1gkrTMBgCSsBRoG4b7UcxsjNKTMfe/bUk28GbjnNnYBuloBZjS7SuE+5ACqsRVzNJQ8Su7NSPL0tPfqONdQ0YXGZE5235p46J+tcfASXg/hgWDw9dPRWKC4v4vpHtnEi3YATQeRNjSJ22+XXwnYo5kUyoK5BK2R07kNp+qGo+s19bJlsWDDQQMspu4PoODVbfEd8nP+ZVgrpA3PZNP0K6DYfA4JaUgCNB7nZCuDgx2o+kOkgNLtrUIcihjsKmw6v/ecM6tSj7WNjX+bT0eFNXVwNQt7y4LvLioSpTN/Zpd1dqHscoCwYatry2PGHet98aMXr16egwXOcprQQcqd7sRbk92o9kwENNn5F53Ui8HE8Djsxhm3hDuXjX+jEdV3Zi87VmUIFoCFhyKivEdXH1UFU26z9VQFlQPrQzlJf4WqCADfkwOGxvn9qGA2CdteikCHjWSLLzuCjtaJ9PB/+4HUQK4/4dSDzrwBSzDn+N81ve9C/bdCXb2p5tO1ZuuiVp9gztkZh4TTlCfzimnVgtTqTbTiCgBByxmnFRXo32IyoOUGU7iIAsAaLtHUiAMi9RYArBtlmw6bjmu7yJMs49HPF9TWJyqq6r4dsOJdhMezS3Ro75Hi7Vlpc2NtM+mweHBrdl4LRReD2pRUAJuBaaoRPi2LMdhLng4+iEFqOvuQOBXIqAQUX7LHjey5spcBtH5/LfCDDEa+55X5aejq7C3Fw77cSqPxxThd6y43aegHFxpA5DNyHTQSznvUUzqCBCPVVhaeL1P2OrsBk6zrQ9Q06wbeqmnXwgO6dgB4W2bZrZa1MJmgevwAkPb1r8mjRp2nIQ2GkCxkVjGz0afopAvESFi4sG3nxG5r4uDTEyb/PlaAeWN9swmEu6JSf4i+sLDx7heEnBJV63vOUy2mv/WJary6nueaY/HOPCsSPHO03A9iKyF0nsOjd6x3mdwJYNg4w+5UIZ0Im2dyB9rPjmXf7ypi8SU5azbW/MNwKGwMcSry0vrpVtu1nrk98m3zj9xLa/GjMkAjtNwAAaFxHxLJWSbOMuvaFs7fdO2wqeTWZkbgcBdlBhOq5xMW5Dzy99eVJoe3nx/u/ySmdK5BIvykulfsS0T59bI9qGaUe3nSdgcxGFvk7Q3lrsxdcumU7ClK3+3mmbZVsGS3xt8kOko6OzgwrMzJe4vDkEjqltoO2N/UZA6jJC/1FxawTHaIubv4vdTqz2GjP59XvXENh5AkaFH8v9meU8tIQy2QDCotLInLy39g7EW1UkQXTsULX05U2UcVfCnMsJAs2Izq/R5S1Tjnz/OXriFog44/jn6PHTugAZKq7NOhnEk26LRUAJuKjaS4/XCQrR1t0UHlqyThrCMu8t2jifvbnwm5/c9NGTQgaDinzhy5spcFOdcRHArZCMshtHZhZ8cUl756/Q3s2M8oOc6ADxxzy4rws55Xcxa65LRzwxQZtrkXRbIAJKwEWlGqK6en2iiA7e4WLBRWkunuDsSTJYX9Bh+BhAGYgvfJuPJrahrnZheXNisKs7JQTQDhGF6wWDwmuUnyAup+w6x9/mUPtBHiQe09On2FcFI6MPZ1Vhs5Q4JWCnJu1F5ER1OJzOQ0uu8+Fly1dufj1WBBSBbQRwXREPVkG8xBtujfDu5zOifWrcstano4n1TnUQTLpFQUAJ2IHRXkRm5OkkeB6afNMcsdqytc2CTRlo/ReLnkVXMUVgJxEw15V5iBNkbG6NPHUTYNhrCcduMPHNT0dbGTffEo93vUxKwKUWgIuIeORJnbZs0v/Eg7Jhmay5aD4j82YNmqoI7BICZpaanaDM9tbIkbkvfFI94G3uJ0yeZhnY0jB/BJSAS3VoR7TmCcVSYsPpHEaspmz1ryXZMli5huJqkiKgCDgIXFY+xNnth2Om9BCnU0Q9jI4AkRJwBajHZB6MMCPRCoFSlCGueYxYj3qMzEvF1lNFQBEoELCDVrfPOC71Iz79BGQyym7YvIV63S0UASXgmor1W651M8/poaVuI3O3tHqsCCgCmwhU9RluHIiVqK2fyCbzy3ObpdOzFAjsMgE34lk1oq3KgBEr4uc0YrW+2tG6KUOW5P41dKcOwF+DIjA2ArbPQHu3vtg4PB2dU37XXns23d2bfPmqScaV1+P5I6AE3FCH7ui1XizzeJ2gPvdYKW7Z/Ebm4Z6C4KEbHUqqQJSdmI6LdFMERkcA1xVxmyRnQ1zu9cMxaQbBjit6ODEElIAbKsSOXus6eBPf/DpBg/pRk95A7zyHAz4jc8h1CW34ddHp5rH4g9zdeD1WBMZCwLT5zV+eQ5x9OrrOL9uW69LHjod/qcPYZRzDvhJwC+pHC35oyX9k3gJSQzJsUGlGQNE2nTFEg3JCilJ39NCfsrjHpYev2mwZf6bblnUlq60Gu6crAXtht8yHlnxG5l7wNAjBBh48MZ1Mg2BgktHX9kBLrVJNmCgCS+nsMfBsf+ferYTptmVzDde/vuiWosuxvZbtwKWLjrnmUQL2qDnbMNA5QNw0mOoRK9JSB+vDEHZgq28w+C3z36b6YqP5NxFYSmdvy2H7jM1SXp3hGsaZuUZwNM2AAQXpShbF3pSAPRFFA7QjWjxYhFldOSsuNqThYkoViC+C5+iJW8PYefyUIm2XlT9U0E25/lBBN9zWuSZ+gGuNuJ1Tkq164JzCFMph+4x6/fN4iNMMKMxPbtaXJTzlOUIfM93Zf3iJwnIoAXviZRogUdNDS1bGNCpPxQFiRi9eU2j+rdkAlZWiV3bMD5JUCgVGWmwwSAnMuiEO3+zgYyNBTxaDgGkr8+/sTTnql27RljGQt3JTr0BMKogHRn2vYSo2o2e4AVFhdlI7JeCA6sCINm95nQAyxI2UkmxXjXUoOzGLAZ/bZwRtFjP9oYI2iBaQnrCzj7aq4wPz0cIe4rzUlSyfaveWUQL2hooII9W21wkgg1GtGd0GKG8RNfqulmqGstPiVlCy8bl+RtCmzGJwXDxl2iav6fNGYDmd/XIe4rTXsJm9dm9fuJZ1JYv0t6C7N6H6nIYg0j90NJSd+pKGp2AWTJ1XCK5WAEi3xSOwlM7eXKdElrRAPsTXgI2nIbcItnAN60pWBCBZhc6AGYQUn6FG70PZiYWR6VQ3f6jAR7fptK5WAHzyqMz8EVhKZ++WI6PsBlbJ5lo75hrWlawY9acEHAPFCh22kdpRb4WIVxSIBxds3Wh5KDteznoK2bL4YgMMaMYzBtKtMwK2fZs2EK7G5MODi/EeKAz3wty+Qr6mhziRPodgML18gfiaxHFoQD7irSkfJ6f4TE6nEnDCKnFHvd3NtD90VLbT1LDr0ogvJuKtLr0cz6K9PmWf25Xp7Lcdo2VKoK1Q0T4peJvObQuUI295iDO4eANnwKAZE4Ij+onHMIvHMQbUvsG4awZEdXmI6xr9De3ApgScsJKHGr27duwFUte4q+INBPnqiJ46PKanT9sCRbhArM/wlxo2eyHCpwYxTVowAqatzP+2BcpxTE9lc64qlAH+47q012TbNQx5BOQh7jtsPqrYjEy+M/8INSgBV+C9+CiMeokbHXXa/Efv1o57gfib9LcT8wKBz+0Pc2Sz/Lcpf+xV0gcB22nH7Ox97KrMNgK4bqno03Dcfg2Ts7WtZPn3RY7S2R4qASeuOkOI6Ufvrh1cFFRcINSyWUJtEXOS410gxuf6hzmsb1bOcUIPdxABtOu4nf0OghihyOZ6ND+UYo6vnvCuU2+uZSI7kKqSMzJtBF2Vc75xSsAD1J1pdO2N1LpiGmI40Vk7Ro+5QMxx9XeoHSMf9wI54mVv4sFC9cwmHAPSbbEIxOzsFwvSQAU75ltVVFy3fgOj5pUsc/3v3vWuBEzDbH6N1PWlG9FZO+4F