<snapdata remixID="8759864"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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2UXcJ+y/pY32KELyo7klNry4yQ6Cyu7E7+paIlrnp2jOm1P+1RMq7RWE7wukPYxnvN+YsMN619jKQ2ttF4TqzQjZZZeqtMkI1FdJM4xyxsxpsrVYGjSU589gudNE0oxDK36xuNE2mF1rF5FvJML3LtLeNq3G9urRxWaVJO1OBPQDLnz9C5H3FMq7NhS+HsZRizB3bbvgg3pcjMDtQ9lH8YcSbqNdkE/saycVXIgSioAILDQB/k3rEIHOTeCWpaw7wnMwGugJCJQfEJYXFlfbA9bLejSV2DG83Uh6muPmNNgVxaXWwALcU0g3BNHz52F1NpFh6p0TRXYZ6S5DMF3LMO/xCN5D0D53YPHvMgwzn0/61RCabyA0H0HoPjOnxl4f1bIu2Pz55Q22OZLsAIT85pTzHn+3Nhfbg8O/tW+qcMqxaqUN4h/b6YT7UPXoxmab4IKUYeHVCL+aP19adCRDy++P74k2XcZwdNJeKaq1U4awbGlyH1uH8m5varQN95seLH+iqEAD9jnhg/f9DmG/gAcdipFo0SdRzloU4Uug/kqn47wFLE7ZREAECiTAv3sdItA5Cbi7SIaK90UwHs0bfIOQPee/NfYEi3VL0UCHIUhO4++l4iI7a8h39uGEfsEc7fXMvX6AlDnhgBr7AkvhY13wIbyPHFJrD6MJHkFZx6Klbo9Q/yFZbk9QxlVo0jcN+dxmh6Rc257Zj2VKZvux3nY7zl8gfMeTb8p+04JlRj6hW9bULxiiPpU6+hKmS9Cu797/G5vlcWjqh/qzmI+9pnetXbOT2dxxva0vc9bjqdNHM2rs+MN8PTAH9RrHM95AMF4Y1sHPCM9HOZ1HuJ8X6hjf237L8PifKGRrhH8j9T0r1L4XqmBlFgERiCUgARyLRYEdmcDkXiz3KbNRCC4XYO8zfHvB0DrW8XKM72dbIUwvRIA1ulaHUH0+0JAb7AQEyv4IlvPerbWbl+9n3btzTZbNMLoaMhIBjeZ7EJrvKU1Ftstwv68MhqynIYSO9bIRmsVFlbY+Q87DKGdngnzdLsF2r2uunsaPMctYtz6zGb4uCuZ4XYBeyBD1FBewHj+xN2t5i200lz3Rmg8fXmtve7h3KHCHdRNlVzMsffSolIY9vsLWoHNxX1mDbTj4e6vxtOGBYL4DDhMZVr4jDFvY8/g+MCy2MylnEGUzpW1nDau1sxe2XOUXARFIJ8Domg4R6BwExg+wpTCEOgwDqgMQui+xPGj4kOpg+Y4FQ7lJOwtNcy000nNm1Nntrj2O78uGBY0YNmG9nGyy3+47zf53az/7WZnZjQjb75vn2vYjv7fqif1sP4aWT2Vt7V4jauyD4go7hLJ+jVX0oLF9rE/XYvsDwnIEWmgz/7ubtHsPr2NIOnLc2896Yug1FDF7HEPV1QjS04pr7VEfQvZkLsCbK2wUQvsUyrrx+3K74rAv7Ycgzi2am+w6yp/J/O+xTBy728vgoO4nUJdbMoVvEOleuFocfbQkXgT/Ta0V3mZSH9uSjsJfKPIsBH0VwvgsBP1Zi+ARKkIERAACEsD6GXR4AuP62MDiYoaGG20IQvMxhO/uzN2+5RWf3MP6M0z8RwTiPgi2G2Y32WGjptm0yctZ14lzEIRoyQiwSwZU298H4e4xcMSRtAkIwHuYxz3btUw0X18PfCb5h/uuQgibX1H0KQjsvfekLO7P5341tNCDGOL+T1WL4RJBLYcPG1O//Wcn7XAE6CcI6MOp39NhvJ+xPF4eVfJyLpfHM9U+w6bZa2G817Vptl3FPHRxN7NDd00JZY+nY7AK5W3DXPbGYfroGR7u4KMyGraorlPes7ajE7M5w/iBdy1GBc6E6VkNtXbZCAzKFtWzVI4ILIkEJICXxK/eSd7ZhQ+a3zFoXj7cez/Dor/1uVyvvg/z9qq3/RGcPrT8BFbNgxhu/tTjXIA2z7aruWxgOHmn/b4L/DubC1oE1vmUdwGa3I2eFpeUO2NFfD5a80FotP8JtNhkEHcFQvJ117oR/MNKim37vVPleD4/XPg3lwfD4KMQgq82mu2/X6292BI7778ILdecXXCNn1VkBx48zb4PYxmHLm/+IXC0UTG70fbnma1xQRp3l5mwiW7MFeaJnnmXr3n/FaNhi/oaLs9Q5vYMhW/Ce/6Z51WVoBFPSNr1ODO5cK9v7ONF/UyVJwJLAgEJ4CXhK3eyd/RhY4aXj0fz2xqBORHhtSVGRp+Fr4Eg2LForp3LfS3xw5l//Y/HMcTrhk2MPGP5nLSre9XatTsx70p4cVNlMB97MIL24HCDAgyYtkWAX0r6w1NCBt+RrI9N2mfME1/nZTJ8fTjDyY9Ghe+drAGuT9gRaNHupvIpnGEMzhyO9rw+1F3SbJcgJFdn2dKIvWvt3x4eHo8zAvV1pV3E+61U3GDDRs2waWGcn4ONIsx2whp7i2h49BqDMl+XvG407Me6Zq76ecreiU7Lb+B2BoL40IZGOxTtfnJpiZ2797fpQ/I/Vj1UrggsLgQkgBeXL7kYvIdrvAjIc2nYXaCMra+3U/afad+Gr5YSzOdw/3OE1l/eq7F7q1LDwW7YxDIdd5jRnQnXPdIMmxL4T8ajFUZZ2+GwItCSfVgVbe4aBPgJ+1a3WBDz/F0QlnswnLwV5Tbexd7A7KYwEgG7G/ktsFAusSq2IdqNvFMQfjsyB+1Ljtoc4ypsH3xD+7vcxZD54QjfNEcZVSxN+qbSzsVgbJ1Eve09ZGaLg49oQQxJu0eue/aqCTZ4iEa1XlO+78I0X+uAWzMv4EVq3n3PyRW2elPCTqMOIxqbbAgjD/cnG+zcfWekdzQW8DHKJgKLPQEJ4MX+E3eOF3TPUgjV2xFqkxrRqqJrXX2vXgTzaWhduyBgr5pZZPsdXN0yVOvaLdvwufXyybzpDdPKbXSrYVOlLYuWehvhn+GRaud9U+tnU8uRbqSs01j3+08nRNgyCN9LEYhHM8zt3qGsocwO4fT88JoWK+XikmAOt6kUzXyv1FIjTxc97lrKBtQ32gWEbcC7/B5h9WQ0PrxerSLYNnBrPGDtRmfhuzA8POO72us+uKnBtg3D4s4se6pjaL4iLu7HDmPI/788YyR1PZVvcz2dhV3x3rUew+q/YPF1YPH9Y9dB5YtAZyYgAdyZv95iUneEby+cY9yMpnkH3qR8aVBw3IBVcbdmOwTr4KNo3P+JZrpZKBw9Act2VmDZzhVoo8sgiPZh/e08wyY2X0Cg3+LzrivX2vnrp9bT3tYXZxOEobX5Gtc7vZwxrBtGGF/tHQCe/6CHubbL/SFuMOX3qWMTBPQe2YSva9AI34vJ9yBDyluFbivDzOGZOeHTEPa78047ZZ3bNTuCch6gI5J7fvUn0IDD9/Czz8VjST6Sd1mbW/oMtuyASruBxVLYaOkQARHIRUACOBcdxbULAeZHz0UgfcuSncDJRBXDs7+qZAOEpP2Vhv0TBPOeaIlvRCqTGIf3Jlr7P5NmHBrgyP1qbGYYjzY7HI2sCq24irnj8WH4uP72S4ah70SIXoDwHReG9+qHgMeSGHeUbu0cHG7VzMXrQ1JCPVi7i8EUA8VthpxTnqvORrBvjSA/ljWzgRBPFZV2wvGHe+saUWq2w17V9mVaZOrmlh42gPcajuXxjnHx0bDyIqvFN3S7DkGHz/ch6OQcu5b3mUWH5nnqvBvfq4wO0XDmhR8LDd3C9DqLgAikE5AATuehu3YmwLzh4TTaWzbX27asfa2/Ba0WoXIljfry6FMns5znX9Eq3YlhU0MzhlNJ+xVDvPsxDPpiGM9wdBnrbE8lbjjzwCP2q54XFyxlag42sr8cLffG1jy9A4Mi33RhZ7TrQIi7Rs794aQZGaZjfnkdliG9Hq7pDcMxCPst9bicZz6N7+cth7OmOIzLPPOuRxB2mHvZwtr588z48L60DEOyhD2ebX45TOfnGT2sruv31tuH4jPrFk23KK+n0BGZVmGHs6zqSModjXvMfzI8/yh1/oH7Mr5dAoE8mhGKl5hzf3NRPltlicDiRIA2RYcI/DQEsKbdiicfX5K0oS64qtB8yxhSJuyd7uW2eabwRXvcBwMo30BhKlrsVkNq5glY946FpfMNxA3iR70tGnGrYHarZZYRTUE7vY4532vCt/U8CNaxaGznRD1ZsSmCu7f8kLQvhWkRstui4T0e3rvXKpY1XUr4VYT9Ca33D7mELxrhwQim49zLVuiqMiwrer4Zwy/qcyCdD7fOznuM+l/gsGMOXYbeeRMvggQ+ijCj0u7jvd0wbTcYXYn7ykPogLzAPYMZXLUc3ZkeuMOH8lP3OomACGQQkAacAUS37UPAhSLC9P8QlqfsXcPetBwMOw+n9V5hJi4jh0acUQQesJoCw6b1sQw+eNh39lS0lq7dIkgnIpTfRHDuEd2az42r0Jh9S7/b0Hwvi+ZrLrVzeN5LCJGbw3B3W8m632MRI78Pw1JnppEDg67glucdinXzKpy3zDaPG+Znbng/hPcppB9Mx+CDMDzuXF6OQVmz/ZulUm/FxWcJq2vugqBLbZWYJc1CBT/uS6b64R2s2f6Ipnt9URe7yn1j38VweX2SDkuC6QCz3/C3LA/qlnrYKmjG/4d2PrS9tPOFekllFoF2JiAB3M7A9TikGEO8DQm7FRY3o8Xe7Uzc0pm53jOZu93/4Jp5zigQoLslmuwiGv1/YRG8ZdQ62vO5u8Rksf0dAfv3RK1dEm3oXXCT9x6S3cucb+v8rudj6z1GvMlbb1v7fXiwAYMbXX0Z+pb2cNdKESwDG0rt9TAdQnIA64OfzCd8A+cfycCL1PDQe1dYRuZ5LC4vXfBjZT00My7PfR3OLt0S+qM86RYo2tcjf+O+q5PWj2+0V3TNc32Z/QHh+xgdjLl8o0/4DkvDai4PKuOPW7yMVbLNYU3QgVqg5yuTCCyuBCSAF9cv24Hfi3FK90b1FUZXfwurScN+Pg38vSlnD4GQxjL6QtJtRfgxaKkPhWnDM8O6BzEPeSqt/KkI2LvCcD8HXqoa7XYXDu9k+C9mWHQlhOdfKfuA6LCxu4RM/mAnMHTKKpp5R1kZ879Je9d3MQpD0dzdgGr58D7unFpXfB5a40EI38BZSFy6MAx/0yN5l7f2njZ/Wwsi8OrQ/Bf5UG9VyzaK+1On02F1Cx2QS6MMUh2TA5hC2I0O1e4weoMpgC1I7/PgXp+u/m7Ur2pSf3tj6Hc2xe91iIAItBCQANYvoV0J4H3qSFrkzXDYsB3aKn4uAm10F04