<snapdata remixID="8890897"><project name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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u9JEv53v2PXE9wzAZzWco+CvNtbCNLPuzre/tBMCbiIgAuymbIgvriYwfC7VXHSwH9CZImrO8Rb1MZcobCGQneEOv1o267RLzVeKqPlesk+Q1e9SWItT1MyAmWYdtqKfela/XWEZ8b0yTfTGYp0JEv+MgnOASQoW9rPuBmjNa8NXsTalnxAoJQER4FLSlLF8S6CB+GUa/U1Q81JEv1dMoCHWHGRmubnXyroV1FIz01VYSzez7+pixsy3T4iemzTq2TTRy/Lt40w7HQgSXw7WkjSR75TCRoinj9dkzIy4DViYoXbhFmaU9Fx1KfyUMYTAWAIiwPJMCIGdEGgg8XEbfblCPZBh8Ntb2L+A18F6UpDEyDqu+W7+f8vOctPZ79HXywW/kadabGoegy0zUhz0SrnsjrUTJP6/wMtpol8qtQ+NrN7Pxhp5Pf1HRc3CfmaWZCNcqX2V8YSAISACLM+BENgOgRA9h4JakLtn15qXIrIkH1CNrJqtsYZfK5tNVKob7HvBXppiv8fzGcOpNiHiPzJXBk/k1flEfAsS/wmwe5roRyYyzvh9Hw6GmPZZsM/RqD6FXpgiesv4/aSFECgvARHg8vIWa64nEN8lhFqgsc9TudfNRrR2+gkRHz3LbTSvlYF765i6pJfp264KHG8cp/89xD93g7pnLIYO2cz+PU7bGz1+kMQlYJ+UJjoXVKZcthtJfMhGm3XiAzRqoQU39BN5tVz2xY4Q2BkBEWB5PoTAMIEQiU+Rfd2s/6SpmZdi3+2+qq1j7QyLzInWtg1U9t81ljmbuzTNrIfdDLSB+HyN3jtFy9nl8tNslgIu1thzB5j9QrnsjvkF4J1WbkZ8jjlPbDN0Q5r9XJ2rSnASm+UlIAJcXt5izYUE6okfaYF53VxnZr39RM0O3Td9GkiYe3lHZrpvM2IL+l4Le+lmZve6MKwduLS2LkTmGU3m1DSz/+a030Hi84ELzbGtNJG/O21vvPEbSOxqw2dVblb8pIVauJnIH8brJ/8uBJwgIALsBFUZ0xMEprFmylb0ArDPUAQu7WfW9aMdb6DnvzTKXGxvhHd1bsdy5t7N7PdnTwS4AydDxM/X6GPStJzuZBzDNxr9VMMP0kSNELvqEyJu7hg2M+ImsoU9NtxQuWphrkIjzpSJgAhwmUCLGXcRaCD+eZ0VX26fRGDe6PKG5lgLZC4G3Qg8YKOvrtSrU6eohUisBvsLKVo6nbARIvE1sM+z0R8bYPZfnbBRqjEbiM8xhT00fMCcJ7awb9jM7FWlGl/GEQI7IiACLM9GVRFoID5XZ3c321ts1LwBog+NADCvogOoi0z9YdBXpWj5lV/hhFjzacicmaKlo9Qxhkh8H+y5GWo/OtEqXqX2bWfj1fHMzACD54A2a8VdCm5IEb23nD6IreoiIAJcXfmu2mhDPL2bInO5hpNyxTQi28S1gfiBGi4C2hTqqn4i5riM7z8hEn/N1WEuXbwhegzX6SkmfxR2n1BN7MoloLumgT2z54mBrab29EQqdlUuDrHsdgIiwG7PkPg3YQLDa54LFNZ1KfS8kQIY9ST2UuiLVe4yhSvTRK4q5xGZCQc2wQFCJExt6F1TRM6Y4FCmtkYoxKbfgvVqisinJz6eO0YIsubk3O5p3m1eT2fghgGi69zhnXjhdQIiwF7PoPi/QwIhEieR2938MgQuTbHvY6bxVNZOHWTIzHgvBq6qpebKjczcWG0o61izdwD74RTRXScSex2rZgaw7gBreYrI1ycyllv7mjKiGtuUuzwH1O02gzcMsP8DbvVX/PIGARFgb+RJvCyAQB1PzQhQa2oeH6VgXj+R3+S6mzrEiYtU9kwqt9hsvWoLBz5XwNC+axoi/qgN5w0QfbCY4OpZ/W5z3zBwXYqWq4sZw0t9hnfOn5PbPY15dsylHEXVBvdS3OKrMwREgJ3hKqNWiECI+DdAL1Co7/aPuuaugcSXNNrMes3mmqv6iT5RIRddZTZEz9UaNqVpMbc8FfQJsvoyhXUh6C/6ecPajqCYzWYKfbqNvjtN9PxqWr4o6EGRxjskIAIsD4cvCISIfxfUKcBTFta8kduFhs+iXqRQqzLoq0bvevZF4BMMYriM5jdTROcUMlQDiS9qtNnU9mM3nvEtJJaJtX2+voHXf6TRx0HmghT75VUzfGI2pbdfCIgA+yWTVRtHfJcgXAOcYKF+20/kEoMiSPwyhX4fqM0QuDLFvsuqFtFOA9dWiES6lprd810HDxH/IdBqNq/Jm4Qc3AbiH9Zg6obfkSL6VXnWhEA+BESA86EkbVxJIEj8A+TEd2mamgtHLps35QY1+hHglhTRb7jSeRc5FSJxl0L/qp/o73bu1ovBIOlbwFZpGs6CPdIuCqPiruTWhzPXgjpMoc7vJ9JdcafEAVcTEAF2dXrEue0TeGPWa+oMp4n+cXS7IInfW/BkP5FLheD4BELEv6LQ+/fT8rkdtR4+K22u9OtOEb1w/FGrt0WInjNAmdnwjSmi36xeEhL5eAREgMcjJP/uKgI7mvWOOBmi5+ugOlJET3CV4y52xogr8Md+orO252aIHnM+2tRMvrSfyE9dHIprXBt+C/Mj0FEL6/zNRDxdP9w1YH3miAiwzxLq33B2Pus1cQ/X9P1jAPXOTUQS/mVR+sgaiK8BPvDGmu7z9SG2nAvqc6BfNPcbp4heWXrL/h5x+IrLa836cJqoORonHyGwjYAIsDwMricw3qw3F4C5Zm/oEbCuSDHrdtcH5TIHG+j5hUY9VQOLh3Kie66ZFVvYv9jM7Ptc5q6n3KknvqfKbdB6G9jnl+MaSE8BqmJnRYCrOPnuD33brNdcB3jB2LXe0f6HSPwS2JQi8mX3x+U+DxvouVRnhZfJoK6vQf/iNaJmViyfEhEI0vM5lVsbvlyKd5QIqseHEQH2eAL96n5+s95c9EHWnKuwP5UieqRfeTgR12Seb8qw9atgH6lhLwUzUjRO9e4lCk5QKu2YdfTsW4P6kYZGMxtOMTtbHlU+1UlABLg68+7iqPOf9ebEN36Ygkc0HJ4m+qiLA3OFa3U8vU8N9qkabYqWtGpYrFAPpYj8IER8BfDdFNGlrnDWx04MV2b7EaiLUkTMuWr5VCEBEeAqTLpbQy5k1jsSQ4j4QxrrV2lmXe/WuCrtVwOJd2j0qRpOUTAb1GKFfVc/g4vhwK0j/gXpuVTB5BQtX6u0z9Vgv5G1+9kMmRuptEXN+ZuZuaoa4pYY3yAgAixPgwsIdNcF2dPMAsZd6x3tbIjEj82apZ+uvytVMuqJHxWAUzScCqpRo+9SsHhnF8ybPlb2UoXoYaXyQ8YZn0CIhKmnfZVCn99PS1XcRT0+lepoIQJcHXl2bZTFzHpNMCHWnAH2t1LUHD5SAcu1