<snapdata remixID="12331813"><project name="U1L3-Pinwheel" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><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>90</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-50</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></script></block-definition><block-definition s="pentagon side %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>5</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>72</l></block></script></block></script></block-definition></blocks><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" 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JSWpQV5aa9mQG8podsnCpCmQ1D/l3AjmS5OwLAdsERt6ZLsZYEzLANvJ9GvL88dkp/oZtwn8ZtzFqd8HUHOmubmev+Cq0AUPOEERPq8YUoxlqUNaz04tkykxn7jAY85OvVNOeWpyVqJ4hJ0i2+vW8bZsK5LXqCvnDYnl4vHqgzB8CCESFwG3Xp0k79UZCMsCZcnk2r6rvr9My/HeBPnR7uqxX800fGGPf1ZkzZM62aoSeMTK6zx1b1C1hPUaYX3mJT92y9slJ1eOl3gXh/5hzVpjWEYgdgau7Jku/q1KFDHCm5p6iNfX91c8OL4BbqOeFt9+QKs26bDLeucGfxQLnNfXKg7elSUc1Mvp7deXJHwIIIBCKwIXNkuSRoRlCBoSiF/42nrKf6/uPPTO8AGbOb/iFCHYPPS9Jlg6t1NKNamR0UTE/e4L14/MIICDm898Z4zOFDHDmbPD4f23gD2c1jAHXpcqRh8Uz59eB+g35j7JX862vGxy5aWQOHAZNIoCAQwK52XHyyRu5Ya2IRAaEXjwzgOu03BDSIvC75/w267pJjYTlVmjoZQh9y3EPZMrPv5WpN9nw7D10RbZEIHYF1n5QRT0DJgOcOAM8O35p4G9z5Sb58tvg39XMnF8nSrZvm8k+jzkoy1hd6plpzoyMdl6BHiCAQKgCa9SShGRAqHrhbecpXtPA33fIFpn7XnCrFDHnNzz4SG59/NHxZggPur9A3gqyjpHsB/tCAIHoE/huYRUhA5ypm2frt/X9D44tlOemB371xJxfZ4p1oFbPaZwkY+7LkI7XbpKvV/M4QL8K0SME9BT46p08IQOcqY1n3ef1/NNml6gCBL4i0n/VnF9jjVnm/DpTtMpa7dY+Wb1GUo2MVtOTthQwMlqv6tAbBPQU+Gh2jpABztTGs2ZpPf+yT0vNRZkD+dsz51cNvPLzb3wgZLZ+5pbeqVJDLTv47wGMjLYVnsYQiFKBhS/lCBngTPE8n79b1/+nepfvVYMCWzrQnPM7Xq3zu0CPtzA5w6Z3q6PvSZd8Vc4hDwX2o0rvo6F3CCBgpcDsZ7OEDLBSuPJ9e95/pa7f5/WotyodfEUkc77X4WrO712BhbUzh0Sr8XFqZPS4LPUjqUjGTQn82T5yCCAQewJTHssSMsCZuntmPVfbf+Kx8dLy8gMHsDHn1xhpe6563SRzfp0pVjCtVj2ifGT03aMK5PV5wY1wD6YdPosAAtEt8L9hGUIGOFNDzzOjTvKfp5aaa9zuwC/RnzQqU+YtZp1fZ8oUWqtnNEiUiaOyzEFZn65kharQFNkKAXcL3N0/XcgAZ2rsGTGkhv+aS5MPuIoNc36dKU4kWr3kIp/06ZFiPmLYsIlRc5EwZR8IuEng+itShAxwpqKem3qd4L9vYLrUOLfiBRmMOb/z1Tq/PW5S6/x+yVWUM2UKr9Wbrk6VBnUSpFs/RkaHJ8nWCLhPoGNrr5ABztTV06Xd8f7Jj2bIcWdVHMDM+XWmMJFu9eE70qVMvZ/jluGMjI60LftDIJoFGtdPEjLAmQp6zjz9aP/7M3Ll6DP++kcPjDm/d9yQJud23cicX2fqE9FWp47JkkXLSmT0s9siul92hgAC0Stw1OFxQgY4Uz9P1apV/cZqGCc03SAlpTv36cXbz2fLw+MLmfPrTG0i3uphh8TJ7Gdy5KtVpXJFf25HRxyYHSIQpQJkgDOFMwP4R7UaRvNLN8r3a/9+h7Ax5/coNee3H3N+namMRa0+NzJTjPdG3/lwQVDv/7aoO+wWAQQ0ECADnCmCGcCr368iPQdukfc+LJ8vypxfZ4phR6vXXKpGRLfySvVjE6Rjr3wG1tmBThsIaC5ABjhTIDOAV76bJ/c8UiAvvlZk9oI5v84Uw45WO1/ok0b1E+XQ3DipVztRareoePCdHX2hDQQQ0EOADHCmDmYAr5iTK89OK5JHny4UY0WdNi280uX6fGd6RKuWCrQ8yytdL/bJVQM3y7wXciQpUeSsThstbZOdI4CA3gJkgDP1MQN48cxcWbCkWB55apvMn8acX2dKYU+rp52cKLf2SVUv5ij/gbViTp58v6ZMOvXmB5c9FaAVBPQTIAOcqYkZwHMnZcuan3bI1m1+2Zi/U4Y/XuhMb2jVcoETjomXsfdnmoPujL/jq8XLHFX/V98qlpvvZY6w5QWgAQQ0FCADnCmKGcDTnsiSzHQRb1KcWmyBOb/OlMKeVg9Rz37fnJgtDS78+93fxptwRg7JMH94jZ3MHGF7KkErCOgjQAY4UwszgMc9kCHnqqkp/YZulTcXsHKOM6Wwp1Xjme/Kd6vI8Wft++KV29QLV4z3wXbvly+LlvPKUXuqQSsI6CFABjhTBzOAhw1Ilw4XeOUkRsQ6UwWbW/1ajXo/9aINUqgeOez9N+HBDGl8apLUb7VeivgdZnNVaA4B5wSGDUhTGeAjA2wugRnAzc9Mku4dkuXKm3k7ks3+jjT3wSs55iCs3/7c981nRmeM58GZ6XEHXZ7SkY7TKAIxIHBRc5/8ua5Mln9RZtvRkgG2Ue/TkBnADeokyh3/SZP212xyphe0aqvAnEk50v+eLbLyu4q/4B+9nie//r5D2l7N+WBrYWgMASUwUa293kDN0bfzjiQZ4MypZwbwcWok7FMPZpoDsPhzv8CLj2fJY2rO95KPK37We1henLw3I0feeq9E+g7Z4n4QjhABzQTeUe/h93njpEnHvwdLWtlFMsBK3cr3bQZwbrZH3p6SI/Vb21NsZw6VVncLjBueqaYdFckb8yt/0NvqXK88cV+GjJpQqP5jZDRnDwJ2C6x4U83R/6lUOl1n/aNBMsDu6pa3ZwZwQoJHvl2QK8c24bWEzpTB3lZHDE6Xz1aWyvOvlr96tLK/m69NkRuuTJVrb9kib73PqCx7q0RrsS5w9FEJ6sIoW2bPK5Kb7rZ2jj4Z4MzZZgaw0fRX7+RJo3YbZGvBviNjnekWrVopMPj6VMnf4pcnJh38ynaMugo2Bmic2WGjrN/4z0FbVvaTfSMQ6wLtz/PKqLsz5MGxhfL4cwf/vobjRQaEoxfatnsCePHLudK1b778/NvfSxKGtku20l2gd/cUycrwBPzGs9eezhZjLeHT1NQl/hBAwF6BwX1T5NpLU9Ua3mrFuqXW3YkiA+ytq9HangB+/dlsufWBrfLFN/YNfbf/cGnRELi0rU/q1UqUW4YHfltr6as5smGzX1r3YGQ0ZxECdgs8qQbJNjk1Uf0IXi8FFl0IkwF2V3WvAH7+sSx5Qr2G8P1lJfb3ghZtFTAGWLU7zyfXDQ58cEdaishyNT1p0bJSueaWwLez9cBoDAEXCxivkM3OjJNGba25E0UG2H/y7LkCHnNvhryhXkM5+x3rbnHYf3i0WJHAGQ0SpV/P1KCXnGzayCvPPZwh46ZskwfGsGAHZxcCdgssn50rf6zbKW16Rv5OFBlgdzX3ugK+f1CarFy9Qya/vN3+XtCirQK1TkiQkXdmyAXdg5/3ff0VKTKoV6r8Z+gWcwUl/hBAwD6BKmoxlUXTc2WeWj62z+2RnaNPBthXx90t7bkCHtQ7VbZt98v/nrXoAYP9x0aLlQj869A4mTEuS71uMvgANnb5yNB0MV6X1+KyTbL2F8YMcKIhYKfA+U29Mm5Ehjz2TKGMHB+5f6/JADurWN7WngC+9vJkOSQnXu4dXWB/L2jRVoHUFI98pG5l1WwW+rzvGeOy5dhqcXLKBdY8j7IVhMYQiDKBm65OMR8j9b5tS8RWsCMD7D8J9gRwlzY+ObVuogy8L/CRsfZ3lxYjJbD6/SpSq9lfUhLGyoOLZuTK9uKd0lJdCfOHAAL2Cvzv3nRpeZZPmqrXVf65Pvw5+mSAvfXb5wr4/LOTpGMrn1x7a2SfK9h/SLQYiMBHr+eaU4rWbQjvi2tM3v/o81I1R5GR0YG48xkEIikwa0K2/OtQj1peNLTHSXv3hQyIZGUC29eeK+BG9ZOkv7qtcUmf/MC25FNRLTDvhRzz9tW3a8J7hntanQSZOjZLJs0olqEjuXsS1ScFnY9KgQ9ezZXNW3aqQZXh3YkiA+wv/54ArnF8gjx2V7qc1y28Itp/CLQYioAxCGuEmkq07LMw7kHvarhnlxQZemOqerHHFnlxFiOjQ6kH2yAQqkCyT+QTNUd/ySelctXA0O9EkQGhViD07fYE8OGHxMurT2VJw4sZVBM6Z/RsOeG/mSosi+TtCC2yMFwt8HBJa6+an5hf6TrD0aNDTxGILoGzTkuUiY9mypMvFMn9IQ6kJQPsr/meAE72eeTTObly4jmhj4y1v/u0GKrAw0PS5UP1i/ml1w+8IlIw+3/hf5lyUvVEqXse51AwbnwWgUgI9FLveB+sppP2v2eLzJgT/J0oMiASVQhuH3sC2Nhs1YI8qaemlWwvYkWk4Bij79ND+qWqN+r41S/myM0jNBQWTMsxMc65JPxBIdGnSo8RcFZgpPphfXFLn3qUuFF++Cn4hXXIAHvrt08AL52VK+2uzpff1wVfOHu7TWvhCtzw7xTxJoo8FMGJ/Lv79PlbefLVt6Vyad/Qn0eFe3xsj0CsCkxX4zuOq5ogp7QK/k4UGWDvWbNPAM+dnC033rVVvl4d3shYew+B1kIR6NHRJ9WPSZA7Hor8i1dqqQF9r6nVtabPLpJb1Apb/CGAgL0Cxhz94hK/NL80uDtRZIC9ddongKeNyZKRTxbKhyvCHxlr72HQWrACbdVqSC2aJMoNd1oTkF3Vi11G3JYud48qlKenRvY2d7DHyucRiEWBL9/OkxUrS6V7v8DvRJEB9p4p+wTw+AcyZMabRTJ3IUsS2lsG+1s7u1GSXN01WbrfGPiXM9he3t0/Xbp39EqXXvmy/AvuqgTrx+cRCEfglNoJMkPN0Z/ySpEMCfBOFxkQjnjw2+4TwP+9Pd18q9HU1yI3Mjb4LrGFHQIn10qUewekWbKs2d79f+6RTDm1TqKc1CL451F2ONAGAm4WuLJTstytvue3PVCggvjgK92RAfaeDfsE8O03pMn6jTvUeq8HL5S93aS1SAtUOzJeJo/KlLM6BfeMKJR+vD0lW5JT4qRJe+aYh+LHNgiEI3D/oHTp0sYr7a7Jly++OfCdKDIgHOngt90ngPuqtV6NlXJGPMFi68FTRtcWWRlx8v70HKlj05zdFWqO+Q9rd0rH63jTWnSdKfTWDQLPj86SOicmHPT7TgbYW+19Arhb+2SpVT1ebhsR+ZGx9h4WrQUisPaDKnLMmX/JzvDWYwikKal2RIK880K2zJ5XJDfdbc3Ar4A6wocQiFGB+VNzJC5O5OzOld/1IgPsPTn2CeCLmnuldTOv9LmdFZHsLYMzrX02N1fO7bJJNubbkMDqEC9u6ZXR92TIg2ML5fHnGBntTNVpNZYFjO/8N9/vkC6VLLpDBth7duwTwE1OS5I+PVLkshtYEcneMjjT2sKXcuTKmzfLmhDemBNqj2/tk2q2N1XNEeYPAQTsFTjxuAR5/ZlseXlukQyqYO13MsDeeuwTwMYzAmPuZusreE5nbxmcae2zuXnqccNWef3d4N8b60yPaRUBBMIV6HKRTx5UM16GPVogT72474BbMiBc3eC23yeAj/pXvLz4eJacyWjV4BSj8NMdW6svofqx9eiEbfLYMwy6i8IS0mUEQha488Y0+XfnZOmqXhe7dMXf730gA0ImDWlDz7HHVvWX7RqZnp7mkQ9fyWXOZkiU0bORMdLdHJARLzJHXf1a8TrK6NGgpwjEpsCzIzOlYV21etkF64UMcOYc8Pz8UT3/mR3+HhX3/aI8c0nC3QVxplu0aqXAsAHpauSzXxrXT5Lv15ZJbwbdWcnNvhHQVuAtNUc/NdkjZIAzJfKs//IU/9pfd0h7NUnb+PvkzTw577KNsn6TPSNjnTns2G31zFMTxVgLuFnXTWK8paqszM+qRbF7OnDkCMgnb+QKGeDMieA54/Sj/fNfzJE3FpRIv6FbzFuT1wzaLKvXsiShMyWxttVZT2fJM9O2y0y1YPf4EYtkdn8AABopSURBVBly5GHxDLqzlpy9I6C1wJGHxwkZ4EyJzEFYFzX3yePD0tXasIXS7Eyv3PtYgXz8BSsiOVMS61q9Xr3prG7NRLnu1vIFGIYPTpcmDRJteR2ldUfFnhFAIFwBMiBcwdC23zMK+pbeadK7e7J8rt4V+uiEQpm3mBWRQiPVc6vjqsXLu+pOh/HijR9+Kh91d/O1KXJ522SpfyHvaNazavQKAfsEyAD7rHe3tM80pHFqOcKWZyXJnQ8XyuSXWZDB/nJY16KxzNiKr8rkiUl/v4HKeO3cbX1TpVZzViqyTp49IxA9AmSAvbXaJ4CNppfPzpWffuWl+faWwdrWOrbySY+OPml79b5vOGt2ZpKMH54pxzf9y9oOsHcEEIgaATLAvlL9I4CNpsc/kCk//VamngXzggb7SmFNS7vn/Pa7a4t88PG+z/Wrq9fSzZ2YbS7IwB8CCCCwW4AMsOdcqDCAk30emT42S6a/UWSOmOUvegWMOb9+v189VvjnClc+n8iq+VWkWmMCOHorTM8RiLwAGRB504r2WGEAGx884eh4mT4uSwbcWyBvv8+7gu0pR2RbMeb8jhySoeb8bpTC7f4Kd/6jWpKwUdsN8sc65n1HVp+9IRDdAmSA9fWrNICNps9plCRj7sswF1H/ejXzgq0vR2RbmDUhS559qUhenlP5ykM/LK6ilibbJMs/2/U+0sh2gb0hgEAUC5AB1hbvgAFsNN2tQ7L06OCTTr3yZUtBxVdR1naRvYciYMz5PVnN+b1215zfyvaxakGeDLp/q7z6Fnc5QnFmGwTcLkAGWFfhgwaw0bSxhmv1YxOk54DyFzjwp7fA33N+N6o5vwe+c/H5W3ny+MRtMm7y39OT9D46eocAAnYLkAHWiAcUwEbTo+9Jl/wtIkMe2mpNT9hrxASMOb+fqjm/Y/aa81vZzpfOypHZ75bIsFH/HKQVsQ6xIwQQiHoBMiDyJQw4gOPjPTJDjYx+c0GRjJvCyOjIlyIye6xszm9le5+n3o715aoy8z3g/CGAAAKVCZABkT83Ag5go+lqR6iR0SqE73qkQF5X68jyp5eAsazY/Gk5cqOa87tkvzm/lfV05lNZUlDol+79eLygVzXpDQL6CZABka1JUAFsNH2Genn/xEeyzEFZn65kwYbIliO8vR1ozm9le37m4UzJy46TNj03hdc4WyOAQEwIkAGRK3PQAWw0fclFPnPhBiOEN2xiZHTkyhH6nsw5v3fumvO7LfCajFRrA9evkyjnXLIx9MbZEgEEYkqADIhMuUMKYKPp/tekSv3aCdKNW5eRqUSYewlkzm9FTQy+PkXat0qWhhexIlKYJWBzBGJKgAwIv9whB7DR9MPq6qlMvb/hluGMjA6/FKHv4foeas5vrYPP+a2ohZ5dkuWmq1OkTksCOPQKsCUCsSlABoRX97AC2Gh66uOZsuijMhn9DAs3hFeK0LYOZs5vRS20buaVUUPTpfrZLEkYWgXYCoHYFiADQq9/2AF8+CHlI6MfGlcgM+cyMjr0UoS2pTnnd6Wa86tephHKn3HlPPPJLDmWFZFC4WMbBGJegAwI/RQIO4CNpk+tmygz1MINxqCs5Z8xMjr0cgS3ZbBzfivae25WnHzyZi4rIgVHz6cRQGAvATIgtNMhIgFsNN3ufK8M6pVmhvBvf7JwQ2jlCHwrc51f9RKNG+8OfM5vZXtfu6SKnHzBBvWmM1ZECrwCfBIBBPYWIAOCPx8iFsBG032vTJGmDZPkkj75wfeELYISGHazWudX/a+idX6D2pH68JpFVaTN1Zvky29YESlYOz6PgBMCGWlx8sL/MuT9paXy4uxi+fFnPb67ZEBwZ0NEA9ho+oFb0yUpSU1TuoeR0cGVIvBPn6Hm/D4Swpzfylr4bmGe9B26VeYu4Bl+4FXgkwg4J2C89W6sGv9Ru3qi5GR7ZLta7/uHtTvkvWUl8uJrzgYyGRD4eRHxADaanjQq0xwY9PB4RkYHXorAPxnqnN/KWvjy7Tx56MkCeXZa5esGB947PokAAnYLXN4+Wc4/O0nqVE+QHDWuY3uxCmS1Etr7y4plqgrkg62KFun+kgGBiVoSwLnq1YbGyOgn1Go802bzj3pgpQjsU33UnN96Ic75rayF5bNzZfobRTJiDD+YAqsCn0JAb4HL26lAbpoktWuqQM6Mk+ISv3yvAnmRukI2/k1e/aO143TIgMDOD0/zpsf4v7OgGMZi8NPVyOgr++fL4o8YGR1YOQ78qWOrxsv8qTlybpeDr/MbTHsL1QIOy9To9YH38dggGDc+i0C0CFx6sVcuONcndU5UgawukIp3XyEvL5WXXtsuZIAzlfTs/KWB3/h1tOZn49dRqUydvU2+WxOZ0bDGSx7u6V8+MvrHX6z9xeUMn72tjh+hbu1/VRrynN/Kejv76SxZt2Gn9BzIkoT2VpTWEHBGoKsRyOf4pG6N8lvWZIAzdTBvQXdt41O/jrxSRxXDmBdarC5Y1/xUJovVr6Op6nbFtz+EPsLumsuS5cJmPjOEy8oCXyTAGQ59W+3QyidXdPJJ26siP8J8yqNZ4lODOjpey4pI+p4B9AwB6wTIAOtsD7TnCp8BdzECWT3Qr1sjUXJz46RE3a4wr5DVreRprxXJqiAD+Z6b08xfWX2HcIUVbJkPzYuTKzr75LrLU8w1ewNd5zeYdkbfkyE1jo+XlpcRwMG48VkE3CpABthT2YAGYRlLT11wjgrkmkmSl+ORkl23rI0r5GmvF8k3qw9+hTzhv5nqwX+ZDH+cgT6BlPbsRknSqbW6TXS2TwqLdsoW9ZKMpp2tCcihN6Wat6Mat2VBhkBqw2cQiDUBMsCaigcUwPs33fnCZGl1TqIK5AQVyPFmIP/4y05Z/HGxvKQmha/87p+BnJ7qMUdGT55ZJJNe3m7N0UT5Xo2Rgx1V6HZu7TOnEUxXP27S1YT7m69NldMv3iB/qee0Vvz17p4ivboly8nnE8BW+LJPBNwmQAZEpqIhBfD+TXcyAvnsRHNJvLwcdcu61AjkHWr0c4kKkWL56tvyQK55fII5MrrvHVtk/gclkTkCF+zFeLGGEbpt1es8Z7xRbE4JWrqifOT41/PzZOacYrlthHUjlDte4JX7bkmXGueyIpITp9PaD6uUVWv0V4ITbdMmApEQIANCU4xIAO/ftLFIQCs1AvpkdYVcxbhlrfJ3rZqDtuSTMvnp1zL5T88Uc1DWd2tid2R0RppHOl+oBqep/4w/I3SNK97NW/8eqDZRvdCkxnEJ0rCNtVemjU5JkimjM+S4JgRwaF+jwLda+0EVf7XGf3kC34JPIhB9AmTAwWtmZIAlAfyPQFa3VVupZ4y7A3mn3yNlO/wy8N4CWfppifzxlzW3Vg9OYP8nGtZTV7tG8Kor3lfmqtBVwVvRPGnjGfDERzKlx02bZeGH1t4tOOLQOFn8Sq4c3fgv+0Fc3CJh6+LicmhBCRiP1siAcrK9M8CWAN6/Uu3VLc/zzvJJvLrp1vDkBFm/0W8G8bJPy8oDeZ27AjlFTfExBlQZz0183l1Xu+pW84ZNlR/nstdy5Zvvy6THjZuDOtFD/bAKCznh7A3qeb677EP1CHY75Vemrmy5jRwsHJ+PSQEywLj4KrbnCvhgZ1ht9XaW009JlNPrJclpKpA35Ptl2YoSFcalZij/vi46b1XXr51g3mI2gnfOgnLwQK5m7x+ULu1beaWmjc9kf1RLEra4bKPlr6g72LnA/48AArEnEKsZ4MgV8MFOL6MYxmW6EcgN6yXIRhXIxpWxMTBp+WdlWq83nJgo5i1mI3SzMoyrXTWoSj3b/XN9YFeWVdS866WzcmX4mAJ5cop9o8VXv58nV6k3YQXyA+Fg9eP/RwABBMIRiJUM0DKA9y/cSWqFj9NVIDdUV8kNT05UC8erQFZhvPu29W9/On+FbEzJMkK3o7pyXbjUGP1dJPMWB//sdu6kbPPwz+9uzZzfyr4UK9/Nk2GjtsoLs1iSMJx/ONgWAQQiL+DWDIiKAN6/nLV2BbIZyuoqOV+9pGKZul29dNdt69/+DOxqM9zTJC5OzMFUxn+Hq4FMRugag6p+/SO09q+5NFkG902TRmrU87qNoe0j1GNa8UauTJyxXR6ZsC3UXbAdAgggYIuAWzIgKgP4H4F8wu5b1uVXyVvUVB7j+bERyEYwhxqIlZ1JNdVrG42rXeP5rtGGEbpzFwZ/tbv//r9WV6Ez51o757eyY1o0I1dduRfL7Q8W2PIFohEEEEAgUgK1ojQDXBHA+xfRCMjT1dzW8ufIKpALjCtkY4R1eSiHGsgdLiift3vMUXEy483yZ7uRWuXJnPOrXlTS8CJr5/xWdsLPUbe+jWPpNZj3dUfqHwX2gwACzghESwa4MoD/EcjGryP17Hh3IG8t3GkO5tr9HPmX3yu/3XvCMbuudtU0os+/KTNDd/a8yD4n3T3n98r+mx17Q9jUMVkmW5c+kV9tyZmvIK0igAAC5QI1Nc2AmAjgf14hJ5jTnXZfJRduU9OejKtjY9qTGtz18+875OKWPvO9zCepwhm3mF9Swfv9WmsGe5lzftWCFsZLN5z6Gzs8Q44+Ml4usHnwl1PHS7sIIBC7AsZrkXXIgJgM4P1PO/N1j2q604XNk6WBmrtrDK5a8nGJGbqvvhXZq93923Zizm9FXzujH01PT5ImHZ25BR67/xRw5Agg4LSAUxlAAKvK36ZGHhsLEuSqhSS+XFUmz7y0XS2KUGT5OVFFtbdUXf2OeLxAxj1v35zfig7spqvUesOdkqV+KwLY8sLTAAIIaCXgVAbEbAA3PDlJbr4uRU6rmyjGLeg35hfLLcOtW3GoorOtfM6vR8353ajVyUhnEEAAAbcL6JABMRfAA69Lk84XeeUQ9capr9Vz17GTt1l+m7miE3nPnF+1zu86i9b5dfsXiONDAAEEghXQKQNiIoBPrpkog3qrRe3VHOFitdD93PfUXNsHtkpR+FN3g639ns9/PS9PXlHPlwdbuM5vyJ1jQwQQQMBFArpmgKsD+D89U+XStj751yFx8u2aMnlKPWedOtv6Z7sHO28njsw0h8WfZvE6vwfrB/8/Aggg4GYB3TPAdQFcXY1ovr