<snapdata remixID="8656841"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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WriugrdDKz29+rlP+CDw7Gj/zDcC8kf1qv/yq3cIKAH3zlyk6slEUf1VUTs6LfaLFQpfT9VJGe8bAkVqFxnsbhEOW0v93yvMvKZvAppw1GfJLyF3cBO/bw3wGvbR7rdY5W/nCSgBd55xX1jwCd2Xyi+jnB0jt+OZjLgjJhoi0JJAqw19brNfgPemlop6SGAWf3/BMBvdCsxocvf7gYD8yT3ktlzpYQJKwD08Od10zad2GtiDImyuDPA26KY/stX/BHzCm4Gou8HHAry+6qpVJFxkoMlrGHNtQD7iCFb/z6ciSJ6AEnDyTPtSo0/1BjBRfVuXBXhb92Vgcjo1AkWWHGPIfS7KAYv9WoWC66Hb88MndNXhXEvFhkVGAGvJ7VVhxLVm1BCBWASUgGNhGnwhn+pjYCK6uZg/BeQjSwwOPh1FOFkCPuFjTboE9c0PO5/a5WCblZQ8P8CL6ok8WXy6bsAJZC4BF6n+1mAOANwOzdsgd2DAyOUDPs9Nw3sH4caPwMPRdyrmYxXyP8gyI8U+OQI+1QBMMfpqs29AfuHktHfnKp+lB0H9tCbWVlpWehW2d++HNUQgNoFMJWCf8Cxgr3XojFnqH6ww0xWhyOTwCQ8DfhgV/Ci8ZCGeKzygIQJtESixdBdL/bIm9ZIvCPD2aEtpl4V9whDIN/kR8duA/Nu77JbMDQCBzCTgEjfuYhmKvNM18JUy3tEDMKdth+ATuvKTrgxlg2H+FZCPbDTetrGMXrAf4XZ1+JKFFxp4CPhbgHdsFnC0qJm8chQ2Xoj3RC+y8Fn6Wah/q4lvj7yC/HOOxtR70X/51NsEMpOAfapfB/OF5tMxGHVq211yPuFSIGqT1fUB3vbt6pQ8+NyyPTzxZcjtBbZR4YZFAd6sQWflE34c+H5UnBZ+XMFzT2F6bvjU/gn2hVGOGcxxZfKf7jnH5VBfEMhMAp7NkrflyP02xqxkruKTT7i8ydnGXwd4zQoPxECaHZF9WbrDMPUv1WGvJlXFngJSh4MX4P160An5hK4pQVR5xrsDvE17jUGR8AQDH2ni150BXmQ96F6LR/70HoHMJGCwxqd2d3SR+Kcnx8I/diH/8iw8Viqy9KWG+i1NfuG/u0z+F723dHvHo/2pvnwMcxTYvcBs3I5nFn5ZwXtXO9f0o2yJ2s8tNjLOOhyyAO9nvRLbHBZPX8E0V05zwyifcpiPzdfmxF6Zsr70I0MJGOaweMPlTL/FRP8SX3MSb32U4ZkXsNWKvpzZmE77hJ8FIt9x1Vn+3AXs6GrfaqxBoET473Y86f4X0FbSXQfk7wO8tw063H1ZvOkQ028Dojpq/T3Ae0WvcCgRnm7hwCb+3BDgRfYC7pU45EdvE8hUAnZTMYtwg2G4AdgqxtQ8ZFj5yjLb12LI9qWIT/hnYO9Gzht4uIzXpOh8X4Y8aacnNvK5fQR7AklUcVoFwzsGbHXjpJ3qowt9wr8CrqBFo1E3mJll8qn/re3PrSNjPOG+Ixo2k3DOW4ZKFbYO+gi/XO1BAplLwONzsPpx9CVNvgzWnKoVBrNvmfz5PTh/U3apRHibhc0bKbJwZQWvWfGBKdvvdQU+S18JdZd0XZGFJJLukyGvNJivl8l/rdcZJOVfjH0YPfE0wCe8AHh9dNzm4oB8VKOJpHBJTwYIZDQBj8+sT/gbIM75vTGDOWQQ34X6hCujfukbzE/K5D+Ugb+DtULcl2WvzjH6eQPufGqSSRcDrln9RaPkvnAmI9WssW3WyN7Cw5WUn7gUCfc2sCj63LIdhWk7ZOWpRdbWZ7fjzXQCdrBL1L5osV+NAd7W4agFeMfEkO0LkX24ccdpDEW2hLOYAyrk5/ZFMFN0cjY3vDbH8JHA7kknXcBt/nN3VT8O8C6coqt9fXmJ8DgLn4wKwsLnKnjNzt12NP4i4bUGmvQqVlnWjk5AxpRnPgFP3Am/Bfh9nLnv5TOLcfxfU6ZI9Wtm9UaihsPO4N5nnc5r3RGlgRwlartarEu67nFjone6FntXDnPeGOZHC8i71x0aq3/dnD+8IZs/aiJa+hlMtUx+ZhqwfGqHgj2pie3H4OEXBuzyrzT8k83BI6AEPDGnRcKdDVzRpGTeU7NvsWdWKMzu9+XgE7q7sddFxHFvgPdv/R7juv7vx5LdxjBHGox7h5do0gXusHCuoX5iwMxM1xdvtm5KhItsk7Z+Bvv6MoWLur32fEJ3HO+lUXYN/LCM1+xccLddlr0+J6AEvMYEziLcfBjcLsw4vW+vCsi/Aozt1zXgE7pHoxFJ1l4cUBiIjSY+obvDdcet/jPhpOvm/nYLZw9jT5hH4ep+XQvd9LvETa+zjEU+ijfw5zLePt30qcXTIOfKPQFeZEWsbvoqW4NDQAl4nbmcw9JNnqB+i4VNWk+zuWUUO7NX69i28t+nNgp2qLGc/W5A4YhWOnr189nU9shhPwO8dorndNcN0YK51WLPGmL68fPZ4vpeZdDLfpWoLbHYQoSPy8frj3fvx22R6v0GE1Wpy7l5ZFZqdye1btyRz2kMlSx2d6j/+3i5W/s8MKvPglvsZRUKr07KXj/qUQJuMGu7s2zGRowtARv5OGqNyx4YY2jnM9k6sppULy4M9yi2Ti7yMV+dsTcsYJu+OnpVZOmeUD/CwH8kmXQNpm6xroDLojq571cYcd1xNKZAoEh4pIFvRqkw8L0y3qemYCL2pUXCUwy8N/oCEwbko34sxLYzyII+tVkWu6eBVxjIW+y/gZneKmYLl1bwos6Gt7q87z9XAo6YwqOxub+z9FLbvAn3k1cvrzP0xgVs/Zd+WRE+4feAT0T4OxbguSIEPf94fV+qew1hXDF890c8lYpU66KoW1gGLBxm9Lh5bHtzv8xtv/hZInyoyZOmOwK8hufTk4xvf5Y9e4zRO4FnNNH71gDvD0na7Vdds1mym8HsZci9EqzbLOdqeDdjFyPU4W2zeqxLCbjF8igR/sG6Kpatxyjk3hUw0qxxd2stXZLwCS8FXtXInIHby3gv6ZIrbZvZj/CN9fGjLIknXcB1hlpgqX+3wsw72nZOF8QmUKT6W4OJLMNpMW+rkI91OiG20XUEfaoVME02VNrLggw+Ji1y006GsX3AvMZitzPwIsC1JU08Z9ThEwvwjp/sHPbzdYnD7GcYUb6XqH3VYr8YIzZrsZ+tUPhODNlURXzCB4DnRDjRcx2hStT2sdQ/Cca9M0ryTncMrNt4F4xivr0Q795UJyZDxg+guvUqjHucn4sI2/VMdq8TOjIm6nlfHr0PwozVWfXqBWx7ZUcc6AGls6lubcjtC/VdDeZlYDYH6/6+ouYkca9zUJqPl8mynkrAMZeTT+3dYE+NJ25PCCh8NJ5sOlI+oWsgHjX/Xw7w4hQn6ajzs7l+do5pjmPSd7qjgKtCVX6U4WMvYKuHOhqIlEcS8Aldcts5QmB0jJUvOZPt/9kJhC1qUzuTlQDP74Ttbuv0WfJ8GCpC/XWQ2xHsFoCr8x7VHKMrLlq4vdLDT9s6DUEJuA3CRcLdDZwX7zFM71bM8akWwUT+4jSs3LnM9le1gSYx0XHfONyQe7XFxtiJHs+0gVUW3M7beYZHvqliCvG4dVqqSPU9BtOkDaH5RUD+3Un74VN9M5g/NtG7vM70Fy9gi77qBDaH257xLx4v5hja3WBe7prO2NU7j2m5ISppxi30uRuA6wO8JlXHuuxRCuaUgNuEvg83bDmN4SUxF/RlAV7PbbP3qZ4E5tCI0J8I8Ga0iWVK4rMJSwYOc3e6cZrYxzdmV4G53sLcXch/42iMu/PV6DECPqG7w404Y2sfCCi4BJLo8KndOLGJKErvTwO89ydqNEFlc/jD0Ap22hvMGyC3M9g8mBeAneKGqASdfFqVa+nqXu0sM/APS+4SGD0rYOZ9HbHWR0qVgCcxWW9k8XOnM93tkI3xLtIu24xHZp7MLqsmYaojl/hUrwGzYyPlFpZW8PIdMbyGUp/a/hb7weSTLq65xGLgj8EA1e3u9Hykqb9EeKKFD0f5kHTj+yLhJw0c1yTm+wO856fJZE3bEyVTXbLdhfGz027ncUc2RE0x5ics9gGDudlirrOM/q3O0FkL8W6fot6BvVwJeJJT63PnMw2PL4lq5beO2vtmUH/56T2yq9YnfKRJRaj5Ad7+k8TS9LIS1QPqcKjbWZnsnS5PgPmHgdPL5L/dCd+ls3ME5rB4wxVMu7/JudHFAd7LkvKgSPVOg9ksSp+Foyt4X0nKXlw9JW7aEUb3sfBqMNswvvO4qxui4vg6/jrHuE2ctxrq14O5dBq5c87Q+fg4+NaSUQJuG9nTF8zBDq1YvYnE7BRDjSvgvmeA97cYsh0TccXwN2LzJnfjuU8EjCR2JGA21QNMZ5LuCrDXGszvy3juTLNGHxPwCd3eCtf+sdGwQ5hXziM/5d3IPku+B7mo8+/u6PvNAYWtOolyf+7acozH9mW8YMz2gDvyl/qGqAYxjwEPWuztBuMqvl2eI3fufEb+0Uk+WdKtBJzAbPuErmVfy7vGiY1A70zzUP++LD1oiHrkWeUhhreax1ZTKjoxscHlfRb+I+E7XdeZ6WqL+V2F/A8SmDqp6BECE2e7XR/exhkYG1QolKbi7hwWT1/BdPcuMvLVkcG8O6m+37MIXzBEfZbB7ApmB4vZ0vTshijzsDv/D3YJmMtHqV94JgVXK0CjgwSUgBOC61P7DlhXkanVsFD/VMDM77cS7MTnPuGvgHdGfM09HlDYcDJ2x5OufZ8ll3TSdU8OroL6aQEzfzQZ33RNfxDwCV0RlK0jvH08wJvU2nxSn0/1NDAHNaFxVYAXdSQq8rJZhBsPUd/TMLwb1N3O45Ee3RDlKts96rp2TRzD+zuMXhiwbaZ7VKf516EEnCD9ErWPWOwJcVR2s9btmv74hDcA7v1So+GOBbhHYrFGkfBog30bGPcI7ZmxLoolZB8Hc6XF/LpC/n9jXSKhvidQIjzawpejAzHfCMhH9a9uGv8BhO69i0vwUcdx7DC5181l5OJmig7g5s1WseoIsLPAPAeMa2n5DLC99l36OHAX1EMwfx/CXDSP/NndbHDR9wuyCwH02qLpQsidNVEk9A3Mj3dWmD8EeG/trEdra/cJ3R1l1FGF0wK8dzTzZ1+qr85h9jHYw8EkeTzE/TK/wmJ/VaEQs+BJN8nJVjcI+FQfBRN1p3tLgLflZPzwqZ4DZs8m154d4O395OezufY5Q0zfzjK0jYVtzepNUXbbJnfok3EriWtWWLgbbGjgasPwXzZg+aLT2d6dBtDocQJKwB2YILeb0TJ2BeAaGjQdBi4p4+3aSi6Jz0vcuJFlyO2AbjgMuUPKjKxXFGE86bpf/Ll9zOodmomNRyzmMov9xQK8XyemVYr6lkCJ2hkWe0BUABZKlTbLFk70g3advaK+71yy+oTFbpbDrE64jP/rWjnGGBPmfHTvr5eCvRrM/43y3EULeV7k33MMnRJJmYAScIcmwG3AGIabgDjvrWozyG9zOsbtOuzY8KkdCvakKANjDG92JlutLvv35J0uMCvZpGsesthLhzCnzu9wof2OgZTijhHYlxt2GGL4mibJ8qIA7/XtOFAkvMqAezfbB8O6pi73g10G9hoY/r8xzNlP/l32QQBysQ0CSsBtwGpX1N1x1sktaXbm8EmdBnPPEOwwl/w97dqJK+9TPQNMxN2FeWiM+j7u8XIHku6DlvpfcwydUmbkT3H9lVw2CRQJrzUQVaJw5aOsfN4FbP9YHDolau+y2J/Hke2yjCvF6Mpc3gLmWsPYJRZ7TsA2rsCPRkYIKAF3eKIP5Yppd7HJ34EYhQTs40Ns8Pp5bDHl846NwvKp3gQm6oyj27ThquskOOydFvOxCl6zmrsJ2pOqQSAwm6UfylFvsuPdnhRQcFXUWo4WRWdaXp+AgLXgHhPfBvY64K/TmH72XLZ0myE1Mk5ACbhLC8AnPNPdWcYwt6qOfdsCConfKfqET