<snapdata remixID="9493069"><project name="Art with Polygons page 3" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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n72v6FCaovA/Eln0g0wfNUBMINCWCIAAt6XVhl7/RSBb0PGINVJ6uonSuukCTQan23hPlvjP+6oOX/aUXvmgOTHPcV4bGszM/rodLgsR0+47Div7rv1Ah6cU/eY2v2NnVvroDswsa6naNdyNKvGyxrVUMW2vqCKWt51w+ZVYVceix7TPITgdqTkrCb5A4OUEQIBhd5gsgTh2n75y4qgYm3dK50/2HnKZEjrR6np8rLLTiL46eIApXRAyxhPnnYxXt9/YUxKzqqlQ/++VotQvXKjSkXm0y7ELOnil6Dfe/LBu6MFgX0rqUECc3nCjSngWWEEV0fZ19djsii2pvXNH2TEvqa79wTWl68ubWjv4AQEgoB0BEGDteIG1AQlk8kNTXXDJIXuR6FNdp5UIOpywQPWWzqKsYc2NncPrNJLHyD+ToArYHCa99k5T4jX8/DvEPPYLPvXklaLL8fWBH7yWf1zrV3O+4ywP6E/dG+7LkHoV0XbT3akSdzOsxIW0Q62aUGfNsSrplipYkiXz3L8SbaptSq3gAwSAgG4IgADrhiNE0QOBUoG3MpH2e2+Q5LxOZxifdR/bfaj53bs3VZ17D5Seu92c0rM5ocN4rLzzierAn8IkMcu0jfWt3Qqn0fbXPxdQ8oUVxCY1TYtTir5zXdzJnyXt05XxyKuC2Ayxw1UdLJCCWUAcRQjhaoKwtSWqc3WiKqxohFEZsauuI2b5FKJz3KiSlDzaqTSXcCtkqnbyYrVtBsOe8ejtzC312vYA9kAACDSNAAhw07iBl54JRNmtcPrEKbr4p/pxnsvk23X6dK2cH3C2oXy2OG1Uc9rI4nYawmMWXkhS+f0aJr22SMtYOIUXtk7AKFhbR8xKctTs93u+4pSin9hvd/XDGb06sbK8KmjrYQ640p+B6YZ7tpn2uOpiKu2d9VAhuLe04NdbL6pjvVMkz4lZ296JWebhQeW1C6BElhXE2r8GWQZQWM2zQzUO9riKVUpslNXIqlRNKIkVqk2zwTUZ6bRXjYR2LS5UOwhL1Y4PVxdtgAewtFxsMAcCLyIAAgz7wiQJnGFPfLOfWdxWW6GYocsCY7gje/VhJty6WB8WNirvZJMPos/khgziMQsvpah8dnWXXp+nTY3x3N6L+YyCLylEM6XE9eNO4jubnvXf6rqoV4BZblgQle1dTmyGtaPKfWmESSltl2ZHVV9MVvpkPyY+dyLlP8Rpk7cx2yjPORZO1bbtHRmlfmyqxN2bIbZzpsqciminjmrE8LbA9a6OuMK6IU7pk2/T5gUUUuW4UOUpRbRDSTVtoa4n5spUtWeGXGERs6Z0G9xPbgw6XG/TBECA2/Tym27z+QLfT6qI1Zs+4mS+LqssEvhcqEPmtTzRw3FNjZvD6zzAnZF/+aHKe29X6Y1Zmsa5xhk+3Y8lXG9DajhS4vrVAfHYz1ydpb06med0CWTm+pTRNsNdcKlXHTJTVdDWjxrENlHdPueRknvznYKfkzXNo2+79c7vcxwZpR3aMco8BFRBu0Aqx7KCWPmrMaMXmyryYiL1kxIUhImqiLWqkliXqRH1UEDJr1URS5VEzVZk05wiIXaJe1u2NUHf9UJ8IGCqBECATXVl2nhdBQK/XeZYUWIvFK7UFYobnOHDwlhJf/1Z07/z1MLDiU2Jm87v3J9HFVxJoz0PdBbfDNckxlnumCEhjMwNLri0i4h2r2Ug9TklYoayqWJBJbGuryIWD2xxzaU4ZYfcHMy7Fin74bEmcU3RZr3zMs5Yy9tvOeDqpQykthLS7CIbXHvEiyEtr6Ut3Epou0EWVD3fAVdZWOI6qqGHWmJByol1XQ2xlNqjqmu2jEpxobqdOpvmVIsJN7uoxiFmRdl3ZabYL9QEBJpDAAS4OfTAV28ERIIOZQpi9rWvOFEnk6QaCs0XBMRVI1aut+jB600pPJUf1s+Lkl3JVPGPdpLentZYjO2ceQGjmDd+cKdKh2JEkIx2qaol5knWqPryHXWwUKL2vhyZvzGnsTgt9fpf3LFzfBnC5e1wRfsC2jE6pj5485sFu//1Tf57t7c78hiSHj6U3MWDyjezo6qoXBW7H0Ik2IFR42CDqllmWImUhIkqibWqAlmVqwnjEZ+SX60hlkqJ2k2RQ/OKcxD3/nL55vstlRXU3TYJgAC3zXU3+a7rPdj0McXQ16fL9/yhi2KvcYe8HsZ8eOiQ4rWgWfLfHmkbs+Gd5EAzUUyOmvtnsOTOKwV8s1Mkb4DVvXWuVGkERuhoppp3/W5dp1MrizdJtc3bGux/d53Vq69F0pJ2uGJaGbG5l6zy/2Gc7Oh+TXuLclliI6BqB3oxZb5elMyGjYsZ1djCrVhtP8iKquPb4WpLK1xHNfyRU0PMSQWxqasmljIbXH3DiarIzVe3UwtpTnUOzc2V1rhfWVv+VammucEOCOiTAAiwPulC7CYR+JU9p99c8zPXmLkFOtufMn5gei2xiPWRJM7UtqhbnMG9O7KyYsRqt9NBkrsTX+Yf5fCOw1ibuLU8Kn9ZKbG/eEsZsHZe3t6H2uZrrfYbXJa4jzW/u8iOqookiFKV0XabztGdtr8n21aki543u0d24FCynt6UzNXr72/TQtq9D0Io2A7XODV8mzb/+9t0FbFSVRDrciVhpAkY+TF1xFwhUrsqc2h+kZi4JSzN+6nJD+jpoheI0TYI6Ox/cG0DF3RpCAKJvN6r3amide6idCtd5LvNHTgnhJmx/ff6sT6L87bmahOz4anpzsxHMTLa5Xx7cdwLH9wiiOBr3OEr2zOEH1YSy/Q7qqD3w+X7rmmTp63ZnuWOmx3IyI10whXBBbTD3qt1nbYsKNyt9weyolCUlYe7ZKAnFvt5MWW2briYUYvNXYtoh0FWqE5gT1VZWuH6J9+ma4n5k3vT1chaboOqbzqh8uxC7KjOUXFqcmlebiHD6cpKyaaStrZ20K/uCIAA644lRNIRgXpP9ygZ7dzbS/RguC5C5gkCpBXE6qS/OOEtbeJddhvdo6vFw5h84njZX5Tw2ot8z7HHzuzAzP6SRlR1vCpg7ST5EZ38ZK5NnS3Z9nf3WWF9WMlLnamyN0pp2/gHKt8tY+XH9hq7py3tlgVyWPk9vZgS96f3psVqdi+ESIgtVeNkh6qZDRPGlISBqoiVuoLYlKsI8zGXyr+mQMw6idpdmUXzikU0O3FZ/o9aTzQzdv+Q3zAEQIANwxmyaEEgkx+a4oJLjuhiBGU8t99iP2bOli31E9naHGZw0n1MWF+zBzEVxOa6h/jBiOfLP8KZOrYb4+FXTEw7PlJ5fjhMdmanFi2C6XMEvnZ7z3WU2dVFjqjybYQpuoTYfH9F2eNXUz4I4lu0wtLevXygB5b6ezNltmxGMaOOmDsX0g6DrVC9wI6qsrL++970z3VTBi/N++kKLDwQeJYACDDsB5MjUCLwViapvVcNkl78rrnF5Qv8iiuR9W++osTVmsY6zp7crT/rfkw1srzNEz3616zo313f6NXL/PF6B1zVKY32+GqPxPubbWibUtPYYNc4gdNPflXIjXSkKkOLaId9N1QhW+bIf2+xTzhvcI30eb9gS1bjnYNFWyMAAtzWVtzE+93k8I7Dcoe9pT/VT/Vs7gHvydywFR7M/K8+Eo6z24I0m3F8lDOtyyDWvZh6wrrLFqUNfYpru/O8gN6WKZ854orXZKTd1hjS43O4/6ffzbSLPbtrX2ZSpDNVNqOUtk18qPLc8pr85B79ZoXoQMBwBECADccaMmlA4CRn0oJBrHu/2OhgBGWRwLeykrb83EuS8pUGqdEh7pTQoYy4GCVi3XcTpQ9p8Hn6SpELVRpRTDvsu6Tu8ek78s0iTeKBjW4IbHaPdBnCin3TAVctR4SmSpHt5rOKAb+syt9YoJsMEAUIGIcACLBxuEPWlxCQC/w/qSEWC33EybzmQErndXnfmSqLchJla/Qk9T7XNzqNtIiNUWMqyUWYOTjK4R37sTb3PuBSRUtLic35O+rgD+bKdrXYCVXNYWlKvifZE8M7MjMbfp7uUk/MDqSrPA/3k/110pRqhFqAgKYEQIA1JQV2BiFQIPDbyULKckdRbpPO1X1aZJmHV62cdvq4vfj+xsYKP+A2s+Nw8xsxhODULeJZQ4Zwby4PYAg/LEdWj24p26+eLd9/o7EYcN2wBH5zmdX5daurG+1x9WAp7SwtJfabgsWx3xi2CsgGBJpHAAS4efzAW8cERIKgUhVhbfRuxgjKbH7Ix7ZU9Xsuwkz7xsrb4T63w0Tzq1cIIY9jFR13BrGy/6vGVGWcKmDNFNmR4435w3XjEojlDdgQxkxdVUfMiAKxVGXE9qeLqrCf58t2pBm3MsgOBBonAALcOCOwMCCBhhGUf9QPmPpG3oEjTUn7tdt71ossDpfmqDmrQiS3v39VjF84cwJfZ169Uo/M7BXITMggtG0q7fXBSOmp3U3JDT7GIVAo8B2LMTkqVLEfuTJKbNyoYu9i2v50ispv23DZ6RPGqQqyAoHGCYAAN84ILAxEYBvnzd7zzI7fbM4Iygx+6Ld2VE2EmzDd9VVlb3VZ5DfF8q+rDlQ1u4h2KEtTCb64LOv7TRSKog3ULqTRIYGrT8aFCs9mq7j7StX2B9qzMt9xpcrGFxP7vFJi+22Q+F6jtyJ0WA6EAgIaEQAB1ggTGBmCQDyv92oOVRTlLkq3bEq+Tc4L2Qutz4gfqryXdpde++VlMXZy5gSOZ167yMB0u2w1d8u5yk5fri3/GQb0NwW6Cfls477p/wbz/J9i2jXtZO3gWdasYqcJzBvzLSnFKiZRM8uJ7dYYVa+fmnIYhwm1CaW0IgIgwK1oMVt6K/We7uvktGs/T1HyP+/fatNTGr/zb7aoejhHnC54md+3vBVOsxnHr2CEaw7UDQ9fkv9ztjY5wNa0CUQFRZlFVu4+U4Us2efq+oxbVLDtyQCMOF6/SHeqONINF/sVEfszD5R+24fJT8PYUNNezlZfHQhwq1/iltNgJj8k2Q2XHrUViT7VtupfXBf6zLI8lR6vCpzTR3r5hcMavhQsdpyHL16uIxYVO20nD4tKjVJomwfsWwaBRF6fPQJKPvKKqvuIybKD8U+rPsMZ1acTI3elC1U2sZg4FJTR1t90kMR93TK6gipbGwEQ4Na2oi24n4YRlA/U3u/3l17cpG0bWfzQfVa4NpQtSuvwIt+vHFfbz7b987ICMWuPmw0e8namZpOxtK0D7E2HQBKv13IPhvyrWFXHmSOkp/71UF/DgJVptn/NZRLlWhZSsUqI3a8xyq4/zsn7PdV0OoBKWjsBEODWvsItpL/NTpF2y+wOlP9YO947Mv+3HG3K3u02s+M0i4vJsXTwpP7iv/583ne98/u2M62OX1YjpvJbeviQTZJNtdrEB9uWSyCXGzTIklF/LlvN+7qXNOajF3USy+m3jMssXuqGiwNLif2ZRLX3ruHSc4dbbtdQeUshAALcUlaqldd5gjNh/hBW3DZroYShbau5/I5/WFL1bDdhRq/nfRteSwo3O32p4dHm39TTBkfJomq0jQ/2LZvAMfaErgNYSaeENOdiZ8nNmS/r5rzb6B4dzHNXueDSSSXIrqhCbbsxUBK3oWV3D9WbMgEQYFNenTZUW75HwMfVtMVb3uIkrjZtH+VM6jLW7Nb9O6rggf0lF64+6xvFibJawDx4kUKEubd+zKBV+RurtYkNtq2HwCbnd9iLrA+dENPudcfrek55v/CnvJd1t8V5GWey9YV5ZkS11gIrzIrVdjtuK7tsmZ6/50HrIQKdmAIBEGBTWAWoARV4+O1gEVWloyhnuTY4JIL2p8yQkuUqyvzXmb0reCssV1B/XWAilfmemvGDVxdtqNQmLti2TgKZgtDTtqSq4wVlv1EReTsfNtblXf6AJVxcsMSVKgkqVdueTVYH7B4qO32gMT+4DgQ0IQACrAklsPkXgQRez/cvKkN3rcrfqrPTaESCjiUqwvjWW5z0X01xN/xkONjy/p0YZZdew6Rn7zz12+wbaT5ecfmCGVJZ/95lETkAACAASURBVF45YfCa0vXlmsYEu9ZP4C63/3e+TMncOGXH0cNlJ25q0vE59zFhQWbZ7znjstdLiW1JNW319V7J+K9hcIsm9MDmZQRAgGFvaE1Awu9QVU7bfh4kjf1Sa+eXONQ9GUE5cPqMvP2HNI2Zz/c7R2NKzRalvfbUp+E90DkVR89bUnUOO8jQwWtFMGBDU55tyS6DFxruxKjcmaj0XzlEdvYHTXvf4LLEfYbFlQXmWLHWEivMi2j7XbfqgzfPKNifrGkMsAMCTwmAAMNe0JpAOq9zEpsq/qMp7+u+KNmv3AU957JO3NZmBOUtzuDe3cxSb56t79t9vPxoXEPchWghay0/9i8rqsZpr3rMoJWSTSVaNwcObYbAPU6/Pl5M2blsmvt7mOTaMm0bv80d/Bafki92Z5R0KqbtLz6kfXYNkpzdq20csG+7BECA2+7aN7nzKg/+17XEws5FlLGoyUGecbzP6/c+j8r/1E2LEZQFAr+rdcSsVCBOndAQKgpFMWfyjp23papdd6vGD3pP9k2RLmqDGK2bwG72zPYTWFePC4n7g6Pq0RFNeUr+rPvY7kGsnHddqJKpZcS2tApZfL1X5P9tFDoMg15a9/ZpdncgwM1G2PYClAo81xURxwg/cYKfLrqvF7ivkxKXgd7ilEGaxLvBGzY6jJFy6kjtoNCGn/6moCmMz/mZ55xwJWdn/YSGp511dm9ak3rApmUT2OTwjsNcuz+PlxJbx1OKHuO1fQ/9afdfuEe6zGJdXGiOVWuscK1lIe24+059h++nFxxMatmEoHp9EQAB1hfZVhw3kdd3tRtVGMUWpTXp0ITn0WTwQxPdcdExW5FEoxGUckFAci2xeOQtTpoWhaKoGfwTZ5xwmcfB2pGDlr7i9ZJWvCTQmg4IJHF7HuAx8wddUXYZ+brsaEJzQt7iDVoooPLecqeKOxeqnWLSaI8dA6XnXzgitTl5wLdlEwABbtnrZ5Tq93PCZ0xgXYm2FMooXRRQ4uGjeKjyWt1XgxGU1zmD3+jGerz3kOq1wFnSbRlpvG6nnKkyv/01owZGFv0g00U9EKPtErjH7/uhLyX58L4yKHKo7PT25pI4zp7crTPz8UoXqnRaObGpqEYWG/aIJm2KQlF1zY0N/i2fAAhwy19Dg3ewkfOu80qz3ws3lM93aO4rPg1jIlfZ7KzYWjvWZ0n+jkZPJpILArIrieU1f3Hi3Ifc7idcGSXtf68aMejdkp/EBgcBCVslgQxOp3E+ZvLjCerAXV3F1+fqosko3gqnefj8WxaUco0NqrEqpJ2i4+nA7yZKDyfqIj7EaJkEQIBb5roZvep6D3dySDH09Zny6KPNKeY4Z+K8Iax7v9kIJY1+m77NGbigEyvjl18Vr3kNZSRu5lBFnfYpRw1aJv9R2JwawBcIPE8ggdvr91BWxqxcNeeclzh5lC4J3eANW+BNiRe6UiXdC+h2N9LUHtsHSc/t0mUOiNUyCIAAt4x1MrkqCwV+9Rkqzke9ZVebdZSb3CPg4zrabLGXOIXTWJN5Av+8Str6cA0y5/AZBV331g0e1NQHZhrLBdfbNoHN7pEu08zOPXKmytqV0bb39tUPnqbrvXaMPaVrF9ajFS649I1KYlVZgyzX/147aUtUYVRV26bfdroHAW47a63TTjN5oUJ7qmq7iyjzP80JXODhu52J1DVOwpzIV8VJ5PVa5kNJNj1We13xYUgCD9cNHfT0sPXm5AdfIPAyAue4Y6f2YSTurSDWpRaUghlXFzhqRP6ZWF0TazgJbJz1lWVWuH61Na6xKSKOe+NU/t9Nlv3xzznGus4J8UyDAAiwaaxDi6siX+C30xrVFtiIJKubU7yI37FYhfAmb3HKK0dQFgp8S9WIwWQhRcWJ2gED5xbuymhOXvAFApoQSOV3P2GGVc6YJiVuVPGIQuIwxFucck0T36bYXOUMn+/PFM93oYp75avb3clU838bIPur2Q+DNaUW8NE/ARBg/TNulRlqBZx1EuI62k+c2KM5DdZ5cOgTdf3fmJp/4ODL4jzih60MZGR/U0Lb5f1ZM3Dg/KIdac3JCb5AQFMCW9wWeIWbX0pJUgWusaGq/EMYGZGJqoBPwqRXP9M0RlPsGk756sZMf8cZl4ZXE6uqGmK+/kDVaz8296HHptQCPvojAAKsP7atOnImv8uHLFz/voco1b6pjW5zf7P7PIvjdxsbQVki8KoiGFX/WT2oP4hvU2mDX1MJXOGOeCeEkf7Z74oRwWNYd0K4VMGxbDX/j46S2NebGlNTvyiXJTazLW9EWqHa1ba4xraIdjhwX9Xh24nyw/c1jQF2pksABNh018akKzvJHvfWAFbij3YiEaOphd7j9XufT+X9x12UYfGyGLn8jh86U+Wf/lE3MHQWnMfaVNTg10wCGfzQWCViSTuI7026zRnUJ5CZc74emd3ZSs0YE5VrmHd6r3CHzQlgiOa7UqV98+l2cVk0e1t/yeVfm9kauBuRAAiwEeG35NTfuS7uFGl1JGl67o/Mw2iquim91Hty1klp58HeouQBL/OXewQUPFZ5vQ+vaTSFMPjoisAu99lBE82vxt+sDwkfnXf8yD732UGjzK8epwkTn63vMSEif2+KrnI1FucYd0poF+rxO85UaUQdMfusnShbowlyjcWF64YnAAJseOatJqPK05Vsr5/Qb5F8242mNJXJC4l3o4qPv2wEZRy370pXqnSJQJzq25T44AMEdEkgltf/Kw9KPn+HenjgB9IfiyNRpPkngnOnmUjZK1PFH95ddl2js4V1VdOX9msc68styuFMYl0RNXwcEGDDM281GcsEnqp7qqAVw2SntzSlqeInIyg91/STXvr2ef8VvBWWH1AnZHGqwMWjZKcPNCU++AABHRPAIn6H9GLa4UZn6a1/JmQl83oc9mOIJ+WquVPaS+79oeOcEK4VEwABbsWLq+/WcvnBRTRC33uLU7R+IvRrt/esV1r+XvVbzUTfF73Pm8zr9Yk9rpziIX4QrO8+ID4Q0JTAIfaUvkNZcTEX67sNn5p/+PJTvzhu/486sdI/S1L6be0uvb5Y03hg17YJgAC37fVvVvdZgk4XOVTBDcvcvChtAx1znzJnuPntHdYvGEH5pf1ix0X250Qxqq4Rk2RHjmsbG+yBgD4JJPD6bnOhioedFr3jvwgtUj7NJeIH93fEZZfy6XYXfCWJo/VZA8RuHQRAgFvHOhqlC6XANUpOXEIF4tQJ2hYg57f/uA4xl3iJU9jP+ybzeq63x5UDPcSpzXrHWNuawB4IaELgK8fV9nNs/3wsUbvs6ya98e6zPufdRvcIM390hiD0KFo9Zvrb0i0STWKCTdskAALcNtddJ11LeYGf1GGzJT7iZHdtAxYKfH9lYHW9kzBn2bO+G1yWuC+0OpN9qS5s3OT8Qxe1jQv2QMAQBE5wJo7vz0o8/Fdd765Tn3sCumF4x0yLS4fVhPK4q+gwelTeyXuGqAlytDwCIMAtb81MpuJr3OErghhZG9qJsljaFpXL71iMEN7k+dwIymRezy32VGWQhyh1sLYxwR4IGJJAKr/7QUus8PcWJXV+Ud5cfvDZdlTFEDntNNRfnKC38ZWG7Bly6ZYACLBuebapaL+x54ycZXb2rJkwX+t9VNswglLZN3ya7ND+p9C+Yy8UzDa7mHFW1WPgDOn+220KJjTb4ghsdorkRdieTk1R+n0xQHZ+/YsauM/tuyOYlTknUe2/Kkx87ZsW1yQUrFcCWv+PU6/VQPAWRWAhWsja6vmH4rvqqX4rC3/K1LT4X50XdJ1ncyKOys2nMMLkqV8qL+w3K1zn4iVOHq9pLLADAsYkcIE96s1uZo++O1ozJGRB4fYX/ht4wA2b5csU70pTeRwKkd6Zbsx6IbdpEQABNq31aHHVVHvw6PN1PRZMyj+6Q9Pi7/H6rRJQeZ+5PTOC8jeX+b6TrGIenqnr2dWQU4U0rRnsgMDLCDzmdYkhGNe3F98f8TKbRHafvp5m0os1xOL6NtH0ETA8A/ZTAwEQYNgHzSIg5bevKkG2XwSL736haaCGk5RkxHmojzi531Ofx7yu0QxMM/3ECfANQVOQYGcSBLY7zwt43fpyYqwi6M3h8tPRLyvqCGdy50HMhJOEoOozqj4TZsn3PDKJBqAIoxEAATYa+taROJ3fOYmNC/942TjJF3WZxQ+Nc8dFJ61FkiczbHezZ7Z/jXUr+UR1v+C5xbsetw4y0EVbInCTN3hdICVcvrtmSNCKom3yl/X+BXdpu0XMs4cwoXs8VnkP7y27fKstcYJe/00ABBh2RLMIVHjwv1EhlqWTMHuJpoGKPHwUGSrBml7SK09GUGbxQw4pEKu2vThutqYxwA4ImBoBIT/4QTmxTuokuRPeWG2P+N2Oe1DyMUKV2/j20vhTjdnD9dZJAAS4da6rwboqFXiuKyKO4X7iBH9NkkahhVYfex6r/qXq9cAlRT+n7eXOCB3JjL17sG544JL8n7M1iQE2QMAUCRzgTOsygnkv9irdefwEydEzjdV4l9t/Yygz7d1EdcD3YZJr7zRmD9dbHwEQ4Na3pgbtKJHXe7UbVRzFFqVZapL4uPvk2UPNY3c+HUGZww8+U0OsxEGS2EWa+IMNEDBlAvd5fba4U8UT99WPCViVv7G6sVof8rqN9mDknZCqXc/6S+LHNmYP11sXARDg1rWeBu/mAHtG+HizmD2WQhmlSXIJv/3HSsxa6iVKdj/EfqPvcLM7F3dXjvF9uwRG9mnCD2xMm8C3vG8tp+Ff0/Lodie7Sm8s1aTaq5zBvTuxcs4hROJ+q3t9+qr8jQWa+IFNyycAAtzy19CoHXzt9p7ru5a78v9Tvcw2qjCqqrFiCgW+2xiYVjoJs5eK+EHXyolNfLAkFn5+awwcXDdpAnsJYwpB2DcCq778gz1l5Hjzq2eTFN7DusjuaDROdSdnTuA41rVjiCCHa8quYybKD9836YahOJ0QAAHWCca2HaTew50cVAybPEu+p9GzUHP5HYsQIt/fVXW4N8zs3tE99WM9387bUti2CUL3LZnAPmIWSBCJJwiHR2DFsYZepIL2j1lIbesqSudq2lsUimK+KTh4xhbXDJDT7YYGiOOva+oLdi2TAAhwy1w3k6q6UOBXn6HifNRbdvXrxgprGEF5Rtk/ohvzwcoyYvtXiPj2B435wPW2RcBTnbHYjK55kM4KMXkBiiKI8kWseIRQYgRWznm6UhmC0LW+lOSLB0rfn4KldzT6KfqpbxK35/5ApnBaCu21tJv41s9ta/XbVrcgwG1rvZ90u9kp0u7tki0Vumo9kx8qtMdV211Emf95VcyfXeZ3Xmh9Iv5EXf9pA8zjf/u+cgzvUx3Woat+II5xCQhUWTIVsdgqY3FfuZ+MW+X/Zd9DWFsQQsNVSBkyF6O6pzX9zJnfZ77Z6Rs0weRKfbce2p6IdJfT/70QVsaGh2rvfZ0lNyNMoVeoQfcEQIB1z9SkI97jDHifx8xbwxalOemq0HyB/y47XCm1FMo/fFXMWE6/VV7MvM9qkXl2mdomOkR6R+PpWbqqFeKYPoGWIsD7iPlIGtHHCUJhM7Ey6XmyMkFghYKwVBa4TuguynjhiUmvWo10fuf+7lTJxQpiE8MTpQ43/ZWDCrUlAAKsLbEWbr+Ct8LyM+pw5X1VwKIBskvbddFOrSdnnVTlNtJXktDrVfEa7ErU9qvMsKr+R9twdlRqlEIX+SFG6yLQEgR4O0Ecc8RKQQh9FoGV371oBWT8wH1FtIO1D1PyWpaa92EnyZ0Xnpj0qtU76z62ew+z1DMEobyjNUMmLyz6Nb11rXbb7gYEuA2uv5Df8WcKqfvwxY866aL9TH6XD1m4/n0PUar9q+Jl8UPvejGk3eNVgW93k1xv+OkOPkDgfwi0BAGOJsyLBKGamVg17mVLeJ7z2hIfpuTtKtrqoC9D8sGh+v4h8/L2PtR2yX90WsKfbnv+EEZ0h2RVwMiB0nNwVKe2EE3UHgTYRBdGn2U1vPIQbnbu0aX6bv1GyU/daG6u09xxb/VjJv5oJxQxXhWrSOBbr0DMUo7osXtzc4J/6yVg6gK8lzA/IAgtN0OqjlMxeukT/Btclri/ZXVK+oNqrOs8xoXrCGGxuyjtpScmNbaimfzQM2yqaHi+0nmUtyzxQmP2cN30CYAAm/4a6aVCuSDghIowaL744YTmJtjs8lbnpdZH4xm5hS/dT1EoyuITzx9r7ykDF/eQXt/a3Jzg33oJmLIARxNWd4TQTYzIiHCsutLYKmTxQ7Ifqz2/sKSUKX0Z8bcTVX7zwqTXdzXm97Lr97n9fwlmpi1MUrdf310Ss6apccDPNAiAAJvGOhi8igvuYwYOML9/eU/1qPbzi3akNbcAlacr+VUxqe9i2dabL4q1033mlMnm1/baCYVmzc0F/q2bgKkK8CGCbBSIlUIjcnQWVr2nySoIBR03mBOlk7s4bUEKv8d2Ls5/Y3v9SM9V+VubPO0qgdcnPJCRs1tIc04GiuOa/Qe0Jn2AjX4IgADrh2uLiCoVBD5QELNrXuJkjU8yelljZQJP1T1V+xXDZGdfeG/3Km/Ecg4umOknTujWIuBAkUYjYKoCHE1YBwhC3jOxMkxTOPs4ERP6MRN28EWpTofQIcZAjw/lFbT1LV9xYrOEM47dp6+PmfQvGlG3t5Gpr68VfVWqaU1gZzoEQIBNZy0MXslt3uA3g6jMn/aLRlotQtuUzSkglx9cTCP0nbc45bMXxSn08P0GIURchJkafXNoTi3g27IJmKIA7yGMWRhRP6qQMnQORllaEMZlHp510crhvZbJtsVf5w0c2ZPx6Gw83WFkD/GV81rE+R/TA67TQoZa3juBCaauqELHvS47mtCceOBreAIgwIZnblIZCzx8y0vVtl8GSBK+ak5hWbyQyxxm/jXL3LyoF8XJ4HWJFyPXXYMl5zY3Jw/4tn4CpibADaMmaUTiMcKzw7HisLYrkM3vFFNFrM50ktzZ0OCbyQ89Zoer+y4VhbofRofV2sZ71n6dU6TdYutzxy0oZS8h7TosRHzX5KeHNaff1uYLAtzaVlTLfnIEIWusUO0aN1G6g5au/zJXerpG5dEuHfmi1NdfFEcmCKg5UTtw5FuFv1xrTh7wbf0ETEmACUF4L2LFY4RSwrFyVlPo3+f1WuWAa8b5iJP6Nfhv5Cx0nse8IJQR10MdxbFz/xXTKvcHhKmTqFqg1bfjh/zuf3hTkgkZasGsYElsdFPqBB/DEwABNjxzk8q42TfSfJ7yWHWyOnBJb8nFbU0tTioI/KSemC32Fiezn4/xbbsV3LdsDolmC3ubNfcv/qbWB34th4ApCfBewtpCIzRKhZQdnx01qQ3NLW7LgmdbnLz/rXCuVRSKUjX43uP2nxXCTN91U9W59yDp2TtP4llmT0EU9TNCpCOq9srTJkeD7R3ugC+6sB6vTVH67uoqvflvYdc2GNgbhAAIsEEwm3YSEb/jjxjTg/mih+2bWuk17vAVQYysDe1EWaznYzScGRzGTN3gLU7S+GSYptYBfi2fgKkI8F7CHEEQPqlGqMdsrGzW/VURP6jopjL0rTfy9h55ukIyQeB5BqI93ETpgche5INUdAJCeDKq9mjyO77JvG6jvam8E8XE4aKH+MHIlr8bWncHIMCte3016m6b85v+c6xPpl1Udx44WnL2qkZOzxntdJ8zOtzi7Gmz3Pz/2VOZ/NAPzZCyi0CcOrkpscGnbREwBQHeTxBHjZgpGKEvw7FqY3NXQCYI3KYijEqBOPXdp7EaBuJMYV1KyVTxvgwt3T8cYRyLqj2WNzfXFe6oniHMx+cRwhkH6kZMXZL/c3ZzY4K/fgiAAOuHa4uLKhUEHkcIYa7o8UtH672qqV/QL6w3PT9UfFs/2/M9+TfCZ21F/KCjCsSK9xUnft7iwLSigqOJ2RdqhOJnY8U/38JMsT1TEOBowmz4FlofgVVjdMHoFGfivA5U9ifekiTPZ+Ml8nqv9mWIv+xSGp2YXtG/K0KY6CJfwx/Vk6wuH8WI8OLVAaOGPf2ZWxfBIYbOCIAA6wxlyw50nj+6/yAqPuaAYkzQLPlvj5rSTbUHjz5f33P+pLwjO5/1z+KHyO6pglZNl+/b25S44KMbAnsIcxWF8IJwrAzQTUT9RDG2AEcTZsOpXu9QSNVxBkb5uujyS8Fix6X4dNHv1eP4kUU/yP6JaZMz8C+7ZVdCmBnX3ETpA3SR62mMhuc7Jigun3RCFYMKaYehXpKUJv26pcuaINa/CYAAw474h4BE0D5FQbPueEuS32wKFqmgfXWZ2u6/QdLYL5/6T0FTGL973FJsrZoqWFm8SdqUuOCjGwLRBNkhxMpHiJ4SgdWndBNV91GMKcD7CaubGqHbNCIjZmHVZV12l8kPfSBUu20dIjv/w5O4NnIXROpThrDu7j1tv3xFqspzcVfp7V90mbMhVgKvd3QQMys8QRXwaQ/JtRe+JqjrnBBPMwIgwJpxahNWt3mDF3SkMrZ+Q823icqN+udwcU2bz+B3SXFnFB2xzRV9+tRnq8ui/uMtr55lix5baxoH7PRHIJqwfkQIBURg5VD9Zfl35DIx+gqZoW0Obkije5HGEuDtBNn+fcTgsQisXKFrPkJBxygGooN4oodTnsS2yj2JMKlG1V7TE3m9fvBiyBfsrBjn/07pZpGuc9/lDVwewkjblE4LVgWLYxuG4sDHBAiAAJvAIphSCfkCv7IqZLneR5T8z7dYTeur8OB/q0YUy1EojHzqc4U3YjkX5c/2lyR20TQO2OmPwC5i7sNEdLoa4c6zsSJZf5n+f+QyCTpICCp05KNlmuQzlgA3jJpECPlFYGVXTerU1mY7e/bw0aw7R9miNFtkLXwHIbIcVdd1QiiwsiFWvsBfUovMEz1FKTq57/x8fRfYY/omqASZ7xf+pPUrTtr2CvaaEQAB1oxTm7HK4IWssadqPnAVZdhp23SpwHNdEe0ww0+S+M89xkIP34YnSLGLMPOfpz+1jQv2uiWwhzCPIIQrZmLlPN1GfnG0CinqTRN0gSgR19ELlTWW0xgCHE0YswmifqKQMjQco4zGamzq9QKBb83y6vdX768bvgERdT9U4xP3NNZ13tCBPZkpV+7VB07qLb96rKk5wK/lEAABbjlrZZBKG55mDhf8tyZF7fd2L+nln7VJmsjru9qVKoziiNIsn/pl8DvflxDX3YMk57/XJhbY6o/APsIcQCP8lxIpPeZiZJBvQ+VSdI/Q6LADHz0Zx/iqj6EFuGHUJEEkniC8IAIr9jVWX3OuCwVBJzdUzx71Y+3UKFTj+d/nYz3mdz3kTJUN360ex14p2VTbnFzga/oEQIBNf40MXqGIH/wDhdXDeaKH/tokP8h+I2Kc2dXdlkIZ9dRPJgisPqXoN3ph3q/wBKY2MPVsG01YCQiRUxFY9bGeUz0JXy5DMwiNvnXgIffG8hlSgP8eNdkwZONhBFbOaKy25l7/1GXNgf5mCcMHSc87vShWlMsSm0ir87J82ul0B/G9N5qbD/xNmwAIsGmvj1Gq28Z9038282TaVVW3ocOlpy5pWsR3rsvd3rbam/edaqZVw1/vm5zfYS+yPizZIHzT/OkIPk1jgZ1+CewlrJk0QptrkNJ1EUbNOglL00pLxUhGYbTGnod2m8o34GjC+gEj9JoCKds3ddSkpv0jS+Hr7Zil23Kdxtp9UzPfIaowqupFvrGCAVM648eHYhXB/frJL97QOD4YtjgCIMAtbskMU7BU0P5PjAiTI3qs1QMh9Z7u5JBi5MSZsl1/7ueEz+jBeLDRW5zEMUzVkEUbAtGEmYcR/iQcK5s8A1ybfKUS9A5GaK4DD4WYggDvIcyRGOGTBKEeM7EyXptetLa1yPVCDJKECJ6W027cb/GqgDWT5Yf3vCyOiB90xgwpgtzFGR5a5wKHFkMABLjFLJVhCz3LHtN3iFnc9QN1w4Jn5e95oGn2Qg/f+iwl78OespiNGfwuH5gjRTeB+MEkTf3BznAE9hLWCoLQkgis9DNEVlkcsrJyR4UIoXEOPPTSX1YM8RP07wRxGYiZjBHaEI5V6/Xev3XOHUTwfVTjuVQs6LAZE8LkiR8teVnen9zmeYdbXHospDk/dBLfXqn3+iCBUQiAABsFe8tIKuUHJikQK85LnDJf04oz+SFie1z9q4so8z9iQdCResJKgBGUmtIzrN2PBNnYI1YBRvQb4VjdMIpU759SCdqEEPJ25KHxL0tmCAGOJsyLCCFFBFaN1nvT1jkNZ22PRtWeIQ2jJo9wpr7Rjflok6co5ZX3wxM4fZcGsrK3nFP06T5Rfvi+3uuEBAYnAAJscOQtJ+EN3uAFnRnpW3+qm26/Kn9jtSaVywSB0S64LJslzPskkx8iva/qsHqafD+cT6oJPCPYRBPWZoRQcARWDjJE+lIZ8sA0ysQEtbfno8wX5dS3AO8mzI8ohN8hSBk8EyO5Xvu2yRmAaHwWUagrqvJ8MuJ1BW+F5TfMPTVH64eMmCI/+Ner8ucJAm4iRDPdRRk99FonBDcKARBgo2BvOUkLBP4lNcRio6c4+QtNqq715KyTqlyHR0sm9Hvf41fllspJHqtLtkg08QUbwxPYTZAXhVgZGKFu4ViZaIgKyiRoP0KozIGHFhtagHcTVjcGQrfVehg1+T+92EraIVr1ACGyFlV77Xr2ep0Hm1QS63UNvxS9ivkRzvTOo1nX49JVnu+FSm82/HoAn1ZEAAS4FS2mPlrJ4HVebU9VfewqyrDRJH4mv8uHLKxYdVrZb+xE1qXzbFG6lSZ+YGM8AnsI6yBGqCYCKw1yiHuxBPViIHQJE8Sz56OS5zvX1zfgv2dhJyGETkdgpUZTuZq1KlY5xxGm6lG1x9Tn49R4cOk8ul2qtzg5uLEcibyeX/kwZSuPqEYFzZX8orchIY3VAdd1TwAExKEl1wAAIABJREFUWPdMW1XEKBTFfFewvfahynNFD9n1/xsi/4rPGe64xX2ZiT/EKTus4FH5c/0lCZ0b84HrxiUQTZh9EMKXGUjp9QZG//+kHj2WVSZBsQihPx146H9GnupPgJ+MmvSNwMpuemzt/0Jb5i5DFHkfVdsEIeTyZNTksx+1pwtRESYxF8r/eWf+VTXlC/wzVYSZwRU/HKX32iGBwQiAABsMdctNlM0P/oGF1aP4ooc+jXXxE3tx10XmR+KK1PbfUBSiXISZ8ARnY9BM4PpewrpHELkQgVUfGKKcchF6g1Doewcecn0+nz4EOJqwZiOEflYi3GUuVjzWa4/W4k6IqGMRovqjGsG953N97fae9dsW0VUKxKJj1Z0WD5WcbvQ1sBjukF69Wam3ElT+4T0k1/Q6rUuvbCD4vwiAAMOGaJTAVpdFfvOsj6ddre86apj89PnGHFSeLkREc4RCtft3g6Tnv2vMHq4bn0A0YcxAiPrJDCldp2KkMERFZRIkITT62FGA/nV+tK4FeCcxC2QhkkAQnjcTKxruP+vxQ1jIWpiMMDmIqrxeePTf587vsJdbH5WU0DaXrLEytZ0oU6OTl1J53fe4U0UTf62cyl1Tur5cj01AaAMRAAE2EOiWnkbKb3+MwrQZW5T2WmO9lAk8VQysxvvqRw1dlLftSmP2cN00COwlTClB+LMIrNxqiIrKZehtRNBCey7q+Gw+XQpwFEGUL2I1vMKTFoGV0/Xel1XuDoQRH1V7DntZrm+4K/3nMv5MLSZ266xx3WqO6LG9JnVFBUWZLa3ck1dK7K/4i+Mna+IDNqZNAATYtNfHZKo7xRnfe4TZnZuHawaHzCjY/8pj7HIFHUvccIn9euFCGEFpMivYeCF7CGs5Qmj5TKz0bty6+RZEjCzLKVSoVqPJ7QTon19WdCnAewhrC0ZobAlSBryNUX3zq35FBMvMiYhi7kA0qxOq5YpfZvk9++2u01jnbp5QD+g0n/Vn2i+1Y32W5O/Q6KzkWO6g17owH566o2w/rJ8spuFdZvi0YAIgwC148QxduoTfPkmJWAle4uQ5r8qdye8UQyEU4C1OZhu6RsjXdAInCbIqR6xChOiICKw2yHF4pSL0LaKQvyMP/TPyVFcCvJcwRyCET1EI9XoDK/859q/phF7haZHjiRg4CSHGNFTNP/eqHD+wF/WfwLx+lid+aC0XBFSVIZv/thfdbxjWodEnm9/phA1V191VmA7/vjQiZrpGIMCmuzYmV9kNzpD5nVlp27ZXznd8u+TTipcVqPZ0/TRLzRnhL07saXJNQEGvJBBNWJsIQl1nYmV/Q6AqkSIBRVAWhVCQHQ+lN+TUhQDvJ4ijRswUhNDXEVilsbg1uWer3JsI4RRU4/FWYzG2ub85ajjr9n5P8QOHfA+/n9Q0xeaI0yY25vf0+hbnZZyZ1qeyxLTb78Hi2EbzaRoX7AxPAATY8MxbdMZ8gX9JPTH7RiB+8PnLGrnDH/iuEymb6i9JhOk9LWy1DxEkUCBWNgOh7m9gZcMxfXr/lInRPoRRpQMPLdKVADeMmsQIqcKxaqTeG7AWNgypGYOqBaEIYbqxfDtd50zqb56w1Uec5BrDGb6kC/PxZjuRiNmY37PX43h9FgQzsrddUXftOVJy6q42vmBrOgRAgE1nLVpEJemCLu87ofJ1zqIs65cVvNdt5vSe5snf+4iS3FpEU1DkvwhEE9Y+jJAyHCsbXt3R+6dYgnoyEbqCKcS346Ci5n4DjibMDxHC7yqRssNcjPL02oBFVl/EYFxAGHdDVR6pmuTay54RHsZ8uN5PnMhDCGGFh7v6WF3/8dPyD53UxP+pTZ7A/xLGyNlNmP7K06W0iQm2hiUAAmxY3i0+WxSKot712FmXpua/101yo2GO8P98NrtEdg63OhPbTphl1uIbboMNRBNWT4LQNYyY3hG41iBjRMsk6A6m0Sl7AfpvcwT46ahJjMiIGVh1Wa/LZyd2Qmp1w6jJD1G1179epXpV3qOcKfODGVlr/cXxvg12OfxO6Q64ItpRlPvKsZTPx9ztNrPjZIsriRm0ICpUfOu/ze11IvnZNYkeNFdJm90Ws7yvNTce+DdOAAS4cUYt1uIxv+tb6UrO/XF5J/9nGEBzmsrmB28xx6oxXNEjrxfFaXhdYk3VL3VflU9ziir7rqw5ucDXOASiCesORiQmHKvWGKKCMimahgj60YGHnJsqwMcJsq1ErIb7vqcMNGryT4SwGtV4avVK0CnuhMX+lHCpvzjhyetXhQLvT6qI1Xwv8QOtz/5N5Pf+yJcSRZ2oHxIyI+93jb6BP7ueY8gvghTVsAg1xXyjjGZ3tMYlNQxUP0/GFBw0xLq39RwgwK14B2TyOp12pCp77Ksf0j0y/7ccXbW61WWO3zyrc2lXVV3HDpOePv2iuBJ+h6rTyr5j4T1gXVE3bJxowpiGELXNDCldDDiYQ4wwiurklvWZilhslbG4Wn0jjCZPRk36hSNlN4wR0Ssxq+ylCFNrUbV1+xeNmnxV7ovs0csFTHm4vzghrMFuP3f6kMmsKxd/yJ1htRJtqtW27nyBXwqNqAK2KG2IJr7DyE6/h6oh0zCF5pQRjo8NKqxQE9YPAejKhRusKTGaxAAb3RAAAdYNR5ONUibwvEpjbOckzNHpTGYxv/0xc6Q2dxWnv/A81XR+l6yHau8vJ8iO/GaycKCwVxKIJkwxRviLcKz82RCoyqUoEiG0JNgty15bAd5LWHMIQj9TCHeeofdRk1nBiDDuIsIYiGr5DTOttfrc4gx+z4VRMsZPnDjwqWOZwEuZqvJ+t4/s0gtv67wqwXm30T0GWiTcTqV9FnQR39jxIttBZF/QI3rIJCZSLColHK49zitW0Fab/cilk7fNXjfIw3ZaQWojxiDArXyhv3Nd7jbT4kR8PTJ/yBE9ful0Hm0xnHEb1XOYZfzto8qBodOlBxtOmPnXJ5sfcr6StogJkcb+z7B9bXOBvXEIRBNWJEZoZThWvvBWg66rEouRpS1GhYsc96LrZgM3aPoNeA8xD8CITkAIL4jACj3PSY5jIWvnJITREVTl+UlTGMTz+qxxpCr6eYlS/pkqlycIONjwJLi7MG1BU2Km8MJ+5TMKIvbWTPFaWvj1kwfPeisOhaYzhowzI7WR5Yjt7IBlciWy+LkDdelYDJ7+oCl5wEe3BECAdcvTJKMd4k4JHca8d0uqdjvbURKr1f2qVzUkEXRIUCFmiqcoedbzdiUePhuYRE3sRLmrTRIKFNUogUMEWSoRq4AgPDcCK4406qADg1IJ+ibGfMTKpQ471mkiwH+PmoxHiGREYNUUHZTw6hBWudsRRp6o2lOjn3tfFCyd3+VDC1zXSSB6OO3p9WRez/fdqeIoV1FGk4/vzBf45scOD0qZ98vuG0xS804lcrF3wtJcFWJsD6HOHz6H56fpnQ8k0IoACLBWuFqu8T3OoD5BrPRrD9Q+34ZJrq3SRSfXOUPndWU9+vX7spnOa8u/Kn02Zjyv72oHXDnYW5w0Qhe5IIZxCEQT1kaEUM8IrOxriAqKpYiPESVc