<snapdata remixID="12337720"><project name="Pt2 3/2" 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="Pt2 3/2"><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><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="18"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tvXucZEWV7/uNLBrozF2AIOADn40IPsCZgwpynemuKkVFhgPqPUjjMIIoZHbrjOBjZoTmpR9B8NWVBQ6Co4By7yhcBlDAqmp8o+J4wAeo9CgeRGlEgdqZLTSVcT+Z3dlUV2fmjtg7duydmav+4kOuWGvFb63ev3itCIX8CQKWCHz/YxzRUNyA5osU+KVlc3PxBvuhOK6geeMr38eN5g1FUhAQBASB/COg8u+ieJgnBNrk64sUfdvLE9biiyAgCAw2AkLAgx1fp73LigyzsusUPFEmCAgCgsAiBISAJSWMEMiaBLO2bwSSCAkCgoAgYIGAELAFWMMq+p2PcURBcYOrZefvfYyzKKCt8dyyJ6w1X1Qme88N1KHv4yxrO9JAEBAEBAEPCAgBewC5n020ybeheeNhDg5CJT3ApRvspxTHRZKwHODq57QT3wWBoUBACHgowhyvk2mRb9KZtKlfsmwdL+7SShAQBPwgIATsB+e+s2JKcqYdc02Gpv65tmvaX5ETBAQBQSAKASHgKISG8HdTcjOFJi0SNPUzLfum/Rc5QUAQEAQ6ISAELHmxDQKmpGYKm+sDXIvtmvrbJmFXe9mm/Rc5QUAQEAS6ISAELLmxFQFTMjOFzLW+bnZN7ZjKmfZP5AQBQUAQSIKAEHAS9AaorWtycq0vCmpTe6ZyUfbk9+0RKNaoFOCpaWPTgD/WS1TTtiP6BYG0ERACThvhPtDvmpRc6zOF0NSuqZypXZHbjEBQ5ztoHgDuSBGTg1DsHRY5LEUboloQ8IKAELAXmPNrxDUZudZni5ypfVM5W/tDK38/xWBXHl1SZI8/Kx5JC4enaHbdVOeh8BF24RnU07IjegUBHwgIAftAOac2XJOQa31xYTP1w1Qurh/D1C6oc6zWrKyVODLtfpdqXK8UV4VFrk7blugXBNJEQAg4TXRzrNs1+bjWlxQ6U39M5ZL6M+jtgzpfUpqZuRKfTbuvozXeoRXjYZG3pm1L9AsCaSIgBJwmujnV7Zp0XOtzBZupX6ZyrvwaOD2akaDOHEWeEyoeTLt/gWZP6twbFhlFMZ+2PdEvCKSFgBBwWsjmVO8PL+KvNmlmteZ4F3c75528mv4pxZVLFGMvP40fdwtL3vuR03RquRXUOQbNu8ISh/vyM6hxM4rPhEWu8WVT7AgCrhEQAnaNaM71fffjvLTQ4EuHnM5LkrraL6R124X8tFHgra96Lz/p1ed+6U/SuLluP1rj8xq+H5aYcq27m76gRlnBK+dKnODLptgRBFwjIATsGtGc62sSsGpw1aGnc2ASV/uJrL53IXfqAiujCLiJRz/1K0n8XLYNQh6eL/CSjUXuc6m3l66ldfYZafDTMGA3XzbFjiDgGgEhYNeI5lyfCwLuN5KyIWAhYbsEHq3xRq04LSyywq5lcumgzjqluWiuxA3JtYkGQcA/AkLA/jHP1GJSAu438m2CbUvAQsLmKRrUuFQrflYr8knzVm4kS3X+UWleHJY42Y1G0SII+EVACNgv3plbS0LArg9w+QIjDgG3SdjkAJevfuTRTlBjw8gmDnlkN/7bt3+7Pszz55dwW1hiL9+2xZ4g4AIBIWAXKPaRjiQE7PIAl0/I4hJw00fTA1w++5MXW6WQ16oCa7K8FrJ5/aVucHYt4Ja84CJ+CAKmCAgBmyI1IHJJCdjFAS6nUBbPPAulX4BSv+ym97hXfe/U7/xyv2vu/eMezXuKrf6abW+646U/+tNc8EPq55xl1XjAhYMaVaX57VzA+Vl1dTTkA1rx7LBEJSsfxK4gEBcBIeC4yPVpu4Ej4GDNVcAzQN+aFgFf91//47e1v+z0K8KzV/Zp2FNxO6hxn5pnYm4X7k7FgIHS0UfZX48wHZbYx0BcRASBXCEgBJyrcKTvzOAR8JlrWqiF55zdDb0kS9DNtsdOVr7dmj33sJF+5PJlIdjIchpcGJY4OGvPghq3U+D0cCldB2FZ+yj2BYFOCAgBD1leCAHbBVwIuDNeQcgnUPwpLHGuHaLupYMaZ6DZPQz4J3mT2D2+ojE9BISA08M2l5qFgO3CIgTchYDrrNcNjq4F3GmHqHvpUsiBqsC1YZFl8iaxe3xFY3oICAGnh20uNQsB24VFCHh7vEbrvEprLglLyW5Ts4tEb+mgxp00+EcK3CJvErtEVnSliYAQcJro5lC3ELBdUISAt8erFHK+UjweljjDDs30pIMa52o4CFDyJnF6OItmtwgIAbvFM/fahIDtQiQEvD1eQZ27Gpq31UvcbodmetLFGgcXYEbBafImcXo4i2a3CAgBu8Uz99qEgO1C1JGADWqP7ax0kNZ6P7T6Vd5qj1tEp7kyDNg/cR9dKmi+SVxjk96Bw2s783WXqjvpkjeJ00Z4OPQLAQ9HnLf2UgjYLuAdCdig9tjOSidptRy4P2+1x0GNc7Rip1qRDyTvozsNzTeJmw8zaLgiLHGmO83dNcmbxD5QHmwbw0XAQzxzaaexELDdP+jOBBxde2xnpYN04MFGDCeDGncoxalzRb4bo3lqTZpvEqN4UGteE5Zae8Gp/8mbxKlDPPAGhouAh3jmIgRs9h7w4n/xg0LAjupj91aKv0fzaQ2Pdfo6NuCP9RJV31/O5pvEagmH6Cf4ptZM+CiPkjeJfUd58OwNGQF7mFXkdOYiBDzcBOyqPlbBa7XmAAU3asU9iz6JB6HY2/fjDK03ieHDQKA0184FnO7rUz1IbxI7GqRFQp/VIC3SsQwEhIBdgy4E7BrR3voM8HZ+FaWBzcQguLRxP8VgVx51VR8b1HkTmilgKiyx9QrQp2h23VTnofARduEZ1BNjYKigVONHSrEf8A9hka8YNnMiNkhvErsapEUAm8kgzUmwU1AiBOwaVJcfTte+AbIHbAfqICxBB3WO1ZqVLutjl9Z55kiThDU7jTxBuf0ecKnG9UpxVVjkajuk7aVb7wHvwBSKFUqxfK7I9+y1JGsxMG8SOx6kdUM1q0Fasiin11oI2DW2QsCuEZUZcEJEgzpfUpqZNOpjRzfyQd3gg7pAubaUL47WeIdWjIdF3prQ7Z7NSxs5TjWY0vAVpdjf97L3QucG4U3iNAZp3QLoc5CWZg660C0E7ALFbf41ethnTuCzzIDtwOv7GXCzPrbOHEWeEyoetOu9mXQwx3IUUxSYZinnUufesMgoinkzDXZSQZ1P02ACTZkCb5E3ie3w6ySd5iBtsT1fg7TkqKSvQQjYNcYyA3aNqMyAEyDarI9F866wxOEJ1EQ3/TU7l/aiWqB1P/S8VlwQFrkmuqG5RLHGy0dgqgF31jZQ4Xn8Rd4kNsevq6SHQdo2cxTNnmkP0hyg4kWFELBrmPuDgL/+qGbZ4e+jZtP9JLNnGztWshF43/wxSrsUWK8Vr3nVe/mJlW6g32fAzfpYDd8PS61DU6n/jdY4WcMlSnH7XJFXujIY1FmN5uMKynMlLm3qlTeJ3aDrbZC2wF25xGQzGELAbnL4SS05J+Cmo9+9kMsUPP9RzRttSLjfCLhFvoobNPz3q07npDih7ncCbtbHzhd4ycYi9y3sf5olJ1qzTClWAj/Tii/UilwYB/tmm93+zG5PLGktb++jG1RqwZODqLy+SRy3r1m1czVIs8kpBS/XsA9wrW2/B6mMSQjYNvpR8n1AwC0S/hgfU4qDbUg49wS84KazXUu1HS896XPH/faPT73/9C8ee0tU2Lr9fsPpHz/1pEvf8dsHHtm1BvpWmnc0q8IzWv8dnrO1BCeu/q7tHORRqz5WcVpYZMViO2mXnCjFP2jNjlqxBw3+Zy3gJluMSiGvo8AUDb5cC3h/hz7k8k1i235mLd9tkGbrl01OacUuzT18BR+1tDNQZUxCwJbRjxR38OGMtOFIwJaEc0/AW24627UUftcF+TZh3o6Aad7RrPcAvpJ3Ag5qXKoVP6sV+eQ2KeOh5KRZH4vmrxQcj+ZBFJ8JS6wxTd2g1qovfqdSlOeK28+S8vomsVKckrdrOnth3muQZhqrllyMnIpzicmglTEJAVtlmYFwHxGw7Uw4/wR85prmzPem913UfDD+9le9j/cZRKynyHZL0K34tkg49zPgoMaGkU0c0q7RbXfUR8lJuz62uf+sRriR+dYhsOLICOVHdmZ9N9B3/QvL5udb+9X1BpTrJX7fSTa3bxJrdqwF+XqooleCdx2kWf7DiZNTcS8xGaQyJiFgy0SLFO8zArYh4S0EHOsAVyRucQUW4L3r3qd9uDnz3ecpf/qyC/JtH+A6dm3lmnv/uMcDrRlvnxBwKeS1qsCaTvWxvkpOWkuSDX5Agac164JH67xfN/iQhnIt4MrFIS+FHK9gShU4b67IBT2JI69vEiuuCIscEDedfbfrNkiz9SNOTsW9xGSQypiEgG0zLUq+DwnYioRjHuCKgi3271vwvnnNORc+8ufdf9ra8/23Xx4WW9+Whtsc4DrrzN+2/ncfEXBQo9qxPtZjycloyAcaihcqOLZdFxxs5G9otGa4t4YlVm2dldeYBJZToBwu5Zu94pfbN4mbJ7ND7m4ojq+XuD1pDqbdvtcgzcp2gpyKc4nJIL3FLARslWkGwn1KwFYkHOMAlwFy8USCNVeNFBrPetPLf/is3z+y28i37n7h+tbycIK/nZds2vHv/vrHxz1cL95/y09ecktryVk37qd27sp+mQF3q4/1WXIy+ij76xGmm6ehW3vA7bpgzY6lGlOK1h7xpIZVGn5cK1FG8XhU6PL6JnHT71Kd85XmMV9vEkdh1XMVodsgzVJpkpxqDtK04tlhiYqN2UEpYxICtom6iWwfE3A/kvDOu37wI3/9/HtPDHZ+bP0tP3nplo93fALennybqKj9aOhfUT/nrH4g4F71sa5KTkz+KTRlghq3o/iW0uw+V+KEhe1Ga5ykNccqxdVzJS6z0JnLN4mb/m85HHaxrzeJTTHrJOfqEpMkOdUepIWlVkmS8d+gvMUsBGwcckPBPifghSRc1LzxoB6XddieojZE0Fjsjo9RqjfrfNsHrhJiv3XZudcBrj7YA+5VH+uq5MQ0SEGNM4Bno3lLGLCbabtucqWQA5Viesci+/5J8WhSfa7b767Z5fE69/h6kziu/y4vMUmaU61BWoHTw6UYr1wNylvMQsBxM7hbu4Qk4NqduPra5JpXEt6OfFvTrfj3cBuR71Yb+T4FHdTpWB/rrOTEIqlahFlolRH9Vmkumitxg0XzjqKjIRdqxdFatw5z3ZxUn6v2pZDDlWLK95vEcfx3dYmJi5xqDdI0u4cB/2TTlzhlTDb6fcgKAbtGOQEJuHYlqb68knBH8k1AwMbk2wcE3Ks+1lXJiW1eBTXuRLMORTEscbJt+07y3d4kdqE7jo6g1qpxbu5hl32/SRzL3y6DNFtdLnKqPUgLiyyzsR+3jMnGRtqyQsCuER4gAm5CkzcS7kq+MQnYinz7gIB71ce6Kjmx/ScT1DiXBntR4OiwxF627bvJd3uT2JV+Ez0L3iR+bF5R3ljkdybtspRxeYmJq5xqDtJsLzGJW8aUJfaLbQsBu47GgBFwnki4J/nGIOAm+X72q6/76d1/ePrGn/yfZ/0/Zqmgmk/vPRfNb4xPWzevr9Rq8yEu07+YeRR0qY91VnJi6v8CuVbZkOIK4E+6wdm1gNhXg3Yyv/hN4hguxmrSfpNYFfjo3FLrKxVj2XTRyNUlJi5zqjlIa15danuJSZwyJhcYutIhBOwKybaemB9O12641mc7E47aO7b1L5J8LQm4re+dl5+4909++6wHjMm0WZJkS8Ctm7O4n/Ds5gMFZn8x8qhXfWzXumAzbxJLNetjUXwdKNiWnJgYX/gmcVjk3SZtksgsfJM4HDU/PJTEpqu23QZptvpd5lR7kGZ7iUncMibbvqYlLwTsGtkYH07XLqSlLysSNiJfCwLeRt/ZZ4YtvEwfVtgc3zeBesiKtFtGbMqjFtQeGwa0V32sq5ITQ1e2E9tSHzsK/J1tyYmxzQVvEs9vvsbyh8ZtDQU7vUls2DQXYi4vMXGdU3EuMYlbxpSLYMhzhCmEYYAJuImWbxI2Jl9DAk5cutSMr9abZ7RK/dIsg1ozYFsCfrL22MxIs+a2Y32sy5ITQ1e2E2vXxwKbbEtObG1ueZN4CsV7wyJrbdt3k+/0JrEr3b70uLrEJI2cinuJSZwyJl94R9kZshnwmquAzU/JpfZnP3NJzZWUFLdIGF6+I7x7k2ZjNzMNxQeU4iU7at7ZS65b+yWKpY/DpzX80Ohu54jBj5PSpTgDrDhtLGPXqz7WVcmJpUvbiLfrY4H/F80m25ITW9ulkJeqAlUa3LfDJsoPP4WHbXW05Xu9SRxXZ1btug3SbP1JI6fiXmISt4zJts9pyA8XAS94LzYNMDfrXHBrUnpGMtf83Y/xTaWagxkaEc48FdhZw/0qWnYbVRoKKO5/1Wn8jVGHexCds9KlOGQap41Rh7cV6lYf260uOIaJWE0W1sc24AvNumCTkhObB957OPYa4EVKcaPW3NNJrtcD71FvEscCJKNGLi8xSSOn4l5iEreMKaMwbGN2uAg4D4gPoQ+my9aJoelCdE5Ll+KQaZw2McFYXB/rsuQkjkud6mNNS05sHnjv6ZvmAKU4Qmt+hGLdItmuD7xHvUkcB4+s27i4xCSNnEp6iYlpTmWN/2L7QsB5i8iA+uOFhDsQXeQesi052so34xmnTYI8WFgfi+ZeCmwIS60rIb399aqPNSo5ifHAe6/OFWs8vUDrFaZt3iTu9MC76ZvEUWA6msFHmWkuQf2xXqIaKbhFIOklJq7KmNr+urjExCinTAHyKCcE7BHsYTeVOgkvIrpI8o1DjnHINE4bB8mypT72ww1YUy9xngOVRiqi6mNNSk7iPPBu4lynN4kXPvBu8yZxlD1nM/jehrrO4Hs1S3KJiasyJpeXmJjkVFS8svhdCDgL1IfYpukBrjgQVb7w96ub7ap//4W1xge4bMnRVj4OycfpfIc2zY+S0lyjIKTAdJ7qY6NKTuI88G4K2+I3idsPvKN5yPRN4khbjmfw3ex1msFH+rZAwPYSE1dlTFGDNJs+bJ1J99FbzG2fhYDjRFraJELA4gCXlZ1HNhZ3bzbYdWn9T8YHuGwJ1VY+QwLeWnLyAGtKe1EtwIF5qY/tWXKS4IF344RZ8CZxocDnG5pPaM2/10qcavImcZSdtGbwnewunMFH+dXpd5tLTFyUMaV1iUncMqY4mLlqIwTsCknRkz0CPsjRhw1HSC4uOclTfWyvkpMkD7zbQtd+kxjF01GcGRa5xlZHR1Kr8yWlmZkr8VkX+nrpaM/gwyJvjW3L8BKTJGVMaV9iEreMKTZmDhoKATsAUVTkBAEf5OjDhgM4u5Wc5KU+tlfJSZIH3uNC5/SBdx8z+AUdDTR7UufesMgoivm4GDTb9RqkJSlj8nGJSdwypiR4JW0rBJwUQWmfHwR8kKMPG44Q7VVyUgq5gAJvptF6U/cmW5NJ6mOjSk6SPvBu25emvMsH3n3O4Nt9DWrcjOIzLmbwvQZptmVMvi4xicqpODnho40QsA+UxYYfBII4N53ZXhMZ46azOKTtCLFeJSej9daj9s3SnH8LS633bI3+ktTHRpWcuHjg3agTHYRcPfCe1xl8jLKozpeY6NbFJs266h+itn+Iol0WlWSQZhPDqJyy0eVbVgjYNeI+btuK87yd637mUV8s7K0J2PqOZt91wItD06vkpFt9bKfwJqmPNS05cfHAe9zUdPXAe15n8LHKorpcYqI0u2g4QilGtOZGFH/egnurLArNNPBOpSjPFbk2bkx6tTPNqTRsu9IpBOwKya1rQXFmYbZOxHjeztbEsMj7mJ36sGEQr14lJ53qYxeqTFIfa1Ny4uqBdwM4thNx8cB7bmfwCcqieg3SFufUbo/zsic28V9ac4NWvKte4vdxYhHVxianonRl+bsQsGv0fXxsfdhwjUte9fnA0ocNQ3x7lZwsro/dOqasMRm3Ptam5MTlA++GcGwnlvSB97zO4F2URXUbpLVzSiv+j9IciuI+FOeERa6OG4de7WxyKg37LnUKAbtEs6nLx8fWhw3XuORVnw8sfdiwwbdXycmC+lgFkxpWafhxrUTZpj42TsmJywfebeBYKJv0gfe8zuBdXWzSY5B2MfC/lGKD1nwZxbJEZVEdAhgnp+Lmga92QsCukfbxsfVhwxUusfZlLY0n2RP3gaUPG5aQNcV7lZy062OV4uq5EpfZqI9bcuL6gXcbn9uySR54z+0M3nVZVI9B2midE7RiCo0OiyxNWha1dRWmzmo0H1dQnitxaZzY5rGNELDrqPj42Pqw4QqXWCeTbY0n2BP3gaUPG7aQbZHPS11wGg+8x4SEuA+853UGn1ZZVLdBWiunFN8AfrbD4xwpbzF3z0Qh4Lj/Sru18/Gx9WHDFS4+fE1iI0lbU4x82DD1pYtclnXBTZfSeOA9LiRxH3jP6ww+q7IooKwVxSxqzePG3nc7IWDXiPv42Pqw4QoXH74msZGkrSlGPmyY+tJDLou64AVLjOt1g6NrAXc66EoiFXEeeM/zDD7LsihV4O2+a80TBd9zYyFg14D7+Nj6sOEKFx++JrGRpK0pRj5smPoSIeerLnihG2k88J4UDtsH3vM6g89DWdQ8/KjTW8ydYpSk1jxpzLNoLwTsGnUfH1sfNlzh4sPXJDaStDXFyIcNU18M5dKsC17sgusH3g272FPM9oH3oE4uZ/B5KovymVMucsCHDiFg1yj7+Nj6sOEKFx++JrHh65CYbtxP7dyVrmD1oSeNuuBOfrt64N0lJjYPvOd5Bq81/9/IJg55ZDf+2yU+Jro6XWziK6dM/MuDjBCw6ygkIQNTX3zYMPUlSs6Hr0ls+CiTQtlfXxmFq6/fHdUFd3PX1QPvacARGD7wnuMZ/H6qwD5hkcPSwMdEZ8eLTVLOKRO/8iIjBOw6EknIwNQXHzZMfYmS8+GrDxtR/Rzw35PUBfeCxsUD72lBb/rAe25n8HCL0pw/F3B+WhhF6e11sUlaORXlU55+FwJ2HQ0fZODDhitcfPjqw4YrPETPNggkeeA9bShNHnjP9Qy+xiYavDUc5ctpY9VNf5KLTbLy2addIWDXaPsgAx82XOHiw1cfNlzhIXq2IpDkgXcfMJo88J7XGfyWsqgvAZeGJc70gVc3G3EvNsnSZ1+2hYBdI+2DDHzYcIWLD1992HCFh+jZBgHbB959wWf6wHteZ/DNsiilCDS8IixxkC/cOtmJe7FJlj77si0E7BppH2Tgw4YrXHz46sOGKzxEz3YIBHXehGYKmApLnJ01RKYPvOd5Bt8si1JwvNZcpzUTWV5wEudik6xzwJd9IWDXSPsgAx82XOHiw1cfNlzhIXo6IrC0zjNHmiSs2WnkCcqZlc3swBSKx+YV5Y1FfhcVrjzO4Jt712iu0tBQmmvnAk6P6kfav9tebJK2P3nRLwTsOhI+yMCHDVe4+PDVhw1XeIienggsfuDdF1xJHnjP3Qx+jm/rEV6m4ISwyFd8YdjLju3FJnnw2YcPQsCuUfZBBj5suMLFh68+bLjCQ/REItB+4J0C02GRd0c2SCjg4oH3XM3gCxzWKPB/13fmawmhcdbc5mITZ0b7QJEQsOsg+SADHzZc4eLDVx82XOEheswQ+DU7l/aiWoAD56FcL/FDs4bmUmk88J71DB64Es1EGLC/ORJ+JE0vNvHjTT6sCAG7joMPMvBhwxUuPnz1YcMVHqLHCoHRGidrWvuy7w2LrLVq3EM4SPGB9yxn8BQY04qdakU+4AorV3pMLzZxZa8f9AgBu46SDzLwYcMVLj589WHDFR6e9RRrVArw1LTNNuCP9RLVNOy0HngvUKXBfTtsotwXD7xnNIPPa1lUMy9MLjZJI3/yrFMI2HV0fJCBDxuucPHhqw8brvDwrKd5Fy+aB4A7UjR9EIq9075zuBRyAQXe3E8PvPucwee5LKqZeyYXm6SYo7lULQTsOiw+yMCHDVe4+PDVhw1XePjUcz/FYFceXVJkjz8rHknL9FM0u26q81D4CLvwDOpp2dkyizq63x549zmDz2NZVDNuphebpJk7edQtBOw6KvK83baI+iBHHzZc54kHfUGdY7VmZa3EkWmbK9W4XimuCotcnbatYo2n9+MD775m8Lkri6qxBiijKOelLCrtHDXVLwRsipSpnDxvJwRsmispywV1vqQ0M3MlPpuyKUZrvEMrxsMib03bVlt/Pz7wPlrHyww+V2VRFheb+MqdvNgRAs5LJAbVDx+zUx82+i0+mpGgzhxFnhMqHkzb/UCzJ3XuDYuMophP215bv4sH3n0fVPM5g8+6LEoV+OjcUj7qKx/6zY4QcL9FrN/89UGOPmz0Ge5BnWPQvCsscbgv14MaN6P4TFjkGl82W3YSPvCe1UE1XzP4LMuiwlFu9ZoLfWZMCLjPAtZ37sqeeCYhG63xeQ3fD0utRw68/AU1ygpeOVfiBC8GFxmJ9cB7xgfVXMzgjbDOqCzKyLchFhICHuLge+m67Il7gXmxkSDk4fkCL9lY5D5fDiyts89Ig5+GAbv5spnUTi4OqiWcwdtg4LMsysavYZUVAh7WyEu/BxaB0Rpv1IrTwiIrfHcyqLNOaS6aK3GDb9tx7OXpoFqsGXyMTvssi4rh3lA1EQIeqnBLZ4cBgaDGpVrxs1qRT/rub6nOPyrNi8MSJ/u2bW1vSA6qdcPFV1mUdVyGqIEQ8BAFW7o6HAgENTaMbOKQzN7UXcJtYYm98o72UB1U6xIMX2VRec+FrPwTAs4KebErCKSAQCnktarAmrSvhezlevNUsW5wdi3glhS66EzlMB5U6wSez7IoZ8EbEEVCwAMSSOmGINBEIKhRVZrfzgWcnxUioyEf0IpnhyUqWflgYlcOqm2Lkq+yKJPYDIuMEPCwRFr6ORQIBDXuU/NMzO2vFdGuAAAgAElEQVTC3Vl1ePRR9tcjTIcl9snKhyi7clCtM0LeyqKiAjQkvwsBD0mgpZuDj0CwkeU0uDAscXDWvQ1q3E6B08Ol+byIQQ6q9cgQj2VRWedp1vaFgLOOwLDZ91EXrPV+aPUr6uecNUzwBiGfQPGnsMS5Wfc7qHEGmt3DgH/K2pdO9uWgWnRUfJVFRXsyuBJCwIMb280980J4vKl5HyBKfcUAzjeh1Cia3xjILhDRe4B6CLTB1XZqOXA/4dkr7Wz0t3RQZ71ucHQt4M6se9J6m7bAtWGRZVn7sti+HFTLW0SG1x8h4EGPvZerIDl1C4wXR8PZIsfmBb4GRLpQmwWpDuHd0KN1XqU1l4QlDoyOgR+JoMadSnHKXJHv+rFoZkUOqpnhJFLpIyAEnD7G2VrwQUbBmnWtToZnR9+8FNcfm3Y2stlGx5n1Usj5SvF4WOIMZ0oTKgpqnKs1O9YCPpBQldPmclDNKZyiLAECQsAJwOuLpj7ISAg481QI6tzV0LytXuL2zJ3Z4kCxxsEFxRVhkQPy4pMcVMtLJMSPJgJCwFnlgZe9Wb0fqvCM1nJveM7ZqXVVCDg1aE0Ut4hOc2UYsL+JvE+ZIOTuhuL4vAwM5KCaz+iLrSgEhICjEErrdy97s8190+bhJb4iBJxWILPXG9Q4Ryt2qhXztdTbRKZU53yleSwscWb2SIEcVMtDFMSHNgJCwFnlgpel4TPXQIuEZQacVZw92A1q3KEUp+btsFOz61sOh10cljjIAxQ9TchBtawjIPYXIyAEnFVOCAHbLYnb4GUjm1X8Hdltlfsopncssu+fFI86UutMze6aXR6vc4/WTGRdHiUH1ZyFVRQ5QkAI2BGQ1mp8kETLhsyArWPTZw1GQy7UiqO1plwLuDkv7pdCDleKKaW5di7g9Kz9koNqWUdA7MsMOC85IAS8/Qy458E0m/rhHrIDektWUOdNaKaAqbCE3epCCv8mghprgDKKcljE5IKWFLx4UqUcVEsVXlEeEwGZAccELnEzIeDtSaLnwTRHBNxaERjMW7KW1nnmSJOENTuNPEE5s/eAd2AKxWPzivLGIr9L/G/FgQI5qOYARFHhHAEhYOeQGioUAu5AwM0l8+aFHh1Kpmzw6iVro8cwlHkTG93IB3WDD+oC5dpSvujLv9JGjlMNplSBj84t5aO+7JrYkYNqJiiJjG8EhIB9I96254MI+m0P2BVxtvU0UCj9ApT65ZNhtplJGyRHTpe0gzmWo5iiwHRY5N0GPUkkEtT5NA0m0JTD0Xy9gCQH1RKFVhqniIAQcIrg9lQtBJz+DBi1H7D5IpKtf44JOM9L2r9m59JeVAtw4DyU6yV+6Drdl9a5YETTfPTiAeBG4AnXNpr6GvDHeolqXN1yUC0uctIuTQSEgNNEt5duIWAPBLwlAAuXtF3j7lpfCvk4WuNkTWtf9r1hkbWuTAR1VgOfQvO/getc6e2g5yAUe4dFDktiQw6qJUFP2qaBgBBwGqia6PTx4R72Jeh2HIacgJswlEJeqgpUaXDfDpsoP/wUHjZJ004yu/2Z3Z5Y0lrefjaaQ5cU2f3Pikfi6otq9xTNrpvqPBQ+wi48g3qUfK/f5aBaEvSkrWsEhIBdI2qqTwhYZsCmueJQrhRyAQXeTKNVM3yTrepSyOsoMEWDL6sC/6U1K2sljrTVYytfqnG9UlwVFrnatm0neTmo5gJF0ZEUASHgpAjGbS8ELAQcN3cSthutty7taNYM/1tYatXrGv0FtVZ98TuVojxX5NqgzpeUZmauxGeNFCQQGq3xDq0YD4u8NYGabZrKQTVXSIqeuAgIAXdCzstLRbwJ9EPUzo1+QzdudGUJejNysgS9XQYVazy90NwXhuLICOVHdmZ9tzTb9S8sm59vydYbmw9z/R7NSFBnjiLPCRUPxk1R03aBZk/q3BsWGUUxb9ouUs7DQbVijZePwFQD7qxtoMLz+EukXyIwFAgIAXcKs4+XipT6B7SeIzznwNQyTQhYCDgiuUbrvF83+JCmtSR95WLxUsjxilZt73lzRS5o/x7UOQbNu8ISh6eWv4sUBzVuRvGZsMg1rm2melBN83EF5bkSl7r2W/T1NwJCwB0JuMeFEK7ibfOGblybQsBCwAa5E2zkb2i0Zri3hiVWbSXZGpPAcgqUw6V8c6Gq0Rqf1/D9sNRq5+UvqFFW8Mq5EiekYTClg2r76AaVWsBP0vBZdPY3AkLAQsDJM9hmMBH3sg2bPfO2bLtnsgQdHWPNjqUaUwr+SsGkhlUaflwrte5zfnyxgiDk4fkCL9lY5L5o5W4kltbZZ6TBT8OA3dxo7KzF5UG1WsD70/RVdPc3AkLAQsDJM1gIuPP1mcmR9a5htMZJWnOsUlw9V+KyTg6M1nijVpwWFknv/EKXngd11inNRXMlbkgTHFcH1dL0UXT3PwJCwELAybNYCHhgCNgkGYIal2rFz2pFPmki71KmVOcflebFYYmTXertpCvxQbW0HRT9fY+AELAQcPIktiLgNVdtfz1k24Ve10TaXCGplqMb92+9A1qWoJPHeIGGoMaGkU0cktlrS0u4LSyxl9NO9VAW96CaL//ETv8iIAQ88ATcLHdSD217H7LzhD11i8aLIzVrvRzUHqimT4v+FM9t/R/Nbzr+1jw1jsnbsmo/GvpXFNAtPULAkWExFSiFvFYVWJP0WkhTex3/edb5jm5wdi3gliR6bNrGOahmo19khxMBIeBBJ+AW4fHkbDCdPH8TWoNSlg+vN2e1eo/NAwSgFwE35bR+CKUWPKwQ1Zkt+htcQ/2cs1rSNoe5otSnoc/EZoYyQY2q0vx2LuD8rNwYDfmAVjw7LFHx6oPlQTWvvomxvkRACHjQCXjxDDBPabpdvbXNMrNJR1TzSb7novku4dnNF3uEgE1g6yET1LhPzTMxtwt3J1QVu/noo+yvR5gOS+wTW0mChiYH1RKol6ZDhIAQsBBwdum+eDaayuy0NQu+desydCo2Fi1zZ4doqpaDjSynwYVhiYNTNWSgPKhxOwVOD5fm6+1hA9dFRBDYioAQcGYEfOadKDWK1v+eXj5uOYxUO3fz7C9vf0LAeYtIT3+CkE+g+FNY4tysHQ9qnIFm9zDgn7L2RewLAnEREALOjIDXrNu8/2lyqCh2eDcfRmrvf8ZVk1Y7IeC0kE1Fb1BnvW5wdC3gzlQMWCgthRyoClwbFllm0UxEBYFcISAEnBkBe7juMlep1sEZIeC8R2irf6N1XqU1l4Ql0ru73BKNoMadSnHKXJHvWjYVcUEgFwgIAQsBZ5eIQsDZYW9puRRyvlI8HpY4w7JpauJBjXO1ZsdawAdSMyKKBYEUERACFgJOMb0iVAsBZ4e9peWgzl0NzdvqJW63bJqaeLHGwQXFFWGRA1IzIooFgRQREAIWAk4xvWwJuNctWXHc3FqG9JsnLyJxfDDN9anqON1MuU2L6DRXhgH7p2zKWn0QcndDcXyeBgbWnZAGQ4uAELAQcHbJv5i8imeehdIv2HqFZGLPOhKw24NpQ0DAQY1ztGKnWjF/S72lOucrzWNhiTMTp4soEAQ8IyAELATsOeUWmEubvHy8h5x2H7KLzlbLQY07lOLUPB522nI47OKwxEE5gEpcEASsEBACFgK2ShinwmmTV/OmLcWrNt8trS2usLTppeMlbRvTHmRb5T6K6R2L7PsnxaMeTFqZ2F2zy+N17tGaiTyUR1k5L8JDj4AQsBBwdv8I0ibg1pI2x2x++CE1Ana7pJ1dNLpaHg25UCuO1ppyLeDmvLhYCjlcKaaU5tq5gNPz4pf4IQiYIiAELARsmivu5dIm4KbHPmy4RyZ3GoM6b0IzBUyFJc7O2sGgxhqgjKIcFtO8zCbrnor9QUZACFgIOLv89kGOPmxkh6BXy0vrPHOkScKanUaeoJzZe8A7MIXisXlFeWOR3xVrVArw1LTBaMAf6yWqadsR/cODgBCwEHB22e6DHH3YyA7BTCyPbuSDusEHdYFybSlf9OVEaSPHqQZTqsBH55by0bbdoM530DwA3JGiLweh2DvLd5BT7JuozggBIWAh4IxSz9PysBBwKvEN5mg+9ThFgemwyLtTMbJAaVDn0zSYQFMORxe8gHQ/xWBXHl1SZI8/Kx5Jy4+naHbdVOeh8BF24RnU07IjeocLASHgjgTs+kKITkYG+/Ss0T8jH+Tow4ZRZwdQ6NfsXNqLagEOnIdyvcQPXfeyWOPlIzDVgDtrG6jwPP6y0EZQ51itWVkrcaRr24v1lWpcrxRXhUWuTtuWb/2yjO8b8c32hIA74e76Qgitl4PaY/Np3PZf8yUkh6dztd4PrfL78pGsNGTzL9yD1dEaJ2ta+7LvDYusdWUyqLMazccVlOdKXNoxhep8SWlm5kp81pXdbnpGa7xDK8bDIm9N25Zv/bKM7xtxIWB/iDfrUeEZ6ZXCtMZSy4H7Cc/O59u/QsD+8i0DS6WQl6oCVRrct8Mmyg8/hYfjurHbn9ntiSWt5e19dINKLeAnHXVpRoI6cxR5Tqh4MK4903aBZk/q3BsWGUUxb9ou93KyjJ9ZiGQG7AN6H8ugPmy4xsqHzz5suMalj/WVQi6gwJtptGqGb7LtSinkdRSYosGXawHv79U+qHMMmneFJQ63tRNXPqhxM4rPhEWuiasjb+1kGT+7iAgB+8DeBwn4sOEaKx8++7DhGpc+1zdab13a0awZ/rew1KrXNfoLaq364ncqRXmuyLVRjUZrfF7D98NSy5aXv6BGWcEr50qc4MWgByOBLON7QLmzCSFgH9D7IAEfNlxjlabPW/fxC8/Y7HYKN2H147676xh20Ves8fRCc18YiiMjlB/ZmfXdTO/6F5bNz7dk643Nh7l+b+JmEPLwfIGXbCxyn4m8C5mldfYZafDTMGA3F/oy1yHL+JmGQAi4F/zODmO19mc7k4Crj3iaZJZWiqbp89Z997bzKRBwP+67pxXLLnpH67xfN/iQprUkfeVisVLI8YpWbe95c0UuMHVvtMYbteK0sMgK0zau5II665TmorkSN7jSmZUeWcbPCvnNdoWAe+Hv7PBUDwJ29RFPk8zSytE0fW7rbvsenuP++sQ0/U8L8wz0Bhv5GxqtGe6tYYlVbReCGpPAcgqUw6V808a1oMalWvGzWpFP2rRzIVuq849K8+KwxMku9GWpQ5bxs0RfCLg3+q4+sL30+LCRbY51t+5sgNPJRHvQ01x4aNxP7Vz3p8NdxS6v8XHpl2bHUo0pBX+lYFLDKg0/rpVa9zk/bmsqqLFhZBOHZHYd5hJuC0vsZet33uRlGT/biMgMuOcM+MzNB0iSzp6EgDuj7GyJvycB309Dp1MfLQRs/fUarXGS1hyrFFfPlbjMWgFQCnmtKrAmy2shm3WzusHZtYBb4vQhD21kGT/7KAgBCwFnn4VpeOCDHH3YSAObPtcZ1KgqzW/nAs7PqiujIR/QimeHJSpZ+ZDUrizjJ0UweXshYCHg5FmURw0+yNGHjTxim7FPQY371DwTc7twd1aujD7K/nqE6bDEPln5kNSuLOMnRTB5eyFgIeDkWZRHDT7I0YeNPGKboU/BRpbT4MKwxMEZutEyHdS4nQKnh0sXPA6RtVOG9mUZ3xColMWEgIWAU06xjNT7IEcfNjKCL69mg5BPoPhTWOLcrH0MapyBZvcw4J+y9sXWvizj2yKWjrwQsBBwOpnlSmvsg1q9Sr8WORe3FlsI2FWUjfUEddbrBkfXAu40bpSSYCnkQFXg2rDIspRMpKZWlvFTg9ZKsRCwELBVwngXjl2qZEHAcWuxhYC9psNonVdpzSVhiQO9Gu5hLKhxp1KcMlfku3nxKcoPWcaPQsjf70LAQsD+si2OpbgkZ9PORLbjTNyG5A06H3cmbqB6EERKIecrxeNhiTPy0p+gxrlas2Mt4AN58SnKD1nGj0LI3+9CwELA/rItjiUTcuyk16adiWzHmbhjAo47E4+Dax+2Cerc1dC8rV7i9ry4X6xxcEFxRVjkgLz4FOWHLONHIeTvdyFgIWB/2RbHkgk5eiHgDpeyxPWtGw6u9cXBO6dtWkSnuTIM2D9vLgYhdzcUx+dpYNANI1nGz1f2CAELAecrIxd7E5eUbNqZyHaSMWlng65rfTa2cy4b1DhHK3aqFfO31Fuqc77SPBaWODPnMDZvEZNl/BwFSQhYCDhH6djBlbikZNPORDZtAm7uMRc4BtRDqTyd2IS2j/eYgxp3KMWpeTzstGVWeXFY4qB8/2MCWcbPV4SEgIWA85WRwzoDbu4xK16F5jepEXCf7jG3yn0U0zsW2fdPikfzlrC7a3Z5vM49WjORh/KobvjIMn7eMkdeQ+odEZOZkUlM5TEGE5Q6y8SNgU07E9m0Z8At/c1DXfrWxI9/DOAe82jIhVpxtNatd4Vvjp9QbluWQg5XiimluXYu4HS32t1qk2V8t3i60CYzYJkBu8gjdzq2K/eJe9K4R7vFS7FCwO7il6KmoM6b0K13hafCEu7fd7b0PajRfC2t+ZxiOSzyFcvm3sVlGd875JEGhYCFgCOTxKvAduU+KRDw4qVYIWCvIU5ibGmdZ440SViz08gTlDN7D3gHplA8Nq8obyzyuyR98tFWlvF9oGxvQwhYCNg+a9JssZgMTcixkz82y/4mNmQJOs2oW+se3cgHdYMP6gLl2lK+aK0gZoPSRo5TDaZUgY/OLeWjMdVk0kyW8TOBvadRIWAvBLzmKuAZnQ/XxJ3hLXZcLUc37qd27srYaRb73mULi1EncYWAZQ/YMJ2COZajmKLAdFjk3YbNYosFdT5Ngwk05XC0/15AanZclvFjhz+VhkLAPgi4J7E5I+D9aOhfUT/nrNiZEvveZRuLrf7eT3h254GCELAQsE06/ZqdS3tRLcCB81Cul/ihTXMT2WKNl4/AVAPurG2gwvP4i0m7vMrIMn5+IiME7IOAs7Zhmm8mS7GmurrJRdkQAhYCjpFjozVO1rT2Zd8bFlkbQ0XHJkGd1Wg+rqA8V+JSV3rzoEeW8bOPghBw1uQYRUg+c8SHL1E2hICFgGPmfCnkpapAlQb37bCJ8sNP4eGYqtjtz+z2xJLW8vY+ukGlFvCTuLry3E6W8bONjhDwgBDw1zn1CIV6m4K74qbUOTvv0lwe5sy/PHprJx0aDtDoK17DxTfGtYE3ArbZdzfZBugk42DfvQ2k1AHHTqnFDUshF1DgzTRaNcM32SouhbyOAlM0+HIt4P227ftOXpbxMwuZEHBPAu71EXcVMzcf8RnK54E6CfQlcT2LImBQp4C+bJypD8W14Y2ArfbdYxNw8n13IeDYqdSr4Wi9dWlHs2b438JSq17X6C+oteqL36kU5bki1xo1SkHIxYA6yq3FA2pZxo9CzP3vQsC9MPVxKhjl7CM+Q+Uajf7OBFMXxUqVHrPTacqnKdRh41SPiaV7G6KBrrc9uVqCtlnZiJqVN3WZyCQBRmbASdDr2LZY4+mF5r4wFEdGKD+yM+u7Gdn1Lyybn2/J1hubD3P93rlDFgpdDKijzW0/oJZl/GjUXEoIAbtEM2Nds6w+CBrf2sT8vodzyQZrd7qQzM2cstcSRu6BwqvHWHuHtd6FDaKITAhY9oATJdj2jUfrvF83+JCmtSR95WKJUsjxilZt73lzRS5wbD62usQD6h6WowbUsowfO2xWDYWAreDKv/AMlQsVaukYkxVrb7uQ4yyrqhq9cZxq8rtuhYA7h0VmwNbpatMg2Mjf0GjNcG8NS6zauiBTYxJYToFyuJRv2uhMWzbxgLqLg6YD6n5fxk87Pi70CwG7QDFHOq7jxNGApfcUKBy1grW3WbnWgRzXsfqQBo3rQjbuexSXz1np6yQsBCwEnDiJYirQ7FiqMaXgrxRMalil4ce1Uus+58djak21WaIBdRfPbAbU/byMn2pgHCkXAnYEZJ7UzFIugzpyjOrrrfzqQI6zVL4G+voxppqzh+R/QsBCwMmzKJGG0Ronac2xSnH1XInLEilLuXGiAXUH3+IOqPt1GT/l8CRWLwScGMJ8Kphl1feAtWNMmt+Tu4gcZ1l1HLB6jMlDnfVSCFgI2FkyDYei2APqDvAkGVD34zJ+3jNECDjvEYrp3zTl1ynUp8apvtBYxSJynKHyC41+zwRT1rWUXW0KAQsBGyekCLYRiDWgXgSfkwF1Hy7j5zmLhIDzHJ2Evs1QaT4Ccdc41fOMVC0gxxkqzVrfA8apxn/coZNRawJOoxZ7cd2vQS12lN9GAPcQkkNYSREc6PaxBtSLEHE5oO6nZfw8J4YQcJ6jk9C3aSr7AT9XsGyc6r2R6raQzEz40L9rWjWTL5qg+svIdjYCUUS2+PdUarG3I+DoWuwov20w6DowafqlpQwpKZYD2t56QL0Ah9QG1AOKta9uCQH7QjojOzNUzgWeOU71xEgXniTg5wC/G6d6RmQbW4EoIov63dZenFl4xzZpzMQXGlLNp/WeS6Px3URPSvbCxwe2LuIjOjoiYD2g3qJlhspzUhtQS6wSISAEnAi+/DfWvGVklr3Wa/TbJ5ha19Pj4Mw1+zXmn3dx/eHlY2xYpviPeec9jCKBqN9dOBTHRioz8UUEjN6DBtckelJSCNhFhuRWh9WA+kkCvjy1AXVukeoPx4SA+yNOibycYdXbFZwwxmTrsYWuf8GZa47Z9Ng/VB6rnTPO5OcSGe3WOIr8on534ZQPG7Z++vDJhw3bfou8FQJWA2pgmvIKhfpcagNqK+9FeDECQsBDkhMzVGYLqKtWMNm17vHlS//5umc15l96zWMXPD81WKJIIOp3F475sGHrpw+ffNiw7bfIWyNgPKAGZll1q4bPpzagtvZeGixEQAh4SPLhFk792xEKVz6NPZe9mLO2u/XnZ5y143k71h68fYcl1/yq/pG3pwZLFAlE/e7CMR82bP0M0t5jbjpkcNrb1m+RzwQBkwH1Olad1ECvHKc6lomTYjQSASHgSIgGR2CW8mdBPTBG9V8X92qWyocv2Cl43U1LdvrPri8VuYAiivyifvfhgwsbtjpS32NuEXD0aW9bv0U+EwRMBtR/4MH18zSOfy0XfyMTJ8VoJAJCwJEQDY7AOlbv00CvL8BBK5i8u92zdazavwF3/K/SUyb/qNSjQsCDE3PpyeAiEDWgBr33GFPvGFwE+r9nQsD9H0OrHkxT+RfQB04wdWy74TTlq0HdORHssaT1/8Jzmo+Sp/MXNcOVpdh0cBetA4dA1IC6gFq2grX3DVzHB6hDQsADFEzTrsxQuUvBaWNUvzpL5Q0aLhqnekDqj843HYwiYFmKNQ2jyAkC9BxQU/2IQJRvBISA8x2fVLybptKc/b53guorpqn8APj4BNWrI8nRhTdRBOzChugQBIYIga4D6iHCoF+7KgTcr5FL6PcMlRthpAbzpXGqR7TUyfJvQlSluSDgH4GuA2r/rohFSwSEgC0BGxTxWymvmEddOoI+eXn7hixZ/h2U8Eo/hgyBjgPqIcOgH7srBNyPUROfBQFBoC8R+DqnHqFQb1Nwl8sOKNTzNByp4PoGemeNvuI1XHyjSxuiyz0CQsDuMRWNgoAgIAh0RGCG8nmgTgJ9SXoQqVNAXzbOVPNJUfnLMQJCwDkOjrgmCAgCg4fADJVrNPo7E0xd5Lp305RPU6jDxqke41q36HOPgBCwe0z7TmNay2ILgdBwgCyL9V1qiMMpIDDL6oOg8a1NzO97OJdscGXiZk7Zawkj90Dh1WOsvcOV3sV65HvhDlkhYHdY9q0mWRbr29CJ432KwAyVCxVq6RiTFVddmGVVVaM3jlM93ZXOTnrke+EOXSFgd1j2tSZZFuvr8InzfYbAdZw4GrD0ngKFo1aw9rak7q9j9SENGteFbNz3KC6fS6ovqr18L6IQMvtdCNgMp4GXsl0WM12G0uhSgZF3axrN94X/YAOkLFvboCWy/YbALOUyqCPHqL4+qe+zVL4G+voxpqaS6jJpb/u9MNHZlPG1jG7qT9pyQsBpI9xH+m2WxcyXoVTzko9NoG+xh0JOc9pjJi36CYFZVn0PWDvG5Bfj+j3LquOA1WNMHhpXR5x2Nt8LU/2+ltFN/UlbTgg4bYT7SL/tsljUMlSSZTE5zdlHiSOuxkZgmvLrFOpT41RfGFfJDJVfaPR7Jpi6Ka6OOO1svxdRNpJ8L6J05/V3IeC8RiYjv2yWxaKWoeIuiw3bMlRGoRazOUFghspVwF3jVM+zdWmGSrPW94Bxqitt27qQt/leRNmL+72I0pvn34WA8xydjHyzWRbrtgyVZFls2JahMgqzmM0JAtNU9gN+rmDZONV7Td2aofIcDeuBF01Q/aVpO9dyNt+LbraTfC9c98enPiFgn2j3iS2bZbFuy1Bxl8WGcRmqT9JC3EwRgRkq5wLPHKd6oqmZGSqXA78bp3qGaZs05Gy+F93sx/1epNEfnzqFgH2i3Ue2bJbFFi9DJVkWG8ZlqD5KC3E1JQQ0bxmZZa/1Gv32ifbjKD1sTVNeoVCfG2PDMsV/zKfklrFam+/FYqVJvhfGDuZUUAg4p4HJ2i3bZbH2MlTzir24y2LDugyVdazFfj4QmGHV2xWcMMbk8iiPZll1q4bPjzPZLO/L/M/2e9F2OC/L6FkBKAScFfJ9YNdmWay9DAV8J+6y2LAuQ/VBKuTKRdMa9CROZ1WDPkNltoC6agWTl3Xzfx2rTmqgV45THUvSR9dtTb4XHWJ3FKg50LOu/MkqdnH8FwKOg9qQtLFdFpuhPA3qf4yx4am2y2LDvAw1JOnkrJvmNehJTGZTg34Lp/7tCIUrn8aey17MWY8v7sHPOGvHP/Dg+nkax7+Wi7+RpIeu25p8LxbGTqOfpygcpWh8WqMa7vzJJnZx/BcCjoPaELWxXBb7fgMOVujn9+NpziEKa993NaoGPUkHs65Bn6X8WVAPjFH918X9mKXyYdB7jzH1jvA9b80AAB5qSURBVCR9TKutyfeiHbsChSNdL6NnHTtbXIWAbREbQnmbZbEtS9B9eZpzCEPbt12OqkGP27E81KCvY/U+DfT6Ahy0gsm7231Zx6r9G3BHAbVsBWvvi9vHtNtFfS+2xO42DT8ap/p/ufInD7Gz7YsQsC1iQyhvsyz2Gv74bbvTnKf+s6Lwrwou0miHy1BPBqqf9oSGML1id3mQr0KcpvIvoA+cYOrYNkDTlK8GdecE1Y/EBs1DQ7PvxYY/AjPjTB3tyqV+vD9ACNhV9Adcj82ymMky1JMflcq9CnYF/Yn0IOyfPaH0MBg8zTZXIfY+uKX2a5IdqMdBvUTT+D4o69IehXpqg/k7C6jtLsWIMwicoXKXgtPGqH51lsobNFw0TvWAfohk1Peigd5HoV7Xr69BuYqBELArJAdcj+2yWNQyVBOu9mlO4OFm+dIEUxe5hrHf9oRc93/Q9Zlehdj74JZqnib+6yYBaxoPgfpdHNwUHKxp/FihZrZvbz8InKbSnP2+d4LqK6ap/AD4+ATVq+P45ruNyfdCM/93/foalCs8hYBdITkEemyWxcyWoTaf5tyBHR6Gxrc2Mb/v4VyywRWU/bgn5Krvw6TH9CrEXge3pqn8sIDac4zJ58bBrtdAL8kgcIbKjTBSg/nSONXmy2J982fyvTCNXa9O9/P9AULAfZPO+XDUZlksahlq4WnOQd7Py0fkBtcL06sQex3cmqHyG2CvJ5h/ru0gsNdAL+kg8FbKK+ZRl46gT15ucENW3qIc9b0wjV2vfvXz/QFCwHnL2Jz7Y7MsZrIM1T7NabOfZwKR3CltgtLgyJhehdhpoNeuQQd+r1BLx5is2CDT6/BPPx4Msul7lKzJ98I0dp1s9fv9AULAURkkv2+HgM2ymMkyVNuA6X6eSUjkTmkTlAZHxvQqxMUDvYVXIdbY+PuApffYHAzqNdCTQeDm/Ir6XpjGbnG2DsI1lkLAg/MN8tYT22WxqGWohY4P+56QtyAOoCGTqxCb3V440Fv8opDtILDXQE8GgZuTzOR7YRq7hWmbl9egkvxTEgJOgp60NULAZBmqrWjY94SMABWhjgiYXIX45GrLqu9pGjOgjl/8opDpILDX4Z9+PhiURXrZxK7pX95eg4qLmRBwXOSknRUCUctQi0a2VwF3jVM9z8rI5uWuDwEHjFNdadtW5PsfAdMa9OZAr4C6RqMqi18UMh0E9jr8088Hg7LKAtPYbV7FyNdrUHExEwKOi5y0s0LAZBnqyVlwZT/g5wqWyZ3SVjCL8OZBmOGLQjTvVZ7sNNCLOhjUa6A3TfkKhXo16NSeCoxzsUc/JId57PL3GlQcfIWA46AmbVJHYFj3hFIHdggMWNSg/3OBwr93Guj1OhjU6/DPlt9+reChJrmnB7f9xR6ufUnjWUgNzwV1TAH1KU1jfvFAI8+vQcXBVwg4DmrSJnUEhnVPKHVgh8SAaQ16r4Fet996Hf5p/wa8eNBvd0vvWUj1d6BrrcUMth1o5P01KNt/XkLAtoiJvDcEhnFPyBu4A27ItAa910Cv02+9Dv8s/G0dT3vJMNzulsazkO3YaRqfVKgXjFM9ppmu/fIalM0/LSFgG7RE1jsCw7Yn5B3gATZoWoPea6C3+Ldeh38W/zYMt7ul9SzkNJUPK9T7FergMdbe0UzTfnkNyuaflBCwDVoi6x0Bi/2841/Lxd/w7qAYzDUCpjXovQZ67d+aHW3Q+fBP+2GRcarNhx1af8Nyu1t6Aw2OVei39eNrUKb/KISATZESucwQMN3Py8xBMZxbBExr0HsN9Lb8dhVo5tErFw/0eh0Msr3YoxeQeb3YI62BRoPGBxWFU/vxNSjTfxBCwKZIiVxmCJju52XmoBjONQKmNei9BnozVP53s5PjVF+2uLNRB4NML/boTb6rjgNWjzF5aB7BTmugYRq7PGJi4pMQsAlKIpM5Aqb7eUkdTaO0YrFPg1rDmRT7tNqb1qD3HujpO5sfS4U6cAWTd7d9NTkYZHqxR6/+98PFHmkMNExjl1bupK1XCDhthD3pHwbiMN3PSwJ5eqUVC73KvoYzCUaD3LbXQG9zv/WBE0wd28bA9GBQ1MUeEeTbF7e7DctAw2X+CwG7RDNDXXkhjnQHAuolwKEa/W0Nf61QZ05Qvdo17GmUViz4YJ+mUIe1Sytc+y76kiPQa6AXdxA4LC/+DMNAI3mGPalBCNglmhnrygNxpD0Q0LBSUXgW6PvGqb4gDcjTKq1I+jh7Gn0Vndsj0Ovglumhrk64DsPtbsMy0HD170YI2BWSOdCTF+JIcyAwy6lTmsLfj6CPXM7UurRgT6+0Qm8cp3p6Wn6LXjcI9Dr8E/dg0LDc7jYMAw03WdY8UyB/A4VAHogjLwOBJIFNq7QiZOO+R3H5XBLfpK1bBDptm2j08xTq7zT6PxXq1wstKtTzNByp4HqN3ua3bp61D94VGNlLwQljTC6P6kW/vvgzLAONqPiZ/C4EbIJSH8nkhTjyMBBIGra0SiuS+pVm+3T38Dd7nrdT4Glvm2zu9ZMH74bhdje5RtbsX6kQsBlOfSWVB+LIy0AgaeDSKK1I6lOa7X2TUZp9sdGd5rbJNOVtDt4Ny+1uwzDQsMmxTrJCwEkRzGn7PBBHHgYCScMzjKUVPsnIJD5+ZuXq0ALqbzbxxHMP55INJn6ZyHQ7eDcMt7sNy0DDJA+6yQgBJ0Evx23zQhx5GAgkDdOwlVbkbQ/f36ycexXqR2NMVpLmTLv9LKuqmu0P3g3L7W6mAw0/gywO0OgrXsPFN7qKb1I9QsBJEcxx+zwQR14GAknC1Ku0oveHQ+2mUe9W6Croh+L6kMWead728H3MykM2nhCw9J4ChaNWsPa2uPFqt1vH6kMaNK7rdvDO1+1uSfuRpL3pQMPfIEtfNs5U82KTXPwJAeciDOk4kZeavDwMBJIi3P1x9vJ5oE4CfUkHG0eBmgM9m8y+/5uz8raH72tW7nvbJO7FHsnyyW9r04GGj0FW3i7AEQL2m4vereWhJi8vA4Ek4Pcqrej04ej1cLuNH4sP8Ni0TSrrm4yi/PU1K/e5bZLkYo8ovPL0u8lAw9cgK0+4CAHnKRop+JKXmrw8DASSwtuttKLTh8NFDWcebs7ySUZR8fE1K/e9bRL3Yo8ovPL0u+lAw9cgKy/YCAHnJRIp+pGHmry8DASSwtyttGLhh6PT4+xx7HY7wBNHV9w2vskoyk9fs3Kf2yaD/uJPO6YmAw1fg6yoPPP1uxCwL6QztpOHmrw8DASShqFbaUX7wzFC4c3zNL44T+P4xQ+329iOOsBjoyuprE8yMvHVx6x8ELZNTLD0KWM60PA1yPLZ9262hIDzEAUPPuSlJi8PA4GkcHcrrWh+ODTqNIVeN8bUO5LYmaXyNdDXjzE1lUSPi7Z5IyNfs/JB2DZxEf8sdPgYZGXRr8U2hYDzEAVPPpjW5KXpTl4GAkn6GPFw+88LFN69grWTcW3Msuo4YPUYk4fG1eG6Xd7IyMesfFC2TVzngg99vgZZPvrSy4YQcNYR8GjftCYvbZfyMBBI2scepRV/UXDoONUXxrUxQ+UXGv2eCaZuiqvDdbu8kZGvWfkgbJu4zgVf+nwMsnz1RZags0Y6J/ZNa/LSdDcvA4GkfexWWjGoH468kZGvWfkgbJskzfUs2vsaZGXRt7ZNmQFniX5Gtk1q8tJ2LQ8DgaR97FZaMcgfjjyRka9Z+SBsmyTN9aza+xpkZdU/IeCskM/QrmlNXtou5mEgkLSP3UorBvXDkTcy8jUrH4Rtk6S5nkV7X4OsLPrWtCkEnBXyGds1qclL28W8DASS9LNbacUgfzjyRkY+ZuWDsm2SJNezautrkJVF/4SAs0A9BzZNa/LSdjUPA4G0+jioH468kZGvWfkgbJukletp6/UxyEq7D530CwFngbrY3IpAXgYCaYVkUD8ceSMjX7PyQdg2SSvX09Tra5CVZh+EgH2jK/aGHoFB/XA0A5snMvI1Kx+EbZN+/Ufpa5DlEx+ZAftEW2wNJQKD+OFoBjJvZORrVj7I2yZ5/gfqa5DlEwMhYJ9oi62hRGAQPxztQOaNjHzMygd92yTP/0h9DbJ8YSAE7AtpsTPUCAzah6MdzLyRUd5m5T6S/uuceoRCvU3BXWnZ03CARl/xGi6+MS0bpnp9DLJMfUkqJwScFEFpLwgYIjBIHw7DLmcilrdZedogzFA+D9RJoC9Jz5Y6BfRl40x9KD0bZpoHaZAlBGwWc5ESBBIjMEgfjsRgpKggb7PyFLu6VfUMlWs0+jsTTF3k2t405dMU6rBxqse41h1X36AMsoSA42bAALQbtqWrPIRsUD4cecBSfHgSgVlWHwSNb21ift/DuWSDK2xu5pS9ljByDxRePcbaO1zpTapnUAZZQsBJM6GP2w/b0lUeQjUoH46FWMpALg+Z1SoLu1Chlo4xWXHl0Syrqhq9cZzq6a50ip4nERACHvJsGLalqyEPdyrdl4FcKrBaK72OE0cDlt5ToHDUCtbeZq1gUYN1rD6kQeO6kI37HsXlc0n1SfvtERACHvKsGLalqyEPd2rdl4FcatBaKZ6lXAZ15BjV11s17CA8S+VroK8fY2oqqS5p3xkBIWDJDFm6cpADw74MKwM5B0nkSMUsq74HrB1j8otxVc6y6jhg9RiTh8bVIe2iERACjsZo4CVk6Sp5iGUZVvYgk2eRGw3TlF+nUJ8ap/rCuBpnqPxCo98zwdRNcXVIu2gEhICjMRoKCVm6Sh7mYV+GlYFc8hxypWGGylXAXeNUz7PVOUOlWet7wDjVlbZtRd4OASFgO7wGWlqWrpKFV5ZhQQZyyXLIVetpKvsBP1ewbJzqvaZ6Z6g8R8N64EUTVH9p2k7k4iEgBLwAt2Hfx5Olq3j/iBa2klKQJgnLHmTyTEquYYbKucAzx6meaKpthsrlwO/GqZ5h2kbk4iMgBLwAO9nHa+3jydJV/H9PyDJs85Uk2YNMkELOmmreMjLLXus1+u0TTK2LUjxNeYVCfW6MDcsU/zEfJS+/J0dACHgRhsO+jydLV8n/UeVpGTarVR0ZyCXPIxcaZlj1dgUnjDG5PErfLKtu1fD5cSY/FyUrv7tBQAh4EY6yj9eaBcvSVcJ/X3lZhs1qVUcGcgkTyGHzGSqzBdRVK5i8rJvadaw6qYFeOU51zKFpURWBgBBwB4CGfR9Plq6SfzfytAyb1aqODOSS55ELDbdw6t+OULjyaey57MWc9fhinT/jrB3/wIPr52kc/1ou/oYLm6LDDAEh4A44yT5ecxYsS1dm/4S6S+VlGTarVR0ZyCXNIHftZyl/FtQDY1T/dbHWWSofBr33GFPvcGdRNJkgIATcBaU87eOZBDINGVm6SoZqnpZhs1rVkYFcshxy1Xodq/dpoNcX4KAVTN7d1ruOVfs34I4CatkK1t7nyp7oMUNACLgHTnnZxzMLpXspWbpKjmlelmGzXNWRgVzyPHKhYZrKv4A+cIKpY9v6pilfDerOCaofcWFDdNghIATcA6887ePZhdWdtCxdJcMyT8uwWa3qyEAuWQ65bD1D5S4Fp41R/eoslTdouGic6gEubYgucwSEgCOwyss+nnlI3UrK0lVyPPO0DJvVqo4M5JLnkQsN01Sas9/3TlB9xTSVHwAfn6B6tQvdosMeASHgCMzytI9nH143LWTpKjmOeVmGzWpVRwZyyXPIlYYZKjfCSA3mS+NUj3ClV/TYIyAEbIBZXvbxDFxNTUSWrpJBm6dl2KxWdWQglyyHXLW+lfKKedSlI+iTlxvckOXKrujZHgEhYIOsyNM+noG7qYjI0lVyWPOyDJvlqo4M5JLnkWgYHASEgA1jmad9PEOXnYvJ0lUySPO0DJvVqo4M5JLlkLQeLASEgC3imZd9PAuXnYrK0lVyOPOyDJvlqo4M5JLnkWgYDASEgC3imKd9PAu3RTRnCORlGTarVR0ZyOUsIcWdzBAQAraEPi/7eJZui3iOEMjTMuywr+rkKC3ElSFEQAjYMuh52sezdF3Ec4RAXpZhZVUnR0khrgwdAkLAMUKel328GK5Lk5wgkKdlWFnVyUlSiBtDh4AQcMyQ52UfL6b70kwQ2IqArOpIMggC2SAgBBwT9zzt48XsgjQTBLYiIKs6kgyCgH8EhIATYJ6XfbwEXZCmgsBWBGRVR5JBEPCLgBBwArzztI+XoBvSVBBoISCrOpIIgoBfBISA/eIt1gSBXCMgqzq5Do84N2AICAEPWEClO4JAEgRkVScJetJWELBDQAjYDi+RFgQEgT5A4OuceoRCvU3BXWm5q+EAjb7iNVx8Y1o2RO9gIyAEPNjxld4JAkOJwAzl80CdBPqS9ABQp4C+bJypD6VnQzQPMgJCwIMc3QHpm8xmBiSQnrsxQ+Uajf7OBFMXuTY9Tfk0hTpsnOoxrnWLvuFBQAjYQayFIByA2EOFzGbSxXdQtc+y+iBofGsT8/seziUbXPXzZk7Zawkj90Dh1WOsvcOVXtEzfAgIATuIuRCEAxAjVMhsJn2MB9HCDJULFWrpGJMVV/2bZVVVozeOUz3dlU7RM5wICAE7irsQhCMgu6iR2Uy6+A6q9us4cTRg6T0FCketYO1tSfu5jtWHNGhcF7Jx36O4fC6pPmk/3AgIATuKvxCEIyB7LkXLbCZ9lAfPwizlMqgjx6i+PmnvZql8DfT1Y0xNJdUl7QUBIWCHOSDLXQ7B7KBKZjPp4jvI2mdZ9T1g7RiTX4zbz1lWHQesHmPy0Cgdci4kCiH5vYmAELDDPBCCcAhm16Vomc2kj/LgWZim/DqF+tQ41RfG7d0MlV9o9HsmmLopSoecC4lCSH4XAk4hB2S5KwVQF6n0PZtJv0diwQcCM1SuAu4ap3qerb0ZKs1a3wPGqa40bSvnQkyRGl45mQGnEHshiBRAXaDS92wm3d7Ya5flTXvMmi2mqewH/FzBsnGq95pqmaHyHA3rgRdNUP2laTs5F2KK1PDKCQGnEPthJ4gUIN1Ope/ZjI8+mdqQ5U1TpLaXm6FyLvDMcaonmmqZoXI58LtxqmeYtmnLybkQW8SGS14IOKV4DzNBpATpNmp9z2Z89MnGhixv2qD1pKzmLSOz7LVeo98+wdS6KC3TlFco1OfG2LBM8R/zUfKLf5dzIbaIDZe8EHBK8R52gkgJ1m3U+p7N+OiTqQ1Z3jRFqtMseNXbFZwwxuTyKC2zrLpVw+fHmfxclGy33+VcSFzkBr+dEHCKMR5mgkgR1q2qfc9mfPTJxoYsb9qgta3sDJXZAuqqFUxe1k3LOlad1ECvHKc6Ft/S5pZyLiQpgoPZXgg4xbgOO0GkCO1W1TP4nc346JOpDVneNEVqe7lbOPVvRyhc+TT2XPZiznp8scTPOGvHP/Dg+nkax7+Wi78R39LmloN0LkQOASbNhifbCwG7w7KjpmEmiJShXUDCfmczvvplYkeWN01Q6iwzS/mzoB4Yo/qviyVmqXwY9N5jTL0jvoXtZt1ey6Bc+b1YjxwCdIesELA7LLtq8r3c5aFLuTLhezaTq87L8mbscKxj9T4N9PoCHLSCybvbitaxav8G3FFALVvB2vtiG1jUcJDOhcghQDdZIQTsBseeWoadIDxAjO/ZjI8+mdoYpOVN0z67kpum8i+gD5xg6ti2zmnKV4O6c4LqR1zZaesZlHMhcgjQTWYIAbvBMVLLMBNEJDgOBHzPZhy47FSFlL3Fh3OGyl0KThuj+tVZKm/QcNE41QPia+zecpDOhcghwOQZIgScHEMjDcNOEEYgJRTyPZtJ6K7T5oO0vOkUGANl01Sas9/3TlB9xTSVHwAfn6B6tUHTWCKDci5EDgHGCv82jYSAk2NorGGYCcIYpISCPmczCV113nxQljedA2OgcIbKjTBSg/nSONUjDJokEhmUcyFyCDBRGshrSMngs289zARhj5Z9C9+zGXsP02sxSMub6aHUWfOtlFfMoy4dQZ+83OCGrKT+DdK5EKlxjp8NMgOOj12slsNMELEAi9HI92wmhoupNRmU5c3UAMqR4kE5FyKHAOMnlRBwfOxitxxmgogNmkVD37MZC9e8iA7K8qYXsDI0MkjnQuQQYLxEEgKOh1uiVoNAEHIbTqIUSLXxIC1vpgpUDpQPyrkQOQQYL5mEgOPhNvSt5DacfKfAoCxv5htlN94NyrkQOQRonw9CwPaYSYstCPi+DUdm3eapN0jLm+a97k/JQTkXIocA7fNPCNgeM2mxBQHft+HIrNsu9QZledOu1/0pPSjnQuQQoF3+CQHb4SXSixDwfRuO71l3vwd8UJY3+z0OUf4PwrmQdh/lEGBUtJ/8XQjYHCuR7ICA79twfM+6+z3og7K82e9xGCb/5RCgebSFgM2xEskuCPi+Dcf3rLvfAz8oy5v9Hodh8l8OAZpFWwjYDKeuUnIwaDM0Pm/D8T3rTpgimTcfpOXNzMEUB4wQkEOARjDJVZRmMHWXkoNBm7HxfRuO71l30jyR9oLAsCEghwCjIy4z4GiMIiXkYNBmiHzfhtOcdc/T+LaCZym4KzJQHQQU6qUaXgn6s93aazhAo694DRffGMeGtBEEhhUBOQTYO/JCwA7+ZcjBoPYsuLIf8HMFy8ap3msK7QyV52hYD7xoguovTds1Z92grlLwOOhLTNttK6dWg/4acE/39uoU0JeNM/WheDaklSAwnAjIIUAhYC+ZLweDts6CzwWeOU71RFPgZ6hcDvxunOoZpm3acptn3eplmsblE0xdZNN+hkqTUA8Yp7qyW7tpyqcp1GHjVI+x0S2ygoAgsPWb4PWpx37CXWbAjqIlB4M2A+n7Npwtd9DepVAbn+CJ5x/OJRtMQmoy676ZU/Zawsg9UHj1GGvvMNErMoKAILAtAnIIsMfamiSLOwTkYFB7xLvq7QpOGGNyeRS6s6y6VcPnx5n8XJRst9+bd9Aq1P8EvjnGZMVEj8mse5ZVVY3eOE71dBOdIiMICAKCgA0CMgO2QctA1mc5joE7mYn4vA2nOeueYc9fK9RogcLrV7D2tl4dn6a8QqE+N8aGZYr/mO8ku47VhzRoXBeycd+juHwuMyDFsCAgCAwsAkLAjkPruxzHsfvO1Pm+Dad5B22Bxj9r1Poxqq/v1RGTWfcsla+Bvn6MqSlnoIgiQUAQEAQWICAEnEI6+C7HSaELTlT6vg2nOesGnqNQZ4wx+cXOM9tVJzXQK8epjnXr5CyrjgNWjzF5qBMgRIkgIAgIAh0QEAJOIS3kcerNoPq+DWfzrFt9GfjzOFPNkqht/n7GWTv+gQfXz9M4/rVc/I1uoZ+h8guNfs8EUzelkB6iUhAQBASBFgJCwCklgjxOvRlY37fhNGfdGnUIcPU41fMWhneWyodB7z3G1Dt6kG9kaVJKKSNqBQFBYMgQEAJOKeC+y3FS6oYTtT5vw9k86278t4bCwgtB1rFq/wbcUUAtW8Ha+zp1zKQ0yQkgokQQEAQEAZkBp5sD8jj11lnwscB7J6i+YprKD4CPT1C9Oi30N8+6Wang++0LQaYpXw3qzgmqH+kx+419IUhafRG9goAgMLgIyAw45dj6LMdJuSuJ1Pt+Em+Wyl0adtfoYwuopRouGqd6QLdOmJQmJQJAGg8tAt+7iDVeOt9AHfo+zvJiS4w4QUAI2AmM3ZX4LsdJuTux1fu+DWfzHbTqIwX4bQNdjJp1m5Qmxe68NBxaBG67iDdouIEGX6KA8T3n1oA12A/FcQXNG1/5PuTREGsAs2kgBOwBd9/lOB661BcmNs+61cGgHxinemA3p9cRXZrUFx0WJ3OFQJt8Cw2O9EGK3/8YRzQUNwgJ5yoNejojBOwhVr7LcTx0qS9MNGfdT8CVCrXkaey5z4s56/HFjpuWJvVFh8XJ3CDgm3zbHRcSzk0KGDkiBGwEU3Ih3+U4yT0eHA3NFYiRF/9mvx1P/OrM4l49dvkbxtm4U2mnyrX/6aTHsg/nBMZ+VtIkX+AG5WnmuxgrIeH+yR4hYI+x8lmO47FbuTf1vbc/94SNX3j9v+986rU3qOf94fa2w/O/eNZTH/vskafu/O4vf6rwrA2PJu6I7MMlhrDfFWRNvotnwg3NGw+TPeHcppUQsMfQyOPUHsHeYqo9G3isevQXnvj103eaYKpZEtX6MylNsvVYZh+2iA2OfGvZWXNjXvZgv/MxjigobhASzm+OCQF7jo3vchzP3cuVuYVk2ICXbzz7xMoOY/9185K//d+/2vSNl73gidm/Pnzp2ZdPOnW6gSrAD+UwjDmqg1CmkzfybaMvJGyeh1lICgF7Rt13OY7n7uXG3ELybTrVJMRN33jZd5749kHPXfqhz1+68bwTTt7h4Lu/t+R13/+pM6cXLEG3beZlNuSsj44VDUKZTl7JV0jYcbKmoO7/B8nOMVYDLfspAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="m" idx="1" x="-115" y="7" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="17"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="up"></block><block s="doRepeat"><l>10</l><script><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="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="2" x="125" y="-124" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="77"><costumes><list struct="atomic" id="78"></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="103"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doRepeat"><l>10</l><script><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="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>12,245,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script><script x="656" y="183"><block s="clear"></block></script><script x="294" y="71"><block s="setHeading"><l>90</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="3" x="56" y="119" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="12,245,0,1" pen="tip" id="161"><costumes><list struct="atomic" id="162"></list></costumes><sounds><list struct="atomic" id="163"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doAsk"><l>how many shape?</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="doRepeat"><block s="getLastAnswer"></block><script><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="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>12,245,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>170</l></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-160</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>199,140,0,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220"/></sprites></stage><variables></variables></scene></scenes></project><media name="Pt2 3/2" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>