QZbJsRDxEzTqFIV9KlibQd9lw+JCbjoKEX81g3XEFmZV9S1RZUrZNjMhVh8C1o8UbB5Cn7+FlqfL7YPYKz8BEeDyMxeLWQJr64IMFTzrNT0nk4hk0H9XuXOrZt2ySj9PTGqg7hTzehn0qQpWa7hLoRb3E/lXMVBCJG7X8ESayHeK6S99JkYgd5sXZkf6V9JEFk5sNOntdgIiwG7PkA/9K3bWO4IiRPxe0J0pWr7vQzw7DamZVY1p1JfAOlxlXy/TrVB3DWEt3sK+z06UR04A1CEpIh+f6FjSvzgCQda8C2xzXOklDecPEF1X3EjSy+0ERIDdniFf+Vf8rHcEQwOJy204IE3kdF+h2UkwRnQHUB9SBE7T6A8p9B9seDRA5rrN7J8sJYcgq/ZQBJ5MEZ1aynFlrMIJNBCfr1HmXPv5KSK/KnwE6eF2AiLAbs+QT/zLzXrVD0HfO/rmokLCayD+eQ2XKNTh/UReLaSv19puT3Q16g/1ZBb1st9mJ+NpIP4gqEv6iXQ5aUfGHp9AI4n32tkqWnZcYZkblnz93I9PxF8tRID9lU8XRjPxWe9IUCESvwH7lRQtvqx2Vc/qtyusz1joQ3V2xqv+oNFlEd3RD05u5qWDKVq+7sIHqipdChH/LvAZ0OenaJFSqz55CkSAfZJIN4YRJLEA9L+bQv7FznpHxxUivlEzuH+aA15yY7zF+NRAz3FgnaDhBNCzQJn17X/Uk7nO6ZnujvytJ36khfpFisghxcQkfZwh0ECiVaPNDUuPTiLwlQ3Mes0ZSzJquQiIAJeLdJXZGa57+32N+nGayLyJhh+ip0NhXdZP5L0THavS/YPE/1Oh2kGfAGqNwr7X/JLST8vKSvv2xtuG+AsB1By5VcotGXnDjxDxHwAfU3B+P9Hfuc9D8ShfAiLA+ZKSdnkTaCCxQKNPB31mipZ/5N1xJw3NDx0Nm9JEF5RivEqO0UD8AeDRDPZ3B5j9QiV92ZHtEPGbFPy9n+jP3OhftfsUInES6GsUamU/u5wPew1UOxMvxi8CvC1ruibE2rAiE1YEwhnsMOiwgvdqbFcVJVCoqHFbo+PjPXSmrWmXZvb88dqW4t/ND27Qe1roMzYzu7cUY5oxQsT/ZWOfPcDsv5ZqzEqMY3Zxg27vJ3p0Jezna7OBxMc09lkpWsxRJ/m4koAOBFnzIwt9so2+PU3Lpa50U5zaIQGfCvCLwXrSYYtAGOywYqgZrLCdE9QwqDDZ7zqsUcN/Z24nwRzpSGp00kIldfbPTAG1CjJDbnmOChNga465UD1Fy5lO+t/I6mYby2wOWZcienYpbTWyarZNYFmK6N6lHLcSY+VmvyrWT8TVPyyn8ujUQRpeTREJgRqsBCuxmR+BID2XKzjPInDUZmb15NdLWrmBgOsFeAqPT9MEw4NZITUCamXFU6HGCKoeFtWsuJr5YVZMQSXNn42Y5kQ19/caK6nJJGuxkora5Gvss8ENCcnPB107lWdCr7M1VEtNUKN3tbGNOL0d9B5gHaZhs0JPAnWoRg8oeMDMhDX0DjD7p/nZya9ViJ5DgdsV1u/6S7DeO9ZqiJ4vK9SB/UTPyc8jd7bK7WTVH0rRsr87PXyzVyHiMQ3Xpoku9oK/1exjiPj5Cj7aT/SoaubgtdgrKMAP19Yz+XALzB2ubzezUjM7zc1SR2aoZpbKZiOeKiucRkxzoqqxs4I68meNStpsTW5hWi/skZ5oIswPS4297aaYiY43ur/CqtPoqQplih20AJNGCWYtUKvRkxQq++fcV1ZMa0FNMi+fAXt4TGv4++vAFiAFSg//0rFFod4G2tQFftwcLQFrt3QJX38GWXOywr5do7+epuUXpeQ0MlaI+D0K64Z+Zv2fE+OXa8wgq+crmJVi9ifKZXMidkIkvqbR+6SJfnEi40jf8hBoIPHz3PGx6CfLY1GsTJRAmQQ4J7YB1OHA4ebuVvMdeMTc5Qq8asPTRkwDwzNTTSCZYqYR2LK++m0g/mHgAo2eBvphDWuKh5ydrUeAqQqM2E7Vue8o2Ejuy/zXENgvaNRW0IMKPQjWVp39zmDu79hqowYt1K6mDKNCvagIvFRL5qU+opvy8TFX3CGwqZ7M5FIccXljp7N1RppZd+fjQ+FtXgyGSKVShEKl+MWqcPul6xGi5zYzmtPLAaXyOMTTB2syv08Tze45kI/7CYRIdGrollre7s/VsA6U2tFxxfaRDPqRATY9Ake4Zm1pRHiHaVxTzPb+Rta0ZLCPU3AcuS/zWanRz2msvyv0MzVsfXYTB/aVmnq+4zWQ+D9T3CFF9JZ8+2yvXQM9l2vUv5Vyp/P27az5N4392RTR903EXzf0DdFjLo5Y5xUBNsyCxOOKwOkp9n3cDQzFh50TqCexl4X+s4IL+4n+r/ByN4EJzoC9KbajUxIifqJCXwvKrAEXJLw7FlxWBrBWunFDRIjV/2FqCvcT+bdiH02ndjpvX4DjCzX6iRQt5u5fT36GN6hdBeoEjf0rL+1WDRL/qUI/V40XX3jyYQMaSLSZ+59BH12qY4BeZeF2vwsW4BCJ/wB9BjB9zGtkV85sx0tAkJ6TzW0yoM065jjHeswrZf1uE7tCTRse+1kzwwX1LNglLYyfe0WR/5Gj8WLNjTInZcoAACAASURBVGdNAsyVZ98rdI1bEajX2B9WsEmj73TCv7ExKKyvaLhFoZvMv42fozePMJbfm/9bZdK0XJ4Pt2LbBImfreAq0L/0YmnHIHFzzeFXUkTbi2Ug/cpPIEjPuQp1borXjoYjJrwnpvwRVIfFggU4t5FEnWrDeW57jVxsykxM2++bFdx9FMrsMN5nuM0GDaYg+t+cENy3ClBpBXhYND9mXoVq9J/zZxbYTWWLa/Ckxl4+0q/UvyCM8cfURv6Axv55sXZ2JMDDm9sOcmpHciOr99MErrShOQAXbSZSAOv8s+J8S10bIpGqpX/XjRw2vGfBeatiYeIEQsR/qGHvNNGPTHw0GcEJAkUIcM+lFpxhXtlqeChD5idb2G+tE86Va0wzC8686y/nWM/NeMZ6ZTfAekeuLm/2s1Lj3lfKxTAKEp+nUPuniJg6zeN+yrHTeXtO5PxkcoroV8d1sogGTp3JDdHzdVBm1nuRH17dhuhZrLBu7SdyRxGYpUsFCYSIL1bweD/RSyrohpjeAYGCBXhknAZ6vqRR7wHVBnqjhi4Lq6sGq2sjMz31m3Ldob/+rP22F76op702gyE1aL2wz0t267KbBud23U7Hq6/47ekxt+5YWI+niA6fmd5xhOXZ6bx9+w0k/qyxv52ipdOJHDTQc4V5fktVlcpcHZdBX2Vlj83ZF21m9ion/C73mA3Ev6DhnaUusFLuOKrRXiPrwjYDpvjLd1NEbq5GBm6OuWgBHh1UkPhhKivEdpv5gaZQj4DdDVaX5+4U7Zx2MKhWlJoLtKLN8SjdTcDqBrWc1vX9bk5ovr6FSPxVYX91ZxcA5Go62+ZY1hnl3swR5Mm3KWqfcvpieDMLNm84UkQvzpfd9tqFSJgZ79kaLk4