8SsYR3Dzdgi5w0xfMhUzxbHtibBgSDgE7r3nVHlIO8J8B3BZ/MAACAASURBVCJqRz8dfonqty3miDSAGOxSy9DHA0YqadiXzf4goATcxXkqUfvxRP3jFlZN3TL2sQozT0zKvRI3vsgylGiDeTt+9iLGGnIVq4bcBi+3MU1DBFoS8Kn9rztXHiVoqR9aYWbTI2olaq77laudnOR4CMwdYGMc19O6TxL8IOqK8eU5iGGnF1ORpUca6t+M44HFfLtC/rNxZFvJlKh9ymK/20ouxueujKWrWLSojl30TJ5x1wpWPBxjx7erv3tImXxktaMYtiWSEQKuf60hd6eNOElgsVdXKPx7FI4SSz9kmz7GbgnSHde7Duxig7luDBZvAIv/NNFYwLX907pvyVACrW61RKj7BHyqbwfjjt20/AFk4TcVvIjKVfF99wkvB3aJf8Vakq6d2CKwi8YYXnQmW9+yrp4WVYyeFF9p4JCyjhxNchqydZlP6IpiRB3RqxvGtiuzjWsNutaYw9JNVlB3NdejCs6sIW9HXYKtYxeDce9oFxumXRewZazNUFr32VqTSUfbMgEkbVD6xgmUuHFXGDo/6hf+mpwMXFRu8+hFgwR560TR97hT4DZlLbKwaAwWxWkp5hNeAMQ5IvLJAC+VUpxxg5dc+gRcy0qwrs56wzHe/cp7y7oflqh90WK/2iSCK8F+0zB8XZmt10vg7Uaudd8uMck/SUAJOMW1sB+1l9SxrstIjLPCZskrGNnuaIw7vtD2aN70/Cl1brfmIotdNJ3pi/7Elne1a6h5rem1tB0T4H2hXf2SzxYBn7DZD8dHArxN1iSyP+HIGLi736gNXHcPMfqaeWw7pYYjDX7gNqmxrnWfrVUbP1ol4PisOiI5UZ0qBFru6gTu/hfP2P5cNr+/HWfG+61Od6UeI4Y9w5IrT4NFSZxDLhEeY+FzrX20JwcUPtBaThJZJeATfgtosg/CHhVQ+MaTfHxq/wP2o1G8DHy+jBdrD0a7zLXu2yUmeSXgHlgDswg3GIar472z4tEh7OvmUXDysUaJ2h4W6/qtNhjm8oD8q2IpakOoRPghC3G6F131BP/a7Sx2co+8NURgLQKHYqfdxdKHwEY1+6gFeJ67aD+qr65jmvXbvu4JNnrNWWzasbUWd91b7DUrWb6r1n22F7wScM/MvzUlll5osbvFcGmlZfTACtsGMWQpUjvCYL/dSNbCjyt4h8XR066Mz9Ii1OP4OAr2TQEFnZlsF3IG5H2qFTCzo+9qzRvK5M/3CX8DvD1KzmIO7UZ3rTbW/VgO3jS/zdrWGZjyzISoBNxjU93qS2QNd+tgDwsoRNZ2flLWJ/wDMKdxqPUPBMw8uVMYity0k2Eszt26O1b8zoDCaZ3yRXr7k0CMO9uzDbn/sdSb/YC7IMDbo1sEtO67Rbq/7SgB9+D8+YTundbn47nWukeqT+iaQkSUoMy9KmDEHVHq2JjooXpnDAMWzBcD8k+904txjUQyQMAndJsVXYeiRmOFxVxssP8VjcK8KSA/r5uotO67Sbs/bSkB9+i8+dTc5qQfx2v0bX8RUHh3o1BcQQPIubJ+jcYDm/Hwpieziyuu0dHh3nMPYZYZ7GatDcWv9dta1+BI+CzbJsfoFvPx/jw4UcWLpMSST1pyx8WTXk/q9KDBcaVJ6mrrMq37tnBlTlgJuIenvERtH4t171CHW7tpzgvIr9dwfELHwsbX23MDCk3uGlpbbVfCJ3TJPk48CwLyxXb1D6p8kfBva7SFtIA7RrOwjj1uAQX3hGPgh0/tAbDPaTdQS323CjNdUY/Uhk/oTiHEOW6odZ/aLHXfsBJw95m3ZdEndDVnL43Zqej6gPzLwLgv6NWjRPWLFhNRlMB8NyDftWL1Pku2gVw7XWCuCsi/Ys142oI3IMJFqpcaTLOd6q413+UG84sy+V8MSNjrheFT+yXYg9uM70cB3ofbvCZx8RLhry28I6ZirfuYoPpdTAm4D2ZworRerUlxgaeisNi7LCu2X8COrtcoPmF59X8NhoV3VvDcztGujBJL3mbJ/bZNY7eOQmEhnuvklMnhEz71g6oVAINr5GFvtpgzx1h+/EJ2WNrqmn75fBbh5sPjd/5DMX1+yDD0miSqXcW0FylWJJxv3O/h+CPz6z4+qv6VVALuk7nbnWUzNmJ0MbB1DJddRavXBniLi9TubPLe9WVOJoa+RERaF1WINPPgDHJbnc6Ia/qQudFOAm4Axz36dJvsfh7guWpNfT18Qvc0KO659a8GeF/uhYB9wvOB3dv0JdPrvk1WfSmuBNxH03Y0NnclNfcFFKepwhNQfz/kfhkR4q0B3hbdDL9IuMjAGydpc/kw5lVzybuC+ZkaPqHrzPOMqQZtwJUxXWYxCyzmxAojrgJbX42JRiZxntrUhhl9zVy2batqXKdg+IRXAjtPQn9m1/0kWPXdJUrAfTdl7nlybS7Y/Vu53qxfr4VyBW+/VjqS/NyndhfYTaegcxQ4MMCbPwUdfXepT/g94BPJO24fteDeL/+yn+6OfULX1/pFzXgYzOFl8on1054qe5/Q/djJT1JPJtf9JFn11WVKwH01XU87W6J2vMV+bArud/Xx3P5UXz6GuaqRvwZzF9SPt5hjY8Tjfld8JqCQRG/jGOZ6Q6TE0g9a6u5x6lR+wDQLxt0du93UFcPQT3rhvWmUsz6h66T18SbBPFWesjdmb/VejLuBf5uCP5lc91Pg1ReXKgH3xTQ1dnI21U/nMN+ZXAjdLUzgU3s32FMb+2qDgELJJ3St5X4Xp08y1H8UMDP13a2TYz/5q0rctKOl/j7Gi06MANMnr63plY+AvdRgf1NmZk/trC5x70bw8EMWm4uI4K8B3ms7xGVSaouEyw3MaHyxeQ/Yn2ndTwptX1+kBNzX0+e2Vd40xzLmdhbH3Rm6OuIhhreax1aJtmRrhrJI7XgTccdusF8qU/iau95nySshd0m8s8LMD/BaPorv8ylu6r5P7VCoHwjGvV98XodidXfHbjd1ZRR+uhDPVaVKdfhUrwGzY8QPupWWoZf