7vBb1B7reY3eA95LWFsa3sEtRspAvY+atMqZgDD6HalJJ1TnLWwqD4lH+4/NiFrgKkp/82mMzU6RvKV2B8X7614Lisjb+VCb2H1Ux0Zlkd5DECKLq3A7KxelKFNlxtjZlTq770+8OFebWGBrWAIgwIblbdRsQkHwUHdceCGHZo8PFCec0EUxckFACSHUNxzxo38N5vi/Vy0yP/IXJxjk50td9AIx/pfADoL4ZoiVQxAKm4mV8YZgdK6oR3G3+vgTzlzl3Ffl20OYIzHCpzBCvcOxUr/DKCykAsRQJiOCZqAazzPN4VAuEKzDGNvbCYX/OqpTIuhQTBPq21cNuXmaN6z+1BQRo+sgGjHn1mIHcwciu8/CdUcPDZjb11NU0PNTs1HcLZlb9Dv7ujkQwPcJARDgNrYRYnn913ViZK5Lp70GhIhvXm9u+495Xd53pso+dRZlWz4b6xf3hYPGml07zRE9bvJPas2tDfx1Q2APYUVjhEgEVs7UTcRXR3m9Zpdse8kcp9o6JHD3RQUvsv6dIC4DMZMJQhtmYtV6vddllXsDYfQYVXs26R7ts/UpPdz/gzBNWLkF657972UCz6/KkU1fD9GDF/7aEKY6N0uCQgYqkEW4AlmxbKnCGCtSejaUOr3tMF7z5HjCL+0XOy6yPyeW0y5/BEnu/s+tIb1zggRaEQAB1gpX6zBO5PY84M3Mm3BF0anvePmJZg+pr/DwUGSp+as6S258/5TQt3YrnJY6HiiKFI4134a2KVsHubbZRTRhdUcI3UKI6WWIwRwN7wFHl0xxD66P/9SRjz59EfU9hHmJQkgdjlXD9b4qNtmfI8IYh6oFIZqMmmysnnKBYBONqDJHUe6/ejvtPnbOIPP47VZCKeNpjFBVzJv5yH9gPbKZqkYsygKVn3TC4qtW1K8/3Mcv/nd1lzcwPJT5eM8tZWifgdJztxurB64bjwAIsPHYGzWziB903oaq7bxbMbTbO/JtouYUkysI3swiiglccZrg/7F3HVBRHW30zttdOlIUga10VOwFey+xR40d7N0k/umJqaRXo2kmJrYIdmM09q6xK1ZABZSyhY6AUnf3vfnPQzGoILsUBX1zTo6R/eqdJ9/Om5n7lbaTrvQtWlvQv8O89J+Eaw5VAbgW6IZRyQkG9Oh4YqzxQ3V8AX4hf+PNj3LekToq4Pxg+nepJt+wgKHx6JqmmrS+3hmMeD/ABiLPmyf5qPJIU/gt1TOiRHni1U8fNJavknITF3+98thzfeyLUG84KCVW5PbmBiT+SISo08+mOtcpG+0Wg/V2Vcf6mqojyD1+BIQC/PgxrzUes1QexymIpXNifNuqBLXUZZrPBJsdMce5FsN7afZsLbF1Q9Ei+TTb7LXxSWFrq2Jf0H3yCKyiolEEzDJLGBrUNDFHCRPWlVTZdDD41FGKP0oQuLsaP8mA9qt5qskoZ7C2EaDsB8j3LvN+bWVmRqNssiGP2lxqpAkvPjcxio4SRXJvzbtJFd2LqP3zDIysJcnb4EpiD18Udf+9Mj7+bDDDb4TN7qg4Kv+2hebku5WxIejUPAJCAa55jGuth68bvCSdbrvzXCG1jJCpr1bpVZ5O0XizhBhtGqpj73WfiZW3OplCnTd11R1YUGtBeBoCs0nIBaEfIM9zYU2ms5pKEmhxez/DLzXpp6QAX02T3aQU8xzl8OP9hVHUI5Bc4oBdE4hhbk3GUGzbJv5vMATI9TC5VaApMd1QNN+paehyccaZ77PyaIPnclG/lwUKjBYoXP3Sz4vcgxdsa6PUXHExxdajZC7LOr/qI074bruxU5vRuo0Xq2pP0K9+BIQCXP2Y1imLf0lHtO4jOX9cTV13NFOfHlnZ4He7DQ7sY3Xm9GZDn1ajdWuK/7GnqXyWWlKj2sFMkvnKxvDM6lkndAKDjaC4AMY4Fbk+ZR5cqio+YVTyIoC3gonBbM5ic3yXFGCdVvZNjgTpHDDOWY7td6kmfYJgaFfzVJPxs0HIB8iz8Qca5poTf3myQ+ki10juuSn1EgtfuaFs4mpNbhcyMKxUMhcPniEDNhZ/yZAHNRsn3nd5Qd5I97fSF1e5k1Oqwvc0JYzRTR3duTpyEGxULwJCAa5ePOuktXD3zl0CLBKOXGJ9v+mgPTy/sknolE3OG8FcUakjg3kb1xUt3reCPkCuuTqusjYFPRMRcIx3hB7LQUhnEIxDrke1dwLaSWGZCUk6AzItiOiLC0ZNjNLNGLK0+I4ALbbLJGsJsJiAtKxxqkk7dVNw9Cwo7YUCjyodYhpIl6qiuF5BHETjs6g0wJZk5Q1bs6OwXq5m2bdzPixzPz1d5VOoZl0/aKM9/m1V8d3qPrRtP4vwM9c4r5dbaY7V6JuLqsb6LOoLBfhZnPUycr4ub95fKU7bpaFug7wTL1bqnuNh6XNT2ksilv5iGOf6RtKCjN3SwS95i5Jm+mrONxdgfkwI2MTPAiGLAPyCPI83qttrKLX4hoB2DiaGGltRlS7APDGHCIg77CI25EqYx0A1eUgMW8+LIPgbuR4fVAa/3vRPv2vG3qMJYadmQeZpTzJyDJzkJ38c3ndC8sK/0YpWUbGc6ufBui1lcmwnK/1WEgILt8SY8ZXx/6DOJXnHRZ6ipDmriwb4z0n5TSDmqA5Qq8mGUICrCcinwcxpWY/Pmotj5kfrPbu3TD5+rDI5JSv9MzmO/iDTxnyyXDrl+V7isys91JFOlbEl6FQSAbvEAFDKt5MrgFE0DkWK65W09JDaBgqZHpIEDug4kRiqfIWtrLhKF2CeajI4g8QWiIjnJSeRhgA6DjSJgOgAqqNgdACn4yBKIijSTSTIq1Kudgl/gFJv5Hn2MsdOj6JVTa8xzw0XMfrZ2VQqdUBypp5Y/+jH/PvPCTL8vv1XvlHJZdbn85FJG8o82HVS1v1Vf7Hma+fEuGrrp52i9FMXwSJCpY68xz9tTn6CbM0gIBTgmsG1zlq9rOiwQcmkDD1qaN1pSNJms5mPYuSt32wgyvrEOTHe+huXeb5zbLZcs09U37vXWGeBqXOBbxDBpt1igASBMtNRoORb9VXLWE0lqyggCiaGoGox+ICR0gV4NRW/61SEyZ3SjR5X6qPLDWuxmIKRiUClHIicgEopICOADAD//3q+SONOgU4CqJaCJPFFmgGj42BIugGkhhBwD8VukzgEhFsNlmuKQu8Kr+Z1ohtaxhh7D7UkBfOy4V7fkSQlsZzFb424PX8ftpxYbrODWEVL7Wk24K3gpNVlNo74yulth9frrcjemN+76/j0tZX6Ivxgbkfde3Rpb3H16Hlj41EddIcfC693TTwbT5tNoQA/bTNaDfloFY33WpOi5qtzB7Wdd/MnrbkmeWKOeCp9q4X65KJbKiW7WD/M853kHyv8hWauH0HeBARsEgeD0FAAO5BnNQtwq9oKEUAolbRmgNMMxF7jSIHGhCjMEikpwN+KPXZT0L0cmI5DdfplFNjvJMcjOxCtpnBiYSETgZMRECkFlVEQGbn7J0ClAOHvFqcC0JHiVTRJMhRKUla++slbzrKUn8e8/9MqBkVJowkeOnzVyfBXt2j06CthDC/fpg0cnKGL56hoeSPxgQ0HyKQYUxK9rVQaz7GN3uyh21vuqfUERTOdNaP/zTUx+qG7wqb4KEvmiqLtuvrMrQGuiTEOlbUh6FUvAkIBrl48nxprWUrP0/xJU8fE+A7mJhWnbP6DFYpekKqj5YnKplkHitpNmJq6Yru5dgT5akLA+roCjDgUFAoAI5HvUWVilFAqOQqQUxOIvloae5TOlC/A9Wj6xnfEXYcC+DSYGJZna8F3OvrdUY4qb2csoZDYAVICsZQDI6Mcle1ZPPVr/45nrnq2iczG3dU0ACsA+bG0U8pB/C8plusUmIv61t7kZKEfOXalKdkf4oaDu2cRmMz09qvL7FazbDed/6eo2+xhyZuXlDfDPF/0TTiM9lRHBFTTU4AQhDBt3C6MGJKyVVgBVxeoVbQjFOAqAvi0qi9wnquYbL87PI+zvqTURJl1R/gXl2k+0212xpzStxjpLk79NI6VLe6ftF04gfmkHxab+BAQMh+gHyLPs0r8yaupaATA/JkJQ4Pq7kLEF+BuZJl9f+ab3aVbDGZrwXcg+sJRjnILV6Ugtkn4BATDkae6RzUZSLePotRitpYL6JULF+qAlLNOVLP3JdEL/rYk0/fuitoRgIQARRQ0CyAaCkQT0FiG338HyTCCJophjBpPilfciJC1+yJAEj9/fVG/ieOS1/BvJsocm93HjBhk8e8my8RkplI5CUp1AgGhANeJaXoyQf7tPqpNL4szxxM4939aaE6NNicKjSJgswXR2xdRy1tGiC54aS59Zo6+IFtDCFjHty++MwwSAYrpyPdIrqynMCqJA7AwmBj4loDVNjyMMantybrCIcyHzYIJbpUYztHhRcrhVUcFfKrNmbW2AxjjYYALDMyJbaVF8x56Yj1eT60kdsg42J8s8GrJ/D1lHkk4UpZPvmcyC0mAAZwPA8aNgtoTEBcKBBCA7wTGE2rYAqAAci01EmvneEiSnOz+ps1unmdAchhwSSyY65YwXC3NMnZbpWBPG5vN7aPbWb1fOKoNPMFQVREQCnBVEXzK9S8q23fxJ5ojEUbfzwN1Rx65/1Yait3ywYF9xGdO3zDKd7iIshKcE+NfesqhqjvpOcfWQ5HFUgA9AYxDnmp/ZYJfTSVzAMwPIob7OMArY6tE509q6fcN+++VLCL/JEkku68fcHw8rJwskMYAwfVkqHo7Tcd4R5fBNyPpKOc842BXHwoCG5q1zZHojoxhdvwQQkK4UCqZRYBuVT1w9ieFklkVMM4nNme+nd0thwuDbVYyAZl8BzF/fp+agNy3mqYgWpcd9ZpYQn9aN6hgN7+aBmgihfHKBIJKf2mqytwIutWPgFCAqx/Tp87iDVXLQXKkbE/iXPt7ai7tMTVBrbLxeQrSuIhanPPRXHwsDd1NjU2Q49dl8VNAyS8g5A/kKV8BCL9KM3nc2UuVpBtBZk0iev7aU5XGNgqbHEhOfMGdaJLNST9LktxfgHnj2Rp8S4E2TgqYdU2odGBd6aYX4tl2/Y3UYiz/czHRr2UhaWKLm0nXxU3ve9OzjMLeEpIIEQxdxxFU6cDZVUWbBdbQWyhFKS8tKgxu+lrKwqjScfGraQMkTSg4HwLGzXZ3g/4uyYXPxU/J5UlV+NV0w5LVNAXySPFBMhIH0AgONFsMksOBSyZgrmfCcLW6twaqNLmCcpkICAVYeDBMQuCsvMdXAaLYN6/oPbq3NfGOME/M0dni4nI165bsrbkkNcmRIPR4EbBLaAwKvlkGB4Ybh9te0eYEEEYtvgRoj2Bi6GiOXlmyYVTyHYA277LX/I3U6reyCnC+FnI9QTxrRMv6KtxXwMrzH0JDmP1sy7FxaNvPCItREqIvLPrHkEk23rRNXyPz40+GP09/URxnx110w7U3I8Wd7rufu5qKPwEYURDRv1eVHBOUTZOP6APHT7T65+CXhhkN3tV9mfkoe7+5zPKdYbs5Zmn+cJ9Zab/fKJENo5AD4iYURAnQ+gSwISB+HODP703zq2kK8HeI9bizN83fZOD3pmMoUMCBZIpAExkYr4wjSKpKToJu1RAQCnDV8HumtCOV7TfJSeqg/YY2nUYm/WXSSVqemENCWLsGidctnymw6lSylMAm8ScQTAGLmSj0WG1q+GsppCwkCQToEkQMZ0zVe1BuNbV4noKuYGFo9gF742x5BZjXy9IgDARGJzkml+dvMg2xusa2G6tGywEGYj3Ukt6+JSLcaj/uyI59Tp1TwEnCQUkfFKiOl9joYNw5IIG02RRg3NHugOXUKyU/X0YhtYTkBGBoXnpP2pxcl7pO6v2cxdl1GzXPKV/1CM0nCRkm/e5NVvrfzobdF43V5740x98KCisxJE0Azgdg3BlQewpSH0BTfm+a/rea5s3mURS/2o/jgEgG9CZAbgFcshHMdRcYrgwkKDLHvyBrGgImPQSmmRKkngUEdMrG+6xIUcCqvD5tXs34vcK9qGvytm/6iRO++STvJfuQ9JBqIbV/FnB+IjnaxvcHCF989yIvZzrQwqQ7w6FU8icBJMHEUCnqxLsrunAKOm0CYXeUJuIoC4fsJLQFhxMGI1QuHv/thw7I/KhehkOXMUloNLSAOPSzxc10AhraiDm0bS+ZeuKOrQ0i2AZeBCGbkav66EH7jdlzv+RA2jVJ5H4ffWoYlawEcLaynaCiFa1/ksBYtL6wy29v226MZRLSTfrdm6by+YXlxHJ3zbXna+KZ+JNCJrm7muZAGwCw5lfT/N40QGUAceLnloK/akWz766mI4KJodwvPzUR59Nq06SH4GlNXsircghkqTx5CsJCp8R4k/Z181Uy9jqrmN9ce+qbynkUtB4bAjZqKQi3CoAPKHkB+apzFfleQSUtxUA4B5HXJFJoFuEKTzXpC8k+/hVp0N0WgxUV4OJVsBbHGeDQZNkXC+MNHcdmMJ7D8+Hc3Y5k8vu0qwKYA1t3kekPv6Wxi18CCn/kefYoLy8FG3/ZjmYduypufa/l4Z9U0koErLGAoeloArYiTB78XK0IyNhX1H5IAawx22bjCXFCmkm/ew9K+89tK77yYz21Wmyuz+qS55twpEPShIDzEYFxp6CSYGIUWoxWA8AmPQTV4Ecw8RQh8LP7i6rxkl3hudTmvFIT+VxFqZ2Xd/6wPskZq9JENqlIVvi8liBgk/AuCD4C5T5Bvldx4/hHjdVUcpgC4cHEYFYDiNVU/D4FGRNMDM1K7FdUgAfSb9z65UQuGpe//oUmDVOJHbl5nYBd6ccc3LKXzLpWbpx3WMHWgDMGoMCn3ANVfeiqxpfZ/uFyemnEeUnfe4cOw6h4Pwu6aBJhzSKVCXULHtTN4sIfKnWUdInbtEFTLHdst0hMMfl3r17lxm01dB8+Kmn91ormQfi8biFg8kNQt9ISoq1pBPg2Zz0sLh9PMEo3t9CdeGS7wR/dXnaZaLlNvUcfOGxM8gaTT1HXdA6C/QoQsLnRFhBtBME1cKLpKFDoytMIpaJhBEyYMwz1Td0vDKMSnmVtnwGk3RSiv1c4yyrAA+iP8nh0GZ3POYzPo/Vb2ZGbkeeSfevni2wWKt1vV7wac0h0gpEmAPQ4xEwQclRZj8q+tXHfDDVp+1UHZl3z7WROcd6hVMy/on9nAjGUu3ouy2aMvOUSEeEyvTWX310jDR43XHJwtXVikskEG/HK5teccWuN0Ff76fsXKxTgp29OH1tGlxSBXf0Y7ZEIzvejQM2RR3LWRsnbLXFAvlSujRry2AIUHFUDAml2sM3/A0A/gBuLPC/+dXGZI4xKbhDghyBi+LEix39S1BdDwm9lfByBiWK8AAAgAElEQVREDPz+6r1RUoCbineG3uA6jzTAcmIuGjS2o5nn7UnWWk/mzAa+KN4l5njdUQGvivzBNmEpQDIBKgbFMICMruj1up/x0tpC2DqpxT79efuU8hvkkssiYMo4MzpBaZWNsncXdO45PX3Zhb+kI6f3k5z+3T5RY3IBTlf6fJhHrad5aCJUFeYpCNQpBIQCXKemq/YFe03R8nlPJmVLitG5j0p35UB5ES6TTvUfKT4QtSm/d8C0jOVmXXWpfVk/gxFZxQVDxPD7pyuRr3qprDvDYVQym4K+P4EY5RUhFEYlqwFqFUyMLzwoK2cTMvSwtTFSCws73DzhyCVt8pZcXvc3mZNWWpYn5nCUIA0MJjlJ8Xe5Pm3Vk0E5nvXrzpkFm4RBIPgZIL8hT1UuJecg+qXTeXbyZUeS9NtVUZvi1/CrqWQmBfhrVyYdOFvnPn5Ee3HEQs+7xZPvkd1eHLnISZ1g8p7uetn4niMkBw4uKphg92bqdyYdjKsIf+Hz2oGAUIBrxzzU6ShOy7ouaCqOe+WKwa9bu6RD9651PJhUnKLFbgNhNP7qCzPqdMLPavD1NL5gWb6tIQOC8cj1uFoaihAKsQ8kGRzI7IlEX277wzAq4Q83vVUEQ7NpBLcfhFPF3oi2Rk64N3PqpR1k7iNfFWdr8A0F2jsp0L3MabFK8IQIB8FyPVDoxXNJ3xl3DpuFAtQAKpqKfGWZ92E767e2jWMCj6q4E51PWbxw3lxijhuKFstBqNpbfTmEd3tE1vf1JqKEL13UsWb1+s1WeeqvsF5vdtIe+OFZffyexryFAvw0zuoTyClKHrhZyqT131fQrtPo9I33NSAvCSfMLWjAEMtjW5exI9xe0y68+QTCFFxWGQFKYJuwEJTMAiEzkae6r6FAKLX4nID2DiaGMrtohVJLfwKOvy/cJ5gYzpYVjsoYe6I+0W08L+pRbru+Er1MLeQiIJ6jaOOswOX77cVbwZYcBWU+Q76y7ANMtvHvAGQOKOYg32NnWfE0Y098nAbvSf2YVQGh5M28UCr+hIARBxP9uxXASVIU/rf+MnYNfDF5afGXlXB5l7elTHqIVB3N01CaPJKV/utBkOeeGD3VZCVBsNYjIBTgWj9FdSfAFGWjfRIYGi8vGt76zdTv7ntdWJJFnKL5FSPEq/005ys8WVt3Mn8GI7WN6wswawByCHmSyYA0n0chlMKdQJLAAd0mEsPp0sisorAVQXKCA10/gRi/KA81cwowbyNLi1AG4BzkmHSfTdv4L0FJA+R7PPqNi01iG4BuAKGbkCcOARQFD8bmZYw+ICFFKdGi5kElxBx5MLSYRZBTXh6bpKPHtRZFf+KlueRbInNF1vY9O6bgHaUmyt6cp+aCvMNbMiYjpKH6uo05eoJs7UZAKMC1e37qXHQ3VV4XGbDZjomJZZ4U3SMdNLWlOPY7V3UM3xRdGHUZAdt4N1BmJQgNAGVGIF9ZvKINo5IVACwf3CcNpZLvGaB1UAWniM0twNlqtAWDkxIOKlvlXWpF27h+ALMIeapmAKn43q5jvCMM5HsALWBkRqNIeY/6kc9pIP1ZdYYdf8EdES9FiLuv4Yk5+GtXE4jh5/Km8Iai+VoQXPZWX77HYhWnaPYBAf7nqYngSS9MHt/Xf1X2P/vV2tDCAU0np/xpEgWnycYFwSeGgFCAnxj0T6fjxa5TvcZYHTqby9meVWkii0+PPjCIVtE4Lc4oe7db8n7+dK0w6joCtglvAvgMFJ8h3+PTMGrRDKAXCETeQaSweN81jFoMB+jSu/u+j+QfNrcA8/azNDguYvBvPRnmwybBHcBJMMbByPWJNAtemwT+Fe8HAD5HvgffMereCDRuH6Qm7da1Zna3GYPpto8i5vjR52XLMfrdWRuKuge8nLo0vsRIstLvw1xqM9NXc7HCg2oPxq1VNMkwgizy0EQJrT3NmtTaKywU4No7N3U2sl1uQ9p1trx87AYr39RKezzowUTOybt81IDJHqdSRzaqs0kKgd+PgI2uFWDYCELiwDFTwvK9QilwcQIxvFZCNQnQ6cEmkFhUpgBnazESBMsdpHAidglbQel25Hv+Vqlpskr0gohu5LsMQSR+DbcU984rNGbP/5qDhu2SRPK2PDEHQBeVldNWt+GTmkri3vLWXAooHUOW0uOjNOo03l9zwd/c2LKVHl9kw76Hhzqik7m6gnztREAowLVzXup8VFGKwK7ejPbIRaPvex10R+4jkv/W9Y2GM6w2Je4raj9iVMr6XXU+WSGBuwgk2cBW/zuAQeM+++rPQa8sm8HB0JBAsoMAkcHEYFJP6MoUYD6AbC0SFiyZm/Hpwrd1yFVVkTs5ygK2dh+D0jEAM6bk9TrfWWkZN+WyHZe+/11xB75Pb5nEHPGK5lsLqMWxJtrwb0s/HnlK+UdJ1GWwr+ZCO3Mfm+1uQyf1sjy33CZRJzJXV5CvnQgIBbh2zstTEVWMqt0IFTR/pbGOPRTaa0dKJ3VF3u73eiRXLtdcHfhUJFsNSXTVrw48ahFU6Y5C1RBC9ZiwVo8B4ZYtjOpl5eKh4RmuuGBiuK+5waMcVbYAXznv9jZlmS8C+h6vj2zP7GpJxvZGH0D0O1DcM/kr/v5zbxrWJIrtc9aTnh06VzxiEQGmlj7R/XWDt+yn2GxOD83t5/v6zcX3UV4WebiFaFnXTt6aS/0qE1++Ssbt17efNDR5832nzytjS9B58ggIBfjJz8FjjyBZ5f8BA25kFOs7s5d2530nVas7mDPybj80FcW9eNHg161T0sG7HWmAFfVnNhphtztqs6FXwJSkleXz91Z3QLXUXjt2z5yrtPdiO5KZy3HMrz7iY/tPkOF7a2m4FYdlqfYe/+1nGwe+vKLVhg/eeOGfz77cXLHSHYlKFWDHeEcrkf5s8kV/VyLCFEcp/jLVX4VytqmuQMFygEjAFU5Bgb+uFXtgtgatPwlBq58dGV2j0gfOdkuHTPdj1HO9tJdaP2ib9WgYkso5+0jV14Ir9FuGQLyi6Rln5vYeh8REfp9aGHUcAaEA1/EJrEz437jMdRthdeJXOZP2/A1WunqjuOmMkISVhZWxZYpOlKLtFinJ6LursFvH8Wmr7t3VvKFouYcD0fpqLkwzxc7TLjOU/iS9bOw3yQirUTlE2tIa2YUAt9wLZw+eEg82uYDVFpxGbRglGjpya/Q3w5fKI/Z35+8M812WKhyVKsB2iUvA0dTsWA9LAnRykKFrhY7MFbBNeB3AS6DkZeSrtvsYL6+3YPQu80lHbw6GrpMIijtBJSia7bsJ+12tNSf4U9X3DerRIKSAs7KxUWvfMtc9L69WBLwP0FeUmitmnaKujC9Bp+YREApwzWNcaz2Eu/foIpckrRHD6BjLKed01B42uRG7uUmlKP32S8D6LWH7t3pX90smr7/abfzAIZbHt/xuGCl9I2lBhrk2n2b5UTTE+aJx5PQC1Bt8i7h2sUCeQUL0oUp64fBp8YCwupI7T0+ZeKnJe+913moBSo8j3zK45M5weTmYXYBt4yaCMrOQ79GZJ+YQ843lCdo7yfBwO8KqAmcb1wKU2QSCLe1XnftB/XznU4OZTwzdydK1PDHH9/JXnScy25LXF/RTvZi+OOVBdzkeHj/YITdLlJBRzIxl7ljnOqHpKOs9ET/mDpOa0o/bXPuC/ONFQCjAjxfvWuktQtHhcy9G+85tart/b1Hg6xNTQ827umFiVjeVXhEMYdMdExN7lajEyZtfNUC01l974RMTzTxzYgPoj5bxXJcXs6m0Rz4cBouhZy2Rt16Kq4fPiXvfd1WmtoGzgcJOD/GN0xuHjP5p8sI3QNASHB2FAs9T1VKAS6gmOUk3FMiK91tztOD3R304il0E0LGAjv9TBOgcFKgGBrZ0e9jkfwNCO/gsUi8omOK19A1Rr2wbxPj7yAeM92R0k7w0l8tkAtMom25wQ9oViTqtUgWYzy9d5VOgZV0/bKU9ft8Br9o290I8FSMgFOCKMXomJPhv1j0szyywJ3l94jjpV800Z96r7sSXukzzGWF96EwOtTvtqbk8gLe/SzpkWlvx1e9c1Nedqtvf02qvKXt8Xib16l6AesMIodSS3t7sJrp++CLpurg25hxGxR8DxDWYGGbDNv5VAF+BMp8jX1Xmly7TV8CxlrCx+BfgvkS+55aS3G/p0JmjOAzgd8rBljCQEgIZpZBRwIIvxuD/o3f+5P9OCXQMoBMT6KyTkUzawlAhlrYJQaD4RP5bTr7j+IKmr4r6zeuh8hyTxjlv6Kg9VGZHqFhFy0NyknLEWp1S6QKcqvRbwRFYuSfGPLINaIXxCwJPHAGhAD/xKahdAZyS9wj2FWkWGyiTHc/JJnbUHuZ/kVXb2O02LLCT5fljsax8fRvtiQkhCGFmKNanxnPS97voDiypNkfPiKFW7L+zk6l3jyLYj+QgJja49Y8jl3DkqkWHRbUFgjv0lOIIPYyNpxKkwza+JYANAKMGx0x6sM+wyQXYLuFzULgiz2P6g7lm67AZHE45KvBN6c/S0mBnZYCMu1OMZeTun+D/H5CBQFpsk+AmvVuoiws091+xZil0DAedkyeyYRWnAsOsc9+rb9uqw0HNCt/v5MsKBsjeTfkpvSz8Y+StLriL07fYJ2g/ruz8nJL1eMVfrP7GKTHOrIYOlfUn6NUcAkIBrjls66zlEIRYjJbvWOYt0gZpONetewo7zSlrP6uyCUYrWndVMclHLnO+bwZq/l1wVt4txJVkjldqovwqa1PQA9oZ903RIqCHntiMM1ArsS0y9zmQtH1KZv+ve8mbT7SNXSiV/ElAbwQT491VL98oAUsAMgxgRiFPee/Et0kF+M71IJ5qsjlAuAfn/5YOnViKDY4yKAnBQ58/6nmhFKJ8DVyNgIwDZAzuFGvK3C3Sd/9O+K5Q/CtuVpRy6FrX5tGB7R0H7N9407tj3GcgSAGHuAIJIt3ccA/7GEWr604kJ9RFHVfpAvyR88v13rffkLNB3717UPKGf4Vnv+4iIBTgujt3NR75PtmADs1EcX9YkyLfBKP01Ra6E79Wl9Mr0nZjvCWadUmsS4+t+l7XplhvTdhrbD9qlG799ury8SzbaW/cPlZN2vY0UvGkQtSzcEDqKQtye6s/s3/5LjKvzNVZTeIVSiUtCOjemzAq5xEU3fNlfeMFMKIVoFiH/JWzgRCuwgLMc1CDnAYhA5CrulJe3NlanCAcfnRQotzWiFXJmabD/ja/muYgi831GKWwT5m1x3IofDSXjQENojNAKL+twp/KNlCKWyDQGY7a+4koPcl0zd3Lr7IJhZoz4KqTF/5rlWhCUImKZhorUvCHq/q6cHbCBLxqq4hQgGvrzNSiuCLk7f7nIUr7tgCS8LP6JvMGJf8TXh3hnZV3+7mJKG52uMGvmwtze4o9k6tUqK8+Vx22BRv/IdCBbhsSz7XvDYoZeXCycSTJEWIY1voUbVu93+aV4qszj2OspuK9AFkTRAwr7/PHH6Ri6BoQWIOwwaps+vsj2xHaJW4Fx+1AvifPulXuyNbgBQDvOCpgNuuUuXgcjW9y3e6C0fvV5z/JvnStt2NWYN4VEGYMPayMznJFIyKCL1jICpc3/IbxK7ps2SUnCwReIHAFhR14hg8gnxCkgSKeABEckMkwuGWkSBERxDoU4QrxRPF1wSyl8qMsOIz1Ukc0NjdWQb72ICAU4NozF7U6kj9cp3v2tTz1kxu5OfA6K1/WVHtmJgBa1aCvKdpudSUZvbfqu08daXlw7WZ9j6YTk0Pva/ReVR+C/n8IdKZ/9YzhevYRQf9SLm1Qzwm6GxwlK5uwO9fvs5odW5NYhVFxPwqyYAIxNCvTj23iV/wdV9klY4arp3ZBmf2A+bu4lHRFvmpYRbHSKFjkOCJaRDDJXooae1W75WrHf3yhGWI9xOnq4djEvz5nT72fv41kJQdZ8z1/X0e+x73DcRpFk9xs2H3RTHPmvnaMualwNRrQlBKoCNCAcrABAx9CwfOl840b+NW0BSgMhEFWUaoVaxnBuKFP/ieUQwHDIIMDEg0srriUdISqCCDh8yeOgFCAn/gU1K0ATsq7D/ASJf3JUCq+wSlmdNAeqjLjULrSdz8D1ieVOqdYwnDFW3NJaDr+GB6LDvq/Wl8X9RpsQfP+lwN3Z0fodCyVLAkQH/jrAAku99VuVUJbTSWXKOibwcRYNsuXXVw396N0p+R89in1NDoUaFvcZ7h48HdwwayHBdseWd7l9uEtHV+2Bm9SoLOTAhUW7MrkFRrXr28rqyt7bWbbcexFi/ePJV5ekUZbJX7OnbCwXKz+In2+5WRQegZi8TS+qUOy0r9Qzbl92F575L7DYab45r9Q5DmgiRHwJQzc2SXO3xcFcOesO2XfIoAnB7gSClswxV+M80CRCoI4QhHJcchiRMihFMkUiE