bstHCFmFlENKX03AnMM5qY9g01qxLl0r7Cw39HgjuvRmujVpIWzC3WxpYP78yoMbOQJ305THB4ctmiufaGMr+O1a6z4Xhfm6eFSwNmoZjjiej4Qi3zRAsPsfZeiD43QGGL72JPVhqtB3avM/jul/oZ2MTRQJTLjDdu9aBkeCCLqlfLe+zSAXwzaxD7pKwS3mHX/Lu+2JN3qYD0aUsmNd+gSmEtzEwOwWnHI/SMZlBnk/o+OCHxMgaCOFyRgxuQJPexDfDKOillEgElgAC/HvRIQLtQ2BSv2BT+mNxMxkYXflTXYtCG70IEXliuG6WxvxXDF5ujfA9Kaqhenpf8tO1n92CEdC6lLNNdDjU430YN1kabCP44bc1dsogPFp5eHj0nmMnIjjr2R7w8jDMz8xTllGPkxAY53KL7Jh3IEw2R4tNF8ponaSIFXoT+toWCNJreKfjEVyPzisp+9Wc5mCLw09In+auMnuOeTHUrw4WsXWZl6rwKx+eLzd7AkH6IX6yt6ZD0kb43u2cWSfNhhUXe8l0AgZSj6lc1vFtfGvGWbA0NOcmTshmpgOYp3fjNe51iIAIQEAasH4G7UKA4eLlaYzHIJhOxuK4dS0tRkdnIKiei1o8k+54GvRbM4Uv88Qr45TjdsTjMxhjHRQuGwpfwLXIORh2IRhqirraCYwj+1xk68F88tbkHUn52+yUEddYaTvRG61nHvmR1gxcMGZaPt1sTbbla3Xy4fE83+dd2wg9Og8b8PwbEDin8k6Bl61oeXHXbviVbLTj0OYPi4vPFwbTahj2z5cuX/xY5uG7NNMZMtxjNtuBuTT3+pZ10m+i0b7q5aLqDsT5yFR2barj3T+E8/qEzaIj5aMcXWHC0mfbkJEDX+v9B/50iMAST0Aa8BL/E/jxAbjWQ6N8G43wTbh1dKOo4HBNkYZ6Z9wxnh6GMXy8Mml/21DUshlCGM4SpO3Zq3cKWtZY5oPdXWSwZjeMdyGG8L0G4dqINni0W+iGcX52F5EI9Wu4PIWh58+icWi/+Lxg/bDZBQyLu8bWeszsZ2uS7zu0QJ/zbT0QmLUIlzQB7HPIJLiJ8CrqmDYn3Zox5gLDr8EEfxNuCBGTJGcQvL6By4CcifJEMmS+R1e0fOZxvy1vsi2jRmiZWd2Ijm95BMxcmAajDpx61U23z2FVB8DPYPAz4t+ibt/xN4fvHGjChB9KJ+WozDJ1LwJLIgFpwEviV2/fd06w9vUCGuHPZtTMM7ryRpwGejRa0l+ilsQsDTqGtJNHVttXYTWDNbRsYo8Xq+MQDCil6cdY5oTLmuwKhEIPxpsPGJEhnKswJmLXnksQUg8OrW4rGBvdmQYaWlFNutMPfwra5frkC7S86FMR8nXEpQng0plWPreYtbDN9nE0ba5rrztC60Q06uNypcsZxxA0HQ+3gp7vw43VmsrwRGbMcyNUWc/8aL5CWCc9DDAfhU5Q6HUMJM8XqO8Nk9idqZgb2HyCsH2Dei3FrVtIU3yLURbnc1kD/mY2P9nE6xCBJYIA7Y4OEfjxCLi2g0DdqKzejvUGOnwSjfQJCN+PGI6eFIb5el6a6V0RYFeHYan54NNovXeLE74+d9utknnIZvxBN9pBI2pZDZtxsPHBIeRf/YdGOysjyqUCss/+hKC4CO03MArLSLMtw6YPZYRZ1/JgDrhPFcI9jNtzmk2jnIsRNn8Nw/Kdu1bwvhguIYyeyJc2W7xvyIAQT+sMZEsbDWeu93fsZ/wkc7b1fB/f8jGv8A3WSeNuk+edF5aVKLEVeO+pfg/POv768k4vc/6ecx/+vENSQ+QPnP030I3h9pvohC3HtQ4RWGIJtDYeSywBvfiPRoBdcrahcN9Sb9jg72mAU8fEPrY2WuUIDHhOJIh2uuVgHPhIwu8LtwwMQpO2A+cnGboOnHWkkgYnHzrG9eT5FLB6WQP+oFO7HUXT4CpyDZ5/Eg3+qFEIyGicX7NUaCtOfYq72X2ZccE92wUWN6fP/3r4rjgKQbA0rN0HH1SRo0cXfEwzHMz6X693zgPLplLSnoLwOo+yWjnkzBQTiQ/rNsPhMclag9xKnI7NaLoOl2KdfBJLuI6Kfp/WhDEXZY22FxX9Om2IOmk/5z3+l0r+DfFL806PIaR/zd/z3PuccAlp5nDvQng218th6X6Tb7gR8xgFicASQUACeIn4zO3/ksz7rsAw5HVouSdG3Tw+vqJ1oeG/khpdEl2S4j6eCduHudXRGbUdTKPdqiVH45KVdjYN+cb1JekCPkzjw9wI9Bu5vyzTWjpMg2D4MxruJZlzxh6fawMGj0fI1P2QMfTrghmh9lfKPNu1c0+X7fign/2OuMal6uzhbGkKCffhcNIVpAG7JTrD/E/BrRvctmIJV0GGYl6Psf7tkvZH3u2caL3gsBbf6I0gLIFBmDvsKA6clqydLMLLGBbS/A6+5fwhwthHKFrmgxn27u4bbugQgSWUgATwEvrhf8zXdqMr1p2M4xk3YryUpll+NQML2ITNZb71hmgdGtm0nvuHhk2f583JPTCRdiC7HT0XTevXzAu768MdET574Rzi28x4v8fs9s80+p/wrDFx8ZP62mb8A1i6scTuiItn2cw6aKavMTTtAqPtwdxraWlbwTej1u4lcVNzv8C4qm0+Qlx7x+DpVN7hwkEZS6ViM+QInFMcWB7nFMC+PAtDtosQlmMQlmfSKTokG7dsj+o2gx2qEKDDM4bLEa4D6Wx96vkYaahjTL/vft8FWi8+Tewrj4fjfS70SZKkDrXc+18D3+dw6nVItmcqXAQWZwISwIvz1/0J3o0GOoGGdCGa5yfTa+ySaBWC7QATdhSC59jofKuv7UVTGkEDfXk0PZrytoT9O9PieXylnUzjPYQf727EfZ2WJ3WDprcrDf+uCKfjsglQ4v/E3+iod6doWbzHdgiLx6NhGddu/NRG8PlcN3PcZxB3BkunemTkCW4ZOt8WVl2KawrXQOPK8bDZ3wQGYb2oaKxRJcPwm3TFbSYsl6HDsiU+sYN9kLOVFxceaPMJO5k6nwt7TvMO7gcyjzw1FeIOSpxJkt/A63SsfsH1E6m4nvB+jvTfUwD9AKyjE8Fw9DkI4Y1TaXQSgSWGgATwEvOp2+dFmfc9moZ3/bn1drwLovCprvGVNNslaEo3YD373zDcz8VldiiN9tMs3XknGk7jPJQf6G3RMOZWh9CAj2IDgJ3xI/1FNC689g0YEH6X4Eji6FFZBDT7CW9I+b9AQEwI82WeeY5vLvBiZnjrPXOvcQLY46mbz4F+ika4f2v66EXCjiDvrdGOSDR6fq6dswu1z5ZKt4T2ddF0RM5GON5CZ+Yi+I7I1mHJ9zz8Of8OFo3vZ6yTHksngvClp5e3CGAspGspK+iU8K2foF7bcn8rf7vA29dH9+Rcxtl/Ay6sSYZmnLCbU9MQ3OoQgSWDgATwkvGd2+Ut3f0ijfFRjWznd0DE6Mof3lSJAwyznzHcmzbH6wZBhB+EoErTloONFMzWaGiwp6OVR4PaFw36zP3rWoY8o3F+7Zoagu8a/ibiVzrr3Gox64Fp/K+Ns5r2cu6K2YDBw9MOhlsRbBVpYdGbhJ3J7bH+jtFgv+adH0MIHYMx1I1YI6+ZGb8A93VdIo5Bbu1n681Ge0fIr16atEEMOfuUwAId3nkio/vcvqAqY7i8e79gePmbw1K7V/G9Qg3YfVG+RGdsveKuwRRCfwp5iRdfhzq5Bh54xGLk4zOuv+evP7tW/f1+XIVyrUMElggCEsBLxGf+8V/yTpYQIVSuQZD+kfm/D6JPdI2UxvsMwo7IHO5NltkoGuSXM42kEo22NelfibFsHoiA/yhafvS6sZ8dTT36zC1tcRIRjQuvJ/exdbj+dXnzvG0Iw7jwPJcNGBDiaRswhHHhmc5ADWkqw/vMMxrnS9TlPxg9+fx22sGSn9Es/dkIgfQ/yrmXOe3xzHmvm5Zo/m5qYd/Xlwkh1E9H6E6C67VYOA/Zq9Y+n7+i0lM3VNh2hJQlatquweaZA4mbGslRhzYbdDjmlNobfPcVMLtyT1gP4NZyM+LuQSj3pG4u1J+FX3fOPsc+00dOZs0NOi2R4nQpAosvAQngxffbttubuYEPnqvG0cjegCC9v82Dk8wJm93hAika58ZaNMSHsvzoomi4XzNsOhzBlDY87JoY6VdIzE1r8FuzIng2QDv+Q3OD/T5T0Lcm4gIL3ZOo69993W40PO06if/nhD2fFtb25mvKWbpt8LwQ3vschOxBccOrg2fatzi+OLu+gY0oEvYaRl+T2KziLobxN5xXQoFXvjmE2cYsx3oQRpuwJnoHPH75kK8P8S7UgaQ8nVL+Fjdczvv72u2p4QM+mG7TuS71TS/8GzAN8D6drLVxojKBdHsTN4azG3O5Jfza/H3Cn7smZbUXghhWMBjJvQ4RWOwJSAAv9p/4x33BKmRlFxegONVYOsPoyp/sLg4RAus0NrbVSPGQNYKG+F2cULwcrWUgmPFAxRqex6PhTRW2DM+Zm+kj2tP4MC/PuYHyzt5vRroGHi0jWBectI3L6+3v0fDMa4Tv5iwnejIzPOM+cDqREZZ2S6fjHToS/2J41dc8xx4+XI+mehEuIDfkH+QTCKJbMEr6p1tpx2aIC0wG7ihPhs94rLD3ZOTg47hk8xvm/rPh2qeoe2DZ3SY7HYc1Yf52GFHVIvCn953bMg9M3n8jVDeZVsdceoJlTInAG9Yr5OmF9ssqrqBT9nPy/5e0X8O9mfR/ndB/oUYDwuroLAIdmoAEcIf+PB2/cqtVsHeu70zUYMcPypgfDKybzc5HKz0hcyg5ZR18FI3w+ZlviYa6BWHv7BVxR+lpKGcFTlP9OvPAn/R51OMFhnZvzYyL3tPAn0Cjf0suxxNjMSwiz+rJlrWs0exp15RVR50Cg6O0iIwbVLuLmCvew63AM6LSbl0jRxCPbkwGGvC9zI9eTwfmUV+7S52RT9kPNp84guU/WyLwr3GjrOwp5y+G9zsda/BL49ZJe0nU6+dwSBP2hNX5cLjHU6cn0YK38DrxAveSYR/iL0Vw/57ocwjbnTAfNaHfwaYUOO2gvHq8od3mdgCE6RCBxZaABPBi+2l//BdDS9sesXAEQ8j7hlsJRp9aVMZ8XtKexOq5jTEU7hOH0vh+yhBs2j67np/Gdzjl3h4ty68RzAMR2FMzw5k/3Zv0m5XOtdMy46L3eL1ahfzbJEvSN3qIpvFrDIvWoN7VmRswZKZDQ65Fu80rgN2zF+86DkGcs35h+W4YBpfrcZSxIQLpZp5zOayfmlxhO1ZlWWrkAhIL5w/DMhbFGa6b8vxlK0rafovW8nGyUdSU/k1gXEu+FgHcZK+7lsxC7FIE6+2E77F0rb3IMHktgt0Nrnw+34fPl+XvEcKXJo0fyeImu3ZsS2eoJUT/FYHFjIAE8GL2QdvrdW7pbe5+8CqEw/FxDb8PXVKX7etL7S+ZdfL5QfIen2gK9t5Niw625kvYpk0NbYU2CVejcfb5wrQDLYvpSftbLq02yMD6Y59Xjm7+kFZQ6gZVzLfSezUuLhqGQHHBkVcAe56muYH195Zo/m4AVtDhc6hotLfM7mUb8Q/1SgTWOatV2jM+rM98eE4vWwU9IH+iYJ30DtQjLunj3hnApWRDRqfIuRQXt3DxzgffbGbfvrYaUw2voFHP+boimPO+hE7OCeSv4s+nIi7mGVvSUXmRs2/k0I3vsEq3fvanuGcrTAQWBwISwIvDV2znd/DN2EtLWNbSbP8X58rQ53DRgkbTwJ6BEPk2s3q9621PwqqHTsMlYsZR3mib0Ph+HjuH2Wyr0IC3EcA8J23rwYwig9ugw2C2U1nLloRxSVrDqPt2aG0PtgZkuUi5gGyzxCgueTBvnQw6LGfGxecKG/U/m4PzjMl49NqUep2HsDqFdbnPs3xpWGoLxFzZFyguMGhL2MpsATk+WwFf9gm01lmZ0wsIzjosnudxSdrrDKe7wVWSb3snAnrfRFd7kHNFY1MwJ/w8MSvC/b/EV5NuBX5b/ya+Gx28/X3td7Y6KFwEOjMBCeDO/PV+grpXMRU7t8guRlN5r6jOLo2rAsZVJ9Kg/pdh1DbDyFPY4J7G9UR+eOfE5WW+cAhD0HfHxdEgD2Ry89OYuNa1pzFxQVBZMbsyJe3uQpbkIOB8repr2coKw7/+LtCAe6GN+pKavEcjrjkpe9XxfW3zvIljErgVMlrkfQjizeF7GjwOb55tL2I1fGA2j1sxxRQadApC9Lps66S9kBIsoOHUZkqAemV+j0d47+09D2XezW9nx1klvIHZtTjuOJ7J4fMIGwlF3wXrd8RcjyBel7Lf5H4qoxHnMPy+Otc6RGCxIiABvFh9zh//ZTC6Oo4GcS2WuZyAQPD1m2kH86zr0ZjuS+t6UlpE6ub7Cjwimf3wDp6iMuMRZGU03tuQ/1+Zcan7FWiYp8bEfU141uVALOtZlvjBDHn70pecx8QBgevEMoTc+zkTEnkM+9zynj809ixsGNqFGe92IVqs77+7wP/2nDudm4fQireiLN/ucT+Mnl7EWOsPvgFFvnrni2dbSB8mX5vdqm7OlTaYk4/5HnR0vqJOPwvz0iF7FaHqGrDhHOVt3r2m+/do8w1o10lbD0FbxDTCfbzDXnynManfwCOU0chvrZLy3mf4faIb9YVl6iwCiwOBBW4EFoeX1zvMH4Fgi72E/QEnGcMzhx29JJ/bpTG9ir8LWYP6WWbpYzDEoUE9BdFzflXM+tRkX9uAPNMzXVV6Ob5xPI112Ye19qXfRw8a6JwOMWjwjyD9v4ZMt0+i+eKuebfcGzBkZEJI1CW7FCaAPeuAnjjIwBEFG9LvnFHUAt2iET/JPPFvYX4Ifzuzxd+LGGwdN6534XXKfDDzt75k6oa4b5yR9le8f5ttIqlHbdRDWH21vY1Q7Y93rkAoEz+JntvIwHAvYZNKjd8U+yjztysNknfMluWbvc15Vf7ug5efpxaV2pXeSeNahwgsFgQkgBeLz/jjvwQN+ko0hFcyfHxsdMei6JP7zLHDaZBnsA71pmh4eN2rX8sw5PTq+PlVyh9M4+xLUtocTV1w+JCwT6tiBLfPOZJ33pxjJPddPWwAZQ5nmPOKSHDWSzStfBswpOXlfWtLU0tu0iKy3AxiPpf3qKJOVWMXoYUvHZ7nEMS78tiRlL95cQmCuNJOnV+tMRjqTdqmeOn6vyyv0BqMUF2ZKYMPWgNSF/496Cy1GqeNYtMFBOp/sQIPtOBEid0Ht6192JyRFH/O7nPmBkunbqI8N5Q7gbBjnBHnvcl7J38+ivFz5r5jR1ZIp0MEOh0BCeBO98l+mgqjFfnuPuOH1cUPD6PRrUrDeTiN73Fx61CrfMi1md2HknZRtnga9B3Zvy5WAGOMM5BGe2rs2zPnSAPd2uBH09R3sQOo15Mjq2OMt6IJU9c8Y33+Ufw7Jio2iOfG7ogUmzgVWFzNDkhJm9W1ctEbFyGEX+Jvb5Z57cO7rIHW+CLLiaoQdlmH6KN1hX/eddJher5l7DdhWVrrhgytac2eZ7g8mPse9q19BLep7P28ZcrY7umScjtwbkMwB7wxE+q+W9JzfAd31elrh1fk7wOe9zHl7eu7O4Xl6iwCnZmABHBn/nrtWXeWBjFEeEfcIx/HHof5u8sQsGOG17QdkvQ8q1baIARC99618QL2l/1aPB99UB2//KeYnYtohH3NaJujlAafsmMFMHVeiYbfjXnyHinHISu4D+O8icMESSx+c23IEKaLnH0OF2FyOkGnLoo520jRrZf7TbPXcOoxkn/guzC/ulxzkz2PsdYFCOPlWxNlXASOQprZJrHErs2Iir2F+UBckE7NjKQjVQf3tO+B9fozpJ8nOJO4Lk3YgUFeRieo50Fdu9hc7q9EC/alSX8mfk8szaeQb3X+3CraNeiP+S3sEeTTf0SgkxOQAO7kH7A9qj/Z1/yyZdxSdfHC9asKGlIcUnTvGmgwsVWiAT2D4d2Ld8JwKS4BvoJ3RSg9UBUzxOzp0axXRyv6b1zeYAee7AL4LvLtGZcvMyyBz2IER84NGDLz8N4FecPKzMfyracJex9L4oMy4xblvc+nsxPSIU3FwfB/D77DU+ynfPmdTClkPodv4MO/k/Ktk/Z8Y9GoKSvByEKb/Zj9e1BO2pQAfq5f5zusPjY17M4c8L8QqJv4kjYcnvyHuC8Yjt5tViKYvvDf2yqUcTHC+EzS+Xrhg0jzCuEz+J1s7HXQIQKdnYAEcGf/gu1Q/6aSwCr29UEZrib90XdW2HJomKfSQB65a2pLuswqTegbuJbs37Pc7sqMC+9pZHdF+GWPR9tCgE8N00fPaER13KdpXGE8WtWzSO+fIXRWC8OynnGZSKP/fNb4uIikfYdAGBAXlS+MtbFnObf5nafNV25cvO9QhZvOoxjKH4Q22thQYo9irHVdyIWdmHwd7s6MMlwdlz8zrAtTAnSKPiUcuZh+8F5tvofvQwynb7v0a9l6EYvwz8n49pyiYKcldzPq7jqP7VltP8DkfIT7OQ3Fdivn7jyHz2I/J31LBwyjrMCZS/pjdScCnY6ABHCn+2Q/SYW3pXF+Iu7JrG29iIZxElqWayexB0Ogp9NMX55NQKfWePZO1KXvlpRWmLs8bIwXwPvU2QzSFrsXrbQ83KSe+TDzirtnxmXe0wnYjDXIT2aG57pHMnxLvv650mSL2/e7YLj9maJyOzpbmkUdvu80+x9LmE6k3r41YDUNwL8Ymr6JNbhVCMB74qzX4+rA72EFhOLUuLjU2uHEDf2sZzQeTq+hZa8bhsH6Zp5/oN//opb9kbFyb+hnW/aqtjsQ1t261AdpP+U5vUkynfhqfkeuWX/Ra66t5fl0iEBnJiAB3Jm/XjvVnQZwfRwotDFMYj5xbxryNYPNBrLUBS1rYwT0wFlFNilLElehfkeD+xhzo/Vxae71hpwh7qLpbZc2eXrqR3ab1r0hXgtm+HM88fvElR2GjWVolDRrlBbnd8AR5vEz2n8tD4/VvqPpsl3jiOI8NPSRueZms+VdmHD3c42x1hlFc4MdmD6kIeiN+8+866TDZ/LdfwmvD8P7mHNdz6YMLgl7CG12uzAtQ84P8/HWdgOx9X0DCRx/8Fs60qcpELbfs++zLzkqJU09z3Kt2vcaXol0r3JNFh0i0LkJSAB37u/3o9c+tZ50pZKSGMGEP2cawxPx9zs9a0UYnuZHdtXB1fZ9tjQMWe6JIGOJZ/wxuynY9P3LbALacyGE6/CKkTbvGJaW+C7Y8KEnRkZZ/TCnNmD4LnMHprCMbGe0uDoMhRZYAO/N0DDC5R5e4ORsz/gxw4fMtO8w1jqHv/ndwtDXALcMCcdV0DdbyOyYsDEDWvDaYXJ3z8m7v4y7yx2DMDozcHCh68fyqRGPMhg3EO7C14XwAP5e4Dc1yBPpEIHOTEACuDN/vXaoe0kpjinwv8wc3szo43wOjgb410W19mg0PHo9rp/9hvtf0YDeFg2PXvv6YoT4cnNLss+90kinbfoezR9eU5dahlFjBWEguFlfzK49e4XpM89oZuvTwLtmNV9HE0IBQRMr+AsuyF17Jm0n1u3+quA8P3FC6juQTtPUrNWAC9bUad/Djfj4lt3v7BN0qIKsfLevipPBELP3olB+7aHAMjzBHsQtIx5lDI3X8xup43ndiP+CMrwz1yrIg4L0HxHohAQkgDvhR2vPKiNcNuN5bbYM7PFDMO9Zi3DDoDX+YDjxJDSe63NpyKWlth2N+XO+8098KbTLRfgcztXYk5FGuY6GPK3Bj5aHoJxMXfZEzWY6OPaYiTD4Wdw8cmzqVCBlulaW9bm58oZxPhxMOWO596VJHfpgl6tl6FgNQliuwhByVgEMS1+KlNYxqesZCNqZjHj08JfE5aX7kt6Rj3d36rtsznD8E9wPJDoY8aCMUn5hwRC0D/VT7sc0WmyZbGUTe7M0TYcIdGICEsCd+OO1R9Vp8LagEXwi81lFJYEA/i4zPLxnR6S1aKTXT9QHgiUMbnNGwA+hQR7fJiIakLRfU483okEx1zkdYnxQY/+hjOaiyvi5w9nV7NJjNqu8AWOk+Th+mNN2zet8ZG9NmmiwaxAqGyLgOsTc5v2McEzob+tiIDeUefyL0c4f4O8Tfgsv07E6C1ZXvDfNPm99gciF79LEd12bTtOnYfAY5nLry+wK8j2+N0ujPByHHUfS8bjPtyy0PoFRVQOOXt4uYcQDYRvkxfK9jLlgHJkxwoEAJvw9F/7cv85uENKCQ8A6d0oC/NZ1iEA8gdG+cxGGSfUJGruMg40N+mPclFUAI1T/SJaxgb/fjLzh7Z34BkaVWY2yng7D4s40tgMbm+2+uLjWMIYouc6qiVYhfCexzInGfBjp2hiUjcJd4vhiO5xh6sewCn6bJTs3kS7v8elMq1ut0rqjwZUFQ915c8QncE489wqG688ixSLxEx3/pPTQKuzIVu8N32JbFYG4Jp2A9dFCV501N7By/gIh+h45XmYUYrRfF31r/8s26jF+gC1V3GQXUsZvKONAX98bPq2Xu5BMMq+btN0IS/q3b2i2ffCGtZ2nYbh6W/I85ZcMOa/IeSp/hsAvI7yecYtgww2mCt5Aa3CjvacQ3oNIknXpmufXIQIdmYAEcEf+Oj9x3fr3Zws4jIx8zWZmVRCw/WgqYwWwry2lEd4KC9uTMvNF7zF5HkRj+nKuIWpPT8M/MJFlyUtYHvFf8sxlwvu4M5bcdyEA7piCB6qdYhyCuAMKtL4RCMFJaKJvRQVIXHkeVsVw6EScQzQOQPiTP1u6QsIRgDfjUexw+G2DR7HHCskzP2ncoA6Xoqu6Bkk+d2bhc86rINTol9j7CLW3YX0f9XiPSdb3cxnOZT4X7Xh3hoovQvP9J1633MWkd4iCg/fZg+9zIN9n2/Bb06E6nMiHWv2KMwfO7+niIEMSbdh3UPIDDRhPZ/XUrYa7lSjnY8LcbuA6zlnn9IO8+o8IdHACEsAd/AP9lNVDM/0NDXLsvrgIsgE0qLECmDjfsvA2t7DNVX+0m31psG/LlSalhS9TUpx9vtHzI0Tq0IjWyFXW8Dp7A0ExbWY/hA+7CMWl9bW5aKJ/pW63sDxmG3cgEZcuI6wO4ePa90IJYDd0Y0vBc+H318fxWDUoxvFJxnNjb324t2el/QKhuiqCax24uPX3qgit/nyX/yHE3uPbvUjYnWUM6RayR3Lsgwj0XaqayoK9nTen3CNZY/xINK37COcbX0QdDmPZ02ceF7j8LLIR1Gdnv7+rp1XSGVsda+gWWwPvcDVhGd5ylKL91iPU/ftW0Dn4mHQrsWbsTVyq/WIK2y/uxDaPqbQ6iUCnIiAB3Kk+V/tWlkb6tzR6sUO/NOQDaXDj1oEmiBtE3B65apta3rQeQ4+H5Eq3dH9bno0FajKtsDPzFPl63BxD0K3pE3Y76fbj/snWsIwLhp9vRVCvSUM/ZvJyNmzI5zY7I0naLeXVIRgGEPhuWsQC3HxTbXcNqLTjv61Ao6y1O/MV4WtoGcZfFWG7GgLN11yvSp5fwH86wvd9uLxO+G1cvze7zj4cxVB7vjILjWdThB2Zo72UZz3O7klbDv4+0FJbs7ugRaP37RevwFHL42FEcZkdSn2eRiC/42GNJYE2/laoNfMOA/FuNjWVvgzXlg1FxS0bbniHiG/T8H3CepWZfTS9ZZ/hnFMY4XN1FoGORkACuNwQs/UAAEAASURBVKN9kQ5UH4TvOiXNdnZclWhA+zEvGOe2kfbWEjiYwElW9gPr5y0YEn47n99hhOBA6hE2xlkLJI0vB8o6BxzJeC/uGB9wa+dcltfdy+2sWXPs9qbZdgZ581kn/wNBMwbN+UIE8R35OguRurS5PIahcbyG/AWBeiGGUP8KvYfREejaPJPh4iKEbYI51oStxXusynO7c/+hC1gE7TNYgt/AzP17Q77OPfrQ5sHzETC5l1U0leKj2WwH6nEiwvUfmdl9Tpw0o4l/lg7N1WG852W04iDqPTgMay6ms9bcUoaPeFDuz9gQI/jmCOOy5hKrL6aTw/u1fF92RcJhykqMUrzEj20jypEADmHq3KkISAB3qs/VfpX1DRhoKLu+VRu/jR8Crz/CsTquRjSadRjYVMTFhWGsXdqPBpR2OvfBcGxWH9DRnI0MUaIl5RXACIv3ser9HGvnzcn/YLSM6LULPgyFDmnAQ9fEfvYm+ZjqjT8QMOcx1PosQvAMhOJJzB9fCZvxKZeM8ZlyhA6vtQfR8k6cVW+jJ1VYN4TMqsnZLM0ptq8QzO+T1d1+XoMQeq/yO/tk0AIOVeeoQtYo3m1rOjpXkuDF+hLbkk7Mt3GJfd9eF6Ro53+IxjeXMRfcbC/7dICHV7kzMXxw0xnzMq2yv62AMK4OO0fElXavt/q5xex4FX7fhH1EmpX4DT7O30Fka5k79gJ0iEAnIiAB3Ik+VntW1TdgoAF9vSpb4+7zic3xWhb5cmqjDJv2QAPamPyn5HsnOgFrouG9nS+da8CtGlLexDYBIXIAybIKYC/CvWIhrEdxeQtLa95iicxbHh53DGmZU34Sl5Kb8v6nlSTsOIZor0s22c3h0GpcvixhSbxrjYDPcaxffguhe9m0Znv/sFwex7IUtKiCWVbWG+3b93Pek78/4TP6jmxlT660PfluByB8t4l2QoIyknYYowTDw7yr9A0srxPvp9gy4jKQvFPDeDTosh9KrYG56jrCQw3YPWqtW9xol6Ed/5peXHE2y+zWcnQhAh2QAP+2dYhAWwL8MLJuwBCkRgNGA4s1skJrqaWRzaqNYlCzKcJyqm8M0PbJ6SE0tD7U+FF6aNs7rHvDZUjIv9wHGwL8k3I3d4GQO6UZRkUvUFffqWeCGxzlS49geo65zV1JN5KOw+bFJfYi2uypbmiUL2803uc6cQ95KtbQt1HeSz+l8HV/3nQEnqJ+yzUmbKtcwvcOLOARlBcyN/z7TOt5BPh+jI68S2fl5fBdYeROPZ6qCuzo+A8jHnzAeQKYIeiGWquPbrjB7+F9RgVW3ms6FtH4D0fbdqtuHSLQ6QhIAHe6T9Y+FaYR3QDB02KVmvFIt7IlqA8mN7ECmMYxp1MMGuGh5C9s/SYNMl4YPs2oQpvb1LxrM24Me7aJzAgIHD9gCYxA2DojKvYWIfx3Ih5t7mJX+xxlbKKMQBea/O2NAdk+RK1ZX2ovoR1XudFURtIOe+u7GTH87lsm3sp8/0W8z37s//tVtgq70RUCehLxlw3PsDL3UQ+++9EIz/PT8idsF9ZehxbPhua/Bp2jYMSD9N6ZKkUasxQ92JIw2HCDzt3HlLNSqpzXGY5eO61M3YhAJyEgAdxJPlR7VtMNZWjwfp4oaeuAw+vRqx/Dz1jZMuzH6pG2B0OUWffIHcuuQ5S9NUO0D7TNmR7iQ4s8Z/nE3DSNKD1R5I60dXhpyjn3HCYn7S3U46DwPt+ZjeL/TIekYkBF/mHzaFn7TbPXEFwj+Ie2C0JsObT/5zHWuqC9dz+K1qmQa/YHXrd7Ej/fSYaIGUpmDnxcrnx8q7KiUuZxcZDB+16bmZaOyFB4fxqMKKQiU5bwa5Y0zuvo8ayV0IJds7XbEb7kaaxKacf+fX3DjW419gnR/YNdssweo8P3W0+vQwQ6GwEJ4M72xdqhvsky3AhiVZvNmjfRyFBsFiccXj00mKx75PbqY0t5mr1r8i/ZaaqwZShrju+a43nyHTTWtejmWYe+o/nLS4L53/UmL51/WNnzuVMK/rEcQGM/giHlwdGyCrkegvtFhNghTcW2Pel7UNencFBxebAZRSEFtFMad0E5qdJOw+BpMoLw+qIaG1LIHsF8q1P4VgOY921jMe4bd6DLHs/a3nOjr4EmuzEc/pu2fMmHoEOr9/7G1C87IYWHezvDEGsn367Q7PPZjbYS8S+T3tc56xCBTkdAArjTfbJ2qDAbMPDDiB1+9qfTOPen0YsdfvZ45v/cICpWE21K+Q9GiLkXppwHnYCBJJiaM1EkkkbZNeCCBPBgrHdpvF9rbgwEYqSU7JdDatiJh7lNUlzgDiayp8wesx/bD2I1fRQGVoOw8G5kjvhRBN61C1pe9ifNf8wtGETNnGMPwn1zNlrYAWvsvxdi3ISl9l78HkZgMX5A1OgqrEHvetuT6+qh04J55DDYB5h3529KGBCOeMxNjXg01AdTHfNGWVjrzZBI8H35dh8nWYo0o9zeJP+yhczPh8/RWQQ6CgEJ4I7yJTpQPWjcYjdgCKvIEpucGjBzcr53a6wg9AYdQflvGvlNw/KynVlWNJC5voIFMPXOOfec+RzS30hHYf/M8Fz3PrdJviuw4p5483waVkXLdQM0hmNP5B/g5pRXg7bpmx2Mvc03sWjnAwlYjhA9vqzI7sYoauLKtbYHltvBMHC+qnhHik7J+XQoDsk0uvK8Xja/B3/PczLKSvAb2ZLRlNbtLMMRjwNSDj0S5cHewPMEcPr3fY/yfnUYy8X4Pb2bLNc8cAZf3XYCAhLAneAjtWcVU0ZGa2L1+1q25zKX2Z/GM6sGzPxuPq9U96AxuaVwzoOGdVWMwd7PmSga2bJUJVbzjiYLr9GWH0P4rT6/87HuWIL6v1BWZpc/buzJsxCHa9XMmZ6B3+wNed+P8AB1D1bHEzB+Wm8hii04K89ZZUal/YNRi10QvrtgeX012zHNG/bNUZJrndTZPV1dum9dvDOM7ytsF4r44Z0M39Ys61qD8FKbFmiwwVPQbn0XpKnhIxHOOLuK1CX6fROsI2Z+2tPyDQvq0IXl6iwCHYWABHBH+RIdpB4D+gUNY60LhmxVYuh0ebSawK9vXJqGIvz2hms2YxKgPb5I8HpjMciKiW4NQqtahWe5plPQgVCsQYgULIB9YwA07GfpUDCtOH9HotlOpW4rfl0Z7Po0f5ljUrvfbITfOaxt3YCNLl5GqkxEu7wbg62NYpIvdJBbslP+ETznnzB4YE6N7czyoIJZe0etqYtdhfB7gk0rrourkHdOEM6n0Jk7vyplSNWarsUC/RkfEQnD8Ig1kOt5ArgpXQPmO31Jg/UzT89Sso/53iv5Nb+Tp+gQbubXOkSgMxGQAO5MX6s96tps69GoZtV+vQpoS0vRqGbdeCDBHrloMlkFYWr9b3XXijzGM/ib5lmtDXK+1+eZX1P3oIHOlzaM5x/ATXQmhof3hZ5deNORGElH4+AJfRfd9oG+LSEC7eLZTbYhdXmU8m9ig4Z/sWbZPXctksO9nPWutLsQYMPZlWjw0Fq7ZNR8+oheqsJORXBXdk20NboKK/l1P1xVckyvjnV4sivC+e4wrZ/5fqvxPVo7ATjZKCW4dQga3j61Efyu8B/9MWx+zvcuKsPfNec1mUN2jVmHCHQaAhLAneZTtU9Fach8A4bcS4TwgoXQyj4E/X2wc023PA1iuJ9r1hejLlGn/FnTtUYw9M117Nxza5qMi96lDJ0mbIVx/e2XGVF5b4OORNKOQjO7bGJv+0XeDPORYNQ0m8bQ9FUIuA3R8O5kzfIYNNbHsZzepgqhMx9FtSb1fAy3H4Rge4jAF3DvuMOIunlDwK0J81wwRL4PwnM4lThgd6zD45JX8SxGCU5DqF50WHQYmcS+gxHCc63iORm+xJO2CulbBTC/sTLu5w2Hu3Ff6vu6D3GmJ+pv72vL+W5OlDetoQ/bZ+oQgU5EYIH+IXei91NV55MAwncdNI2cGjBp+rGBbNalQalhxRmI6axaMNrTvxCwviQn9nAnEDSqzaw3oZ0t7KBerQ10YTnYTeAbm4UAfrSkZaP4QrO1psOQ6iGGca9jJnhcal1ra9yiuHAB545A2BxiA3jdyLD3patV2FOT+tpOj8/H/DMOSpb7VaVNgtGRvO9QhPu5ob/l+akn7jXXIP+5/EYOzjVNsWqlDaLcHr1r7f7M8pHYm/jcfuZ2ldRtBQT7p2F6rO3LCGvVgJkfT7Mt4Df0Mcu6VvL0COrX2bJSDjlCeDp3CgISwJ3iM7VPJVNrUru8n2UDhkgt+hc3ZdeAPR3Coo5GOqs2yuYJL5JstWxCy9fdIoDvL2Vv4chzc17i7KGORjnrM7Nl5jnjsEKm37BgR1GtXUHO/+IO829VC6id5nuybw6B8dets2uDrfuuYJ74rG8r7Vm04sE+H5srPxsoDMcw7nGE3rto1FuzHtk3c5jvw42u3Eqaj3sxmyk8k6sAmJ7B9MHFO7FmNzMd4bvS8EzJDCfPQFxeTQ3DMZJLG4L2DTcQyPO+b8I+Zi44EMDkfThXhy4sU2cR6EgEJIA70tf4ietSWhJoEG9UZduAgfoxrFzMqbKhPLcAJk3OJUG+QQGN5jtoLRuSNvbAa9SFNPZ7pzoGsWnSAt0F5nwYYYV5f6i256lLxYIuAUJyN7Fu9o9ohr9epcKOCcv9Mc6jmKtFI759eg3LuBJ2DkLnRPYPfp556OG+ZWH0me72kjXGtzIUfAoa4gEI8D9nGzKO5ou7RlqWN5XbNcQ9yvOvj0sThlGXLbju37M83t0orLdGkLYuP/J8t/SwAbxLySc1EVeXRRlGWC3ry+cJ4CTruBMt1uII4lcpRhqww9TRaQhIAHeaT/XjV5QGcFs0wSdyPqmHVdCYz8k3fMlQac4NGVLPeJgGFCUp/vA5VgTqJIT0qfEp0kOZi63jHeY10OnRWe9cqJFvCkOcg7MmyhPhHQr8GA9HQzwCy+Vt8yRf6GifVx1abfczlLw53+wUnn0oexe7v+mD3O+ya8as136KuK9nNwcbKDy3MA+d0c/+RGPRm+f4/sg5D77D6XScLg/3Mo4mpl6/4vfTtX91upvTsvJgE4ZPqyLW0hiIpXnCytxwg9GOD+DdMvc+zf7Lc/qyE9Oy0efpWgQ6MgEJ4I78ddq5bgxRbsBazKwesILqlOX2ghVWGcFaxx6vWeeAPR3PewxtyLWlrEfxXLaco2Mwvq/9OmuiVMScHuwZi5BAmM737xqhMBHBMbhqAfKG9cJ154dodn+kDtditbxCGP5jnnlWMx6rHmYJ09ZsanAEWvEwRg7ehNlfEU6H4UbyJDfoWpg64KRjCMJuKN/0wGzuScPyfeck+A+cVRRsyhAGt57hsxV/zw7KGGWB/0DyTW1NyAXPLKMj1zoHHG64Adtenq6JTRnIt5JfD2nZsOFtDNakBTsQHZ2CwHw3VJ3irVTJ+SbgGzDwY1gx2wYMYYEYX+X2gpVKiGCo4zKnNtq7JjD2qsTx/4ph+ZlnN9RB67qWv79kxmXej/pfoMnOvb0XOzXN58G890tobSVrLqQDDNdKefexCKtbMXwKBMV8VmWBk7urR4aZt2dl7XYlDbYFdXl8gQtLZcRhxpqMQpyDJn0Qy6O+zFtegvXRZlf5HH5cWgTkbvC5KzPONVmE6cfRcL55KR2KVgHscQhp79gFv6s+qU0ZQs7U8TmsxbeMlqFrEejIBCSAO/LXace6NZbaOjSAWTdgCKvCfGJOL1hhOs7f8OMKNl6IhKVdpgx0XqGh3TAtIuPmh8ZgO8A1JlfYJhlRbW5p3GtxBLJCm4g8AVVoZOS9h2FPlKmFO6bV2MUIjs/Zyue8hStpwXIPm24f+XriBcs9L9ctSzEvWxQYXV3k+xzPi4m/GtfPfoOAXJ3fyG1xKXz3IoT5Oow0tBll8XwwC7YhbM2LBoxQnbcMiQj/vojlQACnfj+f87yVPA9lPMtpY7/WIQKdgYAEcGf4Su1QRyyrNqUB+3e+RzF86FsRZl0D3Jo/YdUI9H6t91kuGGa8n/L2zBIdBPsQKmVd7JoYaWmDsx/ETygpsnPu7jP/WjDa0x2Uvvt/3EXiQhw+P9tcb8dS3y2Y8zx8IYr6ybKOxUtZWaNdwxDwQ74MqpCKYLV8EprsGHdSEpeeifaN+N4fMpT8dWY8320geadGw3EaXsb3SNOA+fhpG25w/xFzw4EAbqy312nQVs00RouWqWsR6EgEJIA70tf4CetCA7gFKsQT+apAuuX40XyRL13gtago9xC0l0Ej65rVhinr6qzFzuhiExDClax/3TFrIiKKu9p5CL5v5xTbjeHQZK700bh9vwssaWd+3Hfh3T8GWygmbRjlH5+yCo4+qsNfd8Poikr2YC1u3qF/fxnmZddCWK6fqDdkd/zRbOber2KdvCCYBzY2pAtghH8pv7U0AczvL826njLdccev/In7zwx2uPqqYXb7b2gR/8YKFYHcBCSAc/NZImKntKwjXZP9WXM64EjBWJphwa/ygXGnCQj0YKgwV9rhvi9wwuY292lxrJ8t7WGsgyXd2ZhXnZWqb2zSIZ/b7PoSO5of9ix2SbjeLYJjE2YJRKO6A014eJbo+QrGQvkdOg1/Ysj1753JOpcNGoZR7yEIy4PyGV2FQBiq/iPXY3MNfSNkt4bvw2Ge8Bx0lBLWe9XpGf7FWYZEPdKGoPlN1SF0W437+J21bsrg5VH+q4zm/CYsW2cR6MgEJIA78tdpp7qxxGQNGq6aXJ6NwqqQrj9CMO8QNEPVboTV2lCG+WPPrgUX5zeeebfG7qOFrae+e8eWkwr0JVIzWQ6EtpRAE7/GN5nPlT4aR557aPR3WFTDmMyd3kF5E9hxYOz8dgai9Wqv68DaPElHJ2kHFmR0RcVwj7ka3LZiR6frs9Uztd9xT9Yvt+3ktez7/GWbXZiYA/bvHS2T31UNf5VhGN/3YzoKK4X3pH+E3+g2rfe6EIEOTEACuAN/nPaqGpapbjzTtmGMr0B/5vryCuCGBgRwARpw8AjmgUn7u/jHzQutwlCKep5B2tPcVeW8mLZXboXLkqpDiek5q95GFypQXWulgZ/a9IMdOWY+BHfbGswLwR3j+QiFGXjqOnteaMe7ugujKwzixqOpXsC8bxtDqWw1Zqj4OL7LbZmuJaPpWZO8JWle8PnxaLhfM1IxkG86NTOcsFL+0gQwFtA+f7x0mLasFG9YZiuGUxgYZPnGDFqKFALSuUMT4LevY0kngMAZiIBIt0DNDqUf2mpeAUx237km7xC0P6YhYS9i9XQNVrfd8zn4QCt7gnWp/+vORgBkvcrzZzvcGAgvWgfhyONWnFRcOtrsuGNiXCO2yd+MN6siu6rXXDuQZ13KPOjkQodi25RFgFvr3lViR9Q32B0YZdUQhEIcDJfS92k5c0JuBP9BoWu59lu/zkxDLEp1er4ga2JePu79Jq0sDwrzebnBA8MwyqxvtK4E3o3wvdHzF3IEm1Ak2PUoz3aACMndqUx8uUW2Is+a2uZ5GGFRxzQBjKGWW3evG6Yd/I19C9O5jX1sOVY7TyX2PfTjUl/altp1K0yqswh0OAISwB3uk/wEFcKRPQ3o8AKf3H9WQ/aNGMIyPphu01ejIXQtMpi/DSNiziOr7Ssa0U9L5hqjkPZkTJK0IOZUz0RQTLi5p0044PtAoKXFR2/cQxXpDuhSZhP6V9pFY2rsxDgtLJpnWJ29xf3Wk/qgtRXb6UjAE6nfVbg7HJfNwjeaP+7aBQVa2g6NPY2+g2+Ua+zaaAmfoMY6ODG3myU8Yi7XPl6O1EnUc92Va7Q++gB8IQ60+uDcwBmh1hqGWtlynTqjlSZwF5ooJw/DBgmPD6/dxLuRew8vS12j9SZKS+2HL77Jb2BHlnkH8+3kvYORgy/nBaZf+dA7Q8XrIIDjteqkrcUc8qvpuYKeQRfC0gQwncU0I6wgT9L+V1ISDENPpcvnSLvjpGOhl2Fl1kf3IrCoCUgAL2qinbG8IgRws12ItkH71qpFtXmT1MYJSV8W1CYyI6AKD00T2Qq279xAC/4hI7rNLc99DO3mt0Q82SYyI4CN41/G3eO/u5Ti+QmPTxnRbW5dSI/vacORNnf0qbDzJtfaqSz2DbTQNokjAe7Ygtun2AFoE4x9TsU461g8PY0parSbchkbRYpIu+SZs3FPMTstMLyZFV50njNuL5fn17J7SbNtnbPWzazzRkjiJCReSPsITJPd06YMNGB+FzOi4b7hBt8ifWQlgQ/sphZB3Vhs69D5+GBEbXq+aBm6FoGOQoBOtI4lnQAekz5wBmz8/stcLMrLgnW9hQw/h8XUovmkN5ZhTMYZz1EPowVtkxGc9ZbOwrn8HXhzgb5/fVlQeYkN4TmbJSvtbO9sZC08IwJXj8/j6nF3OgjDybRRc6m9SAfgTwj1fhlJl5hbtHnfKvBUKP5jLx/6zXFgNb8zvB/MloS4NmuAPS2adRtHHEwn9EaTbu0ABtsj4nHth972sudB+G5CnV70ax0i0NEJSAB39C/UDvVDqDAAGWjBOY1XGpoCJxzVBVeJJSPJksIEMFrNfyh3RYYrWw1scj3Hly8hAP5RnrATc6WLxvkwMEutBtPgb48me2Y0rpBr17yH1uITudkGw2zV4nIEcYWdfWc/+1kh+Tt7GoRuMcupNoTdJc2VwTD9yskmu6SA99oWr2APxaXzJWWw/Nmc0hghnsA1alH6kjeE+XE0WneGZfG72Z3rB0fhhjQISwbGXo+H8TqLQEcmIAHckb9OO9aNecYnEWg5NVDi+1OlgjVg0tdhlVrQUiQ3ckLjeYN6bFjoazOP+jeGzndj3eoqheZxL0xoULvT6O/hWmyh+aLp2Av3DeY8D2AeemfCl25otucQShe11wYM0bq0x/XEPrY273cWQvc1DMJugN0sDPH2gcEOuQydxuKNDMZXkP77L+OWH1H5GRXBVonPZBrfMec+mOjViuvnOe6gs7MpYctiIHdH+N7UZ2/m5if4PT24Un5za7FXdaEW/WExOovAT0JAAvgnwd7xHkoj+SKaYW4HBkl2QkoWLoBpHOd3e8B/8YPcpVA6e9Xa59T5VgThfAlSX9+KEdIuvPNwNqsvWIPOrJcvWWKd76ENjcxdJ6wLw9tPIjhGs7HFyplpO9u9r9tlfe/JvM9LCNvbYdUT1ocU1dg6jAL8Zdi3jJjkOFxYdi0K5vMrsCDbJ876nL2Kj4HbvhST5q4zNQpyPr+fY6Jz7QjX0/gbHVqkk24d6tUde/tgyPnDPviTRqZjKPdpjqopSgQ6DAEZYXWYT/HTVqSh1F7H9++KvitStNGL1goBwz4HOEco8HANGAviguaAvUjSPkWDfGiBxQfJyhvsyvoyewEteL1h1fZKoXkx0vkcjXUnDKseQrtrYOnNFYXmzUw3coZ9SNgxlHcxQuOo5hJ7GAH0MO9/mQvpzPQd9X5cHxuIX+Wdqfe+DLMvy/DvI7zPidXV9kKcAI17D99w4YeknYxgHMZIw5l0dsbHpeN7HUbH6UiWPu24f4YHLJ59EZMi9zP3/liYl47ABlz/ktGG1vIY/nYt+R8Yt9V7OizW1+Uk7ddh6OgUBKQBd4rP9ONXMhgCTNr7TWXZ993FSOo5arJFyho6b6XQlr+iIS54fnTpafYmDW/XlNekvOV7gsFYOPOMK8lXVVCGSCLXlGjEd0RQHEkDn6aFRZIVfOnlIchPppfiQ6VfI8j+yRDsLeML2Mu44Ics4oTjB9hSvPv+/D2M8H0aobg5w/rn1JfaWgjPQ4dX25OFCl/vBM1u8Se+GkucBmUTvmi+B/C9TkC4747