<snapdata remixID="8800835"><project name="2.1 Squares and Triangles Redux_Jean Gonzalez" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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fSr7r3HLq9CkKz6ZWAwOWwgKfsvBghG4v0vgPt3nqyXwsh9ze1fbB9mvk6gwDiUDLWF+HlPft/HyE/E4jIm7gamPQvQTO5pK6Hf2OMtu5W/jowdNSne7rcpmrNXnp/rv5d8xk4fY5kFpilSD3vZQhk6bKC/4CFg+CAf5ZiBbY+fWrbCLSbuSNP8deAHruIwgNnj+waSQV/qpD/ze20P3AybtDtKe4dvn6Tns7797+mTFfPkD1vfqNEWqiQJwhVEB/JG/8rOK7eXFoD34np/x/oqPrEOFs5LK54x83o5k28upDPw31tqd9mMED3RMBnjN5iRv3dms3UrCd9jfH6evGB+fcyvvnV/s32c8PR0E+icOH05JIGab6/lL7Mm21NOoInwvORp7HfQsV8akYch/frLV6zz38brVvK45XcIyD8AZAnCWZmLejmNZyFOTwfauZp0nk1fewTYv2zXfs3w9y5eQbx8jL03qkDGf/Q628yTWM+N/qpqtylbpyej80CSF6T4KwSExaVy7BN4BCuikC/1FF9miMw+zcwmOL6FAHkqAXMIW5rKR8Xqt7DbVThKC2YYkY/dm8nZ93W/sosyFtim+ZtIe/bE9s3au/Smf2FcaW8p7Y4Od/5ZUrpvrWoo7AlEMKrsvs6G3lbMhsbvL/9IW9G2gYWf2XvJGoWcvD6Hs/YHJ0/hO5qcpT1jTbq+uTe9UNI88fj/BdcS9nQcDMMsWkpe81/pr1nV8XFwS9ilPwbqd7V5GThkRgB156T0kfobZOXz2O+l5H5YuKVzP1faiTM5+mkvs/ctb7OKYLFVGlUUFUWg3MPFeUUE9sMGAUUyvrfdqe5nl7Ax6n8/OZK2R9xbXa02si8B8S3/evrNPi12VvmJqUSkNsB8VGy5zp79rjm3UxuSy88YWk0uoVN+Tpshk3N1u9Usz6aV7fHdrMjvsefWvsDVh4QR6rrEjMwN2M1/IRwhgH4vJQW+7dVM6GpjdlAzYUQ2njn5N+S4B+BLm31VXb0syz7XH4kuKQv64n4nflrCGfThrrAA8iNe3sf/NnqvY9vd47eviogmx/rWseQfv2ScmSRWq+KG53RUF9mwKzV4Ugh/EpIJNFHwf67Tne2UfKvxcONR7OsHXTzDx7WXZ7lbK7Bp6lTfSAr6grim9Ef7gw9fPYy7zS5k+g+VnTFfwdfmMfZF9zna3T653MZbBvyc1XUUv9yBI+BGDcJ9gKZ/amvA77EL6qo8QWMJ11xPqD4No9O4cfPs67DdeZpKMLaPR+W/k/8VjBd9dkYfeTZl6rLfX/hSTirK2w57JxM8PGDb+9HjYv1b23/OuB+7XUqdsZz2nhYXj4HP+G5l97/6cHRuTpEopAFdKhkIAClDZT37Ynk8PKdHrbRkMqvHh1/rVMl3EdL/GFjtheYtdSHDzEz6qVmOTvden7Oe1IWGmopdGJV3wdaZSmKWn2HUEwKX8bT9D8Dyqp8MGCMR+Q4VREag+Ql6qq83ZKfH5JTz8JMDn8fQXXkaWrSh+HHYacGfy2J+ecdE/ldAY/jXb307ZfENMKhif/ZDarB3Ctnfkzb5HIyIcFRgL23o/r/3tvivtgZgkVUoBuFIyFT3r8Ah6W0lDq3XE5zOeVxg8ZvRAFpmsfZyKn48hlUDgPIfHXBo6NxCI30Igfrxn1cjDsnwHH2Lyh1ytzSVYbeb5u/hSumMjteSjLLzX75J0D99wUWcod7fbZ3jPolqbuPc6lqUr7L76FltMuf8kgdxvFpHQCPldXDyEv8m1bCtb12xHxySpYgrAFdLQZKt8Ssu77HdIoULxk0r88p1ZY7DCoGLpDQkzEBX0l31KD2nCwR6kdPQIX0Ig9rprXabGvk0Zuy9dQrBLfzf1k5eWEax+zSNLID6Z4DXp4V8d3/FTmCzo6Sz8em/K69lMuvdOA/ik8Nk/5D14guyNPJ7jPfu+Trs0LvajMC/JJPaN+EyqnAJwZW2n8FVkwHZa9NfF2dkjsW7+rUufzExU+P18OS+MT6WCCEQHJzk7g7JQR88vTzC6ngqtheder+1LfvoKAWvB8pPL/tPG1Za3M+L8uGhQ3sT++DCly2NSWdQ32Qmsk1VbF3nunXz2Lb2d1kvCZhobfoMQmQEUgCsoyYfbmpX1sCq9q7f6lEL2qpBQJApqB4+q7GXymUIlxf7dFhJmIBpcPqCCrrucIg0r7Tt+aJZe31f5uw/e5aiH4FxDelkvaxtEUG8i9A0QXL18T+RYAuRv4nzZsS/7MfHPPZ8GhzdePSjLDKEAXEENrfZ8n65dlY7OVBbp71slo5Jq4lFHkJv2OwmNwQfmODzOzzj5JG0Yrb0unPUqUySbt/+Ls66B4LhuffvkbnoyHoLqp5kcueZHY1+jyz48ysQvfTsmTSk/yvGP2JfrKTO0QQjBGVvEdpPuDvtpfIlUMQXgCvNCkc+WZ1g5R0Hbn3WWdFN6Cmv6u3HGbvEC6wXVzygNaVViIJsGrt52+1pImGEaW9JB9XPb7bshQaZErsa+QyBa471NHgM0hLYNZOxa8ved8SVlxff8Ybazds5c+0lMGmbt6jCi1nKauUUPIFKI7k77J8rIVsryqXR5/TfwZPvA0HCuXVTsL/KyTRnf7e6UNpMoAFee3zZvxCg7kzCHpu64lyGMhaC7mOCdr2+yo8LvR0kYpL4mBOIqOSy9z4pQmeT4mxV9uUYV2cLf9ulxXiqM/Ps58vGS/Fw7KvQ2aVyS1/9MEH4PZeUgP9rjg2rEl5cNve5WttXQ3W4fjElD8nn7gZev+lZ7X0wqi95Oezqftyub2L9Rlu/xQ+0kH8jjhgNODSN/3UL63l6++Zv47RPPJxA/vulnGpCjGikAVxit5FUe5OLT8kjGvgZyLBTa0GuOBTaob7FFXlDZR7+xf50H4q42+0pcPG2oQC7mb5btquAhxEqi8v1pJlu5EbdkhHeRZ361/KRwEp+fe/F1Ji/24SvJ4wv5Lv6Xmq6VQLStr2NyP+HsrG5lOMv6TwT5Yb3MePRmfm2NvSBNKQ+C7+8pHHfyWWszOTuWxsbhbOuXPPezs8NY8UyP4jW1NDg6ma9n/u9Jnrd1i62hfN/jr5HqoQBcYVQC4WzJtavt4yFhEihU4TIXWtXnh4QC9bWHEXGyVBajDqFHQc7Skn+9z9dk7S3T/fswjYRzmCQ1GWtLU2aWxtb0N3/+7u8OCVIxBJWfEoB8AJrjYpL//d9KUNxMwPURpPyM4dNDwzOxu3ntv/KebhqaZTnPwIMgpWcOZfOJm4+kR28eXLrCbk0TJqen077BPg+w/89i3R/js9R58F/TToDN2HE0nocf5s7at0kPg5DQAPkWr59Hif5fyv8hlToaIKVRAJ4C3sOkV/S2+LRktORfGWeLkmTsJp9SWYx5dxUqqf/23jCF/B4K9ODvw9M5gtaveczYgTn8O+fv/k/xqVRAcr7NJaCewOxX05SdJPaPGbODetueuFyI/H+E5ey5zGZpaN5GHr8lXTJJif2QknOqz7JOPwzsA35M+raUlL+30sPdRPB8PfnpWtY5j3L6kbiYbrDdkqdRTfr7Y1LQ0BR6vVt579AwmzTaB2/JeDf1yKns5w6Wn5UulemiADwFCGjdFKBJX99KZbM3k6KCIoXYKwQPCAXdHpAW81M8ELOtcEu/EIjb057EVGIfQo+G1vrakDDTJLaev7l+d6ugvmPtbiab6OH9Y5ryBALOt8nDDxAYw1GjQfUr7ffkrXoaRxfw/RxG3s5RRvyWhCUjsL2aMr6NsnIHT49gu9enS0pz7//YXuzTQ5S/y9n/Rz1w8miKi4PeTjuL5fvV5u21MWkYGhhn894n915lL4tJAet5et18W8Bn38Lyy9jOurhIpoEC8BSg9/sF71XGpyVjBdkkX9zvOLwnHbayxV4Rkwrih61CIE5/Hz7IA3Ffm70rLp4aiXXRWvdGx4zD3+zrPFS+KqS7I/TyDsplxr7Wlzx8MIF2Ufco5zXQS7yQMjGP8rGafPY68vfmrg57e1xctFxi5zF5hs+yXb95REnYjxv3XGwb2K/FNmAvpwz6yFsjJeF2hXcvW2mdacJwy5rschoCDye1I0fFypxo2/jsSyxn57KexV626Q3/MS6WKaQKYgo0ttonfdrTWfydkXY1J1P4re5o3W/1KYWt5O85vjdcRpVkw6D2U/b7ML3x0INkmyXdgWY6se//z6fs+4y8nKraZRO7jMl9+zTZ99KUMfkJcW+M8yPwPbXEPP5IjdmX6BE+/Ng1tixdWrhsxjaGmaS0n23IJ5fy6KfB6wN3XErgXVJ/6ui/1RIsv81rFvAavwPamObMt8MJ5Hux3lEvhapfaRfx2edQoq+mofJMXpfv69QwllNJAXiqJDaQyacnRpSiuz09rLW0pfAhKOmB+eg4k77Ol4L+Pu8NM9vlPfnQYu6wLenSyqKi8YE5ZuqgFn7meUm/28vYvFFD787P4D8kJo2J3uhLmPgwlX5OwZhY11OzWWuhvOyxY8D6eP0v46LC0CBgnzZSShZ0tYdBOgpCOXo5jw3k8XfSULjJAyKPcU/eYzun8/oJb8Sy9MRwP3Ifi37cnn19q63g7+S3MX2Q8vb3NEK2dV1Z3BEzKY0C8BShhel3UfGb5ZeEL+poCgdlrzDemvUpLfw5IaEMqKT28UDMfnhgWRACcVtBw/GVbOGCtJJd2z7zWub8nR5ismf6TMomY2fy76gDYIzBfwI6uu+qMGzjmJatsA6C3xJK2ed5+jy2s5ICN2H5oaz9kPXPqZ9vB/L631JW/eYLhfKRrB7Pz7fFPr5zTBsTvd9b2VY/5bCg0fV43fHecu7ttBvSlLHx2oMziT2Tx0DNHPshnytc1iWVowA8RWpy9hafJj8p7WQsCvZCClJBvU4C47kU0tBjTVPKi0rK7zkcfh8mBx3pgXjbTyoz8MQeJ1oXnz2Xy8zAG90n9sH4PUiZ0Dv7DX/XPHmw4GvE6d19gLy6IVdjv41J46LRerb3RPni1vH91bLNx7o7xx17/eU87s7Q42RbR/ONZwleYx6pYn2raZB/0efZr7ewrQMbT7RNYeE41l5th7Puv+G9n4hJBeH1/8nf7IXUPXvEpDHVtdgdfP49eM9FbGuZl20+y7hHD6R0CsBTZNnK9JBW39bRT5qYiFfkFIpCD4t9yv8hSFb0LFwqjiwFO1yru3Gb3UnFUtIQmRPhs3+KyjDbc7W1xKQZIVub/h7Y12E/DAkyKetW2UHkg+fl4zkJxchm7DU89iGPFnwOBcHRy9tWeoQbsol9n95nGGZ0Z6SFS30oa0/8HpveDnDwxhBDetvs4wS07XwGbzyEGzRQhgo+RyCXI6gn1tfQZB+NSQWhUfBOGrGP924NZ2kXhG2cy/tq2d5NlL+jPRB3r7IPxMVSJgrAU4gCvY1WZdEDAAwGHgrEhL8h01p90KcUOD9LsuJoLa+MveHHPEiGFnPb6AN+lKq+yc5j/f5r9owKZEnO/of9Hqhrtr+NSTIJ+Vq7ib/n+uUtdm5MKhjfwbW89y6C6b/FpMJQkMjjB2UG7I3MNlK+/Pfka3zRHVfYMsrzk3nNj8JrI4LqmykLmykLf/Xna6+x4wj8fdS25+UT+xPlpZb9uCK8uEBs8zzWWZ/MKe08EvLimwikBzy6Kj0SV6jBqxD47ElmbmFHEKRwCsBTiD+2D4gxN31WuGTAPhtnJ+SFzIMVwdpHk5oyVDpLQiCmnqTQ7umBuLfTVsXFk0fvn89W9N9uuoReb8Zq+c7Ldyes3VhXu72PfL1PJl/abTgdefTp5M/55MuJzpweoe5Uu4L3+yHcK/heT/SebF2DreH5jobWkSfa5TP2DiZPIvA+lB8g79IQoxw/tbGlxPuDZ+zD/Htbw8mlDR7SuNJ+wN/vr2RI/317QgT873tjI5+3p/K+K6lPsg2n2M/iYikTBeApVNcSzsj0yiQM+1iobMYOoRBMePkPhT0c8qSimLbvlYJas3h+uB7Sm82tXojD/CSx3uN9yvpmxMABfOiX8509xnd+dUySSajJ2L8yubN+ZVEnX41AL7KN7+XV8WnRKFtvIi/WEsj95vdzyeP96zrshXHxEBoK4SxiXrM/k3PpRS9vOPWJkamK0dtuVzGZQwP3b9KU0rDvh7LfC2k8jNn77m63N3jjgsbuq2g0/NXrEh7+G7dUgALwFKPw+xjHxY4LPZeSPGHgobDPYf3TOXxkMP9E+7P3hinAN1OQ02Et2yd/ORSVxxrWtzQ+rVr0sO7ju8hQcY059KcUzntj5Ov55Kkx771bKAKhDxnZzzpvS1NKlNhyCtx6HhtzZjeQx2/3ZBrB72fdfpvAv2WfryTPMrEnh/eUiPe3kp/+Nz6drGt5jHpCI/vdR2P/6+zw9k0bbZ/61sntt0xMAXjqPU4GPyDOF4yCMe5hMwpP6GlS6U/Z+MkEmo/F2VHR+3uOB2Jm/VrewdselnxmNj2PcBkJ6yj4ZJJpkdjBVJoaWahcCGb8Tb0XWBZUeh8lPx7e2xbGhS4aQfY6z8/1TeG2f/vwXf8/Hod6/iaz+89F9w32HHnul/8U9bvrzsjrf2ayje2MOuRksdgn/w05x77+Lk0JPexbfN+ZXZJL7AJes+eTTqvMFRQynALwFPOWLIW34L87hSNcclDXNPYwkD2r7QrW6TdSKOkQV7F+/vN0+Dr++5eYNC4qj4UeiGl4+LCWjf5eHhfHxcXawjrSQ9xViM+12T8njYUjYpJEvVfbvnG2OHnrb2gt32HQumb7BNGml1I44WAWo6EMvyTJ79SDTux1pHnDd0fI42ZPIh+EczDI9y/meZ6gHW6IUoyuNjuZvP401ln0SWfjyafDWD6HuuV77FeOD/Rs0n5K4K1d3mIXpq+SqUDekKkWg9cX6lvsvTEp8F6sB1IPVjHJA/CjPFu+c9quwvow3mvKhQI7wEaeuKdwkdtc12HvzJld6vMhUBX5ezXv2aOv0zbyd/oOjZKhO91MJP7Nt/E3XxCTys5PFKrJ2OfYty+O12DaHZFvtpFRZuzdrWYrKo6HaSwWfUROyqPiFbaMRKDN8YffQDAYNubsqAE4vQ9onteOegYwAbqPVy8jip22rLlsvxONQAW6jp0Kv78SBDexT7/OZO2lpQZ99vs+3nmwz1MJ7KASKLhyjo0A/zsNNQQmMhUB2L9XPtNAMZ9ld8Hf5iPk7QvJO79mWtC18Lx2Ia89xxtqPM0z/WU2O7k7De3iH1lnPdsY9ZyMTGKvzZsdynI/Acx7jvtmM/YP7MwD5D+/xt7LpF9q9E1fvov92eszyA8LeN+joexkrJ/p53wh63wu2/Yz5EfvcSZ2Cq8/Lp+zz2Vr4jjTZcD238/+L/a/KfvAUzuXcnRRulSmmn8BMsUIBg9RAPbbtfc3RgD2yude