<snapdata remixID="10189089"><project name="Pinwheel Program Lab" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAR/klEQVR4Xu2dC3RM1xrH/+ORxCMS6tGS1UhiIaItQb3rdRFJ3UUFbV3vKtKqsjyDVXKJql6lrnjTKG5b7m1vaVAE1WiQp5CJEKJSUhcRGiEquWvvMclMMjNnnzNn5syZ2WctK5L5vv347998Z+/v7HOOpqysrAz84AoopICGA6iQ8rxaqgAHkIOgqAImAUxNTcXx48d1hGo0MDxL2/P3li1bIiwsTFGBeOW2VaAKgAcPHkSLFi1sUmuDBg3wyWA/+HrVsFi+BsCbu3Nw+/Ztaufr64uaNWvapE28UGUVMALw9OnT8PT0pBFPH+nk/NnQ2wseq7uiGiFM4KgRmYqcvHzajps3b6Jfv35CLvxzFSpgBOCiRYswbNgw2g1yGp4wYQK2b9+O5s2b4+7du+WfLVu2DNOmTUPPnj2Rnp6OY8eO4aWXXkJCQgLq1auHdevWgdgQ/0GDBiEtLQ2RkZF4zssTDTb2NZKp7opf8cfcF6tIV31+Mi7m/lb+93bt2qlQXt5kIQWMAFy9ejW6detGI+C5c+fQvn173Llzh0Yhcvok0bFWrVp4+vQptVm8eDF+/fVXREREoH79+igtLcXRo0fpKfzatWsUwitXrtDPo6Ki8Pxz9dFgk3Ekcw//BEAZHu+da9TWavOSkJF9tTwSd+7cWagv/HMVKmAE4K1bt3Dx4sXybsi94PCq7Qb/b4YzyVQ66zTOXcyhoJ84cQILFy5k8uNG6lKgyiJk8+bN8Pf3t8kckMDUoUMwvL28Lar04MEDnE1KovBlZGTgww8/VJeqvLXMCiiehmndujVCQkJMNphEYH44twKyp2EaN26MFaEvwqdedYvKEbbe3FWRarFV6se5h0/9vZM9DVOvtge81vdhSrW4R2XjUs4Veqoli5bQ0FD1K8p7IEoBs2mYR48e0RUxScuQFMilS5foqfLkyZPIzMzEqlWrEB0djVGjRmHDhg2oW7cuXSi44U+8+K83jBpRJ+oCNO6eKDm6BiU//qP8MwLgBW0W/Z1ASFbd/HAtBcymYcj868mTJ1i7di3Onz8PclmssLCQpll69eqFlStXgixYyL+JEyeCJLG3bt0KT/fqRgDWjc7BH5EBqBN5mipbFF2RTnFbchFp5zIofCUlJTSvyA/XUkD2NIympAivHJrEpGLp3BSkX9BS27i4OCxfvpzJjxs5jwI2ScMEB7cXTLXcK7yH5OQUmu5JTk7G7NmznUdV3hNmBRRPw8iZ7K5Tpw569+5Npwv8UIcCsqdh5O529bu5OBo1Ek9KLZccPvdzFDbTzS/37duHGTNmyN0UXp4NFJA9DSPn7hmyOLm5vC+6NHNn6vq1MQfKr+AEBQUx+XAjZRWQtBuG7JAZP3483TFDUidk00FeXh7effdd+jv5/NSpU3QTAllYzJw5E2PGjEF2djb97OzZs+jYsSPdLUPKmDt3LubPn48+ffqUl5mSopsfemwKg49nRVK79swj0HjUQ1H0q1WUu/zW9+V/I5fz+KpaWbhYape0G0ar1cLHx4emaUiOcMuWLejRowfIZobAwECaVnF3d0dWVhbIvIwsMoYMGULTNEVFRXSeFhsbi7Fjx9KtXCNGjKBQhoeHw8PDAyQHWVBQgOvXr8Mr9g0jAElOEY/+MErn6Dt64Y095RHQ29sbrVq1YtGA2yiogOxpGLm37zfaPRLNDCKgJa3SBu8uv32ARz8FqRJRtU3SMHLuqCZRzKdZM8EuXc/Lo6d4etr28KBXcfjh+Ao4bBqGbEDt2rWraAX5DhrRkinqYLc0jK9PUywb2BRN6ljeJfNC44Zou/AHKkp+fj6dW/LDeRWwWxomfuMijK+VxKTkvWmncP/+fTqfI4uTcePGMflxI/UpIJiG0adali5dSudXbdq0oTcpkRQLmWcVFxcjJiYG27ZtQ1JSEjp16gQ/Pz96LwgBZ8mSJXQF/PXH07HA96qRQuR+kMd751RR7fbUn+gqmNRHdkSPHj1afcryFjMpYDEN06VLF9y4cQNkkynZuUzuhCOQbdy4kaZeyE1Iubm59OZxfXplx44d9LOHDx/SG5v0ielvV83BwuYVANZ4+XVUe76V0fYsfYvzJ8XTu/BIBCRpmnnz5jF1Rs1GB44Bg/qouQfS2m6TNAxJKpMEtOF13kNbV2Bek3NMrSQRkOQA9f7OnlJxVfgIDHZLw5DbNoMZNpzeu1eA5JRUCl98fDzIqd+ZD1eGzySA+sFW+qlt9kyn+LYDrqXZH/ODx4GQ3vav15Fq5E/HUmg0OHw64TmAzwC0ZxTk8FV86zmAdo6AHD5jwTmABnrYOgoePAaEuGCqxdJ3nANopwjI4TMtNAewki62iIIcPvPfcg6gjSMgh8+ywBxAE/rIFQU5fMLfbg6gsEaSLDh8bLJxAM3oZE0U5PCxwccT0ew6MVty+Jil4ldChKQSGwU5fEKKVv2cn4LFa2bSI+syMDBcmU0NMnVBkWI4gAKys0RBAl9rg3f7sPgoMtoOWCkH0MpBqQyfYXEcRGFxOYDCGsEcSJbg4yAyCMu3Y7GJRKziDgOh/SvsWeHjIFrWmEdARgYNo6AU+Eg1vf8KHP8eZiMqY1OcyowDKGI45ywGJvzNeMEhwr2KKZ8j8h3Rovhp0RG4zHZvPXO5mZnAoLddN33DIyAzKjrDFZ8Dcz8Q6QQgJR0IfsW837qtwCdrXQ9EDqBIllq+CmSfEekEoE03IPOUsN/UWUDcEdcBkQMozEQVi2nzgLUfi3MUO98bPArIyARyU8XVozZrDqCEEWvTHchMEOfIGgErl9ptEJB/C7iSLK4+tVgrCiC5+T0gcBauZFW8vkstwo2cBHy9mb21QnNAoZJefg149BjI1r1wymkORQCk4LVLxVNNMF6otxSJP6nvZdTBfYCUY/bnoHUXoEZ14LzICGz/lrLVaFcAjx8/gfEze6C0tOIhlUo8EoNNGmGrAcOBH/eYt0s4DbzzIfCwWP5FRYtOQH1v4Oxh4XY6soVdAHxv2jLsP7nApA5qBpDMz04dAGYsAL6LA0rLgIDmQPx3xl0lsFw+68gYKNc2mwP4RvgH+CnRCw2bjkdxid+znhq/CT03tYw+DcvRDwLSkye6Vr7YDDipe5Kw4CF2BSxYoBMZ2BxAIa3S09MRuzMBq1ZGCJna5fP9R4D3ZlVUNW86MHW8dVVzAM3rpziA1g2tdO8B4cDFyzr/6tVtm+boOxSI/1Z6W53Z0yUAJBGIHI0bqX/S7kwwtuzMNyM403iK7kun/sp9IQl8JKfpEhFQ9MjI6NAlBEg8KGOBMhal1OpcDx/pCgdQxgE1VZSjL0CCugEXGDZJyCWTIXyyAfhSTyDjpFxNdK5yHB1AcmUlK9E+mleGTxYAOXyWB8+U6PYZbvZa7NFGc3VYdQrm8LEPsiNbvtILSD9huxZaAlwygBw+9gHzCwauprDbK2Hp38E2uVCh6CoJQA4fGyIr1gAx2+XfiMBWuzir7qFAQpw4HyFrIfgkzQE5fEKyV3zu6AuQyj1p3l6+Hdgs8IkGUG3wKQmA/uqLmnb7kNsA9u1i/4KZs2SFTxSAaoPPehmll6AHX8kvgNTWW9tmMfAxA6hm+KwVVOxAGtZ3Jgl4taPYEpS1j5gNxKyU1gax8DEBqGb4pMko3cvesEtvqWVPKf2QAp8ggM4CnxRBxQ6uPeoQ2yap9jHbgIgJ7N5S4bMIoLPAxy6jdEtT8Nkqrya9leI8Wb9Q/cOB/N+B2e8DY0aKq8MsgM4IH6ugYiU0V66t6hPbPqn2Wi0QGGjZm8B3eG+FTavOwJY1QM8u7LVWSUQ7I3zscoiztASZ2gEkSljqQ2X4DJUj27wSDwANGwrraQSgs8MnJxRCZcmVUxMeQvtbWILPsDX+wcAVgUuQ5QA6O3xyDpMQfHLWpXRZlfvKCp9huy3pRQEkj5lIPKuOa5bWDoi18Fjrb237lfSXAp/hqdyUdpoR75SVGT7jRM7rgUqKZYu6XRU+0u+WLYwXHGL0rbzdy1BHs7thnBlEKSBJ8REzSM5sW1gEeNWp2kOiqcXtWDduAN1fd/y9bLYePA6f7R6szrQf8MBR4P05QI4TPaOOFarArkBZGbDpM+C1rrZG3fXKZwKQyHI8AVi/HUhMco3FCukzgU/7SwUUJL/1SxzQqJHrgSKUFzSnSOcBwOkfzevFDKDh3VOvDQauXVc/iJaiYGX4xOa3XBNR0/M8S3simQE0NVjtegEFheoGMScHCAgwFs4SfIaWarjXQ+4vAuvURV+v0KstmAFs2wM4/7Pp7rTqApSUqHOxUllQVvgMlXDmjIG1AK9aD8ycKsMpOPsK0NLfcnMCOgLkMX9qexgjmduSR7BJgc9QEbHRwdrBVcpfqJ9TZgGH4oHSUuGzI3MEFNNZEhHq1AYuqOQ5xkTQ2rWMFxxi+tvpL8DZIxUeQgMkpmxHtn3tdeBaHlC9GvDWMGCZ6YfgWuyCTQDU10gGokkj4IwKnmP85TfA6BHShttZt2QRNbZ8Cfzd4CUGq6OBoaFsOpEn+5/7ybItE4A9woCfGR9Ha6o6MkBBrYG4r9garoSVpTmuUHuE5oBqiIj6aEb6WrOmPNMoln4zAchSkNAgkc9JOWEDgJhPWKztb7N8DTB/uvh6J04Htq4R9pNLR+GazFsYPufap6n8N6OLnRMzAciyr0uMKGQgoiKBsRJPeWLqEmMb3BdIiRfjIc3WXiCSesgx6z1g2iRpbbXGK6i78DqgHMDiYqBriC6v5+4O/H0+MHKIrvqQ4cBBC+/DkNpIew2EmPZNjwTWRIvxkG7riP2X3htpnkwRUFrR6vTqFgqcEvGMlFGTgV0breurK4PIATTBzqgpwK4NbFAJLUDYStFZOROI787QbeAQOgQBVPJB1kKNt9Xn/YcB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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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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8aGoKZ8oit9+oC0FLo6MvHC2Pi86VF8+PIYLReINggQ/DhvyV7Otl+VJIK8EKMB5zQz9qhyBkUAfU8Fw2JD2ZztFuOL316eHRr6alL+Ll+rfDw+hu77vhkZek1T9rIcE8kKAApyXTNCPyhMYWaYnaQt2b+hPhUY+kHcgI0v1KB3C5b2ugO43Hr+mH4DgjE45EZw92pC39VsP7yeBvBKgAOc1M/SrkgRGAt2ogjlFGAX7gX4TwKlpCXCnAYzU9CwVvKvz36o4I2rKP1eygTDoUhGgAJcqnQym6AT8mh4LwcUAvhAaeXue4/EDvQXAvlktHPMC/boAb9gqxC28M1o++T7aeeZG30hg66wOUZAACeSLgF/TDRDMC410NqzIl4OxN/GuXZtCI7tl6aBf0/MheGXH5mbBa1Y35LtZ+kBbJJAEAY6Ak6DIOkggQQKLDtND54zhWh3CN6Lr5bQEq060Kj/QMQDXhUaOTLTiHivz6vpzUbzY3q6K1tA4nj96o1zaY3HeRgLOCVCAnaeADpDAEwn4ga4HMD/Po+D2CmjBJ8OGfNBlDr26/lYUx3SEeO72OODOK+VPLn2ibRLohQAFuBdKvIcEMiZw4IE6sn4e7hbgB6NG/jZj8zObO1l39G/D2nAEC/Fjsac3Ob/8ul4NxeEdIY6a2AEQez4xLxLIJQEKcC7TQqdIAPACXSfAgn73Wc6CnV/XM6D4QNoroAeJxQ90OYBDHhfifL9LHyRGlikHAQpwOfLIKEpJQBf4Adar4H+ihpyQpxD9QK+C4rCwmV9x8wK9TYCntYUYGI9McTY4yVOu6Ut6BCjA6bFlzSQwawJ+oI8A2DFvo2C/rvdDsV1oZKdZB5lyBX6gdwMYiYV4LCrYftsp42H1DglQgB3Cp2kS6IWAXeykwEWRkeN6uT+Le/xANwtwx6iRA7Kwl4QNL9CVAiyK69ocGpmXRL2sgwQGJUABHpQcy5FARgT8QNcAWJinUXB7BbTi3LApp2SEITEzXqD3CrBHXKH9jnm7xCpnRSTQBwEKcB+weCsJuCLQHgULLosa8lxXPnTbtf7MFTzzjoZcngd/BvHBD/RBALvGZTeGRrYfpB6WIYFBCVCAByXHciSQIQE/0AesWORhFOwH+vcAvprHFdCDpCSeYdg5LrshNLJgkHpYhgT6JUAB7pcY7ycBRwTijS/+GDbkaEcutM16gV4kwAvy8DCQJId4a80d4zrXFWGBWZLxs67sCVCAs2dOiyQwEIGRQO9VYHfXwucHugLAbmWdso13IWuPggV4ZNRIZ3Q8UN5YiASmIkABZtsggQIRiFdEXxsZae/45OLyA7W7S90XGvFc2M/Kph/oBrsdaGzvodDIk7KyTTvVIEABrkaeGWVJCIwEulqBPV29fz3oIN1z3VysUsEvo4a8pCRYpw3DD/QxAO1PlhS4PzLSWUFdhfAZY4oEKMApwmXVJJAGgXgUvDwyUkujflunPZdYgdNEcASApwCwK4SHttoTnBM25E1p2c9jvd1CDMHqsCGdb4rz6C59KgABCnABkkQXSaCbQPwOdnESo2Av0NMhOFEUB9v3uvFIr/O7oADGFHhYBH+ScfxcBesg+GwStouaVW/LJiRz2iNiQRg1pL3LFi8S6JcABbhfYryfBHJAoL0iGrglNHLgjO48R3fxH8L7IHg+FPsCsNtHtgUkvmxddpr1PgBGBD8YneKAez/QOwHsXWUB7kDzAh0TYJgsZmyBvGEKAhRgNg0SKCCBzv7G3T/+ey/VY8YFbxTBkQoshmIBpGvaGBgX4FFVrFTB5RjHl6Mb5Jp+wu9Mw1J0+qHGe0lgcgIUYLYMEigYAT/QbyrwMgF237IuqH119+UxKB5WwR1o7yGNM5I6F7f9/lnRinJ8ClLB0kl3K0yAAlzh5DP0PBPQXbwAPxZgmSoWyLYj2cfnjgX2VCI7ij0/MvKNtCOKp765SUXaoFl/JQhQgCuRZgaZVwKL63rqkOKDsuW4vOlO59kExQodwmeihnzJVTzxCuzLIpOPPaldcaBdEkiCAAU4CYqsgwRmIOAH+mUAJyqwm124M9ntdmpXBBsVWH7frvibjZeJPcc2N9f+h+v+GzbbhV/2kySxm3HwIgESmAUBCvAs4LEoCUwk4Af6GwGOaCl2mHLaeMtiqIdVcVHUlFcXhaIX6JUCHMkFWEXJGP3MOwEKcN4zRP9yR2DPZfrKeYqPQbEPgOnOkt0MYFWrhbNXLJczcxdInw519kimAPcJjreTwBQEKMBsGiQwBQG/pp/FEF6lij06Gy9MvDWeNrbf0N600xhOu/FGMWUF6tV03I7qKcBlzTDjypoABThr4rSXOwJeoL8YAo5uKXacctp4y/vZRxS4JDJyUu6CyMCheAX0Y6GRzgEFGVilCRIoLwEKcHlzy8i6CHiBvkiAswA8teuEmycwUmAMwD0CfCM08hFCfJxAX7tvERwJkMC0BOxpWxRgNpJSEfCX6id1CK8D8OSppo3jgDeK4jbZhLfffYv8tlQQUgrGCvDYEF696nr5fkomWC0JVIJA56hLCnAl0l2+IP26XgjFMapYOMO08VoIfh825GXlo5BdRH5Nz4PgZL7/zY45LZWTQNc50xspwOXMcemi8gK9VYD9Jgssnja+VxTfDZvy3tIFn4OA/EAfBLArBTgHyaALhSXQLb6hke0pwIVNZbUcXxTo6+cAZwO4c2wY7191nfykWgTcRssV0G7503rxCUwUXxsRBbj4eWUEJJA6gXgLyrHIyNzUjdFAagS8QN8gwNc5k5Ea4kkrnkx8KcDZ5oDWSKCwBOIV0H8OjexZ2CDoeJtAO5eC1WFDFhFJ+gSmEl8KcPrsaYEESkEgHgF/MTLyD6UIqMJBeIFutl8IcBScfiOYTnwpwOnzpwUSKDwBr6YfFMEn+INd+FRuDSB+oLo/MrJHeaLKVyQziS8FOF/5ojckkEsCXqChAB4FOJfpGcgpP1C7feo85nQgfDMW6kV8KcAzYuQNJEACfqCbAMzlj3W52kL8Xn9NaGTXckXmNppexZcC7DZPtE4ChSDQnq5UtKKmTHqOcSGCoJNPIMBRcPKNoh/xpQAnz581kkDpCFgBFsXa0aYsLF1wFQ+IuU2uAfQrvqUWYD/Qh1Sxc9SUoeQQsyYSqB6BeKry16GRF1Yv+nJH3BENvl6YXZ4HEd/SCrAVXwC7AOD7jdm1K5auOIGnPU2f/tgCXMEf6PI2hPgBa11oZKfyRpleZIOKbykFmOKbXkNjzdUj4Ad6PYA6Bbi8ufcDXQ9gAXPcf45nI76lE2CKb/8NiCVIYDoCfqCPAtieP87lbifxKHhDaGRBuSNNLrrZim+pBJjim1zDYk0k0CHg1bQlAqEAl7tN+IGuBbAj89xbnpMQ39IIMMW3t0bDu0igXwLxyGijPTqt37K8v1gEmOve8pWU+JZCgCm+vTUa3kUCgxCIf5RvCo0cPEh5likOAT/QNQB25ih46pwlKb6FF2CKb3E6Nz0tJgErwOPDePnK6+SnxYyAXvdDIH7g2hQa2a6fclW4N2nxLbQAU3yr0OQZo0sCfl0vhOJ4johcZiFb236gDwB4EnO+Lfc0xLewAkzxzbZT0lo1CXT6GX+Mq5X/eBS8OTQyr1qRTx5tWuJbSAGm+LJLkEA2BLyajotgiAKcDe+8WPECvVeAPZh3IE3xLZwAU3zz0kXpRxUIxGfGjkVG5nbi9QK1/z2nCvFXOcbJcl81HmmLb6EEmOJbtebPeF0TiH+EV0VGFltf4qlJbB7Giauvkwtc+0f76RHwAl0pwKKqjoKzEN/CCDDFN72OxppJYCoCseCeGRp5H8W3eu0kfgAbr9qMR1biWwgBpvhWr+MzYvcE/KX6SQzh/XYERPF1nw8XHviB3gVgryqNgrMU39wLMMXXRbejTRIAOlOQHRacdq5mq2iPghWtqCnDZSeQtfjmWoApvmVv7owvzwS8QDcL0F5sRfHNc6bS9c0L9FYB9gsNtgdkY7rW3NXuQnxzK8AUX3cNkZZJwBLgtDPbQYdA2UfBrsQ3lwJM8WXHJwG3BDriq4pHo6bs4NYbWndNwA+0CWDp/Dk48LZr5RbX/iRp36X45k6AKb5JNi3WRQL9E+iIb7uk4GdhQ17Wfy0sUTYCZRwFuxbfXAkwxbdsXXbwePy6Xg3F4TKG543eKJcOXhNL9kOgI75DY/hYaw4+XKXVr/1wquK9XqBXCXAEWnhBuFwuLjqDPIhvbgSY4lv05py8/2V84k6eUnI1dr/znTuOjwE4hAKcHN8y1FSWPpkX8c2FAFN8y9A1k4/Bq+tvRXHMWAt/t2q5fC95C6yxQ2DigqvODxQFmG2km4BX18tE8ewW8NoVRr5TRDp5El/nAkzxLWITzs7njjBQCNJjPtlqZ3JPj3fRay5y28ib+DoVYIpv0bti+v57gf5CgOOgeEfYlM+lb7FaFqb61Cj+942hke2rRYTRzkTAq+vPRfFiVbwnaspZM92fl7/nUXydCTDFNy/NMv9+FPmJO890p/vO1/5NFM3RpgR5joG+uSFQtD6ZV/F1IsAUXzedpqhW/bqeD8UrVfGJqCkfKmocefJ7pk027N+HN+HZd90sv8uT3/QlHwT8mp4Hwclo4VPhcvlAPrya3Is8i2/mAkzxzXNTza9vRXvizi/JmXe46kz78717nrPo3rci9Mm8i2+mAkzxdd9piuqBF+g3BHi9Al+KjPyfosbh2u+ZRr7Wv5FAH1ZgIQXYdbbybd+v69egeKMIvjzakLfmzdsiiG9mAkzxzVvzLJ4/RXjizjPVXsTX+u/VdFwEQxTgPGczH77ltU8WRXwzEWCKbz46S9G9GAn0LAXeBeC7oZHXFD2eLP3vVXytT/G9m0Mj87L0kbaKR8Cr6VkieJcqvh815dV5iKBI4pu6AFN889Aky+NDXp+480y4H/HtCLACKyIjXp7jom/5IJCnPlk08U1VgCm++eggZfLCq+kHRfAJCH4cNuSvyhRbGrH0K75bR8CKfwmb8tE0fGKd5SLgB/p+AJ+E4KdhQ17uKroiim9qAkzxddUMy283T0/ceaY9kPjW9LMQ/BPf/+Y5s/nzzXWf9AN9GMBCBcYiI3PzR2hqjyRpZym+SRNlfd0EFgf65mHgK1D8JmzK80nniQQGEd/26Leuq6B4CgWYraofAktqetqQ4BwAl4RGju2n7Gzv9QJdLsAhqlARWD17DIIPhw05c7Z1Z1E+UQGm+GaRMtrwatqynY1CkZz42pq8QDcLMIdc2cf6JeBi9fxW8QVuiIwsXXKwHjk8F79Sxc4ANorg3aMN+VK/sWR5f2ICTPHNMm3VtrVomR4/p4ULFbgiMnJUtWk8Hv2gI99ODWU5bo7tIXsCi+v60mHFTxW4MjLyjLQ9mCi+3fb8mh4rggsU2AnABgjeEjbkP9P2aZD6ExFgiu8g6FlmNgRcPHHPxt+0y85WfNtT0IEqgDWhkV3T9pf1l49AVn1yOvHtpurV9RWisMcm7gBgvShOGW3Kj/JEftYCTPHNUzqr48v+++vhG+bjagHMqJF6dSJPdtp5m5FDoFaB/zsyclKVeTL2wQgcdJAuWzcX16V5kEev4rtNu16mr0MLXwFgT/daB8GJYUN+PViUyZaalQBTfJNNBmvrj0BWT9z9eZXt3UmMfK3He9b15HmK8/j+N9v8lc1amn1yEPHdZkRc07eI4DMA5ovgEWnhhXc35UqXORhYgCm+LtNG220Ce+me/s5YDeCW0MiBVaOSlPjG0883AziAAly1VpR0vLqLH+ChpPvkbMW3O8qRur5HFR8HsB2Ah8bm4OhV18otSZPopb6BBJji2wta3pMFgTSfuLPwf1AbSYpvLMAb7Q8SBXjQjLBch0DSfTJJ8e3Okl/Tj0Jgj1OcB8UDO47hkJtuknuyzGTfAkzxzTI9tNULgbYYKe4Mm7JvL/cX/Z6kxTcWYPsCuBU1ZbjofOi/ewJxG70rNLLPbLxJS3y3EeK6nimKf1LAbuJxb2gwAoh9IHOAwGMAAB+dSURBVE396kuAKb6p54MGBiDgBTomwHAVRm9piG9HgO0nG6GRBQOkgEVIYBsCSfTJLMS32+mRQL+gwOkA5gC4JzTylLTT2rMAU3zTTgXrnw2B9jesJT9EIC3xtdzbP5iC68OGHDGbPLAsCXQIzKZPZi2+3VnzAj1HgFMB2NmglaGRJWlltScBpvimhZ/1JkWg7Ls4pSm+SeWA9ZDABCEbaGc1l+K7jf81/a4IXhUL8WhoZK+kMzyjAFN8k0bO+tIiEItUJlNHacUwWb0U3yxp01aSBOK2++fQyJ691JsX8e321Q/0hwBOADAExR1hU57aSyy93DOtAFN8e0HIe/JCoIyjYIpvXloX/RiEgB/oJgBze1mfkUfxnSDEPwHwsvjfNoVG7GdMs7qmFGCK76y4srAjAvF7p/sjI3s4ciExsxTfxFCyIocEeumTeRffDj4/0BaAMftQEf/bxtCI3WFroGtSAab4DsSShXJAwA/0MftdXy9P3Dlwd0oXKL55zg5964fATH2yKOJrY4775emhka926aT900BfEDxBgL26XiqK53QBruQuQ/00MN6bLwJFP1SA4puv9kRvZk9gqj5ZJPFdEuiRQ8CVEx/u/UDXAtgxprQ+NNL5/zOC20aAO+KrgsuihjzXD/RuwH6UDCiwPDJSm7FG3kACjgn4gRZ2VyeKr+PGQ/OpEPAD3WD3YO4WryKJr4XiBfoNAV4/1eyaH+h6AO3v6EWxdrQpC2eCuVWAJ4pvd0E/0BUAFsdCfG1k5PCZKubfScAlAStkvXYCl35O6Gf2OEBsHsaJq6+TC/LiF/0ggSQItPsksHbUyMKiia+N36/pzRA8NTTSef87KRa/pvYM4vnxH6c93rMtwNOJb7eFkUBXK2CXkysEV4QNOTqJxLAOEkiawGRP3EnbSLI+jnyTpMm68kjAD/RReySgAjcIcIj938jI0jz6OplPI4E+osDm0MhuvfjcmYmLB66TLgyVXsV3ghDfq4BdZWofaX5rp6t7cYj3kECWBGJR6+udTJb+dWxRfF1Qp00XBDptvWji2x4BB2pXP18XGjmyH3adRWhxmW2+iZb2EvH4nW8/lcYOPQDgSW0hBn4VGTmu3zp4PwmkRaDzTibPK6I7P0hjc3DCqmvlf9JiwXpJIA8ERgJ9WIGFee6TU3GK++qnQiP2BKW+r84+BfGIeEVkxGuPgGc7gvUDXQNg53hEfGHUELtrCC8ScE4g7jQDfSKQtvMU37QJs/48ErDf0qpiedSUII/+Te6TzvcDbAj3wC64WB6ejd/dQjzjVpT9GPIDfQTATlaIBfivUSN/20953ksCSRPofCKQtyduim/SmWZ9RSHg1/UPUBydtz45HT8v0I8L8KEkfY5PjEo6bbrAC3CvADsAaOkQvhVdL6clbYX1kUCvBGKxm9WONb3a6uU+im8vlHhPmQnEO0rdHBo5uAhx+oFeCcXhYcLnZSc6Au4GeeCBOrJ+Hm6Kv4uy23d9KTTy9iLApo/lItB5RZLk0+ughCi+g5JjuTIR6Cz+zUOf7IWrX9P7IdguNGJneBO7UhPgjoeLDtND52zGH9rfRQnGITgrvF7en1gErIgEeiAQC18iG6j3YG7SWyi+g5JjuTISsKNgAf40amT/vMfnB2qPVrxj1MgBSfqaugB3nPVreqwIfqbAdlaItYWPRE35RJLBsC4SmIqAH2h7xb6rJ24/0HWwr2UUdq/q14RNsUec8SKByhLwAr1IgBe66pP9gG8/PCvODZtySj/lZro3MwHuODKyTE9CC99TYF58qsQ7QyNfmMlR/p0EZksgHoHaD+lt28vsisXXblFnP1/4cPxaZp0CJ0VGfpWZIzREAjkj4Ac6DuDu0Mi+OXNtG3fsb8dcwTPvaMjlSfqZuQBvFeKangbBlzU+1kkVX4+a8sYkg2NdJNBNwA/0zwCenOUTd0d8Nw3hkHuuF7smwn7Q/2YAn7N744rgEWnhRXc35QpmiwSqRsAP9McAXp5ln+yX8ZKanjYkOCcNH50JcAdC571Y579bwKdXGL4j7reR8P7eCMRnk45FM+zn2ltt0981mfh2lxip67tV8a+wr2WANZuG8MyOSCdhn3WQQBEItEfBgihsyF559NcL9JfxVPlQ0v45FeAlNT1uSPAL+2ThBXqp4PFjEMeBd6408tmkA2Z91SbgBbpSgEVpPM1OGG3bd74Luke+U5H3A7XT0v9szzGG4IEdHsPSm2+W1dXOFKOvCgG/rudBcXLafXJQnvFhRLuFRrYftI6pyjkVYC/QHwjw16GRrU8WXl2vEsUR1mH72rv9dy5YSTrvla4vHgWPR0bmpAFippHvlEK8TD8lLbzTvpZR4L7IwAfEHq3IiwRKTSDeZ/me0MiSvAUaH6pwX2jES9o3pwLs1/R2CPzJFsV0jqvqCPHCITz9xoZcnTQA1lc9An6gdwHYK40n7kHFtzsLI4F+XoG3ALAPCPZH6SnVyxIjrhIBP9Bvt78OMOJUkyZj3t46E7goMvLipHPiNFi7Wb4C6yMjT54qMC/QPwnw1I4QR03sAojd8pIXCQxMoD0KVrSiBHe2SUJ8uwPy6/ofULwBwDCAlXkcHQycABYkgQkE4lGwHWnm6oEznjF7Q2Tkm0knzbUA2yXoV4RGnjlTYH6goT26+HEhfnzaeqay/DsJTCTgBXqrAPuFxu5dLvZ97ayupMV3GyHeMjqw+6oPQzCa18UqswLIwpUnED9wvik02D4vr172XqbHjLfw27RG5q4FWEXxodE+NuTwa7oagj0pxJXvr7MGkNQoOE3xnTAiPh+KEwHYNRN35v3byVkniBVUjoDdcUqBh6abFc0Sih/oufHUeOIroG0czgR4n33UH9sJo4M+WcR7c+5GIc6yOZbLlh9oE8DSXYFDjJEbB4kuK/GdMCK2306+1AqxALcVYSu/QdiyTPUI7BXo/2sBb99hExbl4UuAkUBvBbD3aEqb9zgTYL+un4PiHwcV4E7T7DqL2K6aTvSdXvWaf/Uins0o2IX4dmco3srvBfGD9E1FOVmmeq2MEfdDYCTQTSp4JGzI7v2US+Pe9nGmisfCZjq+OBNgL9CGAIeECX0KsnWvXfv5EpDaJyZpJJl1uiPgBXqVAEe0hvHiFdfJL3v1xLX4biPEdb1UFM+2QqyAiYzUe42D95FA3gj4gX4KwPs2DeFg1xvT2E1CFLg6MvKMNDg5E2A/0IdEMDTakJ2TDMyv66NQ+xKfQpwk1zLX1e8oOE/iu83U9JaDzo+KR8TrQyM7ljlvjK28BPxA7aElj4ZGdnUZZbxT48dCIx9Jww+XAjwGwB7IvDSNwPxAN9i9dmMhzmTrwTTiYJ3pE/DqepkdQY4LTl3ZkP+czmJexXcbIbYnt8SXAGtHjSxMnyItkEByBOLd4f5lSHGUq33Sd3mO7rLwITwUGswFxOpV4pdLAbY/El8JjdgNB1K7/EA3IT7wAUDmJ+GkFhgrTpRAZ0/y6dYkFEF8LZT2iF5wjSgOBrbMBtm9pl2PJhJNGCsrPQG7A5UIHkt6lnQmcEuerk8b3oh/tKufFdh5tuuUprPnVICznOOfIMROD2afqQHw79kT8Ov6Myhe0mrhfSuWy5kTPSiK+G4VYMV7oqacFf+33c7SHvhg10fcHxnZI3vCtEgC/REYWabv0hbOUuBFaRzb6dX0eBG8DsChAP4injF9wudGpRPgkUDtfrf/nmZgU6XaC3RMtuwsZK+NaWyw3V8z4915ITDVKLhI4jtS15eq4qeT9a34vVrnLOQ/h0ba39PzIoG8EohfJY6FRnYa1Me9An3HuOB4URwIwL5Tntv1Ca6did1sZ4hUcMsQ8NPRhvybteXVdNyuU0pTp5yMgL0tqzaPCY10hHBQtgOXmyDEXLAyMMnyFPQD/S8Afw3gzNDI++LRY8+nGuWBhFfTX4jguBmm0re+llFgRZTCJvN5YEEfik8gPjv7K+3TkqY5lGfffdXbvBPeCW2fqGePNbSC3a0vLQB2Yde9ClynwLdXGLlgOkLxA3mqs6VOBNgP9B4AC0MjC1w3kc5TjvWDC1ZcZ8O9/e5RcJFGvh1yI4GuVuAvuk8Ym2Y2aLNsOfDBXneFRvZxnwF6QALbErBnBth/CY3s4AX6IgCvF8Xh8Y6Ido1D97SxHbWuV4Xduvj3m4fx+dXXyc2DMI33gL4tMrL/IOV7KeNKgO2TyOrQ5OcAZq+mLZGtO4NxwUovraeE9/h1/RoUb4ynpeb0cp5vnjCMBPqYAnbKbode/ZowG3RLaMRO1fEiAWcE/JqeB8HzVbGznQae4IidNh5TYI3dCU4UPx9tyhlJO2sFeBx43Uojdi/2VC5XAmyPd7owMnJCKlHNotIJQnx/yAUrs6BZzKKdUXCWiwSTIhUfnXZ7ZGS/fuvcZjZI0RxtStBvHbyfBHolsPQwPWDNGM4V4GBVzJ9EaNtV2QdKAR5QxTuipny/1/pnc59f0x9A8Ko03/9a/1wJsD2E4ZWjTfnRbCClWXaCEK8KjSxO0x7rzg+BJYGeOAT8SBVvjZry5fx4NrMn8bTZV6KBP+/TXbwaHuj8GCpwZVq7AM0cDe8oAwFvqb5DhvB2AIsAdBYBThaaXZtw11gLH1u1XL7nMnY/0Aftgq3SCbC3VF8hQ7gg7cCSSt4EIbaHR9gX/LxKTqC9Bywwp0ir5Bc9R3ef8xDuCw12AOTR2aTooIN02do5uKZrVHJJaOTY2dTJsuUm4Af6bQWOs8LV9aXJNkHb/fpF8KgC10QGL87LsYMTM5PFCmgnI2Av0B8JcEIvi0Ry01yfqb63Fnd3vSO+NTRyQG78oyOJE/CX6fPRwq9F8N7OZwmJG0m4Qm+Zfl1aeEOSD7eL6/rSoRZ+0tX2fxIaOT5h11ldUQi8RPf0V+FHUNj91rafZtrYnvX+oAguDBvypqKE1/EznklK/UyBzKeg/UDvBLA4NNLeGKBI1/7763Mf3Q6/6foxuj40Yj/i5lVCAiN1fVgV24VG2lua5v3y63o7FPuk8XC7pKanDQnO6TBQxfeipvxd3pnQv8EILA7074cV74XAm3HaWBGNC/5tpZGvDmYtf6XidSCpfyvvQoDtkvJ1oRG780ghr8V1PXWohW9Kh57gD2FDnlXIYOj0lAT2DvTIceBKKD4aNuVf8o7KD/RRO/U3muLDrR/o+wF8ssNCBF8ebchb886G/k1OwK76V8VfAXjSDNPGGyAw4dNwEs4X+xlpqa/4gJazo6a8Lc1AXQjwuAp+HzXEHp9W6Mur6wdF8YmtowLgosiIfQfCqyQE4sUYOxRhxsaugAZwT2jELnZJ9fJqepYI3rXVSAufCpfLB1I1ysoHJKDzvQC/EOBwVSyYdtpYsUYEvwyNvGZAY4Uv1nnITPJVzlRQXAiwFum9Wi+taUlNPzck7c2725cC50VGXtVLWd6TbwKLDtMD5ozhZgjODBtbdsfK6xVPm2X6jrbru+ktbb9rD+q8ciqrX4tq+rdzBPbYvL1nnDYGVuk4vhjdIP9eVh6DxuXX9W4oRkonwIuP1P2GH4NdwJS58A+ajH7K+YGeC+C1XUL81cjI6f3UwXvzR8Cv6f0iWDhqZLpPKJw73t44QHHsyqZckrUz8cYJJ3fstoDXrjDynaz9qII9L9AvCHCyArt17WS2TejxamN7CMeNOw3h1Buvl5uqwCaJGDsH92ShU5kK4UigX1TgbVkElkQiBq1jSaA/GQJe1iXEH4+MfHjQ+ljOLYGDDtI9183FagG+OGrkH9x6M7l1b6l+SIbwcdd9y6vrz0Xt5yXt0XBLFC8Kl8vFeWSWd5/8QH8lime0gB2mnDbe8lnPw1D8JmzK1gegvMeWZ//i97+tqJn+WQWZCfBhh+nu94/hJgWeFBrp7D+b5zzM2rfOQe+disYEb1vVkLNnXTEryJyAH+if7UKV0Ig9SSV3lx/odQCWuRbgDpjutm+FeME8HHTrNXJr7sDl0KHOTmwTXNuswD1QfDVqytZ1Jzl0v/AuWf5ZnQuQuADvvUyPGW/hTQIcqVt2PrEHLmyzl2defiSyaileXa9ubx6+ZVSgc1s4/s4b5KdZ2aedJAjofD+AXQl6Th6/a/QDfRiAXSyWq4dbv65XQXFEZ0QcNdubhNipUV5TEPADvX7eerz19tvlj4SUPYH2A5Di4rApL0jb+sACPFLXN7YUJ9t9PAHsHr/031qfAJtV8YgK7kB7dTDOaP+AKTaGTbEnWFTu8gK9IebVFuL1O+OQB/+X72aK0hD8QFcD2CNvImf5+XUdg+KR0MiT8sjTD3Q5gEMeF+L0p/fyyIE+5ZvAAQfoYY9uh2uyGiTOIMC6vVfDP4vgBVDsC8HOdnu+LoT2VAp7stH9CtwA4PzIyDemQtwe2nOTd/tjaTdM2BfAd6u83D/fXXFy7+LpwdzlLd6554rIyFF55uoFeqsA7YMiFEh9p6E8s6Bv+SPgB3otgEMzFeC9avr0ccGbRXGUCBbrlmnjxw8zVrQgsB/5r1TFlXMEX7vTyO/7xWd/JIY34dl33Sy/67cs7yeBPBDwA10BYM+8jYLjB4O3h0a+kAdOM/ngB3pXfHB6+7SbKKfv1meKg38vFwG7mQ2A7TMT4Akv/McAPALBne058F3xaVwma5JA7AVqPwQ/LqvAkvCZdZDAZATafUbww7CRj1WnI8v0JG3hh0XsW16gK