3KwdWAAOhN8SvI1BwCQgGuOWyfasuR8sCfvEXaF29yjnt2F3R4ZVrG8ujKJjwKo0S/KcMjC2Atc8Bt69+KBsneTP0trbL2BD3zEehWFNbsmvi5YWJaODcHUjdHkpxexFn/3Eh8ZOsxMuKS+RbL1gilkukE9IVgYiy+hlbW4PeAiz7P90n5xqEIHEajwOMknG44QC86Aw6Ti/9u4sjRwJkSXIcEbR1dEWeimkliX2wJajKk1aHLkf82vzDygwttF+a94P5W+uKU1VSy/AB9cew/3EecbPW/XS+92OJDUASCJWMyGvY+FMl6vdVDt3ehSU4eIaRVNt5hRYw3GiTGzistxpORiAgag4MKQH3CwIZS+FPAv/ikN+AIQEKAIkqQBQoNBa4xBDf41TRlkA6KhMICRLr74rGfF6gqLnVJXyjAdWm2almsf0lHtO4mufydFYq6JXDuHz74Ws2ccH+XzfAbKd5/2g75jvFU8bG/OrzS9yTN8SvIPoxAj6IVjaLFz41kqGF6NmSqeiQtu4izXtQU+/f9Kxl1j8+7Mtj9QmHnAPF1gOkVTPRlrrLvHcKy8zCAwXcg5AtwcAe4VOR7mv1c5GixAAQSBxnuK1SVib+0ztGkgIMEHGncoehILmwGq9SRbfnPV1KLADHo+U/p2bhsTpacKnbpBZuEuSBYkNWgp+UpQ/OXBiRtrfKd7Whlm/n1kDffXX2tnrm5aDSwtqcIIKJiwhI3cLBnRHChFE0BeAJwAWBzd5vpNoBUwuA6ZREFghyOIoe/niUWI9rODdGEgDU3BkEeEAqw8BRUGYEL8s7TVUzSjwZIdDeM8kmlmy6YY3yPfGD7jkzEMQOR5NdPjHMwR1eQrRkE+tE/PK9yfcdRYEI2lTWyQ2YeRySLvbmjB05Khu2pjNdQKg5hQNyDiGFWeSvge4ewbDXNAOMmgHhBQl0q0+UoRwMfShAOFp6OKmRVJuYHddZe7PNTC+fIOZsudW8z48WLR7I4+y+aaMPvvVYOpZID2ZClfsxeeL4+iV8QLWr9IeyuN71dv2fElNshZzbl9xqDQs+EqsTCE9tMsfkndmnBcJ9Zab/fqIqt8nSz4uHBiNGYEihA4Ew4WHNAACHw5e9OA3AAgYhQFHEUNxmCRO7Oajqh+FAZBf8mK8ZBjnKZz2oi7rpiUyjAdWWmanmcPAfuYBxeohKlvJDIuW/acbvbzFezF5ndEi5G0aqbpyjpSCwr/6CJ5txntTztZyq8EXSh+3lu8CQjLEbmQNrammYXMTAuV+H8wdPiQSafBVhD4cpBHKmHsUkxMccD4+FrSBpr2HBvA3QiKB2HAk+zO3hl6/A3OJx2VOCrqk7a0piB3TrYXToSfqvZ87a9HDOetzh87Ivssc4hpZ73VVQ0RAQm9Gt2/8QEtN+iEp3rHEE6nyxUuXNDchae22fo4AdKJ5Vm8KpMXMkK/9u3OLsv/HXn7uu5XRlbldWhKbC9BTQFB2+OgxsD2FLAHQQBoPAAUE9iiQBbFyRV1sfTqicU4Kd1Zp9QXiekvTp5ibWhFsTgHsfK57XVHjWbqzhG0WqcE7m98jzn1+25Gm6X+IRgqvNuh9GFjlFcnxn51Gngbbh0t0C+QYzCMJUo4tBp0q/CZhGhVLKUAdUEEeNDhBTl3gO21rQHYdcB5E/kq8x6Fc3TU7IUGx1lUFTldWlISAgzYEJYdjrrfHSw35lBaUqfrwph2Vmpjnqo+1IYlcRQYOGn3PkOWVTad5DoJ68/PH8tWJE/tP/M3PmWIMwqUPyF/Lw5QEClDkRlqHx+KqQST7n66uA6/1A9gwkIBfgZnPTHkXKkosP7How2JJ+zPvov2+a1kUnrzOpMc0LWfX4jsead3UVdO41P+TPqccQs+KgcAqNoiEUEN/ilLCrvXkgcBouonuObRbgi+vBFcc8yv4D9SS2ai8Dte4iYo6J+wPba+uCMPwBEAc4QjAKf+xrePyqDHC1OgOIXBwUq3fVrT0KrfXZsYePO3lf5q0FIVfrlJtMGH7XUnFjwoO9QKplJgHeCicGroSEj0orkxMX7dBiyOHdMu5czfg6H1Q0lRAz/ZcUFoGOQ53WvVaepM3FR2b4LODKrpfbUBFN1BLnag4BQgGvPXDx1kfzhPqHxIPHZ7x2ZW8/dYJU/N9OeMusQzFlZt998RJpBK/KGdXgtcyFPnC+MOoBAU/b4y3eaRdgPJwTUktze7EavH7ko6vpL6fDDqHgPA7JuPDGsKP3zCpmweGEb9WyAnQ8wLyFftc0UWIqJOQjec5SjtSnyD8qsvDRgTmD9C4sPpHfq8nKrzcc3S4f3HSQ5tedLwyy7kKSQ/65L3VWkFGQ1JJkcuOm/Y+ONSLbfueVvzhLFrKuveif5x/8IUOziPwaHt0GZN1Gg+qkysQk6dRMBoQDXzXmrU1GflPUc7StWL+HA6G+w0skdtUd2mZpAlCJwsx3J8/jOolfHn67/9B+FoakGBLknikAL9tCsdNq4ewG1Gc0RMbHCrX+ciebIVabtD6sh6U1BFgUTA3/y9t4wqQDz0pYaX4iNG0GZU8hfMZensXxUspTCIkeHaBHFFHtFcbckk8ePp0Z06Cc/duJcdvPXg5ruL75ClKL0/4GjIn+p5kr/8gytphafUNAewcTQzV9/aVomVS1tnbml7V7p5HP36VjHdwBDNoLS8xDpp+G2v9Af2+TZqbuCQgGuu3NX1yInUYr2y7wZ9eQUWn/nzqLAeXNTl1d4L3MDNojaKT45WQCrpCaa8BohU6hrQNbVeFsb905OQbMeRbAeb0Bxs4j9zzMfd2hOdo6ZS7T3vpSZXICLgUiyga0hBKCDQMioR3FD89LZGrxFCbo4yTHUHByPxje+phdb6HorLvUu0ctQeRdcN0rnd9AdLbfzFH/gjELCnwzulOTyasqVdc11O3sOuJwuqt/iIf+O8Y7Qk6Ug6MzTWCJXWWPsXebkLsjWHAJCAa45bAXLZSCwzW1wYKBFzGIbUthcw7q+2UR79oeKgFrYYKb7RNv9p+JY6b522mMPtZ6rSL82fh5GJXMJ0J4DjSNAAQOSbgRNFMMYNZ4gtTbGXJ0xdTDuHJOI1j1ZiCcXkHoWDjTljAXJ/bsFs2PFeXbYlkdyQZcViE3iYBD6Cyg+Rb5HuQf/Sog5CEWggwLXTcnp76hOWzxttM+tv9BD/uWIVZm8zjbpsGF9JGf/+jpxhiSkgpV3GJUsI4A4zeXFH2Y23HDO43JEiiPR7YoVNS+b8c0mcQYI/QGgPyLP8x1TYhRk6iYCQgGum/NW56O+rGj/oopJ/b6QSmIusz4z+up2PfKe4Cr3CY0HWxw7EcMqF3bQHqnzHWBWUUlbAjqAgEgBNOHPHgFoUIr8gG9hl0qBeAaIAGgWB3Ib4JIB5roRhitTyB1i/ro8VlHYxtOu17dxH53VkOa98qiTrRhFrBuJXd+aOfnSGjLX9Hu7NmopCLsSlOTBkp1cHl1ljhbfU8DSUY4XK8JuTXLf7i3olcOni5r3mOq560iJfIrS/zcWxF2mvvZ8RTbCqEUTgF7ID+o7a8qJcytaxm7soiHtj7rSmOdiJc32lalvl9gEFOtBuVxwZDwKPeIr8iN8XvcQEApw3ZuzpybiH2UvywczR36RMelDrrPytQesOkyd94h93l1uQ9q1tbh6NJL1Cu6p27vpqQHigURWUStPAqM/AVEQUGcKvlsO8Qd48gMqBQhPJcg3YzdQ0GwCoqNADAMaXUx+AHKTgKoJjNfGEVSJ7OFxYBxGxR/yuQYRw4yudHP3a8YeA6yZ7BG5tIGXHTJOOpLkjR7M2fX/kFdMeDNACWzVbwOYCo6biALPh77Y5WjgSwnOEgovBwVulpfjp1un+j/fcnfk1Ry/dWOaH77vlHG2yrMowuD1WtekA/cdLCvPVhiV7KNbVC6jX8lrbpmYzDRiz3+RQT1ebicKa7yLzNOWrUdFsFH/DEKDwLFTUOBt8l3rxzFvgo+qIyAU4KpjKFioIgKnZN17eoqSw8Qw1otlpXM76I6FlmfysHv/4QGS6+vOcY269tduP1NF13VWfQOFdREkjRlw3gDjzoLWA0h9wrMU3aESbMgXbnKnzV0BQTHhRSIFohjQZI4n6weTKgIXVwBj5DQCnm7wiYxVFA0ZiKMeJObgWbhuGDuOMsB6Yi7ToJEdzTxvQ26u82HOrt9O5jz6VLyNui3Arb97Z/ihNyY5GmyhBGcc5bivK1FpAI5oAw5aMEbSURrds/TP90gHje0subTaNlEjJsXwVjzCqGgwKZD8PbRFfZF9rI7hNVyN6YcAjk0Vu/Z5pAWbhIEgCAPoP8gzzgJ8hcOIFUNeJySEAlwnpunZCDJC3v5bb5H2tdvUbv++orZvBKeujigr85OyHu/7ixPf2FnUo1Nwyooa6drztCC+gsJNBHETAqICaAMCWBMQbwq+zR2VA8SZAJYAWAp6GyBJAOX3Rq8S4DYFyWbB6SQQRcdAHxNC8MiTxpXFLZRKljCgSWURc/A2+4sVOekAACAASURBVOX/olBbdxyVzzmMz6MNWtnSjChLJj/Umzm2cTeZU/Yq3yHRCUa6ABS+oIZxKPC9t9K8pUMXDtjoIC0m5jA+GPeaS30Wtna+PO/v2D6B83utue/EcrKy0UoK2ErV10aZk28olUQ3+qCBT7vPkkXFOdE/PM+zI6Ma0Livr0naPERIcp9t61g5GMkqgMoAOhp5XtXWIMOcHATZ6kVAKMDVi6dgrYoIrGs4pkVPq/Pf2pP83nGs7Num2jNlHkIJl3f93YvR9V+dP7DDyxk/CxR3VcA9hELsAws/CtaPgJFSUP4VN0/wzxdub4C6ExB7ACIKFAH0JkDUBLgKUP6Ebz5/iIwDTTDAGFUWvWRF4a2iFk0JuANZMCrnEd5H+WMg/cZNzXUZc4u6jcpFgw52JOM6wxn+9BMf/nsvmXXtIU2buGkA8x7AvYJ8r39KPs/R4iQH/Ookx6rSOr/FDO3WzS78SHh283ETm+xe96C9W0ql4ayh8dzeyXv+qCiv0p+vj3R8n3HUfzJKnl+8AuaHH708MJX12+4tOtnpPOlZMV+yTcIHAN4FofOR51nu6Wtz4hJknxwCQgF+ctgLnh+BQLiy2yRPaH8xQpyto27jW2v+fehKRpS87RY7UiT7XNOx0+/43SAAWrMILKFwsIE4gIDxouAa8h16Sx0i86BA8Qr7bgedXP4QGUDiABrJgWYzIDn8ITIC5nomDFcfLLShVLyLAdkURAzLTM1kOP2ifjzXcWwG9Ryej/rd7UiGBuBCGzP7t+4hs87fs2OV6AUR3QBKwpGvms3/PFsLfgXLE3O0LO3v9A3fnJvU/uQAn/MP3e89KB0wtZ04aom9Wi0xNcYSuZPy7m9pIk5+XeTIjpxA2Hv7ub5sRFg2lfboIfrJayMJqZiS0kbdDoTbCEoug7GYhlx3oWWguZNRS+SFAlxLJkII42EEvnV9w3awxeGlnoxubBLnunUL7fDia9rf7u39LcESSX/lTydzORtNgPbMcAHD2oHABmrlqYehEQGjoKDOKC7KpDEF/EoOkRGAL2B6gGYDRMsfIismzQJpSkHncGCSGOh1wQS3TM1qAP2oXoah09gkpsmQAuLQzxY30wlomD9zZNs+Mvk4EG8FW+YjgA4BwajYCx5xLta4JgKm2ctxkPezO67Vvno0r0Un7xj+C8ZDI1npv45Swko114JMjatE7pIi8F3ujWufRc0rOBFMDF1K67uwmVds6c2YBLGviXfdY+vBVvwHQLqD0LHI9TSLWMTc2AX5mkFAKMA1g6tgtRoROCzr37GRKG65DSnyvGGQvt4q6eS9k6c/NXhJGmSz89R1TrY7UHt0ZjW6FUzVIAIrKKwIJAGiu4fIGFB7DoQv1m2Z4tPdxa3u3AHwr2t1fO9ZCiTdOfFNdRQkiYDqWBiSCoHkWQT3vQGZTEOsrrHtxqrRYqCB2AyxRN4thjOu8Rcf377PrrMYYP4ApSE3oz1cCEFXJzkGr4ocMKOd88XfD2UFdpsbsPVoWennquTsMWPLKf112+97bW0KVNcVrd4nDfPfOhEeZ8EAnYOI4d7ecke6qdVVdsDZBoibfF3crMJmFvf82cZPAQj/7+EX5KneunPmThh1BQGhANeVmRLiRISi3RseJOXLAlhfOKf3f3FAyrazPCwr3SYFDLX893i0UfFtR92/nwtQPT0IhFHU42AhY8BJKYiMAXXnQOQMaPHfCSClgOvdfeniokzvFOmSYp2kh2Xy39yXXc/TEW2NsBglhr6I3jAeNn6SGUiOszeuHunY6nR285e862tXXrjV9O2xTQ59WxaC/8r6zGkuvv6DY2ICfwXM7KGRN/qwiLGcezLxynYCWAQTw8TSRnyMl6ZnwvPXlqLtLQ+R8aY3ILGIbwQJ+L3qIhiN41HkWyO9gc1OWFCoEAGhAFcIkSBQmxD4zWWW7yDr44sakswBMUb5yma6s8VsQrvlgwPbMNeORhq9xvRM2rulNsUsxFKzCIRQMN6AKwOJlAMn4w+SkbsF+s6p4WKyE35FbcOvpGNpZ4dLGFz/AjeMFOba0rfTPiSjbdfQGM77cE/F5V7lRZukaLSZMsiWJV4rm8GqgjTTlT4fZVH7SeHqqIEU9BKFwTuY4L47wEoucUcBayNNl7i0Mg+1EAY2k38EMAmUTEWBaqN5+oL0k0BAKMBPAnXBZ5UROKXo+bwX0S5jwIlusPKZ7XVHNh6U9RndTJSwKlzfuGvJ6rjKjgQDTw0C/N1pDpZSFqwMxae9OdmF2HFtA+zzxvbmDiD0+Dj5+6P/O2NQOnEKSgpVcuMBY5uxg3X/VKq43VYqP0qm9Uf4aS60CKWSvQTkYjDRv1Xaz1D6tf1Jbvp1J2i3xohamL+lYhvfH+