w/ST6Smx/OIz7dcqpQzScb3wyea4LrZur3N4qYXvyx9R0y4EB1vakeyi811kEOjoBCeCO/oXasX40Xi/SAG+S7ZH7fWcfkOYNGuq9sqWJhlNWLfN1Bc0Be75BLZ6uXmJLQBdgBR+sib2JxL+4vS8bSszn4XOYCEof9j4OrfXg+cwem9zXNTM0/ZemucF89rt4l7oLhx6TGO5ePzZDOwf63CwCdzDv+4+iJnuZb+rf09c5r0W9hzPE/GDmnGyuKroDFToa7qFsEn9XvVdjQ32EIS6PC1gE7+ksJxoa+AGPJILPMvxe/ooGfMSekaVuPgfN8Pc65Lk5TP7LyoBlorgmMN4LghHG6+Bxq8164jCPziLQ0QhIAHe0L/IT1ochxyfQInIKMRrP0QwTH1aFBpK3qgVuyBAtB635bixbd42G5bt2rYgG+gI29D3PLXXzpc+MZ+j6faxrByOIT0aQjMyMX9B7X/rE2tfzihpsQ+r3b95tHILvPl9XvKBlLmg+d4aB8PuddwS6FTPSYHYY9ZlQVGrr+hIrhsrvXRAnI7exCxJTFw8hxDdiffT2jACMrWINeFw90Xz3YBTlbOJG7jctfagYPgkM9i7lfDtGbs9E8zO07PP0N7hTlTCc3+k+XN/D8HOwntuHz8nb8/u6zjPkH76LzksugfyN6JLLZol78+JG/OhiRfp44J43/vVn1DBPy/rMVfvaZvEp5oUi0NwIq2AN2HOihf2bPL8Z3bJD07zC8lzNqcFQCIcMWOoWbMQVLZL5xrcRDsMQJGekhkGj0Qt17XPqCKZLeTe38H6A9cQ3IIgfdE9bC1Vwnsxj2dOXtd2DeNaNaJVv0nE6lXd8FOvxTRC4O+Dxa9yQrws3qos+LlX2H0vQ7gkfxyYLg4dkDCdH09Pp2JHveiG/r9/TKfl3NM6vEc7e8VkVK/gLonGTK2x1Ogqbsb9y657EY1qsnXfjXeYtR8IBB+neyOflLFq2rkXgpyYgAfxTf4EO9Hx3qIAAmvVNX1stW7W8gaMRvYHG/MhsacJwF8A0igUbYXk+b8TJU7t05fw51B+FR0f0riqKOLPQjRf8edHD9wNGSOyPbn+WD9FG4xbFtWuYCL5rGJLekHechGZ3DYLnCf6247mL5N/i43SeEFqbUP/RXSvtTTT7C/hWb/HM39IJ2Apt/3q3Hl+Y98E6erUulfZPphh2pOyd/Z1yCT6Glrem03EFHbejfU4589mp5Vt/Zm/ow8I53jANRnLHw+aWYH/lVGCfvoFnrR9S+zeHSQfxu3wqvNFZBDoDgUXyj74zvKjqWBgBGtXXGcTN7ZBjrk1EuG6Sb92r74hEusrCnjwvFQ3p04wrDpoXUtjVu3U2hcZ6RuMPgSFPYZkyUrl2hqZ6MOVcgFHRAmnTGUW2ufVlNMyz3ji93DbEsvx6mP8NIfy0P8+1uzYZCghwAyiGz8/7ptLeQGhdi7CrpkOyJ++zEUL3Up7pltoLdTC8X4ZgP4ox/vsZAv5HrxrbxYfvcxXqw+10NsbwTU+iA9DGQMqnDNBkL4fBuP1q0j1YjeuPZ7Zm2w6bg+uizwhGKhLztF+Po+O4IfPZz0fT6VoEOjoBCeCO/oXauX40ZI/SeG+f67H7z7RvSfMQDeGIXOlKp9lXCLLv0Ji2yZUuM47GfQo/zJx1yMzj91XMPSI8T0fbOonOQe+4NIWEoak+g5D5A+94ybgKdvr5kQ7fpMIthXvV2sY84hIE1Z97V9pzGEftPZbh43yP9eFZBPefEIqvUFffRrAEQbc/rkXXRdidndpUIl8xBcX7rkfNFXY3gnIow8R70IG4bKc8O0tN6G/r0gG7mbqdwXveF/cgyhzFb2Q5hOzFmfFse3kM+Se585QwzrmQ/ncsWWv1He3fmrCVsT7XEqQQlM6dgoAEcKf4TO1XSYSqN+Y5NWCvDenG0Ojtn2u4N7U+8xx+ZKPZkahwTbgxcAqy+oII0aF19iydiHfRLA9eGGpDauwxhm+PxSBstM+jLkxZ+fK6IGMY964BNbYZhnBnUv/julbYCwjXEfdn7Ek8bilbiXXLxxL3HO94H99gWeZ3j2EOdi2E7skIuv+Qn+BFc7iGyvMOYdPeBxCGz/ToYjv4fHm+0m+jc4D2OglrrHOo1+1x6VnOthKq6yksBTssdK4RprsToyreYhe+wdVhmJ+79QsM2GqinQvfgIEobcAQBaXrTkFAArhTfKb2q+ScanuLhnZAPp/M3tCjDX2XnGPb5aqdCxYa0ufZyKEqV7ponBstIUTeo3F2o6X5Php94/uEHbGwmyUgaB7woVOEwJhJBRidzXdFMzIg5RuHfmdT3q3Fn3HC/ogUPXjW3GDjh2PQin+PpvsYhnKP8W7rkfUvRV0RujV2pFsN55qDzXhMwbc8c3mM2ibzvEMRkkOwlj5/V7T2fAW4YKXjcg/f/W8MK98Sl96H2tlYYTTvOJalYK9mpmkssqN47r0si/osI244Ixz0CyJH0jblN9vGsCuSQpci0CEJSAB3yM/y01VqlBszmb1Dg5tXC2bI82qE8LH5altUH7iK3I51ur/LlzaMR3N6hHnggtOH+fzsS1xo2J9k+8G8dYvmi7v2oVOGxE9D478RAejemH70o4qhdOZuH0W4DmKo9XA6IxsiYHZA8FzSFSt1wg9AGD4y5PMsWxsughq69s0zH0OIvjUrYdvGCcm4x7hdAHvzTqHOVyI8/y8ujYcx1P57vlGfHuV2eWYaXw9MB2Tv0kaWvEUOX28Mj23Jd38k2HdA2oLfyxPRMF2LgAiIQKckgKA5h2HXs/NV/gbcDtJQf0Cju1a+tGiQO2Ek9M7kHsGGDvmSW8qS9+W8CbMkQINfmaHTj319aJYk8xUMj32p//uU58Odi+1xKzs7ofmOh91rd1TaRvPzouyUtCy/nTdhldO/NgZjq5DuA19DHFc+v6m/8vw0wytPR9j25H0mmgdVuIz0n7ngj4brWgQ6AwFpwJ3hK7VzHRlyfQbNNq83qoOr7Xs0j8lNRcwR5jmYm3Wt6JHmMjsvT9IgelYvlgQlrZI1uWsWkj4zjVv98rw7GeY8KTNuQe4xbJqA5nUuxkKT3PhpQcro6Hnc+Ks0aU+h+X6GVrnV3jHrdbO9gwtufgv3w3wSrNoYVIX5pvj2g3jL4tuOGVEXOAQJo4Kzd9DgPIL57TaaMUPS+5NvQjRDcx/7Fem1AUMUiq47DQEJ4E7zqdqvouVFOOQwW31sAZa4pUV2Ew3qboX4h55bzzwwy5fQfvKusR3l+7sm7FJWx050w6MFeXt24bmEBnunRSUwcZ14M+VdjHC42zXsBalTR8xz11I2AC3S13ZXMfT7e4a4T5kfr1ieH8HtDjmmMDR+Tq53ZPvBw/ltlczpZVfFpUuWs0kD0weZbip9kwfSb8EcODI8chQF8+GvRUJ0KQKdhoAEcKf5VO1X0b3wZYxQrS7rZ2vke+re+Iem4X4TYbdXvrQHsHECWhK+/e38fEZeXhbzoG6kcz0uDh9YED/KvnwFgfJ35pLPyFe3QuNT85pX4HN4SmCpW2jGDprO1x6zI9FTfJeZxQ22JXPeT8xPVd3QjfyT+L08w1aFZ+bKG3SEWhy4HBl0sDIS+05cfO8DWX50SUaUT3ZvRdhHMd62tif8wcz0uheBzkBAArgzfKWfoI4IrtdpCH17t7wHAm40w5aHVRXgzQnN5jEa6/sQYH/LWzAJXAjjI/gs8ozzOcBC8kTTNDfatdTtN+MqF8yiOlpWeI2GeA31uaah2B64pZPOPbrgZCTiGoysLuJdjoXzsdm2oQzfO/Psox7F5XYr4W9Nq7U/DUn5Zc5M5/e+XI3f1DUI2CvhF7tFIztxHcQIw3/Qvt9sU0bSDiRuXJvwhK3NMixpwG3AKKAzEJAA7gxf6SeoIz8M1yq2K+TRpfiHZu6vfJW++eeNvbyyZjuXRn9tN2wqpHz3WcxQ9HE04FextV9BecJy3YE/DfSlxWbXYCS0YRi+sGfWtl7OO48tTdgUBNlYNjk4mznUg5mz3sW19TsrbLkxC+jVamHrli8/3ql+W1SGS8gkrrfrbUvf/Shfnsx4X6ONtfONrPX9bHaNnZRvGVRyth2N8J3D7kVtjKu8bC+P+hzKOuiLMp91N7s3EbYxS5seiMb5CARlagOGKBRddyoCJZ2qtqpsuxFA63ydpTenF/JANJ/6iUm7gQbyCNI/ky+PbzWHsHJPUzcjFJ/C6cUX+fIM+87+RdoaDL5uY76ygrnGNAcNufKX1NnYpkorYZj1FrTojzEyOy9zx51c+bPFUYeLEGZP05lYDUGwPAJ5E7TtpXmvpdmZaSmW2vSZaFZD/q+J/4Z0vkfw/7j+gjRfU4+vuzTY12/MtOqqLDsIZXv2goT/f3tnAh9Vdf3xMzNZCApkE6i2apXNBeuKuwjWalEE2WQRNFZEQRFREVFrcEEBRRFR41IEyxKkCipqXQCrVgXlL0VRJFpXKmoSQLZsk//3PmZ0mMxk3iyZzEzO+3wm7817d/3dyfvdc+655xiJFaO0W5jInEP+cUwilkRSDssHe7trhPmF/LxXMxlzwe6ta0GLMvGQ6fNwxq7HQH4rgRLiPnMo+K3DteVq/+eVTjmDZx/5/07QQGgABn+w9HtSIcDvWg9FoC4CRnrLzpMvIOKTUQl+XTfFnndMYHd88a7EFeSpdtKb3EiOd7B+3OHTn2RgoU0Cegrjp3Q3bg1rZYGzTO6sT+25ZwtFjCHPTjcStMPaH7wJMrx9AGue/BPAD7E/ZmHE1iwbQnZJG+poi7TYFkn+QGrajwrbQshtaUMbrjO5Z9x7mjXrTaT9nuvPre8u7nE/q0a+942RG25r5xMrmYAMZtKyusYlNwz+QTaFW4ZJX4RnruwKVNdEntomcqmxhK+vHLN3N7NaXqVfsyFXQ9p1DrOdba9a/EDXSgGTgnf9E/A7eZ76FpB/DxU028Kmo6n5zkyE/PPod0UgGRDgf10PRSAwAqiIX+LJQ2wr2cPxQeDU1j7NxyGUz3kh3hUsje99ixBrMfphWwovXvjK3mH2myLNLoK4VrqyZHy4DikMKRDDti/1Xss/wFYIbhKBHF4txBOVvRbENhVuG1sS1q8tzk/agF9byKYtNRxM+9pCXG1po/nehnbW8Nz4RbYkarYKbeT5F3zfZEg6A5Le3kw2Ddsk27lnHaZsNBPjKaM/aW7GiKzY+yzc84tMFLBiNvGgf8NEa6gdS2m0FTczTl3aEK6wWxB80UpcSpn9WBs+279NjFVrxmp1ZZocTb9+8H0OMb+DY45xg8rlTd/7eq0IJAsC/F/qoQgERoAX3E2QQA7kWK9jBW9u0h/H9RxcJB5tlxRNFB/qKMaS9k/D6okn663De7b2i2