1yjvuOSyevoLpkbv4A/I5n+ouWvepLqlUjCsBp4I9WaNFwv8wmHOadIxZx6C9MaAQVdYvWecmtDVrWm4ws8rkFz1peF9u2mKIMfclH9UB5ykfDVxRxntlR5zuM6Wzqb3CYA8x2DeAcbvlp3UiBANuN/rfLOZ3Afmfd8JGK51Fwp0NuI1NDceaP+pa6er05y2q0T0a4G3sfNC67/RM9J5+JeDem5NJeVRkyYsNuWuB58ZQcPejDG95AVutiCE7ZRF3B7Cc6fcYWKt5+tOK6y8ImHnfmobeyOLnTmdaFUycu7pbNuNhrxslNacMo4sKiiz5sMG8aeLuuO0KUvFcNWMWuxTMwmnw027uUi9S/dN4fA3H4oD8Dr1QxGU21a1zmKjz2HcEeJs/GYHWfbxVNyhSSsCDMpPA3lzzrA14pqs09ZIYYV0wCgcvxLs9huyURMbv0HGPlRuNmwI89y5zveFz5zMtj19rxt91thj2AUN9yzLbuHOvGusQcHfHOeqHgtkD7FZgYpQDnQxG85C7O65j/7gA75TJaIh7zcSegd9Hy9u3BxTaLfwS13xsuX2pvnwoYgOihRsqeNutqUzrPjbavhdUAu77KVw7gDnYoeXUrjbwstahmeuGqB88j0KcdoGt1UVITOzg/XHjj83vA/Jvi1Lu4llB7S/Af8RwYPkQo9vNY9uuvduO4VNPihSpfnTi7vHlwLM75OQYWFfB7SzD8E/LbO2e0CQ6StSutdgdIpT2xB6BEtXXWcyFjXy02EsrFF6z7mda94kuk55VpgTcs1MzNcf81UnL/mcMLf/MkTt4PiPnxJCdlIhP7SdgXXenBsMeEedIUYnqby0mMlGvoXjUMjS7wtZnTcrZDF40fndsP2RhdwOuOEuH7o55yKyua27OKJP/3yRQ+9S+APbr0brqrwqY2dF2m63i8KkWwbimKo3W/9kBhb2jdGjdt6Lb358rAff3/DX1vkj1HINZr0PS+hfZUUPu4DJ5dwQo8bFOJ5919e8e4DW8O1hXsER4jIXPxXDQGvhwGS/irjuGhgyLzCb8eA7eZGAnG/nefsqAxoDQbR5chf3ZQryGZ8RbWSlRy1vsP4g44mMxx1XIf7qVnk5+3rx6lz0joHBgM/ta952cnXR1KwGny7/j1n2WHGwxPzOx3vnZjwYUTkjSqVmEGw9j7wXT8LyqYWzjdt7bjh+7sSfF8dHA98p4n4ojK5nGBCbeHR8O5nXAS9s97tYG1wfBXgG4hBRrfp/U7VP9OZh3Rdi6o87yHZ5sTtKGP4mJFql+0GAifgzaUwMK721lTOu+FaH+/FwJuD/nrS2vJ44pnQp2ZowLE6mQtS/LNh1m7EC7uh511HlNFgd4Md5Vr+11kZv2NtTPBNvy7LPFzq1QOCBG3BKJQWDi7vhAsDuC2SjGJZMRcaUX3bvj84YwP5tHPvK4kVPevOc1WHIfqjDyk8k4ksQ1JaqfaVLl7fgAL1aZUa37JGajt3QoAffWfHTMmxI3zawz9jMDcSoETaqHaokbX1Rn+EBDfQ6Ylu+fDaZcJj+petQuHsuY2zwWUV1oTZTm8oB83A46HZuDQVM8ce74owZeD2bzOD+IJsngQYu5Mof9U9RrBZ/wYmDXCP0XBnjtdiKapKtrXzb+BIi/AmvtdF5Dqq0fvFr3iUxLzyhRAu6Zqei8I7MIXzC8uuSdKcaw9ocZrDz4dLZf2Ux2vEdrzt3pzomZ3J9SZ+GPFbw5MXxpKDIej6mCjbGL19w8g5H86Rj37lGjAwQm7o7fwupdyWbDDphwKkfBLLWY8wycGjCyeoOVT9U9Jv9BlM0cub06udGwkd0S1b0suW+AbVYopu2d2lr3HVpZKahVAk4Bepom5/CHoRXsfArYqHdma7jnvuRGDy6zzZ1r+lxk6Utz1A+04JLnekco2ojvWwFenE1VkSpL3LiRZci1KHTvJ1uN++FZLw14kWvvp9FBAk/fHZvdwbpCE1F1m6fqxYNg/g7mbKh/sknDg1MCvPdN1Vjc61vvzn5SU/NjeFH2tO7jzkRvyykB9/b8dMy7uC3uLPwjx9A7c5hHxhg7kPHHy4k8zrXUN68w07WWm9I4lCum3ckmlxlwZ1pbjeWjsMVCvHtbCerz5AhM3B2/deLu+FnJaX5ak+t3bKMT/WNDDO/Q6frnPuH2Fo4x7tV0jFHHfmnBRB30GOJriWjdt0us9+SVgHtvTrrmUZHqUQazuglC82HdY7+kz4auDPA2aGW5nc99qhUws2NcM1pn2usXsGVUda4YKiQyWQJP3h3nwNWsflGTrkaTNdHwOneErYL3rUSVrqGsyNL3GOwxbfa8fl8wxYphWvedmtHO61UC7jzjnrZQInQFGH7UfSftkoDCNknb9Ql/CBwWQ68F3tVPjehjxNSXIu7u2MDbDLiKVi0bcEwhyOXAB3KYC+aTv20Keta6dKJ+8zFgIorNRFuyUKrgRRTpiO+h1n18Vr0kqQTcS7ORki8lat+2WHdeNun3dC7JRayx3K8DRg7uRMglap+x2GPj6HZPAMrkvxRHVjKdJ7DGzmpXQOZF8XrkTsqv8wz2AuDCMoWLJqXh6SNQxwD/PjkduVc9uZFsctc/fZXW/VQJdv96JeDuM+8Jiz61/cF+HHh1vKM8sd12HZYWgV1kMcdHNyHPvSNg5LTYWtsU3I/aWy2cFufxpoXfVPDe2aYJiXeBwBp3x6737zM6ZPImsBdacheAuaDCyK1x7PiE7ofbV+LIRsmMMbTlmWx9y1R0rHmt1n1SJLujRwm4O5x7wopP9c2W3McM1m2iSvL96+Mu6VpYNAaLXIel/Vi8XZ3pi6MCn8FVw6fzlo4eCdqPG15bZ/h8oGEVrnV8+2uAF+eMdE/MZRadePru2P4XmM06eHfs1szqu+NGZVKLLNnJYNwj532nOg91pj93AVs8OFU9aydhrfskeXZSlxJwJ+n2gO7xlm3m8ImziEkm3UfGk65dNJ3pi/7ElnetGW6J2lEWG7HByz4WUOhUFaW1qM/ims2Heeb1QBx7y15BPn80pt4DUycXWhDo