0kY9IcKXe2EqtidZKNb/P0xekz6jIRCDXk+bXTuZADyIYBpuexif3sP6Rr/7y04ebbMLa7NU6Im9sq6lsGuDKx2AWf9PmbyoJmcH773SHkhTZWc0urrILXV8x7UxaVx3t1v90oz1eB7r7bTf8/0dRWFYS1A8dXlz8Yd0RxMbw6vJFyMGefEb11MeT2LZQn/Od7yZ7S/g9Z7n/8p+Herp4/HBNyiZ5/C+Wt7kA9e8k/Vdxt/iLNZy2Vjlx8sFr72Zcn1sTJoU9v3nTF5AXeF1jI9b7VcVHE4Z6q9ko1TGV5FKW8ZHi/iTsfVZEF476sg33hP0aaWCrzcImAwG3xOpLArucRaK3uJcr4S8EcHTJ3ugpLIdd9jJfVrtfH99krHvxqRq8CIevQq+Y6OiX86khnxV9NCG9U32HErMMyg0A2TCX7KO8twhizxExht2r93RkCd9XG8fDnZrPmOvLiT4uvpW+xde60dE/Oxj394X2fc3h/kx9HWEXr6fxDXp4Esd8clYT3jw/R3rrGF/ws0e+Cx+Fvdc9kcjtU0TBeBp0EgL2Kdk/HEPxXW3pzfRr2sa/UYEFKAaWrCb49OyIQju8EAYGwk+co/3yr2HVzHeiMjl7avhSWLf4m8TzuoeC5XmjUyqYmAO/laP+pS/UUNIkPH8inx1dJwvCkHYL29bTgD8IBnzUAJLjp7k9+PiktAA/Dv2Zyvfod/cfwTy2RzyYj8zfj3vFra/qLHJ/i9dWji2s8LLkc+zva/SeAyHtUdDxvcTtyZ1G8sN7eGs7I2s54PUEWt925Sx58XFQ5J8qGN0ne80UQCeJmR8b5WOe/cTCs+I8WQHUfGEAFWXjs5TFlRoD3vgZXYO//qlDx54ix46s1TLW+2tvk1a6n0e/H1fvJKNi4ehEeM9Tt/n9SFhmiT/Y3sxWc73WZZDorMd3+9xZDC/DKbky1wIgJ8Kh00Tu4p1vZIAubWrw94fFxeNStDv3fwU8tLQqGVrr7Vm8mATDz90vM3T2PeS72Y2iELbHiZJetiXnvWwuxSxD/cz2cS23pamFM/Pr+j3u69RjjNZew1/q8Z0yUhxFK/tfB/hOmaZWgrA0yVrd1C4J/rtxYNruKn+zvo66Y2mvdPi7lk6hrWr7QIPdqxwPz+060FwOn8XoqVeHwOx79OYeZTK7BGWT+tgF32LrZv9zFORPT8myQSySbiZQmPvqsn1vMgnr/AjJ5SE+2rMPksefnR9R3piXzGWNdt/EMgfISj+tz8ngN2d77d2byjw1AfV2IPvuCwNrMb0NoL9rHNtSMjbcd7D5nFJVzu9cbOD2I+Sgm9Pm3UQwPPs90Gs9zuUofl1KyY+QlCTXk542GgjekllKQBPl3z62+qa9rFH9/FeIAX/1vh0CGmh90cBe0FImAQ/1JvP2/k+T8H9cKjQqoR//vEOsVOZ+WFBr3h8sIIpR6/Lzx6dx3cZ/n5SmLoW+wCZbXNSU/yYzKNpaLbDamrsxaxz7oDZfeTpom8asCGxI8lve3kAIzjuR+Q9i/VdQ1mb74GYclG2Bhbr/IQ3dn2ehu4ctutnhr8rmwlnU3ezraLObaBBfrYHcXq7Taz3Ti/D9a2FX6K3rDUMHtI1sMtNJaTyFICnCT2m8JtT7RgnEnW1pYd+6zbaypAQUdDCfUPrmiZ3OIyKZlvo9RLkaDI/4j1OKrJih8isGG8Y+HTCQ+xU5FQ8T9wKbgrRk/NDl1sbVlbP322mIMA9n2Axj+951PMbirX3KfYzgtky1um34vwb8vcA6/6vdOn4ejrt/CVmDxMYibXhCNCi5fSKqR2Xe/ngv4JvhlIIAuRH2dLQ/X/Z3vFs+xvsO/9bIz3wggfU4TNu4L0+qI0ftvafjJ6ZLikOdcDxfNa9+bt9MibJFFAAnl5bCDOjjupU43ddQfb04WNAU0gWeYucaUE359+V/9YTDzf7mZn9XmgbW9KeZLWgUrk+VnwTHvYjQIfbpVFxVOwa6NHQ6/i97yN/v3CJihRneYvdRuB4kL/huGe8F6uu2T5IgPOT8/ykQb+xwMZ1bXZmWLiL3lX2HJb3ZhK7gP24w3uOzOdJG7zrT7hzUUOT/VN4VkaU4Ut8Sr71uxx56PXDz9eT7tcZ7+sN0J62sU/SZPmdoRxnbCGvfy/7Pqkx0qkD7mX7v+NR8m/pUjwF4On1M3pvo14TmWTDoenQCxzkhdKn9FQLuo5yZ2s7bIUXWGYP85Z+bC1X5e39qFTCyWf1TRMf9qPC2MGH8ms5R9wSrpL4Gx6V5O3h+FRKQNA4iEmGHl/Zx82mjJzkAZUc35vL2hWUnQf4zobyO2XhD7Ryf0feSXJ5O4KycKSn8/wrTE7obrdvk6f8/eEErHJj3X5Zk0/PY99+zXbyNB5eyn5/hf1elM3at1h4MgF6O3+focsQ2a/vhnogE476tHsZ5j1fSJdODtv3s6T9MrFwv2OpPAXgaUThCRf/00IfMWwhBXMelcHj8alt6AxnZNJAL/6sXy+wRO7Qmmb63VAxVSn2NYz6U+Qh9