BbHNKdyEuaBXQqeGom8ClMRCjAT+GkPkspRSja/+bLaGbe5Ort2W9s95q/KHG0r0jzynZ9l04Tk0OvPktYCLmah8A22bDe/r2vrXf+4nr987eaj+jX5Pzf5Vk4Je/2Pz+R9mvnxDgr87z8J12gdAvRUveevpoL3UOpaBABs8YAg+uDlKIB9GxnDdfsqDsX3Sda0qL4cJhZwybBHYT8CcADEI1GnvyiWfqC8GNDQCjAjw1qwVFNIbDdfVSbQMnFRTakoGMcJ/u4iFp6eIm0fZbl92//VvrilJryK9ituwiEy7t96+SX/gpZlSJOMCr29/K43PdR2SQrG22nlGqkmug5lc3a4NEwJJlt2EypiXyBtxFGJfyd5R+DiWHxgzb92QtfZ1LV7EDRWv+d5MXKPcO2ifMB+iGA95HnsaCycQt6NYeAUIBrDlvB8mNG4Lys82wvsW5hIbVITuec6tmRghtvafw7bcRG9jGHIrirpQgscZ+n7CY+EWpBDPVurct1t3a9nd/IO83rUeH+iB8tZ6q+LNhp7Dx0hG7T9sqmxno0CMmh9VycE+OKm0CEUsl0ArwfTAweZdl04TIOiTmjMVns9sgvB4+MxyaxDUD5V+ZXQbipyPMygU+7shkKeuYiIBRgcxET5IsRWC6bMjhIvPufJM4lzpncWnWAbXt1hG5TpfbGqhPSzxv+z3WU5ZFfPZiUYRQEMaxiSzPtmRHV6UOwVTcR2CJ9vk8H8dV1OtpwU/LeIruW9a4G7dV3va/LUVmZXVR0el1K0j5tqL5uU5XMC5TSL60YfRFJyAgpsRNGxZkAnRVM2Ieai/Shi70usuOj6pO4kGhR668r7zvKDra2vwO0D4hkLHLl5r/WrrxzQfMRCAgFWHg8Ko3AX+5jh/eSnGmWRe2CpEy6LweGpnHO562h/2e/oc2xoJQ1hyptvIqKp9x7dPGw0K12JVnKi0b/Na20x80mTqhiCIJ6LULgjKzbd1JR+vQoo8/kokvZWR2KzhwOz2z23sAW4eU2YygJX6tofJgh3CWpOvp/VUkpWdnoz4ZMRryoVAFeTcUfUZB+wcTQuSzbvjRicBrr/Y+P6FTHc6TX6ar4h21iMChdAkKXIM/jdeHOcJXQrBZloQBXC4yCER6BHdLnp/SwOKdM5xxnyZh093zOir0F2z0GanHihKHV30+iccJlWftPG4kT30vk3Pbt03ecMzf11zhhtp4dBH52f1HVV3x6lZgY6h1gW4yJe882feLAv9LyLe2PtXW/cV+Xo7JQ+crpbYfX6v2Ztc3Qrd8LSRv2VwW5OEXzXTKSdtpSnXJvBcx3giKQqMVAl3HEEF6WfR82avUt6tqlu2iO10ZSxe0Ue60fOONaABxEonG4peAbbwjjCSEgFOAnBPzT7pbfN2sm3TGjuTjWuwBWk92ZdMcsWk9v5MSbMqjD5UOG5hteTl36WJqML3Ceq+hnfe6bhqLModGs5+fddPsqXPU87fPzLOS3XfpCn7biiOJXzm00x4r5n88m+Ryy1+d0WblzZMOv5v6aVREOV+Rt3nZict93V0fzzSiqNGIUrU7LSOouW3XSvQLMG1xNJX9QwCqYGO7rOXzPGQVx4TKv2NOMq3Fi/2rYTinumbwQFNNAuRko8Hyo4USVEhWUTUZAKMAmQyUIVgWBb1zmuvWyigySM8lNQDHOhcm2TuPq5zEwrklgFVcPoMmqd3W/ZFbFR0W6m91H9W8nifqNA8k/ZQyYMSZpw/GKdITP6yYC4bJu37mJ0qZHGX0nP5e0rZiYZeeltu+2rR/x+RlR216D3Y+btD2iVgactYT+oKs69u2qIhGjbH3VBTfXOakT7ms9uIJaNLIAvcTA4DOOQFOWnw76v1pfY5472xDx42PEzdZXNZZifdu4vgCzBsAe5FnMBKT51WJXMGIyAkIBNhkqQbA6EVjScKZ3F8mF0c6inBaWxDiiHsmVJHMNbtqTgmXnjI3ij+raLwlBSLX3np2JmZIZ8qufKZjUeSms89p9xpbvvJn6W1p15ibYenII3HnlfCpUTIz2/CvnmbpVMXw0S+MGdnvO8uiRiBy/VQObnJtkSoSLGv7P9UWbdSmb9D07j0tad8IUnUfJXFe0UtuTvKWu6phPHpQLo+I9FMzlCUT/Znk2/OjlmRmsx8+t2E0tD1hOrZ4+2LaprqAFK/jOiABGI9/jvw5SVU1Y0K8QAaEAVwiRIPA4EFjhMr5lT6tLgxlCujuRWz0toRclcS7a+iRn6SFD27ihyZtDqzOOP9wnNO4qjvq1Abnd7ALr82pf3S6zyfWrMx7BVtUR2Cod3jdQHLUuiTbcWPLKucTqlRtuiYwl1TWSp3Yy1dMNZcv51rToTanmKt8kosojTtEinWG4Hz0SIz59uACLBgDM+jQYXF8jKJe9Sm7U7CyCdYN0cYPAKgdU2oBtwhsAPgXIR8hTfVOttgVj5SIgFGDh4aiVCKx2H/9cH8mZ9vnUdoQrk9GcgCKFNrhih9wNB4ranR+bur7S9zFLJ7zffXBQc0n0D9nU/soxQ+PZU1NWV8/Kolai+vQGdVbWdYFUlD4tstQr55JsD8S32Otpoe67PrZf4Pwe64sbeJgyEpUBVyyJ/i+3xNgPTJGvSCZRGXCrgFp/3UgTXmbDkDAq4Znbfg4mhnvdvh60OYwudDzOTYpxhvqvaFHLSpOClBmrTQLPP70RhFwHuMnI86wcAUhFQAif30NAKMDCw1AnEPhb+sK4XuKzfplwnCJn0pRFnITepA7HCOi+o4Y2e4NSVp2pbCLfSV9v0Ic58bUrkxmUzDb8+Zh1q/fmXf+pqLL2BL3Hh8CvbrM9eknO8q+c7Uq/ci6JYP+N1oNbWkZsu3SryYjeTS6VSzX5YMSL3GcqX7Lckrg5r0+r0elrqoXKMUnZKD+Fq/9Ja+3xr8pCaDWVTKPAh8HEoHoUgk1oeBct1+xfKXel1zVJq2ruA5xkA1v97wCeA8h45Kn2Pb7ZfPY8CQX42ZvzpyLj/fJBMwOZKI9sajtDKkpvcJvaGfRUsiUbdheOsK3/mqn7o3jvz5yxVjq2UydxxFIR5ezOcAFzq8J6ZI5fQbZyCPzjPqxfoOTKWl0Zr5x5i18eHNVmlN+BcC0r299DFWEWm5Ra0fQ9Buz/5JqrDSsX3cNaaUpffTTrMb+rbl+5tJBhVJxBQOcEEfaRpDaN2PPfZVDV9K6i5X5/kzer/wyDtXoMCF0KgmXIU74q3BmurqfgfjtCAa4ZXAWrjxEB/q5mN9vwyb4k0d9IxMENmUz7DM6hkN9T03IuUScKW61+OePnJFNDOibrN99fdOP9dOq8/aAx8K2Xkn9JNFVXkHs8CJyVdf9eKkqdWtYr55IIrujcjzIFrOe6sLnKkBDzDvSplQFxlkS/wjUx9qH92spmmKX0NIYbm7zaN2nHT+XZCKPiDwlI/yBiqHCv2sWQflRC9AVJYlm/ysb0SL16Gh8YuTUgVASGHYfb3mZ/qa2RuJ4io0IBfoomU0jlDgL868Puosix7kxGM4Zwo+qTHMtUrv4tMTGuimZVsQeK/JeHpC/OfRRei13nePWwOLugIbnZN9Lo83GPpL1lNmkXMH+8CNx55Xw6TEw427JeOZdEsyOyzYqWTtcm79F3q5Bq8sEMfm8ww2+q7dbodUV9A4Kr8UzAbZWC3a8PnDM8+S/+FW+ZYwOFSxEkGgboFkQMj9xW6Vv4m+8FybjLzlz8+zGSljXUbIG/M5z4LShmg2AW8jxWP94Zf7q9CQX46Z5fITsAK6STG3URXRxhi8K2NqRgiC1TINZxDdPq06wlx9jWiQOSti0rD6ht0heGtRVF/aKHJPOEPmDGuNR1VaMDFGak0gjsdB/Wr/UjXjmXGP4nvWv39vozh8PTmn08qFX4faQXpjhPVfh/UATJLKUmUm6KvKkyBSopt1nfa0JQctgji1gYlfxOAZsJxBBckW1/evn5FNbnb1/Rvx3CSf9Kn4OoyA/sEnqB0rUAOYA8j/EVygsCJiEgFGCTYBKEniYEwqSTOveQnOllpOIBLiSrvQQs0T2iqcS3rm/Y9pSc/FLOpM9M5hqs2kVbza9p0pCnCe+q5vKlco7TSHpygR0pGHHZ6HePWKMsu299PdV+yujtmYVWNsdbuSdUSDVZlg2NskkSpXSxUnP1s6rGXlq/SOXOrSkc+PyU1GXbHmU3lFr6E3ARIhi8yyPmKK3vbbyy7hZxbd+Dme1TZarKRwVmd70hOPFnEInn47a8RklzqhP32mxLKMC1eXaE2B4LApuko4f1Foc3z4LdeClJ9+ObSqRyzhdsoN96QN/6+PjUtcXdY8Jcg5p1sIhaZk/yPC8YG/2vf9I2nkVIGDWEwC7Z0ElNRTdG1ifZAwuodfZfbKeOJcQa5bk8k+RzyEGf03Xl+QGuX45YZXaRWOU6rel4620RS/MG+s1OXxlbnal97/pSs9dSf44wxWYYFe8CSFQwMfD3cx89eKpKNiPGHhkX48SNRlUkLnxeexAQCnDtmQshklqCwA63YZN7WIWr0jmnmTImTVrcVILa7jVAfPxfQ6stClF615bia1+ns07nThY0mzslcyXfWF0Y1YDAWrfgQV0l51+wYQrGSWC0sCMFTDwr27ZKM3zE/9s787ioriyPn/uW2th3KKBQUDAGFVBR4wruihpxSUQ0xiSa1U4n3T2T6f5M0z1LOj3pTro1TkwnGg3aEVQi4pIYtyTtDqgsQVyiLMVSLLIVRVW9d/tTGj6TIRqLoqqoKo7/eu9ZvufV5+c73nduBmQYf8rFocKEX40NLH4rn4lPnhNyzqxRkz3tNaoi/70dFE9FVBRHWSEdi018Qrk5BEiWBAxBy39iMEe3g3E0b/RVIem8P9x48jo3st+vBbU48QG2EQV4gBUc0+0dgVfgFWmqsvzZkdy1IVoqW6NkNd53qKe+SfQ4w4OQ6E60zHdi6LsHq5J/8zCB6J3ngbN6q/LphGlsQZqU6J/mQJC2UUV2G1XMjGYrQsoF1fPxVaf/9jAa3aMmi1uis+YOz3/iYesf9PfVqmGNBir506DKK/1+YUcm5UspwOZVxLDJnHyihcsvNtDB74wyZo88IXvmqjl7cE3/EkAB7l/+6N3JCPxP0C8Cp3LnV6k406USzJOBTJPCNKWrRvS/3SB6/9fnhkm7fln3doeTpWX3cE0n1eez51bwjLjel7SGNYhex68YonZ1gLxstuTsdkJAdlYfv2x+zd77XtHXM+BvbwTfZCVUEx1eN87SZPYqn0hYKDmZv7VrUcT6mg8qLLVjrX2ZlF8LABnpxKAy16bSWHnYAApvDec3wdw9uK7/CKAA9x979OwCBEyXSkyRFS7zgZbxBGCOgnTydaJfqQy6ck7oR19Mr/vkAAFCXSDVPqdg+l57qtuF1UFEs8qftIzWgM+lCmPwtjNi9O5/q92ouRw+YUUkqdpRS/0P76xc9NCWc3dAX96M+yJKemvmvsrZE14fv/uspYE2hg/+fTtxT42oKIq11Ia192VSTkOBeWkV0WeZY3s+fdPnvLj+mh9U7Cpj4zaYswfX9B8BFOD+Y4+eXZDAuz7rVKPktxfGsLcnCISZ50m0bhrRK58SkvuVPuHsM7VbLfq/SWdGdSB40eo4ybVUb9KaoqG+lXdEt235htGfPFe36e590BQoKQ0bmz2IrV18UwhfN6LqzAM/C+vJ4csbiSlx0oIDV7TDlyZHX9nbF061quiWFtHtzZiqwvuOiuyLbUv37qTcbyiQ+enEYPYb7XBD/uRq5tFTIUxpUhlJOGWpb9xnewIowLZnjB4GMIGNQS+PGMddmRXINiXLwDCNgMB0UPnXzdTz6DnhkeMv1nyY74p4Pg1eOfcx/vISBdGmdYJM2yHKd36jj8t6tv6j/3cHc1bAsrjp8sK/AxF71XI2MXvz6JPxyx/5Ir+KhpyYGl4yvS8cs0OenLxIcuKrzZ1PBr9a/5e6vtiy5t5dFPxF4CtZgGkriMHsb9BjhMJ3GiFidRLz8dBs8lqTNWNCW9YjgAJsPZZoCQk8lMCWkHWTJrKFk+REP9+XaU3spDKdAOSLm2LoN5f1w/I21G+88VAjDrrgg4A1cTPkBWkSMK6VgU7RKnrsOSsO35em/vtn9wu5WDlhxSCuakdNL1vO3bZK7o6aFIftznwhqLejJnvG06iK+mM7yKdHVBSPdjS8n1B+CwFwTyeGlb2JLdDY+A0H2g41Fz67N/twrf0IoADbjzV6QgI/IrAteM28GZILY3TALw4hDSMaRe9mKdF/VijEXCzSh+//lWazQ18J957vi+FJivMr5ES/3p80qxrB51SRMWrnNWbyp69VvXbfe2370nLuBniweOzf4n1Knv1SnDptdfjhPrdZ61VDOupF39/FVp13uLtwt1NpNAtisQDskKeIzuzDYTPptqEFQmqRH7n9i3J2pFknqfEnal8CKMD25Y3ekMADCWQMWiMbptMvmCi5PKaL8ouDmKYojehdLSXGz87ph18s74ra/6/Nb7X0F8IMyGAkwV1+3vRO1Fi+eIofaUkNYO6MrRd9i2up30cX9LG7H9a+NbWck+X5nxIC0t6ccv5hzrmapKnj9KdPFjTG/ufckfl9vqs3L2TJ7JmS04f/ZEwNcNQJZ5mUO0SAfLuSGF7vTf2jjUWL6yBqT7R4avwFyVyz70LujQ9cazkBFGDL2eFOJGBTAm96veAzTF63KJEvG216Qw5kmkPqRN/rUmLI+UYfd/Gq39DcjJIMfc8gtsAWXuNXFujOin4SRu8jpV1ecqbTUwFdbh5Mp9yddEh9SBvvR1oYd9LJt1GFfyfI/PUi5yMQ1huAehKgbjwIcp4YpVJi4GXQxcmJjjBw70B3k+jZXCP4bToNiZnrqt8z65acK8oJaZFc1