0t3xMnd3bMhdkGPVhaNM22t8oxXPjzlB84HIYjOd+iGqdR9zdlIWUwJOeQI6Yd5n6UEW+xGDfUXCd7qrwPzR3elOg0Vzyd8T5X+RcJGBN0Z8fk2AF+fIUCJ45rB0kyewN1isu2tqNe5/lOHNL2Ar9yhdo08IrH13nNsMXD+O9IaFhw183mDcujsvwpN6gNeynOpko9C6nyy57l2X6iLtXpiDb6lE+E4LH57YDJLgna6xFvuIwfx5mBmHzWXz++PQ9Ande7SXNJa1JwUUPhhHT1Iyswg3GAZXujLOzuvlK1m5+Z/Z/oGk7EtPdwlMnDt2u5JHgGndtc5ZQ5jPuxrWs6m9LYf9bYT9xI/irWtH677LM9+mOSXgNoH1kniJ2rss9cPA7JTwna4raLAMWDjM6HGTaXDvEz4R/e415weMVLrP0hqf8KI4dapdyUNLfZcKM6/pvp+ymCSBIkteDLlZBjML7F4xX0dMygWL+VpljV31RaofNZj/ifgh+nhAoVMlO9cwqXU/qcnswkVKwF2AnKSJEuF7LeaD491oEt1I5d57LgUWWOrfnUqFKp/Qlad0BegbDRvgJX3cqS3EPrXTwB4U56Ic5oD55OfGkZVMfxAoErrymLMMuX0m/o6ScPwag/1CmcKCNZUVqX3VYL8YYeCBAO95SRiPo0PrPg6l7sooAXeX96SsFam9H+wHDLjWfQk+XmYMrGv7Foxivp1UecYi1WMN5jMRwT4Y4D13UiASvKhI6MoFxqxDnTsyYCTWueIEXZSqLhBY5+7Y7Vlou0ymhf811D8fMPO+dV0usfRES929Gmow7J0BhRd3IcynTGjdd5N2a1tKwK0ZpSIx3sQ79z6ou84ycY7RxPXT9VqtAuVHGT72ArZ6KO6FceV8wgsB18B9vWGxl1YoTKWBQ1w3WspNVAFzlbNa/h24L9kK3qEtlUqgbwm4vtnAnwxsGi+I1SVaP9islKRP+Bvg7RH6agGeF89WclJa98mxnKqmll88UzWg6+MT2I+lh9WpH8L4nW5iSdfAKgtLLHae4ZFvBuzS0W5APrW7ourhWjiugvfp+FQ6Kzmb6uwczItX69qcF5B3FZo0BoxAifA4C4fH37BlltfhVQvIu05ckcOntgBsw/PCBq4u402ygtbUJkDrfmr8krpaCTgpkpPU41NzZ3TfnXTSBeuODF1vYe4u5L9xNMbd+XZl+ITOVsTxiuHdA7Zyd8g9M0rcuKNlyL2zblmH2OI6PuS3AePKbGr0OQGfK54JG7sKWM169q4Tpb04oLBbnNB9an8B+5+NZePriWOrXRmt+3aJJS+vBJw805YafUJXAtLVQU70ThdYCbjqU38M8FyxgK6P/QjfWF9dirLh6Oi5x6kEO4u/v2CYDW8AE2dTzH2jsPlCPLfTW6NPCbjXPDnMtyxsEjOEx8B+JaDw3Zjy+ITu6Js7pbDeMJgFZfLFuLo6Iad13wmq8XUqAcdnNSXJ2dQ+lcO+A9g+ycfLwBNg/mHg9DL5b0/JyQQuLhGeOHEeuZG2ewK8FyZgpiMqdmfZjI0YuwHsljEMLJ9BbrPTGXk4hqxEeoyATzivWYWqdd11j4thxT5ldri7nVB8whDIN7rGkvtNhZHUa5Br3bczo8nKKgEny3MtbSVqR9jx4y5JJ90VYK81mN+X8b7XwRDaVu1TvSzqcZ7FXlChsEfbSrt4wdHY3JXULgd2jmF2bBRmLsRzx7c0+oBAierrLOZXwEtjujtq4KQy3kdiyq8l5lO9w/U8bpyAzYkV8u69c+pD6z6dKVACTpj7foRH1uEtHUi6rpfp1Rbzuwr5HyTsdmLqilTvN5iGx4wMfKWMd3RixjqoyCd0PVpjPR40DO1dZuuzO+iOVCdAoETt+PEjQWY4prrbDOZdZfKuOcOkhk/oKsdF/D3kvlJmpKf+HrTuJzXNk75ICXjS6J6+0Cf8PHBgB5Ku2618FdRPC5j5owRc7bgKn9AV9Gi4roYwu7jyfB13IiEDbTQ5d42UPzIfzx1p0ugxAnO4YpMVbHIu4GqjxxoGymW8yCYKsZQAPtXHwDQ8W2wwh5fJnxhXV7fktO67RTrG+cfuudJfllzStdg5BrNdsu907eNgrrSYX1fI/28/USkRzrHwhwifRwO8btfknTK+EuHnLMTa0GYx/1Mh7zbYafQIgRK1j1jsN4CN47lkHrKYz1UY+Uk8+eZSzUuy8tYAL+rvJQnzk9ahdT9pdG1dqDvgNnD5VL9g4cDkky6PAldY7K8qFE5tw6WeEvWpnTpxpGo9vyzcXsGLaM7QU2Gs58y+LDl4iJybl5adayymXCE/5Tun3ibSH9618zh1PCJ72fO44/U/Z4/EOmH5hK7ndVTp1d0b9RvuFbpa952fCSXgFozHk6450EDCd7o8YjGXWewvFuD9uvNT3XkLPrVromrrWuyZFQqzO+9FZyz4LHs9jP45XilQe01AoWvtFjsTcf9q3Z8le46N/2CK+4NvJdgfBBSOSDpqnzDyvPgwuZlzGXFV6Xp2aN13dmqUgBvwLVI9Csybk0+67vGWvXQIc+p88r/v7NR2X7tP6I7kNHzUZ7GfqVD4Tve9Ss7im1haGKN+WZxzowZz16Y8tMXJ7LIqOQ+kqRWBiWNwrg1hrI1WBpZa6gcFzHQ73xMdJW7cyDL0SJTSYUafP5dtY7X3TNSxNpVp3bcJrA1xJeAJWKWJpGux24NJ8F2ledBS/2uOoVPKjPypjbnpK9Hxs4Sjbqd2wzFGbuaZPf5rPw7wvfnns6bzSGgwm7WWt48b6puV2ca9YtDoIAGfJc+35M42EPfJg7sz/UOA97ZOuTWLcPNhuC1K/508PP3KPvmBpnXfmVWS6QRconaUpe52L2+XZNK12AdymIsN/HQ+njvOMvBjNuF7c3BKRKBPBHgzBgXCHOzQCsLrwGzTOiYzNsbQ5mey1T9by0piMgR8wk8AX4nf59feD/YTATPdeeCODZ+lr4T6ZREGUm/L2W7gWvftEmstn7kEXKL6RYt5M9hEky7gWpFdDObkgPzC1ugHS8IndI/U3