bILLYElWMsdqUdMvDm9Z5h/GbNc+U8SGwc96ohismsUS41KnVvmkQ50zbHfPxpO9MgZeduokaFvR8S4IGGoJmQWBI1RJZP2m3c+x4JexN92w9815FnLBbOGyPtj0cjcg9ld3JWySA7BlvesWVicSaetL4MVLfxdW3cbRqPX4GIlDKG0P6BkHNP3/xmzRi19QYGrZ1/CEPfdHqtCCQyAkrAiTw6jdw2E8WIl/hEpKZT7TYFY6Q3edlPRl34gu08SEmk7bK5VPqGMubxLdMj3T1IG/Nxd3nRgG2RBZdfiF1YTb6cTTk3Un4mRltT0/aSxXYnEb5tauzr5eyx/T5fWhtSFiTq2jTZxvr5W3yHOyM7CrFuPyRP7kKCPsFdJX19Y/MGK9GudgMJ+UIa9hcItlugspjU/ZP7RTw3+4x/ORbmS1ezls/9k3+5qReKQJIhwARaD0UgMAJVlbIG/8MdjMo2cIq6dyHfmbzqw/LBXJEm9/ESzsNo6dK6JQa/YySfXaVyGeuq692Z8rxRTQdPHfyJkXgtn8+lcgptH0+fL3fvlJWoRguMwVHwnIn3BBarNpIuE6DVWI+/RND6N6MhX9PDjvk46GAfrjtNBtghX5Nnl1geyP77aRnhCIMcs0xowVq5jrLvCJTEM56HZdbgk9rvIN9JfN7zu61fFYGkQkAJOKmGK76NNY4zeDl+nVYlR9itOUtkKWl/H8zPb6ByzJola4qX82wsKscOgdIEu1fAu/7Tn4gcVCtL2Y/8mhXEPVjiEPch4hrU7a/w6QoJm2g8g5GGVyKFXWGk7RDZU/Ixhk4TGJuebLc6367hFhOXExiPQXjHGlNYj3Fds1w5F9C2rS+V5YHAI+6wWRN+N5DxGdLvaRiVBcwXqCy9pwgkIgJKwIk4KonUplpZDRkda7dJvbCKhbQXYlT0F7t5TDrWcNeyXlmEGvjBF3dbBdvOXmiiB5XJ7Uh6MyCLpeEGEQhUEdbRb6DePBMiMVJ5jzSHrIJYxthxuRmovGS8xxYrY6Q2uEqkp/GOZqcPZm2W8S9i8lLYt0y+DZbHrCljUHYDHtQmFQYhaZ4PoZwn/cswSwY866wOOPyR0e/JhoAScLKNWJzbywv4dT7dwqmWl+OTqHJ7eRwo2M66a295EGMi15Zcaz+x7XzehBDmQ2yb+iumzHOK95Ee3vvRnCH2f1OuMQAy4flOdqVZEvH4aGMNR9OmeORF8h3FxOuymho5B1V/UCL1bwtLEGYd/WP/LUP+6Vrly1ncq239o7zi/8x8X9hKfs/pYDQqb/g/NwEYuLeFsfnG/5l+VwSSCQEl4GQarUZoK56J1iAFmtjA8LC9g5fvZ6T+CAcKIYMu+JZY8KXsQnoaBdGNRPoK6YfaN6/3mnXPBWzPuRLp6H5IZKj3frRnSHgV26v6Y9jUjzYe5kyXlRicFdrxaR1t3fHKT7+cJvCFUTtT59VVTjmH2Mpf2a2fSc9plNG32inX1pen0Lgs3W3wdne3IFuTWG8+hx/cv4xGpU5ZGoChDiR6IzkRUAJOznGLW6vX/SQbUA27WFttF06lvDynk+9yXshc2j88UXCMg4WHjdMH+zl/TTmgTF51VAtOl+QW1MZhGYT9Wkrgq4GbZQ1+k4fSvnOR9vbDI9Q7WPLejWev3wXOkZh3TeADJjknQrYXg9Ej9GEFRk/fEm1oGROgI/DV3XcoIR3ttt6o5tlKZAzwJgwNoa7Goro76Zq3ZMtX0PIdMpCJ31NBnv+J+8Y6Wg9FIKkRSEvq1mvjGxyBQtbn5gvW0DWWFLzBboUO/EPX5kkWa4InSbm8bTefSUdUnUdrc+XPLSos8rwrnLzetAO3yGrUmGfVpMnzkGPe+jK5rTCItOXNE84Zkl9H+uHG6It9yKONtIax1hJcecyg7s/DKash05r1UneeHEz7OkJoRzEpOpLrDhgx5eOg4wtU/kZb8R4GbAt5GaxHyv8ukva40uWvlP8BauGnbeS/mcnLVNYIKgKltQzx3LJvZXqQ3w19YK1/UqC8ek8RSCYEwpJOkqlj2tbYIQCBXcNLuj2S38hwSjVGS0jAXXgpDw4nn0m7oBWeoNLkZYi//4DNkUe7ITDCvkirxRDOmq2ZMm7ERtkRblvspDeBAVC9XgnB9UO6+6cJKO8f09ZOOdGk+Ue+/AYPIh0xZDNrpCfw6cDnYD7lfNYzFmv4h/8/sFifXSYlwQiQtGEdSNJnsl78oNslp4WylC7ORk3tkoe2ZEqXYGPBmF1nJgwsZQz3b8j8bDkQ155vbi2Vg0aIYB+mhyKQvAgoASfv2MWt5cU5cjJeh6ZBwMeHU6nXPzSS0SmRGMxA4MZF4WVsN+lObN9t4dTtm/YZPEhVZMjfIKYdmXhcCrStxTd9NNeG8KnHTFSGQHhvIB3fayy8oynTP68J7Yfs2BEDqY5MLo6F9DuDUweIP4vPBrMvGnXwO6yFr6+plvV29+761xPqu2Xx7JTepDOGV+ORnheHymMca4BPMRGY/hYsLerw9+jPeFygLvdPQ/5e9PEytoqZgBJ6KAJJjYAScFIPX3wab0W/ccsXuCDsZMcFoW+rWGN8AiIqQRoMW5W8EIto1NhPQ+BreeHe6ltuuNcez0zTybdfRpoM7ePnVzjc8kKlt1xlZsoI+n4xhPE+pDgFia5OpJ/6yilEG98xW/ZnAtKR/IdjWHYc67NGqj2Az3f8867nvBpp+z+ok9fjB+y/Zi8z9xr0eKqltMtIlwL6dgHkv4EaJwVyI+nfiIWsOdPWJ+hPl2ATKsI5Ho7h37M7SqVzQYAoS5CzGUMNwOAPrn5PSgSUgJNy2OLfaF58z7Be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s="pinwheel, branches: %s size: %s backup: %s"><l>3</l><l>60</l><l>18</l></custom-block></script></block></script><script x="20" y="1553"><block s="clear"><comment w="90" collapsed="false">Irene Liu</comment></block><block s="gotoXY"><l>-50</l><l>-50</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>60</l><l>30</l></custom-block><block s="up"></block><block s="gotoXY"><l>60</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>12</l><l>50</l><l>30</l></custom-block></script><script x="20" y="1766"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>80</l><l>60</l><comment w="90" collapsed="false">Irene Liu</comment></custom-block></script><script x="20" y="1823"><custom-block s="asterisk, spokes: %s spoke length: %s"><l>5</l><l>75</l><comment w="90" collapsed="false">Irene Liu&#xD;the input value after &quot;spokes:&quot; is the argument</comment></custom-block></script><script x="20" y="1862"><custom-block s="polygon, branches: %s side length %s"><l>6</l><l>50</l></custom-block></script><script x="20" y="1901"><custom-block s="polygon, sides: %s exterior angle %s side length %s"><l>6</l><l>60</l><l>50</l></custom-block></script><script x="338" y="41"><custom-block s="nest squares %s"><l>3</l></custom-block></script><script x="340" y="97"><custom-block s="nest polygons %s sides %s"><l>10</l><l>6</l></custom-block></script><script x="343" y="170"><custom-block s="12 increasing polygons"></custom-block></script><script x="336" y="221"><custom-block s="Nest squares %s"><l>4</l></custom-block></script><script x="332" y="283"><custom-block s="Nest squares %s sides %s"><l>4</l><l>20</l></custom-block></script><script x="323" y="331"><custom-block s="Polygons w/ side #s up to 12"></custom-block></script></scripts></sprite><watcher scope="Sprite" s="getPenDown" style="normal" x="7.0208333333332575" y="7.020833333333336" color="0,161,120" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="1.9292100694442524" y="1.9292100694444443" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="0.9292100694442524" y="23.28055220111979" color="4,148,220"/></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"><comment x="0" y="0" w="90" collapsed="false">This block needs an input for how many branches the pinwheel will have. It will draw a line that&apos;s 100 steps long, go back the direction it came from 70 steps, turn 360/input degrees, and repeat all of this for the input amount of times.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="90" collapsed="false">Kyle Falls, Irene Liu</comment></block></script></block-definition><block-definition s="asterisk, spokes: %&apos;spokes&apos; spoke length: %&apos;length&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Kyle Falls, Irene Liu</comment><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"><block var="spokes"/><block var="length"/><block var="length"><comment w="90" collapsed="false">Irene Liu&#xD;the &quot;spokes&quot; or &quot;length&quot; is the parameter because they are names representing the input values</comment></block></custom-block></script></block-definition><block-definition s="polygon, branches: %&apos;branches&apos; side length %&apos;side length&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Kyle Falls, Irene Liu</comment><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"><block var="branches"/><block var="side length"/><l>0</l></custom-block></script></block-definition><block-definition s="polygon, sides: %&apos;sides&apos; exterior angle %&apos;angle&apos; side length %&apos;side length&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Kyle Falls, Irene Liu</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="side length"/></block><block s="turn"><block var="angle"/></block></script></block></script></block-definition><block-definition s="Take It Further" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>120</l></block><block s="setColor"><color>235,26,0,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>40</l><l>20</l></custom-block><block s="up"></block><block s="setColor"><color>255,254,250,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>60</l></block><block s="forward"><l>120</l></block><block s="setColor"><color>255,144,20,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>40</l><l>20</l></custom-block><block s="up"></block><block s="setColor"><color>255,254,250,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>120</l></block><block s="forward"><l>120</l></block><block s="setColor"><color>255,252,122,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>40</l><l>20</l></custom-block><block s="up"></block><block s="setColor"><color>255,254,250,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>180</l></block><block s="forward"><l>120</l></block><block s="setColor"><color>45,255,15,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>40</l><l>20</l></custom-block><block s="up"></block><block s="setColor"><color>255,254,250,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>240</l></block><block s="forward"><l>120</l></block><block s="setColor"><color>20,123,255,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>40</l><l>20</l></custom-block><block s="up"></block><block s="setColor"><color>255,254,250,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>300</l></block><block s="forward"><l>120</l></block><block s="setColor"><color>170,0,179,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>40</l><l>20</l></custom-block></script></block-definition><block-definition s="nest squares %&apos;squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>squares</l><l>1</l><block var="squares"/><script><custom-block s="polygon, branches: %s side length %s"><l>4</l><block s="reportProduct"><l>5</l><block var="squares"/></block></custom-block></script><comment w="90" collapsed="false">Irene Liu</comment></block></script></block-definition><block-definition s="nest polygons %&apos;polygons&apos; sides %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>polygons</l><l>1</l><block var="polygons"/><script><custom-block s="polygon, branches: %s side length %s"><block var="sides"/><block s="reportProduct"><l>10</l><block var="polygons"/></block></custom-block></script><comment w="90" collapsed="false">Irene Liu</comment></block></script></block-definition><block-definition s="sides" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="12 increasing polygons" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Irene Liu</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>polygons</l><l>1</l><l>12</l><script><custom-block s="polygon, branches: %s side length %s"><block var="polygons"/><l>50</l></custom-block></script></block></script></block-definition><block-definition s="Nest squares %&apos;squares&apos;" type="command" category="motion"><comment w="90" collapsed="false">Kyle Falls</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>squares</l><l>1</l><block var="squares"/><script><custom-block s="polygon, branches: %s side length %s"><l>4</l><block s="reportProduct"><l>10</l><block var="squares"/></block></custom-block></script></block></script></block-definition><block-definition s="Nest squares %&apos;squares&apos; sides %&apos;sides&apos;" type="command" category="motion"><comment w="90" collapsed="false">Kyle Falls</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>sides</l><l>3</l><l>14</l><script><block s="doFor"><l>squares</l><l>1</l><block var="squares"/><script><custom-block s="polygon, branches: %s side length %s"><block var="sides"/><block s="reportProduct"><l>40</l><block var="squares"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="Polygons w/ side #s up to 12" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>Polygons</l><l>3</l><l>14</l><script><custom-block s="polygon, branches: %s side length %s"><block var="Polygons"/><l>40</l></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>