o/wyK7ttNPTp5VFhegn0CQNrRrCrwyuJbM/K86XXX2LHUJmP41tLO3ttG0EtB4eOcrR0zz4Ebwalrc+0QCgbJzF5PFsxl5HwPYTIHlp5bBy/w34aGaG3aeX/H8m+1LD8tvZ9w+zz49TNnawX57H72e/s9Qf5b/XdPo79EvTJ1JpCsDTzHujAxn7YHw6XBIuWQj6k3TgeApeOORaCArspniYirrG1lFgM43N9rp0aXViX/eg0inqEDt/k0/435GezGhDApZVV7sdy19zb7a3OibJJJAnT+FvOUCAqdh9nn2IVrZxHq1XP1JST7kie9mX/KYM8SXDJfaYT3jNXeF5JcXbh9KYCzdv2BXl9Sj23YeBXcxOz0kydheB+ZC4uOzqm+xNbGsL9ca9MUkqSAF4mpHZvUfr48oO6WpLf4ehoIXfxygM4fZ7+UwYFnJCfavtJzHwht+LPfDyGDbudDVin8M1vwTUog+xUzH91Cuo+LRiKDA3+N+U76Y5JskkJVn7F8rB0l4fnrHM/A5MNEQfoef4Bb43H9LV7xrmI3Gd3d1uG3pWj/I9ZuwAgp5fflSxnvkg8ux8Jn6YeUSwJ+13Xo7Zj73yiX3CByChhBzsPXjSK3bOA9vxI3KHrGm3V6cpUikKwNMsb/ZNCuGw76EmO/wuSXgGFULS2DTxIVY/3Jzk7cU+Twt/USnBbDpQofg+Z6kkSxpYg57CS3zK598QEiqACtFv+zgnmx9/KEEpjg+sweQxvvthh2Eni+/rVwSsR5hdWJuE34Sf7un0No+bl1gD3+WmTN7aed3QKFjkw3XeI+e1fnJdLcGvoo06PvOf83n7ANt5aneHrfA0AqwPV+k39vDhN2/0MtzYYuf534l9n8+brmIfX8W+bunptLPDisqIsvR1Jg/WZuLIdFIxCsDTjIIVChCFaSizUyj34xF6g6SHk0CoEMb9rii0A7w2PdycsV94S98PJcXFM8FP/J9iDrGP4iE+tI9MVRF8J3/P33RjXWt5Lp2RJ9RttP29ceM3QIhJJSOgXu7lIcmEmzd8hrKzdGmLXRcXB3u2WC95bX96lu+kvOznDVcePr70Ut7zz+mrrJdHRRqwfNZwk3724RmNrXYpAXUNBfz77PsW8tg7WNQVjlw1jRwtj8+TDkBidn8msYt5z5o1q8IJbWWz7HF7OvuxJ3+TL8UkqQAF4CpA4fNbrb0qPqU+CDc9COMLI1wulM6OROHrC4HX35PY5lho/U4nMwb7P3gSzKQOq/E3TAfm6Agt+LJiH+/yxk1ds+0Zk6SMMqfRG83YXWT+Yde9F6PrSjuDgLGRwvAWysINBDc/Q3jU31YH0QD2OxItovx8l+2Ha2gJwOEEwCRPDxrkp6IH9pgIgf+oOBuwff4P17zPSWrsxQTYMFDHeNjvw/y17O/8OTV2P/v5m7ho0rKnhxPQbmCn3pqmSCUoAFeBTNYeZDKsYifjX+Ktcp+noI24XKirw67wwMsLlxF4BoePLNu40FPsWfEznBafF+XS822Pwd6//x2odN8YF5XTU/lrFzxAghSvrik9RMx36eMYF4Wycl/NnDCU5Fq+f7+TUPhJolDknbTs5O22moxdQMO2l3K5F/nS7z393K5rynfiE/t6G5PBI1w/9bxLo6GRbfVQnpOGU4auQ56Qv5bPujf7+Cny57O958/6J3Ujh0GUpRcR3H1/yzLkrYykAFwFkqx9yINHfBpks7TKSSMC+29Yw3hgposcBhfgTa+Kh6NmJCq6MNZ1qZ+BCuetpx9Lryc2QmJyWbGNx8P6WwjCUmk/4HHopo7hJyaOhbJwPd9Pni++LsnZGeSjoseCdpSzlazjz/Wt9jfbBuzZHghJPoGpXwu8rmbAfpG+cnJ62+y5lOvDyeyDZxn7sLK30GioYd8b2Wi2pzP9OaYYdcMHIHkj5Wpjd4f9fVg4CezPZezvcY9dU/0ncc5ECsBVgFbsd+LskHw+XNs6NN6xo6IZuk0glcXdHnAoeF5hzVzpWaBjHmIfD5XMFfwdLqeS8LOSK5KXezvtDLaxmJro2zFJKojv0c+83bFlgkuAKAsXeXkg/5yQSeyrNI4WN6wcWY4KQT661yMNZSmMSnfAqfYHylaDB2QeWXqnfsOP5QRPH3p0UljXam/MMQ3Dp3oZ5jF0OJrP8jX25UW8xn+GKhqBPB2AhI/FP9+gvrj//PNLH3CnscXey748tn3A/hCTpIwUgKtHuB7QeQGNsxf6P7TyHwiB138fSmxHDLzTMv5xOXlP3qd8nqIrCN77ayrfM/l7bKPSqdiZ3qz/G37ryIZWe31MkgrLJ/Y2b/QQ9Ub8frv+anspZcGvi/0Aj5v9uyf4/kNcXLSH2mngZuwQ1jXi/AMawX+hJG4lD4Rr8KktP9Pdnt7MvhTs91pazn6Sod+KdNRxqvksfiekTX2dk7sOl/WEAUioSPZ+57Fh3PfS7+edDpO5X1eHvT2mSJkoAFcJCvlt3rP1eZ/yPCE8bQyBN2MH+nMPvLRu/aSsGa+v3c7zz0lluyYmFYweywO810cPWsffo2K3Texusza+kJpk7tj3ZZbyo9d1Bfl9LaVh2LjEfR1250DOriWobLXtth/l4di4qGQLMnYH69tBwBrzEj/2Z6WXPZ/364lp/D3S+yPbNywsAD31K2Nj04PvBvLsXPLumCd21WRCg+Ig8vmkGn0+AAkNlD3Z1n/yGY+nLvEjaJ+LiwvGOtqY/MVv+ZimSLkoAFeJ+k12Upx9Ai1un9D1/XQ8rDRr8JnCHYSo3CY823NnVGQbqAoPZPavVJoV/V0qm7VmKq71jSfbz2OSTBHye503fnx+MIARlA+iwfYeAsJ+9a8ovuG2K4LRhXy/i2uTwq7rZts/Dg1js4U0gx9hn8JZ0mNZ22lnedDjc5zKYwvvzRPIJ7xpwrIm+x6v9Rvzl+USIP6Wb/cjBUnefs/T97Hf6/kURZ3Nz34/lX1awHcR7pks5RFadVIdKKzeSh76TujlPVrXVHhLeyr1tNm1may9dLBnUIzudnuYnsR+2Vq7cNnJdkFMnhCFfxsbm5fP2I2No1wfOR7+tl51biNoF9RjppLyO/UcUMrnk/KgB9jNX7/B56n8B5gPJ+yVC1/s4hBQM0/cGnBnGQIOy4jP6fjkLr7Hb4bgZ0enP50k1k+DcvhNGxLbw4/wxPlNzPlN/Xf+DHNZ6OO9D617V74tJv28pmw3hGCdfnQtnODpz8fb/q4G/x4qE+WjP2QV8Va+FwyvFKq9xzuZAOzBsNjPSPD1Cq+G9/0H7ytqyMKd/q553lvQyS0hYJvdyucLd8mRqbO2zQ7PZe06vu/6mLSd+bJeCsOX69/rEtY75hnHvMbvyb2U19yQpoRrhw4i0x5Cb/jmmow9Rov5SJYv4bU5wrJfK34QJWKR52+mf+W1D/JaHz98LvND6+H1fuTnqeNtn3U/mxcuobFa+u+3Y2D7J/o+Frtu3vN0GrFV2SmYifj+pVr0ddq1+by9ZKh1mrf+htbSz2CspFIDsB+SYzKnmPcNBtCBfnvtPi+z78XkCfE+v6lDCPJe2czJ2jlLmyb+HYue1xYqqPnV3giajcgftzB5No++/pw1za2xf+S7+Idszl6wbGX5gnBsYN1CPhw2IMbOfFQu8s9JBJxh93wmf3SRe70nWOfPyVs1azttAysM1xJTbq+m3A4OK9lKRl9F4H778mb7sqc51nEW6/BBQMYtB+ThHezprazv6Jg0aXz229lXH+nKb9Ay2MiRaaAKporUNaWXEORz9md/ToCb48EnLJw9fGzd7ens+KjY5npF6cHXK6pCg29vm90c35f1wOvv9b9rIcG3u83+mSpxQSaxf49JMgX8t0VvMPF9HZZk7AIPDPuutN/XNYezgrfSI742feXkkTceJgD577FjBt9xZcK1u8tYz8e72uwVvZ22OQbfPoLlJmrVk/ks14fXJvbfLHtk5+BbpH+nHnjeuivDeQ+Ttq7DXsjE7wnelabIdFIArkKNK+0ZHjQoJKHn58FkNgTiwc/AZ/Nrf8dFIHxTX6dtHwygMXlCYRvZeNg4sc8X24vl7+0nh22vbx1+Bq5UBnn77Tw28129ji95Nd/XvIam9PK7ITV2Kt/LAvLDpTGlZGuvs+cz2Y8cdXmaUjzy413s783kzQ/VZO2HNNYG+hN7Jun19JYX8zm+xvpP8AYF+73XtsftiPjWovH3OJcAvj5XO/4JX4XKJfYjJl3sV0+aItNJAbiKUfhqYiAOvcAYiMMQdjMNAfU7/hmYDbdWHE9vu/1XNmtfo+IpeIAND7z+94nb2O5/NyrDou4Uw3Z/zvuzdfOfGPxEKsNHVqLX+zCzXyKYPeLfM99XS7p0uPpT7Dpe82g+P/nbFea3h570VoJ8yde0ktf8GvSjPK8lebuf/d5j35Yn8jV5761+1jGzoeG4YE+7Z3176Te5z+Xt1axpH7Y7qTsf9XXYJ1nP3vlkZo0VP5spAM8AoXJ6IhBnPdAQLEY9c7NaEVBf61M+Rxjwfix8tpuoJN7IZy1ogA1e74MMhMA72FvmMWEPe1QZewHr6M6caH0xRcrMh2IkkPxyx0A4XLtHkrUWAtiEQ3zymn097xO0S74xAgHoi3zHC5Ka0u7lTCPy894AZj+OJp/cxOObrG/UuxCRJ39G9M1t90vmyMsDGbuWfb8zLi7KPq12PdvyUbk+EZNKQoP2/Tx+19iim+1XCwXgGcQDMS3udMSsjC3yXl+Yr3JURmt9ms2MX/HxOr/28Vgqm/V81nEvF+rusK964GV2Hq8f+p03XVo8GjTdPmUdy0OCVESSsd8QwI5jtp2/9ZKGFXGUqcL8giD03DhfNHp+byevrCnmZgdufYcdRV7bTCPyPWy/J+a15/M4k+dbWDbs5hG//F7IuyfwWS/fv8ke8saD3+M7k9hBXmb95K70lYVjW88gs8+nAVPSHcPI39cwqaFR+7w0RaqBAvAM09Bq87wCoCKZSb8P7+1BclmTdcbnI/A5/Eb8B1HJ3EdlM+49gf3zknEHB0/4Fa+fVD7e/HPblwZNA+H8xpgkFVKTsVOZPMCjhaDw15BYIPL98eSPHHml6N8vec/vvAdNXilq4BcPegNmv2eazeasmWA67CYR5Gs/LHzo+k57RZpi9pTF9mde/zjBzu/rG+y9wr7AexeyD98nt7ay/AtxUcHI5FclWXtlfFoUtvdS8vg341OpEgrAMxQVyWi/D/sYs1WlpyPdp/GCJD0CH2jAr6X8BZXWmLd988Drn9M/L6/N+efn4b2pSdn8uN3nDRoqyKIG95DiLWu2Nr6zgwkGPsxifegRtg+/Wf54yEQXManfcLW9Jk0p2HPYZsENLN+nTDac/EUn175GvlywbOXIBiQN4q/k8/Zwf2JX+PPuVfZG3nEg+/mm8IJd8NlPY11+LXpoRJCfux/8YbjeeEJ1LfZyJv3s2+D9swvCNu71nnp90+j7JNNHAXiG88C2UyCu8QDV1xHGbq0KFHwfPGNzfDqCB2gqunk00S+nYhr15BBe89hQ4B083FymGzCsbbfPs14fleifYpJMAYLBf9PgWUxL6r/IJC8iqOzo6bRPxcVjqmu2f2ayqT9XeG+OvNMTGmwFjJ7mY5TTM+8nT/j9hB8nX24lv70lXTq6hoX2DPLPnuz/peTlS3nPXye6SxmvD0OxIrtgvt3GPvr1zxOiwr6QfXvWo6vsmJg0ru72cHepQ/IZe1eaItVEAXiW8ECc5NPeJpVNi/cswoJpREXGroR9S292vgvfxxCgs/Y6KmO/3nMYlr8oBF4qt6HAO8nDzbvKWbi7zRa2H8bdlqlV32pvCY2pxG4lGJ/Ld76ud9X4N79IBsL1u/PIXxPeIvLRq8LJf/Xkn3GDe/ITW0KwepzM9nGi42OhUZsv7LfizInhhMifU+L8kPNC8tKhYUEB2E69B1UKymF89hyNzXHHWiawf5K/VU9NtrBGNsH6q0webGy2r6cpUk0UgGeRhtZ0hCkqm2n/fbiv0270Zj77MWolNtijDUF1hX03Jg8JwTkOk5f3E2fKHHgdld0f4j4sikkyTXykp2zGDiTLbLMau578Meblag2nhtsE3k/QCmfWj6emxq7gtZsaW+y8mDQC27q7b5utZ/vzyA9vIT+EEa6KwXte6HnJg3dMKtiyZruARojf5exq9vV17M/mrraxL5PKzLUT2dYyGiAfjUmjogx9yRuvyx63p8ckqTIKwLMQwWrk78Ntpd30vlRs+3jffl2TvTgmBX1tdqbvjy/zfYzJQ7wX4Mt9v+mBhNcUe8ek8fR12Ems/65wmNHsCCrxDXGRTLNl8Yxhvhc/selgb4SRb3+cLh2O1z3Jcw+vGTNQ06P9Lvlobm1m9N9Yee8PfRvkxSfz+BF5bR759WtxcVFozP2WdfgRnSXJ72yvmFwUym1zbGg+Qg/3S72d9lC+c+QJiXUnhc98C731cX82YV/eyuSG7OnlvYmFlI8C8CzmhXnH2vTQbiZrtV7ZhAUVRnAL1yjv2mv1S4eSrF1B0BsxwEZ3mz0UA+8Tw0e2lid/sj83UEGG64XZtl+O8RQe23hyEz2PCW8PJ1Orrtk+z/e/kN7g/5EDVvpJegTTD8bFT8jbavLLM+KzEQhAp/Ed37e0OVzeNqTvGnszeWE7730Fr7nH8yKPv42Li9a1KtzQ/7k8/DD3Y7299qd0SWn47E8l46+kAbp4bWJrKbcjxsDmNUfx96nlbzPqlQX+HvK6v86HzZQqpQA8y+33ervcgxkVkQ8gMDWHpf1uMOHn1ScQBH9JZnszlcaIATZ8f7LZdPSpbTlbuWtwLlZXu13BOjf4ev3zsj8+/m2Gud/UHWGL+Hv4qEuL2Y4PSyhVigbYa8grNXxzf8lm7JPkoe41P7LD4mJf3ky+HuB79kvYhiHtTo/AfMfDzqonfW0yQEOQrFY335aSDyYcBGQiNTX2C/LWOtb1IZ76tcH7r+0Ivc+S+dni7PsS1uuXKz3Pj9jQCBl+f+CMfYfHKfHZEB9ljLJ+HJ/xspgkVUoBeDdBYQ738aTCeuKwdAWGtfSg59Odgyxp91FReIWwgUpqaIANf63vh+8Pyzb6/h2wsvgzuFnP+6ig1vAIh69rMlSCmXDi1/1Jzk7z9fpvbGz7mMx+tiV9l8wU5N3DyU1Hk0dq5syz27s77Oa4yCuwc/mul3RdNXyYRtL8bj9Dg3yQL/4Q8prZnmS2fyE/7JU5cfI/P3S12f9jsrzGwiVC3uP0QTbuySX2eX8+WeTZ9/L551B+fkkj5O1+RUB3p73Kl/EZ/FKureT7v/jzQdsH7A+U88caeW9MkiqlALyboTCPGNaypy2OrjVJvZ32Cg+mtNrDyFeOCmM9aQezvfupMMLhXrbZHypDD7yDh5ubbc/whgIQcI/k8Sceg+v5HJWzj2C1PsnaZ3x9PGr5rIc0rCxt5CCpLvUn22/5Puto3n2UIPpMvvtcT6d9s67FLvZgk60J1wcHLPPA2k8eaGX+a+QRb2gezuuuJ6DN4T3/Gl5YBgRFv5zojr1b7OdpSgjC/hOH3zziG2nK5LHOFy17PByWfyyb2PcJumE4Sf4W7+