fnn9YZ7zFfGa1gNqJ8p+NTOB7t7nBjqmF0XkL8kjqxk4hPwCc8EZsW9wmD+UibfsFNXXB1x5YqEvjvO1FjejgYUEnzSFterqctp3U+d4ZMaMpOAi4TnG3DtxhLrp2vgHuAiQ+6k+Yyck9y09J8mn9qNYGdGJOA/lvHm9F9UrT0uUv21wbgSozGGeU9A/ucxBCXSgsBEzXH3xCVWP10LK3JwbDcLwfiErrPZTyNCWR7gtWz+0asLQes+mZnJRAKeTfjOHCT1uMnVgr0A+HEvHyFIZnnE1+ITPt6km9CHA7y+KCQSP+KnJX3CbwGfjXntMQHeF2LKSqwBAZ/aT8C+L86xsPHL7Y2rqO+/iG2WdBNokfBIA99sZNPCwxW8Z3fTn6Rtad1PnWgmErBP+DPgPZPFZbF35TDnjWF+pMeI61OcRfiC4fGnAQ3HGCs3O5PtB/od6Gyqh+cwxzc587kmm993cvPPZNd5r19X4u8vsmy4EMyOMX2tg/1VQMG1++z68Kl+B0xU7+u7A7xNu+5Uwga17qcGNBMJeOLxc6x3dWvgvMPCuYb6iZ04ojC1aeutq0tUP2bHk0+j8a8Ar2Epvt6KYureFKm9yVD/fZwNfRaOq+BFfTlP3ZkB01CkeoSBL0eVdVw/XPPPHBw2n/zctFCUCE+x8N7G9s3NAfmt0vItSbta95OnmYkEHPMO2B1LuN3C2cPYE+ZRcH08NWIQaFFx6PoAz3WDysTwCV8D9pwYiaI+g5WbnM72j2UCzBSC9AldAZS946qw2HMqFPaKK98pOZ/aGWAPiEjAiwPyrh/4QAyt+8lNYyYSsEPjE94ErPuL04K51WLPGmL68fPZ4vrJYcz2VSWqyyymYQ9dA78s470rS4SKLH6pYdqVYJ7fLO4cdq/5FDK9ea8ZnyI3+DDtJIONcebaaXLnrvlqmULqfbHHv3Nq54Dds1GMFi6t4L1mkP4utO7bn83MJODxP4glPwUzC3L3Gez/1cl9v8KIa5itMQUCPqGrndtwd7mh/u4yM38xBfV9e2mJsGZhJCqAHOal88lHFmro28ATcNyn5hqRvAdsy/rb4+Zcf+z6rDLb3JmA+URUNOuNDZwd4MW+q0/EoS4p0bqPDzpTCTg+FknGJVDkes8wrUk924efFbCLa6uYyeETuhKHuzQI/u8BXuz2eFmBV2TpSw31BUDcx7NjFk6u4B3Wa4xKhIvteA359YaBgT2a54LVuo+3GpWA43GSVAQBn9oXwH494uNHArxNsg6vRO3nFnvwGjukrwnw4pZMzAy+IkuPNNS/2OQ421osDNw+yqr3nsl2Z/ciJJ/wZmCLCN9+GuC9vxf9TsonrfvWJJWAWzOSRBMCzd5zAbrLW4OdK004jL1lLvnII1tZXWw+VbdxreH70ggmlQDP72VePqGrGfBvjXy02G9XKMQ9O97LYbb0Tes+GpEScMvlI4FmBHzCO4AXNZYxJwXkPyiCIhBFYD+WvKlO7sfAC+NQMvBwHb5QwfthHPk0ZUqED0V1zhqE7mBpsh0U20rAgzKTKcXhU10FJqL1mz0woHBGSq7JbI8T8KmdCva/YxYvAczlT/D4Hmexk6u61vPDJ3R7H57R2FH7noCCypL2/Cx21kEl4M7yHWjtJW7cxTIU1Ue177q9DPRk9VBwJRbn60wrG8y2Md1aaeDEMt6nYsr3hFjzH6dm3yw2bemJiekhJ5SAe2gy+s2VIuE3DRwZ4ff9AV7Tc7D9Fq/8nTqB2VS/mMN8LvrOcF0bdlmOaQfNZ6tLp269uxp8wrq7bW9k1cDOZbyruuuRrPUaASXgXpuRPvKnHx0TvwAADK9JREFUyJL/M+Re2/gLxlxSJr9rH4UjVztMwCc8H4hbEtYa7BllCn3ZRetobO5KamNRSLNQH73Dy2kg1CsBD8Q0phOET+h2874gwvrxAZ5rlK6RcQI+N74Fhk8A23BH8Hr3vNgHcuQ+WSbftwVc9ueqZ4+x4YNRUz8KMxbiPZHxpZH58JWAM78EJg/AJ3S/8HONNNRhnwV4roavRoYJ+NR+aeAdFttwnayPxlwckN+t35H5LNkGcjc0jsPYgHxMHv1OQv43I6AErPUxKQI+tTeAPTfiC2YsIB+xM3pS5nRRnxGYTXXbHMwFMzOm6yss5jsV8l+KKd/TYvsT7j4G7pF7ozEW4Onvo6dnsDvOKQF3h/PAWfGp/QDs4Y0Cs5i7KuQjzgYPHAoFtA6BEkuPttRdkYkZ8eCYJfDEmwO2XxxPvvelitTearC/i/D0iQAvJpvej1UeTp6AEvDk2WX6Sp/wCiCqlvH5Ad4bMg0oo8EXqV5kMHEfIbtdwr8J8NxZ4IEaPrXDwf4gIqhHA7yNBypgBTMpAkrAk8Kmi3xqD4J9diMSOcwx88l/QZSyQ8Cn+nYw/wPEPXp2D+QOCxgZyEItPuFXgKjH6fcFeFGbF7OzaBRp4zNq4iICrQg0O+OYw+w6n/wlrXTo88Eg4BP+Bjgo6szr+lHacwMK/zUY0TeOokR4ooUPN/rUNZEo471kkONXbPEI6A44HidJrUHAZ9n+MDo34stlVRlvuoANPoEi1+1k2OB0wIsZ7eMWvl7B+1ZM+b4Vm/hR8vZGAVioVvDibk7rWwZyvDUBJeDWjCSxDoEi4SkG3hsB5tYAL6oFm1gOCAGf8BuAKw25QZyQDPzDYGbPJ39bHPl+l/GpVcDOjohDXcL6fYIT8l8JOCGQWVLjU/sH2KiG6YsCvFlZ4pG1WH3Ci4G4Vc7GwJ4SUPhAljj5VP8C5j8jYr4wwItbESxL2DIXqxJw5qZ86gGXCB+1sGFjTeaogLy7O9IYMAL7UfvvMerfN5jnxgztjhwcMj+DBVlKhFdZeHkEpyDAK8VkKLEBJqAEPMCT24nQWtW4NYztVGabazthWzrTI+AT/h5wdZljfmeYBQH5Ynoep2vZp1YFG/Vu/FeDePQqXeL9aT3mH1N/Bievkyfg7oLq2KgavSsCvIj+p8n7Io2dJzCLcGQa/NnCSExrj8DqpyAnxJQfSDGf8HbgxY2Dsz8IKHxsIANXUG0RUAJuC5eEi1R/azBva0zC1ALycXfECmYfEPCpPgom4nXDegFcuZyH9zyHXR7ug9A66qJPeB/wvAgjXw7wvtpRB6S8LwgoAffFNPWOkz5htcmxk3kB3pt6x1t5MhUCRZbsa8gtiKFjFfBDdb96mpRP+CgR+yQMucPKjPw4BleJDDgBJeABn+Ckw/MJlzep8fvJAO/7SduUvnQI7Ef11XXM35pbtzfXyb1jgQqvrIXJJ1wRfUQrd+CgVgBLZ6X2r1Ul4P6du657vj/Lnj3GaGSP0yGGt5rHVjd33TEZ7BgBn9DNd6OSoxb4U4B3YMeM97Fin9oo2KFGIVhyu1UYcUe5NDJOQAk44wugnfCLhB82cGLENY8FeBu1o0+yvU/AJ/we8Il1PH3AwBFlvJ/1fgTpeNisVOsQ5OfhLU3HM1ntJQJKwL00Gz3ui09tHtj9Ity8IcDbrsdDkHuTIFCk9lWw7zGr32naSwIKURWeJqF98C7ZHTu8ETX3XrzhmMG9zzyd17pXORoZJ6AEnPEF0E74PqF7vNywzKTrfVqm4Arya4hApgkUWfJiQ84dQ2o4Ajx972Z6hTwdvBaCFkJsAj7hSmBa4wvMBwLyJ8dWJkERGFACPkteCbnLIsKrB3gN3w0PKA6F1YSAErCWRywC+3DDltMYXhYlPMzo8+ey7f2xlElIBAaYgE+1CCZoHKJdFVBQt7ABnv92QlMCbodWhmWLhEca+GYjBBYeruA12imbYWIKPasEfG48BIZ+GhH/vwK8Z2WVjeJem4ASsFZELAI+4Z+BvSOErwnwogrPx9IvIREYFAI+4WeBiJ7H5sGAfNxmFoOCRHFEEFAC1tKIRaBI9U6D2SziDvjUCl5Uf+BY+iUkAoNCwKf6HTCfjojnnwFew7+jQYlfccQnoAQcn1WmJX3CUSCisADvrOD9JtOAFLwITBAoUj3FYKJ+kN4U4MVtbCGmA05ACXjAJziJ8PZl8cuHmH5VI10G6pvy8IyT2SXy3GMSPkiHCPQLAZ/aGWAPiPD3ugBvh36JRX52loAScGf5DoT2ErWvWexREcHcH+A9fyACVRAikAABn+o5YPaMUPXXAO+1CZiRigEgoAQ8AJPY6RBKVC+ymN0a27GXBxRe1WkfpF8E+oWAT3gpEPU3cVaA98Z+iUV+dpaAEnBn+Q6Edp/aPWBfEBHMjwK8Dw9EoApCBBIg4BMuBiLKspo/BOTfmoAZqRgAAkrAAzCJnQ6hWWF5YP8Ab36nfZB+EegXAkXCm01EyVawJwcUPtAvscjPzhJQAu4s377XXqL6Oou5MCKQsQBvuO+DVAAikCABn9o/wb6wkUoL36zgfT5Bc1LVxwSUgPt48rrhuk/4feDjEbbuDvA27YYfsiEC/UKgSPiQgU0a+Vun/ukFzDyuX2KRn50loATcWb59r92nehmYVzYOxF4cUIjYnNX3oSsAEZgUAZ/wX8AzIi7+7wDvV5NSrIsGjoAS8MBNabIB+YQPAhF1ns13A/JHJGtR2kSgvwmUCFfaiK5hOUb3mc+2rqyrhgigBKxF0JRAswRsqf9XhZnnCqEIiMDTBErUxiw214iJYWynMttcK14i4AgoAWsdNCVQJDzfwO4NhB4K8J4jfCIgAmsT8AltFJNRHv23hex8r5iJgBKw1kBLAkWWvNWQ+22DH2vfD/A+2VKBBEQgYwSiE7AZC8jr1EDG1kOzcHUHrMXQkkCR8MsGexCYF1p4DMypFfJfanmhBEQggwR8whXABg1CvyrA2zmDSBRyBAElYC0NERABEUiQQJHa+w32pHWeGi0fI/fyMxmpJmhKqvqcgBJwn0+g3BcBEeg9AnO47bnLWXFGDrarw/XTGD1wLtve33ueyqM0CSgBp0lftkVABERABDJLQAk4s1OvwEVABERABNIkoAScJn3ZFgEREAERyCwBJeDMTr0CFwEREAERSJOAEnCa9GVbBERABEQgswSUgDM79QpcBERABEQgTQJKwGnSl20REAEREIHMElACzuzUK3AREAEREIE0CSgBp0lftkVABERABDJLQAk4s1OvwEVABERABNIkoAScJn3ZFgEREAERyCwBJeDMTr0CFwEREAERSJOAEnCa9GVbBERABEQgswSUgDM79QpcBERABEQgTQJKwGnSl20REAEREIHMElACzuzUK3AREAEREIE0CSgBp0lftkVABERABDJLQAk4s1OvwEVABERABNIkoAScJn3ZFgEREAERyCwBJeDMTr0CFwEREAERSJOAEnCa9GVbBERABEQgswSUgDM79QpcBERABEQgTQJKwGnSl20REAEREIHMElACzuzUK3AREAEREIE0CSgBp0lftkVABERABDJLQAk4s1OvwEVABERABNIkoAScJn3ZFgEREAERyCwBJeDMTr0CFwEREAERSJOAEnCa9GVbBERABEQgswSUgDM79QpcBERABEQgTQJKwGnSl20REAEREIHMElACzuzUK3AREAEREIE0CSgBp0lftkVABERABDJLQAk4s1OvwEVABERABNIkoAScJn3ZFgEREAERyCwBJeDMTr0CFwEREAERSJOAEnCa9GVbBERABEQgswSUgDM79QpcBERABEQgTQJKwGnSl20REAEREIHMElACzuzUK3AREAEREIE0CSgBp0lftkVABERABDJLQAk4s1OvwEVABERABNIkoAScJn3ZFgEREAERyCwBJeDMTr0CFwEREAERSJOAEnCa9GVbBERABEQgswSUgDM79QpcBERABEQgTQJKwGnSl20REAEREIHMElACzuzUK3AREAEREIE0CSgBp0lftkVABERABDJLQAk4s1OvwEVABERABNIkoAScJn3ZFgEREAERyCwBJeDMTr0CFwEREAERSJOAEnCa9GVbBERABEQgswSUgDM79QpcBERABEQgTQJKwGnSl20REAEREIHMElACzuzUK3AREAEREIE0CSgBp0lftkVABERABDJLQAk4s1OvwEVABERABNIkoAScJn3ZFgEREAERyCwBJeDMTr0CFwEREAERSJOAEnCa