XZLW84mv/dGTR7UGGSyMyNDbls0arInr9qI6I1dlI+PqCiZZNOC9sH4DsrNZoDs8QJD0AIC2t6YihJKd7dCYMJLzKaYDNK7W6F64wfX9p4ACnDvmeEOJGAVAm8rX/eXCbooD9qmdOc6fb2YDndvaJV5Ei3nQbSsArRExugJB0booG6e9aJXghvRjw1iGhSmH64RWJMQanUgM/Cgl8pAz8tJF8MTI+mkUlEHMqFL5PUGYLuMwGopJe1AoI0F8Y6UGJsURNvgBp1Nd6insZl6Cs2Cm6ED3HStVN6pJbIOvSBp9WQ6Fo7iykeFMfVjBWDEFtE9+4oQvX+uOvdTcyGYWs5lYWOzVRaccu7p46x66AkfY/OUj79cEPzm2m0ac2P4qXVNEZG6W8bgXydUn7bRjULWiBIgk/IlAPB+OjE88DrD+3nKoBnMZnHDVQ+oLbjBDrd4SIl1skArPySAAozPAxJ4CIG3Q16PUFDtIA9oC/IiWh9Pps3Nm2glnqSd8yAdjAJ0hLsrlCI0iT4hrVQeKQAXzIDowxHBXQp6qRQMHE8MLA9GwhMBGBDvehWBASNlwQAs7aK82AUSowEkOgNlOwQgdzgq1ngwnd/5MU3VprV6UUK1IKMt1I3qgRebRM/GMnHwLa2ouGMQ+KY2GW3IqHqnT6dec4KXThvPFy2TMfpn3aCTr6O+J6vE4JzxVcc29fab5qzQZXHTuXyTWFvccu4uz+ErY34+xvfyny+zCckzLBw12bPUeSGLU6dLzu3ZpEvzcPQBKrso/7QI9PfpxBje2x9tIj04plxIOucH15fc4Ebe91Bcb23i+r4TQAHuO0O04AAETCMjI0PYSAVow72gPcCddHh5Q5vCi22XeEAn62YSSkZPJKAHoJStp36DO6lcJQAEcUT0koBRwYPBJJSshBgYk1Cyd4WS3m263hNKjhqAo11UInYBZ9BTXmcErk2k0CRhjGpfaLvuzrQ3G4ED3fdC2UbdxFbqZmgDT90d0a29jcqaWwVFTQv43fx1/X87zOcuO0JWPTKbP/MEBeZnAUyzd7UQeK2LSLZm6yd9ZBqSYUmJS8ImpKmYu4M1DvVmsMb9fG0qXThlodeJUyXtQ/fNjSlYYkk899ujDo/5UCScKqyixDaX2lsr0O/t7KRcPQXmlXSi391b0zH6wp81MJFvJbD7RhwlT1v1oonexoLr7xFAAcYnweEJFIRNmOpOOrdyQD0lYJBLiEEiBb1JKAlHBMKCCKZxkBQImCTTJJRdlKN6kAh6yuv1wHUagWkFgAYpMVQGQfN1ljHqjCIHOpDQDuImtopysUVwM7SCe2eLqGhrp94N7aKsugn8rmVoMtodHpIFAZpa4Iu5Y8/x1LA2lK0fUif6NRMQ/3rUMGX36poPv7XA5N0tpsNaT4TlZVmj5dwdw9XvgkoZlrYNVdVbPGryfvm0RAzSfysM+uX4qpN/sTRfe+7LpNyvAcjCdGKwiIPSWHmEALRVc+F4a5I9C/cAXyjADlAEDOGnCewPWTLmMb5wfgd1E9uIwthidDPcAQ9tC/Vo0Qqy+hZOVtmurruZAdk/OpCEbH9EgJwPm7IhFOoXBnJ3ktqpXK8VZR+dFUfsWVKd1ecpXdZsOXdHfvRm/JEh0puz91XPnPh64p7TJqmPEAAACYpJREFU1qrpUeWCtIl8wSd/vP2cPAN+fJjNWn6saWc7BT8W+CoGaHIaMZ6xxHYK3aLKI+vN/pzJEh+4xzwCKMDmccJVSMCpCXyhnLfiUfa7RV5M2zLTj76Fuu8rFiJzZ1Uf+sRaiZWEjV+pYqq3W6Pl3B3TsVtj5o7iLh261DpixYzhhWYf/DInJ7UqZgcF4hVaUbbInPWOsiaT8u8DgGc6MaQ5SkwYh2UEUIAt44a7kIDDE9irXD5xAndluQz0602fHtVS/39oBN89N6pf2bgclgvWSuD7lnO2iq15/LqgWjeqF7OcfyqGPxxcOWJp3OHLtTT4xKSw0j6NmryfnzZVuPGSMXrDZPWxzdZiYQ87O6l0qAhiCQPs0JVEd9sePtGHbQigANuGK1pFAv1C4CPl2pgU9h/LjYS8GsI0+laKgbcFyn6wvzN5288b3q2xdlB7lEvik/i7b6YSSwdrPCimUnXYV6A1jPhtwRT/7OXZVvsHg8nfCeXsZ8dype+7V1Ry1mZiD3uZlMujQMpXEcNr9vCHPmxDAAXYNlzRKhKwG4F3Br3qPc/49fNyRrc6lKl/pEH0aaWU/vVLfWJWet3OIlsFYmo5R7BV22vEgEOFlW8stuZb9ZGShI0jvctePslMnJYWcrTPoyZ7MqhRxeymwBBlxbfLbcXHlnYzKTcLgOwVwRC8mgDeP21L2Da0jQJsQ7hoGgnYksA3YckvRzLqFD/SMqsTpMYOKt9+zjBsb2pNzhFb+r3bcg7Py1Yx1m05d8e8T5M09TH9mZOFzY/+YW5s/hu2yKUjIlQ4a4hdP139+Ye2sG8Pm5mULyYAH6wkhr/awx/6sD4BFGDrM0WLSMBmBA6FLloax5Yv8iDtKzgQmCbRY3+5MDgvSX3E7Dt0+xKcLVvOprgytqxTPDErt9Eo486OCKmyyqjJnvmeVk5/KZa79q5nRQXfFxb9vXcn5ddQoP9hyWCO/o4d/d8jgAKMTwIScHACOcHLEsfzRU9wxPCCD9MmV4sBF5uo+6efVT7yXgZ8rLNX+EVh49IHs9Uf26Ll3J3DWXXMcV9D47Rdp1MiM1Z8fMsWudWGx+QIhHSEVpSl28K+PW3upNwvVhLj2/b0ib6sRwAF2Hos0RISsBqBrUEvRM6SnDR9ZrJByTYEVIsBakrp5gNC0o6X1JsrrebIDEP3Ws4H9qiY2kXWPOXc0/Xhy6M3jPW7/JcCiJ8xK+zCMTNC6/US01xqXUSocEo/+qk5NQes9glWrwPBDUgA34DxGUACjkPgLf9feSyQnXzenXSkK1nNyCbRqwOAbDpujM96Ur27oD8ivdty5gp3AwHe2qecf5jP5quLJqe4n/iqtGNI3pzoggW2ynWbcs2wyezlL4ZUFqps5QPtIgFzCeAbsLmkcB0SsBGBr0JnPj+UrZznTVpTjJQT2kGRmW+MzklR5+bayKVZZkvCxqVH2Ljl3B1I+a2AIkKga2iEZoxZweEiJOACBFCAXaCImILzETigfPzxePbq4x5Eu1JG9Gwj9T50UwjJm1R93DTlqF//mFrOK8Jz94QxdTZtOXcnefR6/OFo+c05OZrkya/G5XzTr8mjcyRgRwIowHaEja4GNoGsgLS4ifL8NA7oi/5Ms1u1EFjUTuWZWV2JmzM0mx3iwof9yiXxk+zQcu5+Eu6OmuQvHcpvGPHs7FGFdjnJPbCfQszekQigADtSNTAWlyOwxWeDarb78VUMiC+GsRplDfXTMEA35nZO3bW+/oMbjpRwsSpx9WCi3qq2wWCN++X5+9wVj6YlfF5UC4EnJ4WVJTsSC4wFCdiDAAqwPSijjwFFIEO5TrGQFL/gz7auCGE0o1tEd51A2M1f60ZkLa3be87RYHzfct4bxtQttOUp5555l6iVp0inMPq3+VO8rD1q0tEYYzxI4H4EUIDxuUACViJwPHzu2hj4LsWXaVskAIFW0f3TYjH6s1nVudlWcmF1M3uVqQlTuUtZhABry1POPQM/Uprw7iivb392gplkk1GTVgeFBpGADQigANsAKpocOARygpfOTZSUpCqI7il36OTqqfeXVWLQgcSqk5sIEOrIJH7Qcj5YWPlGqjVnOf9U3lmapKlT9GdOXmoe9sc5sZf+xZEZYWxIwJYEUIBtSRdtuySBHUGrYpOlF9JYoC8FMU2e1UJAuY5IPt4DE95/o+J/mx096f9rOdcvvC6EW+36QHPyNo2aXD5zf6Mo587GhlTbZNSkOXHgGiTgCARQgB2hChiDUxA4GTp9QiRbtzOUqRtcJ/rekRLjn3MN07OfVn9Q5hQJAMABZWrCRO5SFiXAntGPXJpS81m+PWM/UzXsuD/VTNt5YcawjNTd5fb0jb6QgKMRQAF2tIpgPA5L4GDIkjHJ0jPzj3U9djylZs/XDhvoAwIrViU+NYiot9aIAXn2bDl3h3PkUsLLY/yvbLwCI2YkhxXaZNSks9UE4x3YBFCAB3b9MfsBQOBey3n/vjCmfoE9Tzn/EO17xYsnpfgc+/pqZ9ShWUMK5w8A7JgiEngoARTghyLCBUjAeQnkhDw+eipflEUJZfqj5dxNruxWYBFHxK4hEQ04atJ5HyeM3MoEUICtDBTNIQFHIVASPnbNIEb9kVoM7JeWczeHz6/HHxwmvzHvSPP0yetjcdSkozwfGEf/E0AB7v8aYARIwKoETC3ntPD9OaFMfUp/tZy7E8q+lTw3ifv60MWG2BfmxBX2+5xrq4JGY0igjwRQgPsIELcjAUcikBfy+OgJ/JVsIED6s+XczeT98nlTHpFXJE0NL/6dI3HCWJCAIxBAAXaEKmAMSMAKBK6Ej3s6iqn6sL9bzlZIBU0ggQFBAAV4QJQZk3R1AtfC4/crmfqU72jo2tiK89tdPV/MDwm4AgEUYFeoIuYwoAm8F/DMkHmyCwdLjYNWzq/JvTigYWDySMCJCKAAO1GxMFQkgASQABJwHQIowK5TS8wECSABJIAEnIgACrATFQtDRQJIAAkgAdchgALsOrXETJAAEkACSMCJCKAAO1GxMFQkgASQABJwHQIowK5TS8wECSABJIAEnIgACrATFQtDRQJIAAkgAdchgALsOrXETJAAEkACSMCJCKAAO1GxMFQkgASQABJwHQIowK5TS8wECSABJIAEnIgACrATFQtDRQJIAAkgAdchgALsOrXETJAAEkACSMCJCKAAO1GxMFQkgASQABJwHQIowK5TS8wECSABJIAEnIgACrATFQtDRQJIAAkgAdch8E+tNh4pKKdNKQAAAABJRU5ErkJggg==</pentrails><costumes><list 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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><comment x="14.333333333333371" y="155.3333333333334" w="242.66666666666666" collapsed="true">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="22" y="207.00000000000003"><custom-block s="pinwheel, branches: %s size %s backup %s"><l>21</l><l></l><l></l></custom-block><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="17.33333333333337" y="13"><custom-block s="pinwheel, branches: %s size %s backup %s"><l>4</l><l></l><l></l></custom-block><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></script><script x="276" y="10"><custom-block s="pinwheel, branches: %s size %s backup %s"><l>3</l><l></l><l></l></custom-block><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="512" y="72.33333333333337"><block s="gotoXY"><l>100</l><l>-80</l></block></script><script x="468" y="260.9999999999999"><custom-block s="myPolygon %n %n %n"><l>30</l><l>20</l><l>4</l></custom-block></script><script x="395" y="351.33333333333326"><block s="down"></block><block s="setColor"><color>240,228,0,1</color></block><custom-block s="asterisk branches %s branchlength %s"><l>5</l><l>6</l></custom-block></script><script x="327" y="195.00000000000003"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="myPolygon %&apos;numberOfBranches&apos; %&apos;size&apos; %&apos;backup&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numberOfBranches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfBranches"/></block></block></script></block></script></block-definition><block-definition s="asterisk branches %&apos;branches&apos; branchlength %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size %s backup %s"><l>5</l><l>3</l><l>2</l></custom-block></script></block-definition></blocks><variables></variables></project><media name="Art with Polygons page 3" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>