TvXEiY7mt72QSkQx6RYro293mm/gzPoF64kdZ8IANRw8QfXD8HtKiXARKIsBjnTW78IbFuDV35ld3GTHW6K400UfLFVxJ7MSajs6KsU0rirmgH0RZ3dgsp6O3uyQ2KjBIA4krTC2Pflq+tX1BMTWd2dPCLmlN53xDDZI4R0FbisjH8+1TTLsgcbP+f2aadQdBqylkksfnt4FGDo5ksCIW6jSNPhbUn63crLdk9a/zcKRsTUIkHrPRnxsg+lDZjIqhkhHIbZ7lEou6ozezZ8k3i5bM0SobyBEBHs3QlJLMEGq1sdvMD1Sy1Z90lzksbpPp8tT68cPUsrFpbm6GbMSYw0B1o7XZlNRNR/JvXnl+zD20GusHKSJmV/e2T+7IjLodVMlrOhfCJkT8e8AuKaIXFNKvmLZB4tkbf9JEv/BGf201sjpqRFZBRKOGvzPyPaEgocF8/0uK6K3F2PZKnxA931eodD/Rslzq4RUuXvLTLLloODRFyyle8tvPvjouwGPh1bFqpkXAiHHr2PXjAKnu1zjYOzWZu6dOxQ7kxFhn4zFlH5ej6CZAN3OST7n54QkRT9rYB49ciZer6axuU6jfO1HTuRAWQeLXWfDPfqI/L6RfcW3X1gUZfErBE6ACmu2JrM6KbQA7sZnZcVAjpUCLM+mxXrm3Wvo7UmvYY4kb426I+G+HL0xx/Bdbb5Mqj/dlF+CxYflq/bi7aU9Qc8mY19XazJQD2ZmxZjna7ub4Da661jBE3FRmeiRF9PwgPQsU6stO1nQu5JEOEb8N9N0pWswNS45/gsQ/oNAz3xDZxxPw0Yzjhj1kIER8oyZzQJr9XvSQ2+Lqmwg8HAwx5QGFdX0/s64XOJUlUHEBHht+7jdtM5vUbZ5fP14a3o8aNTc3Q9atwPqcGOtuMkPdnLSpYiUpDfcg8Z+Ys8x1WNe8jn7MFLxI0zKvso9kznqIxF3m/G+aFodqTLshSm/5ECLxG3P+PUXkh97yXLwdTSDE04dA5kGwT00xOyZ0KkfAdQI8GsVU1k4dwm7zxfqxCayr+Z3ZV9XaHllH/ld2hqx0N1v6lvN+zI1GZfuMFCBRBPYB3ZciemHZjI9jKEjivgDqG5uZdb9bfKp2PxpYPV9j7ZUi+plqZ+H1+BuIf0TDD23UeweIPO/1eLzqv6sFeCxUX60fm+DubZ5DYFiMc5c3mF3V3dj2co7f4LjwDAvwoSr3Q/WdbnqIQyQeB3Vmiln/dJNf1ezL8HLR/6SIHFTNHPwSe5DEJQrdJmVGK5dRTwnwWExvXT82Vxtqb54/XrxHkNDgXHQmdwZZM3t4drwcFeimdf0/Sv2YhOgxl1Cca6Ha3VYqMUT82QzWsVuY5ap181LnwGvjhYj31zCwl6c2S3oNchn9DRG/Obe7PfL5MpoVU8MEPC3AY7PYwKo2sMxRJ++fP165+3SGtraihwuCKKbkjjtZ3VjKCHJiok9xiMQq0C+48Tdgs+FnEtY+G5j12kTjlP6lIxAi3gVclSK6tHSjykiVJNBA/EGN/b8pZl9TST+q0bavBHh0Ane0fgz8SzN4c5oDXvJUwpdOmUlNILd2nN2kxpbh2X43gyznpN6C4gkRv0CjvwD6ljSzXXe2M0Rcp4j69vn01LM3ytkQ8Ss1OuX0LVJe5eNFv821qjaZBzX6G2lmL/RiDF71uWp+wOXWj60zVe6ihfdp+BfoJeYrzWzPFNDY9qAtm3YQlpXbYZ3bNf4s2sqdQZ5EN8f0bt7RQxkkfriChzQsBLvXbQI8jTVTtmI/63QZSq/+T1tJvxtJfMhGn50iemol/RDbpSUQIvFj0OEU0bNKO7KMtjMCVSPAYyGEWNMB+iQjxuYOa4VekkEvGSC5JFsy1Wuf7qYjyWyr0GXWkf+yrULXfcnlzGdb4Ygg8fstuE2jjzFhpmg5003h1rFm7wD2fSmiI1dAusm9qvZl+CIPc3bcXBsmH58QqKNn3wDK/D8n9b7LmNOqFeDRjBtZu5/N0EmAEWMjzEsULLEYWrKJA+JlzEdpTP2WAE3hkXKZpkLXO7NirOgOfvq2/dRzkXpTYzlEz21uFOAQaw4C+7YU0YNLA0RGKSWBED1rLQInbmZWTynHlbEqSyBEzyqo+ViKfR+rrCfVY10EeEyup/NEwwCTTtK5mbER5V6wsoLcT8Sbly8smzaFgDW35q4PfnLS/zvv1IEbz+jX4WRsl29eHbSen7F24IW2UTWQK//wN7LmmAz6e2kix1beG/HgrW+PTEEOfZff619XW+Yb6Pm5Rq1OEb222mKvVLwiwOOQryd+ZACGBVlFgCXmKyfI0fWVSlzhdnWNOVurYH7//UfdzxZaJ119yQV6at/MwXOu25yt0GXWj8l0077x2cLHL12PIGtOVujPp4hI0fjSYS3ZSLkNfGpGmsh/lWxQGajiBBqIf9TcDNZP9IMVd6ZKHBABLiDR9cT3VNlZsX6fQpnZ8cNGjDUscfs1i+ZyAxNqmuh5IyGPVMJKd773dixTLtM2r6vNHch9WMMVuhhcTuvmsl6xF6LnDFAnp4i6am26gEfF100bWX2Mjfphipb3+DrQKguugfh0DWtSRCdXWegVC1cEeALoQyROAvt9oE5SUGMPz47TRO4BNTSBoUva1fxmq2F+isjBo/3aJsBjjyHFmg8fVS7T7LJ+KreGrLuxpnTT+kye9+YWF0YD8c/bcNDoXxaKG0l6OUPgiUkhJr2eYusucOBWZ2zIqJUgECL+NwvrfCkBWx76IsAl4txA4h16WIyBY8wrajM7HqLmni3MfKZEZgoeJsQ/d4O6x8A6K8WsztED7FCAx1rpnH4sDFfoyp1BHr4DOdBNx/r7CnZqnA4h4hcTSu+WSh1yfqnHlvFKQyBEz18s9IWbme14ydTSeCyj5EPA3PussTaniVyeT3tpMzECIsAT47fd3qYIyCCD2Znx8EaudUaQFdY95f7N0txgo7AT/bR8a6yzeQvw6I7dM+qwX2tFWcN3ILN/dv3YVOcy39t7H5kw0q6m80k3zOSU52SNccIwnRnA3KSlYG2KqFRPcgZxRUYNknifQn8tRdTcSicfhwmIADsM2AzfyOpjNdZJOreres/cRi69pJbaezYyc6NTLgy/yj0zTTR73rckAjx2kO7GZjK1b1ToUjRlK3SZoiBmptzRW/hRla6m09HqDNqTpzvFRsadGIEQcVOw4ZQU0Y9PbCTp7S4Ca+tCDA2kqKmHmY4uNbkr7sp4IwJcZu51rJ1Rw1D2iNOwIN+fO3ds3dNPxFxPWJJPAz37a5S54/fINNHtzkqLmgGP511s6j4QyJ1BNlcvwiBaLSdAN7XZCl3jX+YeC78bzc/oSL5rPHPy75UhkCtfaC9JEd23Mh6IVacImHrfGnV1bi+LfJwkIALsJN1xx9Y15pWPEWMrJ8hDufKY1j0pImYNuehPiJ5loO7Z2SvCshTi6Go6cPh2p1ZsTIWudbkZMsvRdjfHb3jrZQvd03cnYz9GR1KqLRX9BDjfMUT8FRv78AFmv+C8NbFQLgJBei5VWI0pIl8vl81qtSMC7KLM565XzL6mNl9H6KwYq3vMMacBouvydTV3z6f9nhQtH9hZn7II8FgHlobfQ83w7Nhcu4j+e25TF8vpS3bzUTLZLrHwAPX1TRy9zntlQfNNlMfbhYgvtlA3bSbyB4+HIu6PImAK4djYP0oRlTdQDj8ZIsAOAy52+OEzeSNibM4eJxTqnkxOjB/a0biNJN5ro/+UYeiQLey/093XjryCLiTg+VgcG85dJpG9A1mbc6XdKJZj83ksdTxtvasLGVLalo9AbqZEKEXLxeWzKpbKQSBEfJOCWd4qNlQOMqW1IQJcWp6OjdZAwtxxPCzIdnOuGpe6p56tS9ZzYP+I4RDxv4P+SYqWX43nTMUFeKyD9zc3shVTCGQuSv8nGvN8LsuKsm0v5/gN/xwvJvn38hEIET8RuEh2zJaPebksNRC/E7itn+hvy2WzGu2IAHsw65NZE7XJDG/iyh51Mud77wF9CFikiHw6n7BcJ8CjnY6Fb0Krf6F4CYYrdEFdToz1ciZlupnz2tp84pQ2zhCYwuPThqh/PkW0wRkLMmqlCISIf0WhZvcT+XylfKgGuyLAns/yA/X1hE+yaoe+yOCk44AEqLtBLRlbeGNsqO4W4Ob5WX/be3Pfzad7egRbt2YFOfvKGrOBK1ehq2ZSN8e97KHa3J5/8LIBhEj8U6P/w+2lWP1Bu3xRhHj6EBi6I0XLfuWzWn2WRID9kvNY+L9r/+cz9bU3f2ZhrgBItjzmO8wmLtDP2Ki/KPQzNWx9dhMH9pmwXS3AXU1no9UxtCfP3mGK7p1+KIHM6DPIq3MlMwPdpGqXc+qLab+k161xhIjfaGM9PsCsH7vVR/GrOAIh4i9k0MduoeXp4kaQXuMREAEej5BX/j0WXoxSN9DW+8cRl4M8+TaLun/T2FGFnqHRM0CNXHL/DOh6DRsV6g4b+xmF9SaBrmjonU3Ho9RFtCc78vaja9p70ZY5ezzytTJ75ElZy2nrXZH3ONIwbwINJK7Q6LoU0a/m3UkaeoJAiHg36MdTtHzZEw570Ek1MgvyoO8Vd1mhosYJjY6XzxlLb8/W4Edv+0LgwWN/Zz2/9yvj+aKhXqGnKtR7dW5dtVfBVN74MkOYCl0bjUBb2Nf2M/uO8cYt6b93Nc/G1ovpSLYUNe6f2IW6prlolSsKYnMQ1nCFLnPtYluvOf4knwkSGK6IdVKKqKmMJR8fEQjS89+g+9JjL2vxUYyVDkUEeAIZeEOAVeHlFou2a2/3rcXgWb+8pPZ3Z36fLZMG8x1aYc3J/QJhv2l2qFHDAm1NMaKs0T9J03J3vuOWpN0De9YzMNBHe7K+JOMtmdxEoKYVy5w9zs6Qp4PKlcsc0ss5MbmqJHaqbJAQPR1gXZwikv+biipj5NVwXb1E5VWoY/yWV9B+SGR3055k1F/pSO5RSDiu/x+sM/wKAesQWte/XEhcebVdNm1vAtsulGhFaxtU7gyymSm39uVd+CQvez5t1MCT79DU3pEieqBPQ6zasFz/88EHmREB9kESWT79WDL6e7T3bvfShR2F6Pr/wTrDf0PxBdqTf3U8TSvC+5PJnkFuhWyFrpcwr6qzNz1lumnd6NilGY7H5qCBRtaFbdI9KVrCDpqRoStAwPU/HyrApNQmRYBLTbQS43WGP4minfbkfxRiftJH5t9m2m/93/lnFtKvbG1j4d+j9a/p6Ptd2WyOGOoMmzJ8ueNOmKNPPJoVY7Opa2rfco4g71f9Zfe9zAZDxF9PwWSIvl5m02LOQQIiwA7CHR5aBNh5xs5b6Gy+LGuko/fbhRizfjwnK8D2l1e4VICbf4TCpq33wkLicqRtZ3MrlqlhnS0KclRuZmxmyHo57X0POGLTI4OGiD+bYWjOeKVPPRKOuDlMQATY+UdBBNh5xs5biIX/B02MjuTNBRlb1pQrcnF83xvFLgoawOHGnc3noPQptCd3eqmEw168dfju6Q1k9NxtFboU5kq+nBibGXLHhsfL7lMFDYbo+YuN+vLOapRX0D0xXSQBEeAiwRXQTQS4AFiubRprvh+tvkHH+vsK8tHtAvwEk3g5/Bo6MIOOV8c9XlVQ7KVs3LnrbjkxHq7QZQpEmRmybV3GCevLeEStlEHlP5apG2xj/zLN7EX595KWbicgAux8hkSAnWfsvIXO8IsE9LsL3rnrdgE25DrDN6N4mPbkT5wHWSILsV1nYQ3NpbXvxhKN6OphGkhcb2P/I03L9a52VJwriIAIcEG4imosAlwUNhd1WrpbiJqh3qLOy3pBgLuaT8bmYjp6j3URdXFlFIEG4tkljH6i7lzKkGwVRUAEuChsBXUSAS4IlwsbL5t2EJb1G9qThZ/D9IIAG+Sx8AvYdHB88ikXZqDqXQrSc66FdWg/kXOrHoaPAIgAO59MEWDnGTtroav5A2j9WdqTpxZsyCsC3Bm+Fkv30da3oOAYpYPjBIIkTrPQn+oneprjxsRA2QiIADuPWgTYecbOWog1L0Tr3ekoYqewVwQ41nQ0qIW0J9/hLEwZvRgC9cSPtNA/TtHynmL6Sx93EhABdj4vIsDOM3bWghFRperpSF5UsCGvCHDuNfS/QJ9T7WduC85xGTrU8dSMADUrUkRHbtoqg1Ux4TQBEWCnCYMIsPOMnbUwERGdSF9no3rr6F1N89DWNNp7zy+3abE3HoH4LiHYlCK6y3gt5d+9Q0AE2PlciQA7z9hZCxMR0Yn0dTaqt46+LLw/Fp20J99ebtNib3wCIXqSFsGWzeyZHL+1tPACgfp9ll6tnp2RkusIncuWCLBzbMsz8kREdCJ9yxPdm610Nt+H5kqO7y3v1YiViNVjNkPEn1Dw0X6iT3jMdXF3BwTU/3v33dar05/PfPNu2d3u0FMiAuwQ2LINOxERXRa+DvSrri1FORZiLPwlNEfQkfxk2fiKobwIhIjHQH8vRUtnXh2kkfsJxMLLyXA5JyRj7nfWmx6KAHszb294PREBNiUs4a+0917gCQx3T9+dOnstuyencCBbPeFzlTgZIn4rsCRF1HyXjx8IxMKvMqgO4aTel/wQjhtjEAF2Y1YK8alYAZ6PxbHhfqxd9qb1xd5CTFa0bSz8R1A9tPd+taJ+iPE3EZj0oSv+j7qBDVt//Z3PCBofEOievju2/TjtyV19EI1rQxABdm1q8nSsWAGONZ8K+iu0J9vztOSOZp3Tv4yyL6fGmsOc9Y+6wynxgsV7fZe61FbPLGdIynZOIBZuA+bRnpwrqJwjIALsHNvyjFysAHc1mcL5PbT1XVMeR0toJdb8WdAXYllzaV3/cglHlqGKJVDsc1isPennLIFY+IvAAbQnz3PWUHWPLgLs9fwX+4MvFn4epTpo613tSQTmXLCtWulItnrSf785Xexz6DcOfoknZjZo8iTtyZ/6JSQ3xiEC7MasFOJTMT/4sqUduY72vkMLMeW6tmYWr1Uj7ckzXedbtTlUzHNYbYy8FK/ZAQ0LaE92ecltr/kqAuy1jI31t5gffF3h72ADHclLvB4+2