OfJ/PcBzjxsvV20vxmE3/nz6W6KQDvpjwQUyGt8flMuW57mNgPfUIlF84ipVLYSmWwhO3cxPaeROVwowdMFtUOBd4CDzezrqt5+LB/HnBv5vFMHjvySRjYIazHt9uwws6Jb5FZqL7VzvejGeSrq8mxf0e+3VyT2DnkhVryRzvP38f8Xiz/Co2/rcy/ibz2CHnEf+ct+YYIo2F7/8fER6YbMb6571+e/YtPy8JPpuIzHEhB9QE1Gr3MUph8QBK/veLgddF+y82/8DeqmrEAZGwKwLsxCvN+HryooCZ92VJ3u93lU3qgodVP5TdALTSflX2V7Tw/rjcMtMG2vukB0+fHsrbTLmUd6/x9IWhn7GQqGQ/cfxjI2iG+3zwWNbbYyvgW2Y3Q2ApnDBPo1uSz9p/ki4EkY00s+jT5xAPTWRnyda3Zczxope8qs0wYfnKss7SbWD6w8+HycvFreln/Hqz/G5SlE/nsjd7ooEFwF/MLKBeT/l1bpoYCsHggnvRtD6kJn+rvpwf6Bg+aVIw1rOFMKkE/4zSsl5ft8O3UNdmZ6bue0NceXveAb9dfTw36TsKu92QepmJ9m7+P/ZzL49n7rLD74ttkN0cgekqSt1PJXZvJKxnyWS1TcqJ9nmWLljaXPwA68umf2MYO8uOYZ09THj5NBXtk36qxz9SeDHq5b6Rc+Oe9LSRQBvn3N2FeZgQFYBlCZTLy9+EO642Lx0RltN2n/v6hYJuEARW8hT70Oy8PH2wg+MsP7QBeezOP7f4eguxXed0BLHqc6ZdjwK2hEj2woan0m6fL7NfQaqsIRkvi0xB+yU9z4rOy6+6055Ovn0nt+eGYNKrGFvswPfG1STYdUKaChq47Zr+OoczeHp9KlVMAlhE8kNKrCCdm0bqu8x5tWDAGCv1cKppwQpQH2zTR5g8GXl+fJ7GeH/e22yZ/3ZL59iBJR/LI8YbrBl/HYymPkm+WLrsn8tV9g/mN3HYT+fYdBKLH+tpLv753LNnEriSXd9c3TTx8Ka9dyR41jHod8yT5NcBeNvnc4RI+CtmFlrNz2LdDPJ1HOCdDqpcCsIyKXkVBtz0cTKPCm+MVoL82LMjbbWSui7wH7a/x97PsZQTbebzijoEBO8bXz2MhvZeTwntESrDhOjuUPHUw+e07/txvujB4xjA94R+Q94bdr3cyWJef9bwsyYVryydU12K/Yj/+xL6dH5MmbW2HXUi52s5nPjmbtW9Ri28kuc+HtKxfaZ+hAbuAZT/y8kbDZCv7rBMTq5QCsIyLwjzubQ+HAi583gM2QTZHzjqCyu9cFvpQet3ZjJ3j62F9c6ggn7nPqfqtSsqjf4fdymQ7wW7orOPBM4bJkz74y/LYCFwdF0+GB7Pfh/GoC1TfYodTFuaONaxmofo67Wg+Rx8t3o9Qxm73ssln+zNlrJ655viygEbtKylvficyv+fyp3lfV89V4fIoqSIKwFIQCvuw2x5msmNe0uEBeXOSt2/5670S4L37LCvgcJ1IsegJfpLJHrT6fFCKEeqa7L/iGcN+mc5LCcJ+zsHgrQCLEgO4N0ifm6YUwS/Ry6TX6paCAPpHyt6vKVy5TM4Oa/ShKOHBmHX/sf4U+1144S4aWu2Z+f7QW5+TqbW7+Qyjvk6mhwKwFMUDMcF11xv/b6dy+IUHXF9O63svCv7fx2UileS/efY0ttj34/NRkSffQP700dn8ZvbnEdDWru0sbihS8vjJTMa9XeBYKBd+X14P/mPePGI0vP5/aWTkCLxPppHxzzQmGutW2p2+jHQfdWsOaUf487E0vsx+zvaX8f5P8PRw1jmQSSp0aZYURQFYikZwnTMnY80eiGMvdz4FfNSb6YtUCoHk5wQmP1O+MSZNyHuv+Uw4FNtPQPoFgbigGyewrXvY1hbe/4aYVAofK/oZ6zuG3yFsNOzX2WxzC0H/VXRzV/EZF9DI+Le4OJXYSvbJBwMpCO8/j/2fx/uupze+d5L+PCTTSAFYSrKkyTo9EMenItPhBQSoog+pNjaFOyAtJxCdQwA7lECXi6NajcqHWGVyKAHrPWlKadjmxUy6+hP7QZoyEr3yA9iXNZlMeO39vCdLOQvjTO+sr8PuZN+3EVBPi0kFI5ifQg/4uGzWPhCTZJooAIvIjONBiuCbJ0A9LyYVjUD0Ge9ZMvtjguvf0uvc2pveXGEYtnMFj4fYVkn3Ct7ZgNlxBNelebYXk4b0dNhv6JU/yL7MrzU7keA6dOenna2/2l7Ka57Oekq+tMnPzq5bEYK8TCMaUSIiMwfB96XUXNcyeylB6t1p6uQRAG+nQvSg10UgPJ5e4sVsp5lAV/un+bb4xBPT+1xPFr3X3xDQj2Td4Q5lBH2/T/Yb6JH7JX0XE+jHvdE+PfZ1vHYbjYd9Y5LMUArAIjKj+G+jTHzQjUVpSvl0txN46RETdPcmSD7GdC9qyRv92uL4krKIJ1ZlCaSb6M0uymbs+roCrofn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