4mrdPvazk/YCyVflmU0Kst8uu8bMDQHbvpv9bu7sm/Nqqi8Cl8WvYtmBkblmt3Ob+Hxl5bYliHb1992VgKtaQ4I42/gMkdUbMI21eammPvfV6w6wYy+QKvlQO30vkCofEGf9IMr38YoGzj9AT5wRj66JN5z3DaxGPwtBwF5HaBNVRTLxzZ19VT6NC0fA1gX6mqMeK1mos4yyG8cyqw73Y845lIAHrL2hRu/WjnuBbBfTf5aQ6gLBhWsvvFdo7ybR3oNXF6F5EhLnfQIxkcN/0m0xCBz16OwXA8JECmL7GuNO15WsbGd/310J2LScQb4tIdYRgonvP3p37WxeIKaY4XbSXCCun/YYs+Cc8rvHEUbDtpwxdBnkun5rvvgIdO3s43uyyxrtdYtrzV5nGFgDE8QRD4BtPFVsRiZfNclUZFtMlBLwwFV5NNDo3dqxxTMN3Z5lJ8eeBGfypbtAMEAgvkiJNxznUX+owL+cbF4QTKDQAAAQAElEQVQ/M0LAtt+Qzn5GxZuVq7huybmG7fMcGS8r862lFTVuu32NKgE3No5UiUON3o0d9wKxhOpfsrQXiBlBmye2cRzrhwrCy+mPiEqGIZBKGu06rLNP5clu68V1C6LFsxvmmMhnJUuvUSIl4BGunaFG79aOKSLeRX7848Qj1c14qt2GukCMP+n/Paq2oJowSwRCOvtZFnBGTptr2LxqiYFR20qW6VvSDu7nAJ8S8Ei1hEY6xOjd2sEFklN2nYt7m0PrZ+gL5LJ4paHVMQ+BVE9se5hWkYERQPvOo9626FYAXC/V4fHTWPHdPBsuF+oCfRoGRn4rWX6vQA5XguEtKQEPj7lYRCPFgc9SDeS6BtcO6/j5jGifvLfhLhDrp72n5+1iSRCdXcb3njDgKCXp6QIRQLvx6+zTFR5t1rY5tLsUgXjlCm2bJryhLuAe8MC+LthyAKc6mV2JVwIesaYxYhxi9H5l56mbKO5ULxD4iRE0fOwe0jyx3d0fzbl0BCzxWGKJXV6jN92DkDH9LV/D1boz/X33Ahgl4AKIMXa4cIcYvbt2pnyBwE/Ug+lwcBQWTL55dFRhJVPpqSOA64p4lkpJtvncK227hu01auWSwDUjpUrAM6qsGK7ahm8uhG2NJr7/u8jbmv1i+nVk8+moXDSAeerg2tPj+AiY68o8zR9TO9oFnjCOqTO1rqOBXrVMXY7++ts1KAG3Y7Q4iSlfILYjwysNIcDH6KigI3Uolwm3A/T+YRmVeZ4fy7v1+jS/qT3zCqQ5Nt+4tuY2mDCep/tWAk6H7cQ1T/cCMR2ZeaXBB0RzYfeb/Y5FhGbAUf+XjD7lb5Ix2OiyfBNGMdMud+RpfrSrpmAwzXv9vrvRsezvJRPwsmuuZ+nKJIeLifgelo2nkTcsRYc9kNXvie0xiRBlJcaekmz9BiZJXFqwUtuOMKDrU0xcj3ZlpI+eFHlRNusb+ou60Of33YmvB2BAC9+UgBdewU3FQ8dvSQ4X1JSWh3w7MnuRohNoKqtPGvAgvvApyVZPhKasev8wCewjKEU7stdVd/PZZP+gwLTX9lUbKxf6qqW5pndj1UYJuPsVMu2cHt51vUA8VEcR8evIsmivNBg8xiFCM4DQ+4dRGs7ISkw7aieoOjfnQEC4NsljsAq5PPiHUuoHq7SwTQl4YRUaWpxuF0iolW7ybR2Z7aisXDcrm7nGJMLLHbl/uIn4Ms9wXZEHQVHllp6AcO30Cfi1uYzoHA9L1ulB0XBthrxqCV1TWolDGVIGJeCU6M5Ad+gFMnSRjrq90tDLzbGIEHUBx3GPDfuuAZ1Ypr8G1hW+KPlMXeL31584C1GIuktNQGhftn0c09OnXcMRX5s50cEl7Z0fl/QQDz5MWch7g1/E+aCLdmRTAt6Rip53MYd9Ytt0nv5PYQNbdDblgNlBRvRoXXpZHuc50cU1uryF43KAHr+QTfb+oZ//y5CyRGKIpb1MqG8agIBs+zb2qNdWNVg1esPv4WJWTdTvYcpehRkhsxLwCKCryTAEyh2ZucDTLtNhCfEa5Sc+nqKDzYoZJ3y1gcn0gMMde+63x8+FZhew68oTd8ym3NS4iQyFd36NSjWxMwIh7cgYGYaA4Bdxm6KemyVzXANXqsKvTbTbrLiGrvQs/0gJePl1vIgSosOwhIgLlZhkUhbMdizoGNrsVMmafN2IEGUlp3MM0xXe+ZFuyRCwbWOToLbNmTomwqBrOzV+jPErzgOHaK/22jTl6DKI2M1VGyXg+G1bNSZAwHQY5PVH37HMo2MhhwipYduW7U6Epqzu/UM/Xd07v4aCzS9pch6jbViCqncui/Y0f72NzRRD9v2fvDft1VybxNeL0Uvem223ofm8DUxYUAl4wpWjrm0igI4sD36lYVNHyJnpWFwirM9tZdGZIPSdodvO6Dl64paPrufo8VPq0PmRbskRMG2j/rUkU3fj/P76ZaQn7+216dNWtwH3G2Bu55t/jBLw/OtwZ0qAjizklYYYwFgibFtChC0jm51QJCLk+8fvIaLHjF4+av10WfprVaoCERA4oqcOidtFdTuKSEAUtuGaQo5qv5DiF/AAVUb5hbk95JcHUnbwgeNdDErAu1jrWuYgBDC6b19CNCozuryTcUdkzvp+59ehq61zNJ0YDXb/sG+pdjd/viq3I1N34w6cQtp3fd1lJznRHaS3tVfIIJiyjzf4gA9jByXgsWtA7U8eAd9ZAjqUnLIL4uDbCVHNBl0ZZTfwe7rlTns7Szb4/cNtHzSmDYFjeppvE1y93oY6Jp4V23gaabPt2/gT7oTJZx44DCfzqIOPcOdHzqEEPHIFqPl5IODXsRgi9JNtKzeWsomwtEeEf5V54gwdXTkU7xqfQ66c1nbe5oGmx0fAbRsZD7C4blfxrYRrhF/EgwHqtF3NYi2Ztw1A0TZhauzBB3wYMygBj4m+2p4NArZjsR1H2XETbx6kaZMt5y2fP0dP3MLS8xHfNzzmWdMRPf26vOYXhxB/VMgds6xvIO5sn5MHt0i3ARGwbSP0DwpSu2j88nvg0PXFtKHNWSzIXFdtXJTqj6MScL0ZTVEE5o/AERMdMXFVj+6vZgHEGzohYlnqtj1GvIxtOjcqtnj3D41es2RYKG/dIU/q0OrEQgTQNvIBn+b3he2YB3CQrW7fSNkMaA/Ebdzmo2IzZD7Np74LFyezUwKeTFWoI/NAwI8ITSfUfUaBTpq4c6Nis52c7RzrOr9CvGW3OVhoESbYxHIpfEgViMtqykSL39A2jumpbIoFRbtrn726nm/Ofm3KUcBg1ebZxb0ScLRaV0W7gMBxaZZgSKOa0Mqybfi4utBJ4/6giTM53c4x63j/0Oir7jSNle1v40v9jGY7R1iM9cniFZZbpWMiYOsag64mvabO2p689xusNtlZepoS8NJrWMsXHYEQInRl/Ry5IkdDSFe/VGQ7x673D02nWj1YaPMN5SCepVKSrZtPSVxRpYS6bp8FmwcOm+Ay7Xd6T303+Tx0mhLw0Igv1N4uFSuECK2sIb96lOpmFJelXypC55h3vH+IJ6Uxq673oj7FlCNfWT/rJcNSjL6rQUdYbpVOgYCp6/oVD1tnVq7JB7RXS+ZdV22a9M89TQl47jWo/o+CADoWXyKErO2E6p2tnlHYTs4SOM7t/cP85L6D/OT+U5/we2/6yrOv/NZfe/To5O+Qj/ymzH0H8NvMaK5m5IjrE0yZdPbbB8NUeY8i3cNFe4WPXVdtkHfJQQl4ybWrZUuGADoWS4REzWYgCwkzc8DRZjDx5hWmzRRzVkXgIF/K9s6y1UunPuEfvvubDj76vq+/4yNbloEdscfuXJZm5BzV+dNnRt7ZqGYMQCDOPVy037zjqk2As7MUVQKeZbWp03