U1ZejXtfV/zfCxeDqCY59DL8frdd7MD2rIOliUeZxMtAuwsX+dHL+YHX6z5H2Cf54u6yrn7kFeg9e10eHA92/knpDwWinkOy+OZWCmUwJLmt1GrH5Md0IWCK7y9CHDhzNzVo9AffF3Ns9HalHTcy12BTMCbe6dHCdjL0epCOnp/M4GRpGuxBAp9Dou1I/2cJ3BvuJ0Al8oOaOdRiwA7z9hZC7HwbVkD+a6DdjVfAHYLbX3+Ki8Xm34c2CvAmkP7+pXOQpfR30JABNg/D0Vn+JcoBmQHtPMpFQF2nrGzFgoV4Fg4Bupa2nsXO+tYBUbvbP44Sv8Qy5pD6/pEBTyoXpMiwN7O/QN71pNKn4ulPge8iOa/6Ugu8nZQ7vdeBNj9Odq5h4X84Oveoxn79ee4L9nA/Ow2LP99OpsuQKkzGKqZw4mvpPwXoEsjKuQ5dGkIVelWbNdZqKHPodW5KP6Ibf2CjvX3VSWLCgQtAlwB6CU1WcgPvq7mr6H1u2lPfqSkPrhtsFjT1aBm0578gNtc860/hTyHvoXgocA6px+LZX8OzQdQ+np0zS9of3WNhyLwhasiwF5PYyE/+GLh/0HpBG19C7we9rj+m1fzSm/23Vr3uIFXqEEhz2GFXBSzQCxsjh6a8rN7YOtfEApez9HrBoRNZQiIAFeGe+msFvKDLxZ+Bq1OoKO3p3QOuHikznA3lu6uil84Kp2GQp7DSvtajfa7p0ewM5ej1Duw9VI6+uQyExc8ByLALkjChFzI9wdfZ3MLSt9Le3LGhOx5qXPuRpfloH5Ie+8NXnLdc77m+xx6LjAfOBwLfwu4HLJHi67wQUS+CUEE2OupzPcHX6zpP0EdR3vyP7weckH+r5h+GEP2CjQ/8UXlr4KCL2PjfJ/DMrpU1aY6my9F2QeAOgr0g1iBS+VkgPueCBFg9+WkMI/y/cFn1n/RK2nv+3+FGfBB667mBWh9MuiX0VxBR9+DPojKXSHk+xy6y2v/ehMLP4XW/0Sp1bQnL/VvoN6OTATY2/mDfH/wVdv67/by2hU+D5tvYak/oYauoHXjM15Pv2v8z/c5dI3DPnaks+nDWOoK2pL7+ThKX4QmAuz1NJoffJaqoz158Q5Dqcb13x3BiEd24bkNZk3MfF3B69Ou4P2J173+GFTc/2VN5l7pTRzfN7/ivlS7A8uaT0bpa1CsQ+sr6ehbVu1I3Bq/CLBbM5OvX51NN2Cp6bQlT9uxAIe/i2LPqlv/3RnD7qkzyNR8C0u/H5vv0JH8Wb7Ipd12CHSGlwBr6Eh+Qfi4hEAs/CngImAVlr6K1r6HXOKZuDFMQATY649CLPwhNJ+kY6cCvASlltDee63Xwy25/51NR6HMbFjtjuI7tCX/r+Q2qmHAWPjvKM6jLfmXagjXUzHGwl8aFuIulL6Ktr4nPOW/j51VxML/Alai1UomsYLjel/ycbz+Cy27yzfzS9r7Dt1ucJ1NB6BUjPbk2/wXfAkjMr/IZF9Ly0atgqk+TC2vhbcyJTmJIxgsuL90cJ7AbwnQHL4IzcVobqFWX8mcvuedNywWdkZA0dX8TrCPQ6vjAPP1AoqV2R2zA4GVnLz+ZUHoYgJLJjdRW7uG9uS07Qtw+CoUeqdrxC4Or+yumY1aWSGWjVp5s+8KvwfNdbQn35l3H2lYGQLdU6diB8x+EfNq+kqszFW0btxYGWfE6ltfQXeG35U9L6r0sCCrZ7NirPVKMrUrOfGVVwWbywjEwhsYHJzFSZv63uJZLPwSWrfT0feky7x2rzt/iuzCLqM2au097QqislFrhwmLhT8P6nDaez/r3qSKZ28isGza3ijrIhSfQHElvcmr+CgZoVReAuOvAS8NvwdLHYc1LMhaP41SK7KzZLV1Ja2be8vrslh7C4GupkcJBM5mzvpH3/RvseYfoPU76EieJNSKIGA2aumab2Hr92NhjnVcV8Qo/u8Sa74B9CO0J3/u/2B9FmFX04FoZWbDbcBVtCd/4rMIXR3O+AI81v3upiOx1Rwwgpx9bd2TE2S9ktcHV253FuZqBD5wrjO8CMXNtCf/sC2a7hl16M3/BLWQtt6rfRBl5UJ400YttRzVexGtDFXOIZdZlg1YLktIEe7kfq4bITZnh40Q/6qIUaRLgQQKF+CxBmJNR2eFWI+IMk9mX1lb1grU0EpZXygwI8U0j4WvBRV60yvAzvDPsMzvtXIspBik2+0Ta/4q6DlAK5o7UPoO2vvuLdn4XhxINmB5MWs79rmz6XiUMmvEjWh1H1vty3h/3yZ/BemeaCYuwGNjWTbtGAJWbv1YY35YPZ4VZKyVhOwVHCnJLHn6u6d/DNv+DUqdQlvv3XQ2L8DS/4lq3JfWZ7aU3F61D3h/8x5ssT+OUh9DqelofQcZ6w5OWP+PqkMjG7D8mfLOpgtQ6hjgg8BdoBcxKbOIY1/b4M+AKxNV6QX4LTPk6cdld1mPCLLFI9ljTxm1kjQr+WDv5sqE7jOrXc0no/VdwO1o9gBt0dFnfgGSj5MEuqcfim0bIf4YWr+anRUPGTHufdFJs64ZO9a8EFCyAcs1GSmtI0t3CxHInIYyQqxPQ+t7USzCqltE64uy/2eCtJ0X4NEOzsfivc3HoezjUGandXaW/LesIGOvZGiS2WWdmmBM1dt9WfN8sMFSUWwV5/heKQtYzqch1nQC2syK+RiabuAOAsnf+HK92NQbVuqCLF6tfkZH723lRC22KkDA7CvJ9J+Gsj8I6jSUWo7NIrAW0fHqKxXwyPMmyyvAY3GZw+Hh8JzcZq7hXdZKPZh7Za1XUhdcydHrBjxPWQKoLgLd1JAJfxwwYuyv9eI3Ca++ho6+31VXciXaLIHs2n+TEeEPojFlcB/IzownqUUcUyVvf0rwKFRWgMcGYJK6KZzbXa2zm12MMN8PakX2HPLWppVSOL8EWZchykfg3uY9qLE/Bsp87ZpdL7asO2j12HqxCG/5nhmvWTJvNo8LGxEeNvvfTwAAGItJREFUEeOHgUXU6EVSbWvnyXSXAI/11RREmNSXe11tBDm3KSBXNtPSK5icXCml77z2f2sV+3vv9EMJbFsvXp8V4zrrN66eMYjwVvEDW2Toy8IfxMpu3jKibDbhLsKyF8n1n2/l6W4BHuvvA3vWsyU9fP44K8pH5daPVe6VdTK5Qqq5FPk/jXQrL4HR68XQjVJxsB9Csw5br+PPG9Yx3yzoV+gjwlsh8D4zm90caoTYPg1lrcq+pn5d3clJ6xM+i7SocLwlwGNDNDv0arYeB8PHnhTvQpsZsimdaa3kz70rK/pDrKiUSKeqImDWi+2mT4O1P7AnWu+VvTrS/BlznyvrUMoUzV+Hstdt+zsj0h0bns/W+S7lR4S3lDRlrNEEuptOyoqxVmZm/DRwJ0otoq13dbWC8rYAj83anc2NBMnVsbY4DpvDUazIzZKtlbSvX1mtiZa4PUZAo+ictheW2jMnyFZOlG29V/b7aJGG50GtA12LzSrQrxccrVKzUBwBbEDL5qqC+UmHwgiYgh/ZndTZ19TmF807