<snapdata remixID="9852005"><project name="U2L3pp1-2-Predicates Template" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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GAJCwIlB31BxLgjYXInWhqSM0RHL1D2zayEIZ9etguVKUrrGeiTWNPugcXfXJgDW/XA5moikD0SodwSajVfvkpItKVvQyeI/TjvP7LoHhCPNHxiLaFV8W8B1d5Ed24apPLR1ymASc0JGoJlTiztxB51J5XVXhWyCiBMEPCOQIwKWLWjPvR5DwTpv1NuoPHRCDGotvq/fAh9TfCeVh46Jyw7REz8CHgj4ewD+2bbsv6g89PX4rRSNgoCFgBBwukZCfragZ3bNA+FCewV8Ea0amhcn1O6sTC7N91N5yMq+IU/uEGj2QePu6WcAfKXd8BVUHnp37kCQBmUGgWbjNSsNaTbxzUo7hIBD6imeOf0hEB9qi3sZwI6joomvzUJYtJCgaCsxzT5odV7ycizRVqMjfY1tNl7TZ3Fji4SAU9ZTSQ8sntW1EDzqiKUCgCsSdrafxQM2ZeMlLHO8jDuu9ZKv4kh6ZuiPfvXbiR92AzAWdtXcU6zJbzomVOVBXY9iZY7cR/eLdL7LexmvWUBACDhlvZT0wKoPzI9i5e2u+8HiAZuyEROOOV4+BDxr2kNgcnZHrqTy0Fletdsxx9V9x1Yd+laC8DitHEp9YHqvmKS9nB2nGFQe+kjabE36OxkWHl7eu7B0RSlHtqBDRLc+MD86CleBYQUHl+AcISKdHlFePgTcPe0qgD5kWU13U3ndu5q1gLu7rgNw4ugVpmYVmv8uvgjNMQpcoi5JwBVpI2Eh4MBdHKoAIeAQ4eTurocBHGyKZCxCATwWCUnyBYcIdWpEefmg8azpnwDzr22jL6Py0McmawB3T38e4D3qyqj7xCsAVF1/b7wFrYqowDBvrpPxByoPvTM14OXQEJ45bRWI7Ek3v0Yr12+XpmZ6Ga9psnciW7xMfLPQDiHgEHvJFZCD+U+0av1h3D19GOAp9ipYgnOEiHcaRHn5oHH3tBMAusWemN1Oq4aOa2S7mdyDWQV1qU2pNgzCUlo55A704qHxtgPYZTW+CKrWo5iy5Sh67MXXPYiQIj4R4O6uJ+omPqlKkedlvPpsciLFJRBHIrBPrJS7u9QHzrn7ewOVh5wMNbFZWheQ42EqD721Lm/wBioPZTJrR2wgZkyRlw8a7z/jLdhSfdxqGj1N5XX71zezLnGD8/NzVB7aOygk3N2lnL5qr8I9AqbP0qp19weVLfXdCDTsR8K1aTmD9zJes9CnsgJOWS9xd9diAGfaZiUSAGNcQI5Nham0du1G7u56BcD21gqIv0qr1juZm1KGopjjFwEvHwKeueP2oClqDKjndSoPbVurh7u7bgBwkks38U20cr37b36NqynP3V23Aai9g1wB0Wdp5TpnazyAdKnqIFB3G8L5861UHlLn+Yk/QsCJd4H7NU+XOa1bwzO7TlFbdbYEV17W1qX6r9koJjXPnPYVEP3AliarYP+wpraGFwI2513dXa8BeJM1Cdu8A616ecPoR7u7a2ONl/NKgD5K5XUPhN1onjX9k2D+HxWVukZ2IpPVsNsWlzxWGa6qmAbgNpC9q1B7Ds9YD8Jn3fawAdDvQVhGK4cujsvWRnpyRMDqqudBdhsfpfKQ5XuTsSc/Z8CzdusGF1RWIvWspfLQ7kn0xZ1v3+VP79pQfJvS/euukcX/eNdL5tmdaxVMkLPgJDonAp1eP2jcPf0pgPczTegoHEBPrVVnhWpcPANgH9u0TVQe2iYCM0dF8szps0EmCdd+sCRXcRPQzUl0gf4NjJ0C9Q/hi0mSsNfxGqiNMVT2OvGNwZRAKnJDwPbHbDOAThORLVvtSKtXO9t+gUDyU/n/jt5h4SfXbWWS7vf3Hl7zT7e+Ynqzus+CxSPaD6ZpLuv1g8Yzu1aAcKzVFj6Ryutv5e5pLwBUO1FcSuWhD0TdXj5w1zdhpHBHzd1kidDVAHTTic0o/hCE944eIQXtHCHgoAhab1DCoYdDaYR5OzVHj2v7t8BH0dPrnVys8bXyXGz7/57f7uVXitzx4z2HgSofi0srd1gTBPGIjq8j4tHk9UPA3V2/A/BR0yoitRWsriKNJREnWkMr19VfPYq0Ea5UiYCsgtU7qki3UlwAwmwwZo7rAMJLYPwRjHsn2IK+D4Q+AK5zfjC2oICvJLn6tRcpucgi5PW9i/QFCkF4vgjYnZf301Qe+t8QMPIvoqQNAjjPrngpdKNHVsH+YcxCjSVH7XT9aS92vl/ZetVuI7ec+YeX3tPIbu6edidAdgAOuma4UD1pqypZeYKBZ6k85GxDx9Zs7p52NUAfHFXIfBqtWq8CgLTV05R0LTQ2gPlCLw6UdfnB2VnorNq6+lz3I38N7NUepHPysnWbl3bki4C7p/0HQN+yBih/m8rr/zXIYG257nnFY1Cg2+36VVSMHfALKCccWQW3DGo6K84/YYcVfc9uZW4t/3LG8OLP3vFKw/u63D3tSoDOUOVu3sl46T0vaeZZ4nCBh7d+en2rYSYDg8LdXU8CcK5FrUWlMpue/du6wILTLuDcbWZ86sXCgm230OyfPDl1/ErXsZ+hzujvp1VDH/baJD4cGl7pUk524/r16l03X3vGPS8nFhY0LytHuQfsdTTGWI67uz4F4FcW/2IRrRo6J0b1blWlYu353kLohvkCy73gxHokGsWlzhsveGHK+5Twi/ccOR0Dm69tpIhnzXgfuHqj+u17e2/irz+7tTn5/W3XyOJP2I560Rg4uVTee5fpKBbVfeAZ39lnE9Zr1Sd+dMNrByRhSyw6S9oVAM0GeDTYyU+enIoLXnA2I0wrVgG4D8VKX6vJLHjm9O+C+F+UsBHCcCfDVLBgr+GVfbe9YjnjJfDkiIBzsZWerxXwftOORJXusce1GQgjgTFuqTRfdDgTgEegG4c4tsi94MR6JXzFvVp59KywSgfi0hE74IZbFc/afQ/wlufPPuQ1LN5tBF96fitMHyls/uYtG1xf/vANbC6RZ077wHf2Hb72W93qNhRwzIbi3XdcvqlpvOrmklNUokf7CggXNXKmuvCZrTFv1TaBSbe2tbzv9L1R4NXO3wZ2H8ZzW1WhJjmoaLvjFxvXJoFObgh4Zte8i/ccNvO/X/D8VrHnfw+r7/JFwPvsswM6hlUaQGviWR6yQkAm8ZynHY4CnEhDq6EbozNu516wctJ6fkp1w3/f+KpEx0qij4LqLEEDtJExMUYndBgTieXurpe2Ov7vO24ujE7FFkOv+A4xGdTsRvU//sE33fzbaZtrg0X8DLrxhSh0xSazV3sbmP8fgPcAZAXCqXnevLFj1ZEbivf96qmtWl7pTtYW7u5Su3FqVw4Ldxt59cOHvGbFhSZcgQEjkUxJeSHg80/ddukluw+rLGE4