2XLWhF7bQ5z/qkXe0S5CXQO38mqL4kX6OmRka+kjXUk0IcVWJhVYGnHw/qrSyD+UN8LTT7eY/o1/bU9vLzIfcsL9F4B9ohb1aYi7DxW3R5Q3sjjAenGrE5BG3gRVr8pyOp4p3794v0kMAgBF7tOTeXnSKD32k0Z8vJAMAjPThk/0Afs517xf2f2Qzgbn1m2PATi2a2bw4YclEVUmQlw/IPFKaYsskobqROIF9LtnQfRGwl0UwvYFBnZMfXAMzLgB2pffdlFn/baEBqx61J4kUCqBKxObR7GiauvkwtSNRRXnqkAK7AiMmKPt+JFAoUnEK88/nVk5IUug4kPYbitjGdU+4GuBdB5sLCnqO3kkjVtl5fASKAXKPCKLF/lZCrARTnWrbxNjJElSWAk0FsU2C+N83f78TPeOODzYVO2HgjST/ki3OsHao8xbY+CRbF2tCkLi+A3fSwOAT/QhwDsUjoB9mv6WQj+KcvAipN2elpkAu1RsOCyqCHPdRHHAQfoXo9uh7uq0rf8QDcAmB+zXhMa2dUFd9osHwEX65QyGQH7dV0FxVOq8iNRvqbJiKYi4AdqN6A5KKtRsF/XN6nilV070G1nfata3/IDtRsAtU+nUuD+yEhnBTUbKwkMRCB+pZTpN+mZCLAX6GZ7bFbVfiQGagUsVDgC8crJP4YNOToZ53XHkTo+oAq7F63dMc1Ot06+A51isQikqn2rW4ghWB02pPNNcTKpYC2VIRD340zbUCYCnOXxTpVpLQw0NwS8QBsC1PodBe9V02e0BG8GYLePXAzFAsg2B5eM2xXAAFYC+KOM42ujN8jl3YFnvXFAbqBPcKTzkF/F2YC85qRofsVbJf/7aFPenZXvmQkwAL6vySqrtJM5gfZKZMW1YVPaJ/90X35dTwHw11DU4oNL7LRxd98bw5YzXe+E4OLwaTgD58u6XoKIp824p3IMywv0DdPtR98LU95TPQJeoB8X4ENZzyRlJsAK/Hdk5KTqpZYRV4GAX9OrIThcgSsF2FeAnXXLtHGnj9mDSzbFB5fcKMCPQiP/MVs28ff1q0Iji2dbF8uTQFUJeIGuEGBx6QR4z2X6ynktnJ91YFVtSIw7XQKLavo3cwQfAbA3gPYCqAlXC4Dd0N0eXXjVkOCcuxtyWVpeWQEeF7x+ZUO+lZYN1ksCZSfgap1S6iNgv643QXEgBbjsTbhc8fmBft5OG9stHu0CwsmiU0VLBBtVcdPuwzjl+uuzPdvZq+tvRXEM+1a52h6jyZ6Aq3VK6QtwoBvtSIE/Etk3KlqcmYAf6EX2GM4WsINsuwBqa+FYaO072kvCprxy5lqzuaPzTSz7Vja8aaW8BNoLsICHR43skmWUWQiw2h+wqJmPk2OyhEtb+SCwuK4vHVacCWCfrk0cJnNuswL3APhaZOTj+fB+ai+4AjrvGaJ/RSEQb6jzi6ghL8nS50wEmJupZ5nS6tryA/20Aq8B8OSppo2hsGf52lmZW+etx1tvv13+WFRi8bSZRk0ZKmoM9JsEXBMYCfS5ClziYiYpGwEWXBM2nvh5hmvwtF9MAn5dfwrFs1Sx0wzTxnYj/9+FRo4vZqTTe92eNhM8MtqQzqlBZQyTMZFAqgT8QJsAlpZWgHcaQ/3GG8WkSpGVl4rA3gfqMa25+IIK9ptu2liBMQD3SgvnhsvlA6WCMEMw8SdI3w6NvK5KcTNWEkiSgMu1FKmOgP1AfwPgeS6eLJJMEOtKj4Bf04+q4DQB/gLA3Gks2Wnj21vDeM+K6+SX6XlUjJq9up4tirewbxUjX/QyvwTiB1kn+6mnLcDtszz5I5HfxpeVZ16gPxLgeapYON208ZBgXQu4PDLy4qx8K6IdF0enFZETfSaBmQjEArwxNLL9TPcm/fdUBdjF8U5JA2J9vRM4+GAN1s7FOVAcrIrtphRaYEwE96GF/wqb8o7eLfDODgGugGZbIIFkCMQCvDw0YreKzfRKVYDjwDaHRtrHhvEqDwE/0LsB2JNnpps2tkfG3bVJ8OF7GnJ+eaJ3HwlXQLvPAT0oB4G2TrXwgnC5XJx1RFkI8GhoZK+sA6O9dAl4gY4JMBxvUmG3XrwqNHJsulZZe4dA/HD7WGikczg94ZAACfRJwK/rz6B4iavXpKkLcEvw3hUN+bc+ufB2EiCBaQjEGwdcHTXkSIIiARIYjMBIoGsU2Ll0AuwH+mUAp7sKbLB0sBQJ5J/A3gfry8fn4MfsW/nPFT3MNwHX65RSGwF7gd4rwB78kch3A6R3xSMwUtNRFfjsW8XLHT3OF4H4PO2xyMh0a1lSczpNAW6/I+SPRGq5Y8UVJdB5/86+VdEGwLATIxAL8MrIyJLEKu2jotQEOA5sPDIy6VFuffjIW0mABLoIuNw4gIkggTIRiHXqXyMj/9dFXKkKMAQPhA3Z3UVgtEkCZSXAh9uyZpZxZUlgpKZnqeBdLmeSUhVgVXw/asqrs4RKWyRQdgLxCDgKjfhlj5XxkUBaBPy6roLiKaUTYC/Q1wvwDZeBpZU01ksCrgm0T0Eax4mjN8gFrn2hfRIoKgEv0M322FKXOpXKCNgL9DYBnuYysKI2CvpNAtMR8Op6pSiOZN9iOyGB2RGId5NrRU0Znl1Ng5dORYD9QO0WhPP4IzF4YliSBCYj4AdqT4Xajn2L7YMEZkcgfpWzJjSy6+xqGrx0WgKsdotCl08WgyNhSRLILwEewpDf3NCzYhFoC7DgwrAhr3DleWoCDGB9aGRHV4HRLgmUkQAPYShjVhlT1gQWHaavmDOGC1zPJKUmwApcERk5KmuwtEcCZSYQT5s9HBrZpcxxMjYSSJOAX9ObIDiwhAKsu/gBHgp3xd64TOyRdbxIgAQSImAFuAX8xwojb06oSlZDApUj4Ae6AcD80gmwF+j/CvAs14FVrkUx4NIT8Gv6nxC8jn2r9KlmgCkTyMurnMSnoP1A1wLYkT8SKbcgVl85AiOBPqzAQvatyqWeASdMIH6VsyE0