1vqpxxapKUlvpl3qISGfJwgeRvtvfVjpWd1E3VOr+T1Dq/Ts75dfMXjmNDAIHYFoimDHBNAPfuniKXd0iWow6LM+frPjN1u0ya6ezI4oq+Bsac31Xq2XN3B+f8Vvb1XPuhWtO2EWvaxvY/Xxw9AtEpEI0ZENUBXO2oBBlyQ6o0bZgoO/0iC5aUyF2PFsgf6/S42t3/NL5/UJq0V6+zrNlsveNnuFpA3q8WkPc43hE6gAACCIQoEO0ZEJUB3POSZLlSzVmtdlS8/PjzDnnu5e3y9Iv6Xe3ufU7lZsfJcmPOr1rn1+45v4RtiN9uNkMAAS0F3JIBURPAh+XFydD+aXJu4ySJU9dt7y0vlXsfK1QBXKblCbJ/p+ZMzpY4Nef3vG7WzvnlNnJUnA50EgEEghRwYwZoH8Dd2idLzy7Jcly1ePlZrbM7RV3tPjEputasvVqt83v79Wlyejs153e9nrfHg/wu8HEEEEDAFgE3Z4CWAZyVESfDBqRJ8yZJkpjgMd/LPHx0oXzzQ3Rc7e5/Vq5U6/y+qtb5Zc6vLd9XGkEAgSgXiJUM0CqAO7dJlmsv9Un1YxLkNzWQ6sVXi+TRpwuj+lR6Tk05qmWsvMGc36iuI51HAAHrBWItAxwPYK83TobfkirnN/WK1+sx1+h9cFyhfPZVqfXVtriFpqd7ZdKoDOb8WuzM7hFAIHoFYjkDHAvgtud5pVe3FDHWZTTehfzS68Xy37EF0XsWVdBzc86vum3evZ9z6/y6CpSDQQAB1wiQAWopnqpVq6oZtPb9jbg1XVo380pqikc++qxUHnpqmyxb4eBLmS069PvUnN8Omsz5tegQ2S0CCCAQtAAZ8DeZLQHc6hyv9LkiReqcmCAbNu6UGWpA0v2j3XW1u/dZaM75nZ2j1vkttH3Ob9DfBjZAAAEELBYgAyoGtjSAjZHMbVp4JTMtTj5ZWSaPTtgm7y0ttrjUzu9+jlrnN85j/Zxf54+UHiCAAAKVC5ABB37vg2UB3OzMJHl4SIbMUkvuDR1p70L3Tn4hru6q5vz2Zc6vkzWgbQQQcF6ghcqA/5IBByyEZQHsfPmd6YE55/dtNed3eOz86HBGmlYRQAAB/QSCyQACOIL1Y85vBDHZFQIIIBBlAsFmAAEcoQIz5zdCkOwGAQQQiEKBUDKAAI5QoZfNUnN+1zDnN0Kc7AYBBBCIKoFQMoAAjkCJmfMbAUR2gQACCESpQKgZQACHWXDm/IYJyOYIIIBAFAuEkwEEcJiFZ85vmIBsjgACCESxQDgZQACHUXhzzu8NadK47Qb5g3V+w5BkUwQQQCD6BMLNAAI4jJofflic1D0xUeYudP/bvcJgYlMEEEDAlQLVjkiQGsfHh5wBBLArTwsOCgEEEEBAdwECWPcK0T8EEEAAAVcKEMCuLCsHhQACCCCguwABrHuF6B8CCCCAgCsFCGBXlpWDQgABBBDQXYAA1r1C9A8BBBBAwJUCBLAry8pBIYAAAgjoLkAA614h+ocAAggg4EoBAtiVZeWgEEAAAQR0FyCAda8Q/UMAAQQQcKUAAezKsnJQCCCAAAK6CxDAuleI/iGAAAIIuFKAAHZlWTkoBBBAAAHdBQhg3StE/xBAAAEEXClAALuyrBwUAggggIDuAgSw7hWifwgggAACrhQggF1ZVg4KAQQQQEB3AQJY9wrRPwQQQAABVwoQwK4sKweFAAIIIKC7AAGse4XoHwIIIICAKwUIYFeWlYNCAAEEENBdgADWvUL0DwEEEEDAlQIEsCvLykEhgAACCOguQADrXiH6hwACCCDgSgEC2JVl5aAQQAABBHQXIIB1rxD9QwABBBBwpQAB7MqyclAIIIAAAroLEMC6V4j+IYAAAgi4UoAAdmVZOSgEEEAAAd0FCGDdK0T/EEAAAQRcKUAAu7KsHBQCCCCAgO4CBLDuFaJ/CCCAAAKuFCCAXVlWDgoBBBBAQHcBAlj3CtE/BBBAAAFXChDAriwrB4UAAgggoLsAAax7hegfAggggIArBQhgV5aVg0IAAQQQ0F2AANa9QvQPAQQQQMCVAgSwK8vKQSGAAAII6C5AAOteIfqHAAIIIOBKAQLYlWXloBBAAAEEdBcggHWvEP1DAAEEEHClAAHsyrJyUAgggAACugsQwLpXiP4hgAACCLhSgAB2ZVk5KAQQQAAB3QUIYN0rRP8QQAABBFwpQAC7sqwcFAIIIICA7gIEsO4Von8IIIAAAq4UIIBdWVYOCgEEEEBAdwECWPcK0T8EEEAAAVcKEMCuLCsHhQACCCCguwABrHuF6B8CCCCAgCsFCGBXlpWDQgABBBDQXYAA1r1C9A8BBBBAwJUCBLAry8pBIYAAAgjoLkAA614h+ocAAggg4EoBAtiVZeWgEEAAAQR0FyCAda8Q/UMAAQQQcKUAAezKsnJQCCCAAAK6CxDAuleI/iGAAAIIuFKAAHZlWTkoBBBAAAHdBQhg3StE/xBAAAEEXClAALuyrBwUAggggIDuAgSw7hWifwgggAACrhQggF1ZVg4KAQQQQEB3AQJY9wrRPwQQQAABVwoQwK4sKweFAAIIIKC7AAGse4XoHwIIIICAKwUIYFeWlYNCAAEEENBdgADWvUL0DwEEEEDAlQIEsCvLykEhgAACCOguQADrXiH6hwACCCDgSgEC2JVl5aAQQAABBHQXIIB1rxD9QwABBBBwpQAB7MqyclAIIIAAAroLEMC6V4j+IYAAAgi4UoAAdmVZOSgEEEAAAd0FCGDdK0T/EEAAAQRcKUAAu7KsHBQCCCCAgO4CBLDuFaJ/CCCAAAKuFCCAXVlWDgoBBBBAQHcBAlj3CtE/BBBAAAFXChDAriwrB4UAAgggoLsAAax7hegfAggggIArBQhgV5aVg0IAAQQQ0F2AANa9QvQPAQQQQMCVAgSwK8vKQSGAAAII6C5AAOteIfqHAAIIIOBKAQLYlWXloBBAAAEEdBcggHWvEP1DAAEEEHClAAHsyrJyUAgggAACugsQwLpXiP4hgAACCLhSgAB2ZVk5KAQQQAAB3QUIYN0rRP8QQAABBFwpQAC7sqwcFAIIIICA7gIEsO4Von8IIIAAAq4UIIBdWVYOCgEEEEBAdwECWPcK0T8EEEAAAVcKEMCuLCsHhQACCCCguwABrHuF6B8CCCCAgCsFCGBXlpWDQgABBBDQXYAA1r1C9A8BBBBAwJUCBLAry8pBIYAAAgjoLkAA614h+ocAAggg4EoBAtiVZeWgEEAAAQR0FyCAda8Q/UMAAQQQcKUAAezKsnJQCCCAAAK6CxDAuleI/iGAAAIIuFKAAHZlWTkoBBBAAAHdBQhg3StE/xBAAAEEXClAALuyrBwUAggggIDuAgSw7hWifwgggAACrhQggF1ZVg4KAQQQQEB3AQJY9wrRPwQQQAABVwoQwK4sKweFAAIIIKC7AAGse4XoHwIIIICAKwUIYFeWlYNCAAEEENBdgADWvUL0DwEEEEDAlQIEsCvLykEhgAACCOguQADrXiH6hwACCCDgSgEC2JVl5aAQQAABBHQXIIB1rxD9QwABBBBwpQAB7MqyclAIIIAAAroLEMC6V4j+IYAAAgi4UoAAdmVZOSgEEEAAAd0FCGDdK0T/EEAAAQRcKUAAu7KsHBQCCCCAgO4CBLDuFaJ/CCCAAAKuFCCAXVlWDgoBBBBAQHcBAlj3CtE/BBBAAAFXChDAriwrB4UAAgggoLsAAax7hegfAggggIArBQhgV5aVg0IAAQQQ0F2AANa9QvQPAQQQQMCVAgSwK8vKQSGAAAII6C5AAOteIfqHAAIIIOBKAQLYlWXloBBAAAEEdBf4P5ohELQbbClaAAAAAElFTkSuQmCC</pentrails><co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