f81Wyy5Z+tqYQ2NsAyy4olwRsIKDu7vWqO00a6BXZ9HKv5aDw9SihJL26qg3ZKFjX1wyPDoj/qeTtnvlv/feZH4UPrl+yuJfX/N6Kj7ELba0Paud13kACvyY/VFdhQFDJUCY8Dnp7Kkv3rjTyC6qQAEwqrphXZlLyXPCOdv88dYdjdqQlfdBN45IiXnezOgpLgTRgQB2BsyAGfXPBhD/HkbnV6JehfKs3f4BXLjbMWCfd72MZ7cyc2k8Dd0YF47ULFfSLgB4V7Ad5INwn+v/zY+cx9/qy6rIFa8XP773cGG/I17V8OjUyvKF0zavAOM4EL0IwrcxYPzZG9DJltrrU1Oeem6rqrmVv98bhUef/s1mCcSRbJdY2lXIvYv3GDZD7l3w/Fan0qqhZYnZVeq8EWDzfBBEH8fAiLqKYj6fPu1Ni341fbOZF3ZKFZs3X2okvhWZGE5ZVdw75TRwdYllPt0EfWTS0JG7fqbz1Rc72byecshrxT8//LtNTo7g9CBQ0n4K4PNjBvG10CuJOQ15BmaSLWb7y7ABTBdi0Ig1DCzPmn4TmNU9YvznPpvwDWub/wnoxvhzdpN88RPPbY6m4HoAfwfhERjanKgnKS03oVe7HAzHMe5J6MZbWpaVYMXcrYDnvn/bO+bvNXy0wvTcdVMW/+LaBFeWpeI8gMxzCvPF0o0v1fb1lPO04c0FONvko45aCY4HUe0Hgd7ilWDLsxnAvdCNoyasfu42M1A01O6M+Tz+h+1/c8DDf/ukH3WxlS1p6t66+Q4BcPkvxGaDV0Wlosq1fPwEgTIsMmF+DIOVRBwyeeb0s0C86Cd7WGfAP9hrEwz11W10DpwOAq5Dnp4B+H7HidRrt0Reru59SvJcPUhbc0fAp52xzfXX7mqY9zLP+mvnLYuvfqPhvcwgoHmuWyq+DyDT8xXAA9CN2a661naZs/X8DHRj4usQnpVKwdgQKGljWYaIr8JAxUkGMt6Emhn7mzd24Ik/bH8Xldc7JBebyZ4UmWen+JNddj10o8tTvTgLmT4WtBjg+nu1GwC+GUT/X1q2U+e8f9u/LthreFcFz7GvaLh9BxUaeoJz4CS2oIEjAFJ9rI7uGm3bK3s3gVnlo77XnvCoceH5atbo0LAmGYBuBI+J3dtZBrP1zSRcjgHDCnSToSd3BAzXqpMvgl6Zl1h/nIttUTTPga2nYmzn3Ac2/52TWVxi+CatuEe7EwTbW5hPgl65aUKTStpT6rhK/b7fpgKeunvHl6k8FCyucJTtL2lDox9jwqFpITOzyb3FJWA6ra75G8CIfYvZSxd86vQ3Lfzfrs3mRHtng/B3TcXm4BXQK7XZqbyIClymqROWNflSsRQOBxpEAnNbsBFgFe/gXvNcmkhNhooAP9Xw2MK9wv9iYBJ2b0Ovgj65D0Zg8CIQIAQcAagukSVNeUKrwaxeuvEf6VLnqtE7icSLMJDMVlnUMORSfkl7CcCOZtuqxT1x6aYXJiFgdT3JPKf6yPpOXPbItgB17Ekr10xcJ0nQStqjAJQzkxq3V0OvOFvtyVlVKi4CSMXKdt9uYL4Og5V6Qk7OzvGaadtzO197rchTx37iG6BXEshZ3jUPBOtYjDH59R21QNBGfgjQqeDxQUUmB5hfBqjuqhXvBpC5EwCEsDjKwQImjwR8M0D2dYpkBnkdAf8YwBcnHHTu+8KboYszVpq+nBPact7We6BQed7+/WXoxsSr2boPxUWrtlGOd/j6c1NPopVrJ141JwmERXamk6Dau