9GVbBERABEQgswSUgDM79QpcBERABEQgTQJKwGnSl20REAEREIHMEvh/SgEshhrnAooAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="95" y="0" heading="131.72932330824642" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="77,0,219,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="228" y="74" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="68" y="202.66666666666669"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="68.66666666666663" y="326"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="80" y="85.66666666666669"><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="10" y="23"><block s="setColor"><color>0,235,111,1</color></block><block s="clear"></block></script><script x="280.66666666666663" y="183"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="141.66666666666663" y="496"><custom-block s="dual pinwheel, branches 1: %s branches 2: %s"><l>6</l><l>7</l></custom-block></script><script x="80.66666666666663" y="443"><custom-block s="pinwheel, branches : %s"><l>45</l></custom-block></script><script x="509" y="385"><block s="setSize"><l>1</l></block></script></scripts></sprite><watcher scope="Stage" s="getLastMessage" style="normal" x="10.000000000000455" y="9.999999999999986" color="230,168,34" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches : %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l><comment w="205.9999999999999" collapsed="false">decides how much the core onf the pinwheel should be </comment></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/><comment w="90" collapsed="false">decides how big tha angle will be based on the parameter &quot;number of branches&quot;</comment></block></block></script></block></script></block-definition><block-definition s="dual pinwheel, branches 1: %&apos;# of branches 1&apos; branches 2: %&apos;# of branches 2&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="up"><comment w="90" collapsed="false">makes a pen to not write a line in the beginning when it is moving. - malik u</comment></block><block s="doIfElse"><block s="reportEquals"><block var="# of branches 1"/><block var="# of branches 2"/></block><script><block s="doSayFor"><l>the branches needs to be diffrent numbers</l><l>4</l></block></script><script><block s="gotoXY"><l>-95</l><l>0</l></block><block s="doRepeat"><block var="# of branches 1"/><script><block s="down"></block><block s="forward"><l>100</l></block><block s="forward"><l>-80</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of branches 1"/></block></block></script><comment w="90" collapsed="false">draws the first set of pinwheels - malik U </comment></block><block s="up"></block><block s="gotoXY"><l>95</l><l>0</l><comment w="90" collapsed="false">moces the spirte away from the original spot - malik u </comment></block><block s="doRepeat"><block var="# of branches 2"/><script><block s="down"></block><block s="forward"><l>100</l></block><block s="forward"><l>-80</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of branches 2"/></block></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>