siDhqvuqLnEBdn28U1/R82YSKBABroAuULLoaq4JxAJ8fWjkUJeOJi7AcWCbQiPbuQyMtkmgbATyMm1WNq6Mp3oEbF+avwFH3nabXO0y+nQEWHFn2JR9XQZG2yRQNgLxw+3G0Mj2ZYuN8ZBAVgT8mv4agufn4VVOKgKsirdFTTk7K6C0QwJVIBBvHPD7sCF/WYV4GSMJpEFgJNBHFNipdALs1/RbEJySh8DSSBzrJAFXBBYv1VOHh/BN9i1XGaDdshDI0zqlREfAXqD3CbA7fyTK0lQZR14I+IGuALCYfSsvGaEfRSUQv8rZHBqZ5zqGpAV4TIBh/ki4Tivtl42AFyj7VtmSynicEGgvZhSEUUNGnDjQZTRRAW4HBoxHRua4Doz2SaBMBOIV0IiakmifLRMjxkICvRBoj4AVHwyb8sle7k/znkQ7cyzA90dG9kjTadZNAlUjEPetscjI3KrFznhJICkCXk2/JIK35mWWNg0B/mZk5A1JAWM9JEACQPze6q7QyD7kQQIkMBiBRUv11XOG8OHQyAGD1ZBsqcQEeEmg/zAEfD4vTxbJYmJtJOCWgBXg7TfiebfeKpe69YTWSYAEkiKQmAD7gd4JYG8KcFKpYT0ksIWAH+h1AJaxb7FFkEC5CCQpwI8BmMcfiXI1EEbjnoAfKPuW+zTQAxJInECSAmyXQLeipgwn7iUrJIEKE+AhDBVOPkMvNYFEBRjAutDITqUmxuBIIGMC8SdIfLjNmDvNkUDaBBIVYBX8LmrIs9N2mvWTQJUIxCugHwyN7FaluBkrCZSdQCIC/OSjdd/563F7aLArIGvKDo3xkUCWBOJvgD8TGXlXlnZpiwRIIF0CiQiwF+iVAhzJBVjpJou1V4/AkpqeNyQ4mX2rerlnxOUnkIgA+4GuB7CAPxLlbzCMMFsCeTo6LdvIaY0Eyk8gEQHO0/FO5U8ZI6wSAa6ArlK2GWvVCCQiwPEikU2hke2qBpDxkkCaBOIV0Bo1ZShNO6ybBEggewKJCbACt0VG9s8+BFokgfISaD/cCjaEDVlQ3igZGQlUk0BiAjyuOGVlU86tJkZGTQLpEIhnly4NjTwvHQuslQRIwBWB/w+g3pw0HJeiYAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="numOfSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLen" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="number of branches" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><sprite name="Sprite" idx="1" x="-168" y="-1" heading="261" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="30,47,255,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="18"><block s="receiveGo"></block><custom-block s="pinwheel, branches %n %s"><block var="number of branches"/><block var="how many?"/><comment w="90" collapsed="true">This procedure will draw a pinwheel with a number of sides. </comment></custom-block><block s="doSetVar"><l>number of branches</l><l>5</l><comment w="90" collapsed="true">Here is where you choose your sides. You can choose as many as you want.</comment></block><block s="doSetVar"><l>how many?</l><l>3</l><comment w="90" collapsed="false">not completely finished how many block. </comment></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="2" y="326.000008" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="-4" y="305.000006" color="74,108,212"/><watcher var="how many?" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&apos; %&apos;how many?&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="doRepeat"><block var="how many?"/><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="doRepeat"><block var="how many?"/><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block></script></block></script></block></script></block-definition></blocks><variables><variable name="numOfSides"><l>5</l></variable><variable name="sideLen"><l>25</l></variable><variable name="number of branches"><l>5</l></variable><variable name="how many?"><l>3</l></variable></variables></project><media name="Pinwheel Program Lab" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>