s6+qq6xmvb8EeOwj8FDTZFLWnNw55GzZzIO3CbKyV9K64f7CnhppLQRcRCB7rG/anttE2rZOQGdnycV9lJpER/KbxXWWXkKgSAKxsKlDfVp2dmzxKra+E60XcfyGfxY5ome6+VuAx6bBXMWla47DtoePPnFAdv1Y6RXZNeT2vgc8kzlxVAgIASHgNwJdzXNya8b6NJTeiLbuxFKLPHdqIM+8VJcAj4Vi7tKtqT0ue9tT7thTS+4M8vAu69a+h/LkKM2EgBAQAkKglAS6px2DbdaLs2vGph7EouE147+X0kwlx6puAX7LDLmxGT3JVOcaOfa0b3b9WKmVDOqVnJj8SyWTJbaFgBAQAlVJwNxIlhNi82XuLTY3wC2iPflXL/MQAd5Z9pbutiuBwdw55Fy1rn22nUM2M+WOpCmjKR8hIASEgBAoF4FY+N3Z19SmPrWmBotF2NkNXA+Wy4VS2REBLoTk3dN3pz4zXKnLVOni7bkZ8vBtT229vnk1UggWaSsEhIAQqAiBruZ35ipwaTMzDuaKfuhFXtlgKwI8kadmZfPb2Mqc7LGnbNlMdgdyZTN1YCXHr390IsNLXyEgBISAEMiTQLbSnNm8ZX8QraaCyr2mbus1R1Fd+REBLmVaYuG35+pY26ZsphHk5mxhEHMWWQVW0vbqY6U0J2MJASEgBITAdggsm3YQlpUrh6nZNSvEZt24PdnlJl4iwE5mY0XTXtjW6GNP5reyXNnMGnsFc/x/zs1JvDK2EBACQmBcAp1NB2Btu7XJFLHJvaae27ds3L4ONxABdhjwm4aPTd0HAqNve2rYJsgZeyUnbvhXOd0RW0JACAiBqiLQ1Twb9MitTfui9CK0vpP2DfdUgoMIcCWoj9hcOmUmgZpc2Uyzhqypz51Dtlai7ZXVVpatkqkQ20JACFQZgSXTI9Roc3OTeU29X/YVtSmJ2dF7V7lIiACXi3Q+dmK7zoKhkSNP5vhT7bbbnsxO69bkqnyGkTZCQAgIASFQAIHuqTOwrZGiHwdnxdjmTo5P3lnAKAU3FQEuGFkZO3RPj5DJ5Mpmquws2eRrJZb1d1rX/7iMnogpISAEhEB1EDB7d4a2Ff04YngD152sTC4q9e16IsBeeqQ6m1tQ+mzg8OwrE6Vuws7cxPEbnvNSGOKrEBACQsATBO5t3oManbsoAo7OirFZM57St4gjGJxoDCLAEyVYqf7Lph+GZRsxPhv0H9HcREfld/VVCofYFQJCQAg4SqBz193AzpXDVHputuiHuSwi0LCI1me2FGNbBLgYam7qs3iPIMHXh4U469hNpHe5iVNfTLvJTfFFCAgBIeAbAt17NGNvyc2MlTohd5+xWkQmsIgTX0nlG6cIcL6kvNDOXHKtzIxYfSArxDXWTcyRalxeSJ34KASEgEcJ3DdlGlsDIxu4TgHMfcZ30NF3x3gRiQCPR8iL/57dRJAVYjMzXo2lbqK19zdeDEV8FgJCQAh4hsCfmiYziaux1G60Jc3r6p1+RIDHI+T1f+9s/nh245Zs2vJ6JsV/ISAEvEAgtyy4Eb31bXRsTu7MZRFgLyS0FD7Kpq1SUJQxhIAQEALjE4g1/RplddPWu1AEeHxc1dNCNm1VT64lUiEgBCpDoLPpw6DOoSN5gghwZVLgfqtjN23Z1k1yhaL70yYeCgEh4AECsfBrWPpAWvvW7chbeQXtgTw67uKyaXtjBcx54k9nN21pdRMdsmnLce5iQAgIAf8SiIVvwtKP0dq3w6qFIsD+TX9xkcmmreK4SS8hIASEwGgCXdPfj62/QUfvsTIDlkejMAKyaaswXtJaCAgBITCWQCz8MjXWscxZH98eHJkByyOzcwKyaUueECEgBIRAcQS6wj/F5gU6kt8TAS4OofQaISCbtuRZEAJCQAjkT6CzuRWlr6Y9eYQIcP7YpOXOCMimLXk+hIAQEAL5EYiF16Iyp9G28bGxHeQVdH4IpdWOCIxs2oLZoH4p1yPKoyIEhIAQGEUg1nQ12hqgo3eeCLA8Gc4QkE1bznCVUYWAEPA2gWVNR2KpG2lPHigC7O1Uut972bTl/hyJh0JACJSXQCz8BLb+DMf3PTTasLyCLm8aqsuabNqqrnxLtEJACGyfQGfzApRdT3vf10SA5SEpL4GRTVtan41ilVTaKi9+sSYEhECFCSyZegi1gUW0J2eKAFc4F1VtXjZtVXX6JXghULUEYuGH0eprdPR2jzCQV9BV+zRUOHDZtFXhBIh5ISAEykqgM/wNLN5OW/KLIsBlJS/GdkhANm3JwyEEhEA1EFgxPcqQfR/tyd1FgKsh4V6LUTZteS1j4q8QEAKFEOhsvg9LfY+29X8y3eQVdCHwpG15CMimrfJwFitCQAiUl0Bn05dR6hDak2eLAJcXvVgrhkB388extXlYZ2PrX4K+ieM3PFfMUNJHCAgBIVBRAt1Ne2KrJ2hPThEBrmgmxHhBBFZMP4wh2wjx2aD/iOYmOvqWFTSGNBYCQkAIVJpAZ/he0Avp6PudvIKudDLEfmEEZNNWYbyktRAQAu4i0NV8Dtpupb3v30WA3ZUa8aYQArJpqxBa0lYICAE3EOhsDKMmvUR6l6kiwG5IiPgwMQJjN20pOmlLfn9ig0pvISAEhIBDBLrCD6LVn0WAHeIrw1aIQKz5atAfZXDwME7a1FchL8SsEBACQmDHBDqbrkfzsgiwPCT+I9AZvgql96K97wz/BScRCQEh4HkCy5rmmxhEgD2fSQlguwRizfej9a/pSP5MCAkBISAEXEVABNhV6RBnSk3g3umHErAfJWMdxgnr/1Hq4WU8ISAEhEDRBESAi0YnHb1CoDP8BZT6d9p7j/GKy+KnEBACVUBABLgKkiwhQqzpdlDP0Z68WHAIASEgBFxBQATYFWkQJ5wmsGRyE7W1j4L6Iu29i502J+MLASEgBMYlIAI8LiJp4BcCseZTQf9Ujib5JaEShxDwOAERYI8nUNwvjEAsfCXoveVoUmHYpLUQEAIOEBABdgCqDOluAnI0yd35Ee+EQLUQEAGulkxLnNsIyNEkeRiEgBBwAwERYDdkQXwoOwE5mlR25GJQCAiBMQREgOWRqFoC5miSVs/TkbyoahlI4EJACFSOgAhw5diL5QoTyB1NWkVG/Scn9P6xwt6IeSEgBKqNgAhwtWVc4t1GINb87yj7ZjLWhzi+924hIwSEgBAoKwER4LLiFmNuIRBrPhf0ZVjW6bSuv98tbokfQkAIVBEBEeAqSraEmiPQGf46is+i7dPp2PC4YBECQkAIVIRAZ9ONaJ6X6wgrQl+Mlp1ALHwF8D62Zk7nfRufKbt9MSgEhIAQGCEQCz+CZpkIsDwS/icQC/8EOJBJQ6dz7Gsb/B+wRCgEhIBrCXTtegg6cxftyb1EgF2bJXGsJAQ6wzcDU+hLns5HyZRkTBlECAgBIVAsgVj4WrTaREfvPBHgYiFKP3cT+C0BmsK/x+I12pKfdLez4p0QEAJVQeBhankt3MvQ0KGc+NpaEeCqyHqVBXnflGlsrfk98ATtyS