NDoM+MokzgQoZMvpRfHvrgYAn+uHiAzCfPhgzssD3Ytb6Y2euGVNAJfMKSZGefgqypcBcEbN3YukadEYWvWKDN+A5Wacc2JeAdq3At7pgI5J1/CxizCOLODySIGSnIN1t95py8tvBO01UrdhwShi/ukror63+cneSU3/WXV8kxEHDrGgOmrs8QjOH7HGwqAc+hltTHRSDQZ0aBWcSX/Pl/fCeUfM2sJe/9c4cuCX/TybukPoxuOQz6MvnCfggkyIAKR0MA7Q7K9B4uUIgflIDjY6oaFYFaBLrOKDDz/ao3/uqjv/0zb3j+V1bfXavfTTBE12/26+pzSfjLv/XX3kPFjHzzga32h8KQL/RhMJrstnzH0Gb1Hm6aelYCToOrap0oAiCyUMLoJm+eHC7D0GVGAZ/tzPf3Pvq6J8OWf/vPft0yWBL+0//2P3rb677x+V/68J1vOys/tNV0/oHV32B1+apJppxGdHmen96fCw6cWz/DIoA2q/dw02CuBJwGV9U6QQSkA8/8nxwuE0HIOQhT7FXgEDKjEB3sM/E9WJAfOkOotA/G4LgqmNlv2y8VVeVsj4MflOdPvu74Q99y/wOf+qdtvliNxqfwGbmxd3nYhKm1ofthEVBr/RBQAu6Hn+aeCQIukQ3iMhNmHWGARH1mFK7PQkKF4yDw9llwdnJJe54PaRWKPXfGr+xtIOGv/g/OvuKLvvLjb/PMymL5ir+CP1L+BkyDFWoGRWACCOxNwAd1QRFIioAhjL0z4g5cOvKk1oxyscP26kjYSNV/N/kMAkdOM6PE0WYw8fXvFW9Kh51t+vXy24Hpv/nX3v/QC9/6td/XpMn41G9G3hfTJv80TREIR6B/DiXg/hiqhgkjsEkYnzkf0tWuhOHj81GkXyoKwaPKL5Tx//mNP/ck7glLeq3CODNy2APpdx3Y1LqnCYrACAgoAY8AupocBgEhBOf+6TBWN62EEkaYz3nn94o3vWw/a/Lrwff91tvxdHYdKZrZb7wZeSim7aXbTQnUabcHDNufdN/UW/1A4m6ivlnqORPwZkn0TBFwEEDnAkLAbEk6bCdt6EOx77EcHerzcfHLVvYhKEN04Q85teHh49e/9dH3vv7Dt/8dAuYiT+4W3ydfTF0v9PgKAakjHpyGPFjYVba6TVz5sstHSsC7XPsLLbvtXKZAvhbiNsLo6rP7QFaKXyoK8esPLl67Ks+EzaCg24NXFru6fRumdfl2Pd6t00Gw8Bh8DuLHBI0oAU+wUrxcUqFKBNzORTroSqlxIsWfis6oj8/2gawUv1QU6hdm5P/io/v3cE8Ys55/8ucPbxPFn/2Ss9Vh6ojooYNAaJ06WTsfah3VQ6cEXI+NpswMgRSdC3Ru3s8Kvf+1KU+0h7/2uwOCyk/vv42AY8rzJ6Wj6oA5ZsGxf6kI5TZ+XR6G+AVfPva+r/924oEGfrnrS/DzmR3KFJJF/GN7xEuq4ndI5h2SFWwYI9SNYDZg2cWe1tEW4ntbMRqhCEwfgS0PU3QuVmfXe1+1+U5fegydIBfiUQnSMWVvE3scEfrBLNjnvWJfveJHx44avsDO2epvPvZ/PvMNd0DCog+RCYN28M3gSh10rNNmzf6pWkfbWCkBb2OiMTNDIEXn4uocBA4h4b0zsTuIwWojYr9nR41ZMGbkf/Y3z8xAA/qqzUWN1Q6+Gs785L4DrA5g0CcYVYsljxU/ZAUovw1/8tNX3Yq5unSli8ubvDRxDCgBx8FRtYyEgFzU6OCZwGJ1Lil0bsFT+IxOEZ2RpHMZcCz2JaLmK1G02C386oMlZsHH9FQGN0UPl4s72zOcpw7W3pg4pi5jiP5YdRpis0rW+iGrQqcv35R2T9lj+J1viVu9dBprP6e6VwKuai0aNwsE7EWNi1k63ghep9BZ7VZ+Dp8R4D86DZFjssKx+CERw3yJvQjkW+WtlLEqIVGc2BsJx0RF6qQ2ZZ2GOOT6YfMlraMZ1b0SsG0Rup8VAu5FLRdzBO9T6PRxS/wvOg2RL47FH4lI+yV2EpFvAs+9VLqYSvm8ci1HSMo8gTpt8iNVHaXSm6J1KAGnQFV1JkWg6aLuoQ1UvQAABvxJREFUariPTuS9uv90/6nPMVG278qR3BsjeTqaZ8C8NJdX3CeLf28LvrO9M8zCpeOi5WxSnoEHM1NAbyp16uNHqjpKpTd2/SoBx0ZU9SVFwOeirnMAeV3SWx+fvuqWkBAx6TERruNPPMh0nde1esnLy833tIjyi617Xu7T0Xl+B6RIzn0y+IgyUKRNdE1glhSpOJVq5tIRVzpfFdkSN5U6DfEjVR2l0ttSBUHJSsBBcKnwmAiEXNRlP23eMukRXZ4TSI5nStnpyzfL6U3nG3mdh0j6EKXbabjH4j/72Ec3lbeFk68tLnDMTl/KKMtObNwS99JGJlCnXfxAHcmAk/2X/JEqKJXeSO6REnAsJFVPegT44sRFKhdVgDW5oIu8bjY3vo/Orbw9iVL0sQ48OWyPQbziO8fjWHyXiD5fOc/UP8MDkD46NO8UEJD2ULRxaTMjOdXHD/G7uX13KlUqvZ2cKWVSAi4BoqdTRiCcMOo6hLp4n9K35Y1xwYuOwhk5LjomiSqOxQ+J0K9dRkDawczJ19af29alXDah5z6V3p5u6Qy4L4CavxkBXERB91Qb7rtS6cElVy9VbLCN2WJ51lwXX6FiK8o3b+wL3tUnTikJCwy7/uXbHlPjFNMPt62L3kjOp9Lbx72gGXAfQ5p39xCQi4dH5k33UUPSqOrBJb73SnwfNz+9Pxd7BcxyzLbHIN/CBYp9wbv6xIaSsMCwq191bXxoPFL44bZ10R+pUKn0dnVPCbgrcpqvEQG5aAoCbBSMkFi+qFzbklbYqIsvkht3XfOK/YhE6eoThyPqFn36NQsEurbH2IVL6cdWW4/kvKtX/I+kt4saJWBv1FTQFwFp1AX5SmP3zdhDTuwUZDTWsnOd+65vgk2doGe8q0+yFOWOoVv06df0ERj4+qoCRNpbYj9sW8cDiVU+dI2zetFXSDm6KuqZTwm4J4CafRMBacyJL8pNi+1nfXzqk9f1LPYF7+oTO0rCAsPufIU/kBgTm1jXhY9P0tZ9BANlRO/I140ScGCl7aq4T7mHvCjL/ri2cd/XjmzdeLngyhkbzvvkrVIr9osLntOvc+j1Kekjt9y9FGtmRaABgdjXRYOp5EnuNSTlSm5x04AS8CYeetYRAWm8I818y7bdiwpEDGKSuICylXUGZG0UFT9AwpQ9JDYapdsT1/oYe/c4hu526yqxawhIu+K21uWamipWY143SsBTbRUz8mvMi7LOtlxUHTHc1tlRUU0241v+PAYHYqtGzjda9DGp4z6ZPY6l29cHlVs+AtJWF0a+ttbGum6UgG0N6J5wgbnv1nodr38LOb9Nnr+jHAtq+AuiqR+N5+dIg4zIehgWuWE6mXuhvjW5Lx1IISDHTMgh5S6y6k4RqERgwOui0v4Qke51M4Q92FACBgoahHzRYYe9lxv+O8pU8c5uF/h9OwT3opI8DcYkfRjyFS9CfJMMAV8xdQeYVdGlIjDgdTEmhPa6wWrSEH4oAQ+B8sRtuMTj66qbRxqtZ0aR7Tk7C7XtYzNUp2dxW8V8fGtVUiOQUneNSY1eLAL5zvxuuFw3A9WjEvBAQE/VTBfi6ZLHLb808I4k3NV2k82uOt0y9Tlu8q2PXuRNqRv6lx+0hIpAOgSUgNNhO3nNXYinS54qIDoSw3Usk+PeqeSvUtwQJ3lKxB+rPA1mvZKqfPPK6CHk6vYQVxFFQBEYCAEl4IGAnpqZLsTTJU9TuV1iEN0NwiY9e6gr+VrVWzYndG/L9c36G2tvdQ91byuW36pnXATUeloElIDT4jtJ7UJmgcTTJY9P4S0xYGYrNuoywV/Knxf5OhnPeNFRzIQ5SxSdrCfKx/qWgihFdxQvVYkioAjEQEAJOAaKM9IhJAcyYwLy7ZC75AmBRPxgf5pJOD9nnfc4RPmsbRJF+UGMKE4VSsS34lh3ioAiMBYC6e0qAafHeDIWuhBplzxdCiyk00rCXTTX5xGbRNF+EIN0UwQUAUUgAAEl4ACw5izahUi75OmDkRDiwCRMlEf9QYw+5de8ioAisFsITJmAd6smEpa2M5EGLlXHKMIYJAyb2elLGWXZSYwy+OjITl8+THGf17WNei//mhlRtm/j3GMb121/3wE1bFLOPLvbIKJJisBOIqAEvPBqRydMnYk0H+XlexAinnaG3+L/UuuISUnIKUH5BDeu9/IvmxHlFzbOPbZxXfZN9STl43JCb4JiqkpFYNYIKAFPtfoi+GU7YZCZkFoEnUOpEH8HX44eqnTGjpASk5OQlImK8u3WexSFbUpq6knKxeWTcrbp0HRFYAcRUAJeaKW7nbCQ2QzLKX4XnTtRdp0WuAk5MUkJWUUon1vvUFdeUqYES9CEragnsc/nUh4ul5SPz/WjCCgC2wj8KwAAAP//Y71nkQAAAAZJREFUAwAovjdmKPJb/AAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="numshapes" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="m" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><watcher scope="m" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212"/><sprite name="m" idx="1" x="34" y="-21" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="16,182,0,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="48.66666666666666" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doAsk"><l>how many shapes do you want to draw?</l></block><block s="doSetVar"><l>numshapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numshapes"/><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>155</l></list></block><block s="reportVariadicGreaterThan"><list><l>-130</l><block s="yPosition"></block></list></block></list></block><script><block s="setColor"><color>255,128,6,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><l>0</l><block s="xPosition"></block></list></block></list></block><script><block s="setColor"><color>16,182,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script><script><block s="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block></script></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="numshapes"><l>100</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>