9VWfQSrhAQAm4l0NV8DlofT3vyI8ZFEWC3Jkr8Ko7APVNnMCnwezRL6EheUtwg0ksICAEh4ACBWPghlLWAtvV/EgF2gK8MWUECndMORlm/R3EDbcnvV9ATMS0EhIAQeDOBzunHouzraU8eOPIPMgOWh8QfBLqnH4Nt/x7Ut2nvvd4fQUkUQkAI+IZALHwTqCdp7/2BCLBvsiqBkDvj+1VQn6a999dCRAgIASHgKgKdjWHUpF701mY6NidFgF2VHXGmKAIrph/GoP1tlJ4BajHtyUuLGkc6CQEhIAScJBBr/iroA2hPnj3ajLyCdhK6jO0MgdxtRvOAT6H0ZbT1/cgZQzKqEBACQqAEBGLhJ9DWuXSsv08EuAQ8ZYgKEVjWdD6WmofmfxgavIyTNvVVyBMxKwSEgBAYn0DX9PeDfSltyaPGNpYZ8Pj4pIUbCMTCH0LpeaCeRasFtPc+4ga3xAchIASEwE4JxML/i1LLaOtdKAIsz4q3CLx5nfcy2pN/8FYA4q0QEAJVS2DplJnU1PyDKclmjmBQBLhqnwSPBf7GOu8nUXqBrPN6LH/irhAQAtDZvAClJ9Oe/Mr2cMgraHlI3Ecg1vSV7HleWed1X27EIyEgBPInEAs/j8qcQtvGx0SA88cmLStBQNZ5K0FdbAoBIeAEgVjzD0AfTHvyhB0NLzNgJ8DLmIURkHXewnhJayEgBNxLoKt5NprLQe8H3E578koRYPemq3o9k3Xe6s29RC4E/Eigq/kytP4minm0Jb83XogyAx6PkPy7MwRkndcZrjKqEBAC5SfQ2fxxlL4cxQO8nvk279v4TD5OiADnQ0nalI6AWedFfxutnkHJed7SgZWRhIAQKDuBe6cfSsBeAOyO1vPo6FtSiA8iwIXQkrbFE5B13uLZSU8hIATcReBPkV2o27AAzXnYeh7HF1cOVwTYXWn1nzeyzuu/nEpEQqCaCXSHP4XN5Wj9J6iZR8errxSLQwS4WHLSb3wCI3Wb4WYGBxdI3ebxkUkLISAEXEpgWdORWGoB6Dpsax7/v73zD5HrquL497y3WzXVZndmtpFiZ4tYUApC6VosNKSzM8kugYIgBCpSEQpiQajILvSPxFpBcAakoASFgqWIlYAoFGSnmR8NDShlg1KoqRrEGWpokpnJprXR7u57R+6d2bDZnc1md+e9mffmuzCEZeede+7nXPLlnnfOvYcbr+/VUwrwXgny+c0E+J6Xq4IESCAuBE6P74frPA/VrwHOcWQbP+/V1CjAvSJJO8Dae15HJ9sXJvDcZi4LEiCBCBMoJ78N6PNQ+TXUP4HDV6/1cjYU4F7SHFZbfM87rJHnvEkgngSqqcfgm+pm+V+nyOpPQUyUAhwE1WGyWUl8FyrfB/AS3/MOU+A5VxKIIYHS3Qcgqz+EyCwUJ5BtvhTkLCnAQdKNs+1S8scQnWE/b5yDzLmRwBARaG8mTGvRSSyPn8DRCx8FPXsKcNCE42a/MnEU6s9D8HGonka2dTxuU+R8SIAEhohANTEL31Q34z2IexzTl7veXBQEEQpwEFTjaLOcnIbIHBT3QLWAXPNXcZwm50QCJDAkBKpj90HdH0DxCFROINf4TdgzpwCHTTxq45USjwAyD+ABiOaRbb0YtSnQXxIgARK4iUAl+SwUprr5R8g1TA1LX34owH3BHoFBT088CMebg8ijUBSQbf40Al7TRRIgARLoTuC11D1w9VkAhyByHjA3FjX+1k9cFOB+0h/EsavJz8PHPKCPQ5w8phuFQXSTPpEACZDAtgSqiS/Dd2ahOgPBFyCyANWzyDZ/tu2zIXyBAhwC5EgMUR6bhLqmuOpJ+463ta+AY+/+NxK+00kSIAESMASqY2PwnBmIzACYAaQB9YtWeLPNyqBBogAPWkTC9qfd9zYHyDMQ5DG6WsDBa1fDdoPjkQAJkMCuCJTGvwjHnYHqLICDUBThYgFwishcubArmyE9RAEOCfTADfOHxF34mC2uMuJ7Eh4KONK4OHB+0iESIAESWE9gEaO4lpptn0MAk1o2P0WoFLG/sYAprEQFGAU4KpHqlZ+ncAeSSdNOZN7zvgKM5pG79M9emacdEiABEug5gerE5+D5RmxNatnsdN+waWXfKyJ39a2ejxeSQQpwSKAHYphS6nsQnYOY9IwWMN16eyD8ohMkQAIksJGAOXvApJXFMenlCfv/lmoRrl9EZmkpDsAowHGI4nZzqCSftqlmlTfte97pxrntHuHfSYAESCBUArZNyOxyreDOQnDeppUdfwGZViCXIYQ6vy6DUYD7HYEgxy8nvtk5ROPvcPwCMlfPBjkcbZMACZDAjgh0bRPyi/Cc4jDUpFCAd7RaIvLlcuoJQOcANNrHRrZOR8RzukkCJBBnAlu1CflSxJFmOc5T7zY3CnCcIl5KfgWCeah69hCNbOPVOE2PcyEBEogggQi3CQVNmwIcNOEw7JcSs/aiBMFdneKqU2EMyzFIgARIYBOBjW1C5gsSzTahoKNLAQ6acJD2K6lD9mpAyGS7uKr5cpDD0TYJkAAJdCXQrU3IHIgBfyHKbUJBR5sCHDThIOyXkw93+ngfBJw8co1fBDEMbZIACZDAlgTWtwlBU+3DMOLVJhR09CnAQRPupX3zLkUcU1w1bVPN2dYLvTRPWyRAAiSwJYGNbUKK85B4twkFvRoowEET7oX9MxP3Y1XNyVVfBZBHs1nAMXi9ME0bJEACJLAlgSFvEwp6ZVCAgya8F/vFxL0YscVVT8GXAjw3j5lLH+7FJJ8lARIgga0Fd4vbhIa0TSjolUIBDprwbuxXP5WCNzrfqWzOQ5YLyHzQ2I0pPkMCJEACtyTANqG+LRAKcN/Qdxm4eOBOjHom1WwuS3gRjuaRab07SC7SFxIggYgTYJvQwASQAjwIoTgF195QBHNDkfwWnuRx5Mo/BsE1+kACJBADAmttQuYmofaNQrG4TSjqkaEA9zuC5cQzgBjxrUD9Anvm+h0Qjk8CMSHANqGBDyQFuF8hKqW+BdhDNP5sD9HINt/slysclwRIIMIEigfuxh1eGqv+JES+BEfus7cJsU1o4INKAQ47RKXkNyCYg+i/AKeA6caZsF3geCRAAhEhoBC8PjYJfzQN+JMA0oBOQiUNQft3wYdQ1AHzkRocvYAV+d0w3CYUkShu6SYFOKwIVhLHbKpZ8T5E85huFcMamuOQAAkMKIHqxCfheWmIEVU3DUfT8DEJ0bQ9YtYKLmqA1qFSh4MafKlDPPN7Da5bR+bKfwZ0dnRrGwIU4KCXSDn1eOfYSNceopFr/j7oIWmfBEhgQAisTw+7SMO357abXWsaaney+yCo2R2saHsHa3ayntQxulrDmaU6noM/ILOhGz0mQAHuMdAb5kqJw7aPF0gBUkC28UpQQ9EuCZBAHwg8BweHxtKb0sMiaWgnPQy9fkNUjbiKX4eHOkacGpbdOmYuXe6D5xxyQAhQgHsdiOr4o/CdeQD3A5pHtvXLXg9BeyRAAiEQ2JgeNu9eHbtzTUM7O9m19LAVV9SZHg4hLjEaggLcq2C+lpqCa4urHoaPAnLNk70yTTskQAIBENiYHjai2i5q2pwedrRm38HaQienBmelzvRwADEZMpMU4L0GvJJ4oFNcNQuRPKYbP9mrST5PAiSwRwJr6eGVkUm4mrY7V/9G9XA7RSxMD++RMh/fIwEK8G4Blg58FlgxfbxP2D7e9g1Fy7s1x+dIgAR2QODW1cOmctjsZjdXD7t+zb6DZfXwDmDzq0ERoADvlKy9ExNzgD4NoICPNI+jrfd3aobfJwESuAUBkx52Vyft+9b11cNrfbCQfVZgN1YPMz3MZRUhAhTg2w3WG/vHsTxiiquM+L4AHSkgd/nS7T7O75EACXQIbEwP33y4xNbpYVvoJHVWD3MlxYUABXi7SJ76zCeQuD5nW4oUL0O8PLJLplePPyRAAt0I3E56uL1zbRc2rR0uwfQw19OQEaAA3yrgldQc1J7X/Coc5JFpvjNk64PTJYHuBMwRieXkFKAHIc699njEGxXEuNNWCytqNx0usZYefmzJtOwo0ZLAsBOgAHdbAeXkd+x5zapn4bh5ZK78ZdgXCuc/5ARMtb8vUxBMAXgIMP/qXyHOIuD/Gx7e4uESQ75GOP0dE6AAr0dWTjwFFfOe9217iEau9ccdE+UDJBB1AqbCX1em4MpDUEzZj+A9QM9BsQhxF7F/dBFTF69Hfar0nwT6SYACbOiXkl+373gFF6FaQLZZ6WdQODYJhEagOvFpeNre2ao/BRGzu10FsGg/oouQlXPIfNAIzScORAJDQuD/5nhctnl7Mk4AAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="216" y="202" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="11,0,219,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="46" y="10.19999800000005"><block s="receiveGo"><comment w="134" collapsed="false">Allison Chu&#xD;Anaya Greene&#xD;This block draws with two different colors depending on the postion of the mouse. </comment></block><block s="clear"></block><block s="down"></block><block s="doWait"><l>2</l></block><block s="doUntil"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>0</l></block><script><block s="setColor"><color>11,0,219,1</color></block></script><script><block s="setColor"><color>0,189,19,1</color></block></script></block></script></block></script><script x="28" y="317.19999800000005"><custom-block s="%s between %s and %s"><l>9</l><l>6</l><l>12</l></custom-block></script><script x="37" y="374.19999800000005"><custom-block s="%s divisible by %s ?"><l>10</l><l>5</l></custom-block></script><script x="53" y="418"><custom-block s="%s even?"><l>9</l></custom-block></script><script x="66" y="484"><custom-block s="%s integer?"><l></l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;input number&apos; between %&apos;lower minimum&apos; and %&apos;upper maximum&apos;" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">Allison Chu&#xD;Anaya Greene&#xD;This block reports if the input number is between the minimum input and the maximum input. (reports true or false based on inputs).</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="input number"/><block var="lower minimum"/></block><block s="reportLessThan"><block var="input number"/><block var="upper maximum"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;input number&apos; divisible by %&apos;divisor&apos; ?" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">Allison Chu&#xD;Anaya Greene&#xD;Thsi block reports whether the unput number is fully divisible by the inputted divisor. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportModulus"><block var="input number"/><block var="divisor"/></block><l>0</l></block></block></script></block-definition><block-definition s="%&apos;input number&apos; even?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="%s divisible by %s ?"><block var="input number"/><l>2</l></custom-block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;input number&apos; integer?" type="predicate" category="operators"><comment x="0" y="0" w="90" collapsed="false">Allison Chu&#xD;Anaya Greene&#xD;&#xD;This block determines if the input number is an integer.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="input number"/><block s="reportRound"><block var="input number"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>