0GxOBM/3eS0N17LSsXr7He6zlGRnkWVz8KlRuipG0NvYKn4LYD+Y1Su2tIdMCLNfNWoDU1XwBM13PpO7QbwcgBHAqSiv7VuP/MyDFaCXx3K+AImfwRc6xjDWI5BQzloJPf0dn4MzL+1DJjAU7akDY/N6jk1d0OTAy0DmmvP9xl3YdCY+Dy35qx/6hba/EYHmyu4Tw5NuerXS16f+Nw4aRhKxTUAWVf6VIQ53fhM7Cb1aPeDnB2kUe2bAb4+Fatyr4B8Cdths6ZCfI6RFvOiuJ3DWibgRu2sJeXRLWieAZC1KzTZE9Zd6IwvYPJHwD2dHwWxfd0nBWR2/lb7oLpFxZNVz2vQDesyfu3jXm0MQzcSiw3c7L2R320E3H023sHO1b9jE6zdRgpr/9pZNUntfX/X7rpp8cZ0OmIpA3s6TgYVxq7xcfUUDG65PrYxUNJUVLsja/QNA7w0LcFLfONQ6vwewP9cU+/P0I1Yr6KFSsATAVAqLgHR/mBUGhYhPBpqIBLXAgaZuk2SPwIuFY8GyEz/Z6YNGzRqX2Df70woFUraWNL1KmY33DIraZsAK14sEpgZh9LOdhJS0lQADucu58Qvff0MnelzIP61DdVl0A2VljC9T0n7pbq2bhlI66CPOCviaG2ufWcsTXdCN46JVmnE0t3HFkpZ7DcfYiHgiGEcJz7Dt0nyR8C1K07mtRis1CY8j3toWPpKmoou48Slbvyxdq+oHoNuHJSMsaK1KQLzUMBa7Y3RCRMV9sfA5qcb1qs/o9qCn6FAt9hlb4duHNdUX5IFvrD1nqhU1ASyw54cLsFgZSyFYRS2qRUUXF7Ok9+xjsKGqGT2ajoYZnpS6zGmQocVhDuGJ5cEnGFnrPwR8DnowI7a2NbHy0YRC7ElhrE9sQr3DNbY+ksAACAASURBVO0v0I23jSuchbuXiYKYIuW9xfeDydmKfRS60TgMXqMPQ7GyHcBOwoaJQxKmqLkoFa8ByIqGRaigI2KHrN7izeBRR8o10Ct7pAmOQLb0dh4IZuVh7jy90A09kEwflXNJwKr9GXXGyh8Bq87oKa4B2c4jdTGYfYzV8Ip+TjsCHeoCu/mUoRuzGgpP893L8NDIvqSS1g9gjt2QBdCNvoaNanRPsYTtAe0Vu/zr0A0zNGXqn1LnWoCn23ZG65DVU1wKIjPQPsLylk0TwD3ayyA4CVieh27sFZd5+SXgmuxzCXmYt9KHOSVg7V6Qiu5ivsHHQK/c2Qo4odapPeOdKB1ZSXsQwGG23kw5E4SKVdqFlbRHVFx700zikzFQuaExAU8QqaekvQbgTVYdYwfoUMnb0/3E6ZCVewIu3gKiE0Y7nOggDIxYST0ifnJLwAq3Xm1jzX3lTHw/80nAteepTB/D4MhlEY/r5uJLmro/Z533FehMXDJy1bhKPcVlILIu5zMvx2Al2StUzVvVfiV6p+wHrqqoVuoZxgxjKubBTHHjeiY7l6qJigXQAdBHnsgEkHE5ZKUpml1UHVMyj8msc/XJdsVC1p9rAi5pKwE4GclWQjfMyHNpfnJKwNqtACzyYr4Kg5PE6I2rd1xXEOi/oI98fZzqUnE5QBZJ53HrLS6so9Tj9mpunNVG6Z8sW0tJUzF1VSADoMon4tKKGq/pf8Y7ZEVzjzXvK2DV07VxxM1x0CSSWkijQxHwgr2HL6wQ459Wb53ZRPYN4XC/mxuhGzWRx0ICMGQxOSXg4vUAmQkZzMDsesVMB5boc37nGajylbYNK6Ab4+PA5iTFVqI4R6289phgsutik02mSpq6p24Fjmf6JAZHfhO12aHJd2eAiuYaTVsQsCtTmjrLaDwpD63jLEGfPu1NN/1q+mbze3ju2ik3/uK61+3vZMiKkhJXMm8nOMFONgF8K/SKCl+ayievBFyTBjCEmKNhdJ17S7JxsI0Mu9OHAVEmZLhWLnwC9MptDe2ejER6tVvAsM8AUxJn2Sv4cYzRdtiC7tFuA6F2Er4RU4zp+DHGkrd47RMf5T545tQl1+wyYsbNPull7cYbF27MFwH3dN4AYndebsYDGKzLROcDsyiLCgFHiW697Nozii04Ej83VDo795ODFFtxQhq7LlfUHWNX6PibbwIupXCHxg+QJe33AKw0n4QLMGD81E/1pmXbgYB7tcvA+IgbC/5X6JVvN8UnSIGS9lUAC+y++yEGDPXvfD29nTeAWR3x1EYUTOVdciHgOIdeSfsLgENslY299HKQYitOSGPV1dN5EIiVB7R6noNu1OeiHTNnMhLJOsH0al8Aw8nnejN0I9wjnnbYgq7fSbBGzhv2tTSVrzCap6SVAAzYwi+FbtQEBYlGZWJSS5qKiFgb6jV1JCwEHOfocJNr4/vAcWzxxdnmPOlyxRmnpdBHJj5byjMBRz1G24GA1XtR0lYB2LfuFYn2+kxP5ydqQqH+FrrxiTy9ouPaMj6e+P0AvwgUAH3Eumue4CMEHCf4Xj9ctVvVYWUNibOdedXV2/kdMH/DbB7RdzEw8s0Jm5pnAjbJozaPNa4IN7h+rYNSSnw4ohjTbq9dR8N66EZXFOpMmaXODwFsXYFkvgaDlQ9FpistgseTsGVZCvKv55OA0zyD9nJ+5n4xJS50al7kzusAtnKYNrtfPtkYzPoWtGq/ezcnXNLIAz5ex6w7eIRdq/oB6FuWehXhq1xtGk0g/OMDX8bEWLhXux2M+mQeiV9VEgKOcQyYqrycn0lc6Lh7xZu+kvYsACtsINPBGBypjenrlpF3Av4MtoKmbQCh02p4iKTRTgTscshzhlCEnvHnF9+FKjmRAe+GbrzL2+DPQSkzTaK6okTvrImYlehVpXwScJpfYO/b0EMApllbJTgUA4bKqCRPUgiUsAugvWir3wzdsFJHTvTkfQtatdsVEztE0kjz+xv2+HO1tUZ4lQ7EpSNO0o7wtH5OOwwdUCFv1RN7PuLwGhJAUqOrSuBEkn4IAQfox5ar9mplMGba5Nr4/KykqdXVgbaOaB0zWm5IG1UsFY8HyIlYdR90w441PgEGeV8Bq2af13kACjwWwzgs0igVfw+Qdc2J+UYMVvJ1V7V2yNSGqAWvB8iadKurQhMl+Qjy2vVM2R9UfdIWkY1sXEHaO1HdRleVCM9jIL7EGMo0IeAoOreZzNozXqLnMTAyPhuKXEdqhmK8v7vzNT8I3Th8UgPagYAVAKXiVQA5jjzhkEZP8WoQOTmHb4FuWGScx8ft77EZwBS7ma9hxNgNv8RwqM0+f+vdUa28YMnktdBTkC891Ab6FNajrQZh7DphzCQsBOyzv0Ip/jnshA7t76OyGIdh0PiTS7bXrepQDBIhTREoaap/rDzOXrwn22EL2iTgjlOBwnU2fiMYMbYPTBq92mfB+IXFEfhfDBqfbto/WS7gDp+oMmNtbzfnS9CNn4TatM9jR2zRXrJlboBuOGkRQ1WTKWG92nNg7Dlqc4wkLASc1EipjQc8URxYiYqVVO+M1+slilltrXZZAZskrNX6KwS/ktTT8QFQ4VoLTro+Dfc1Ix2IbkcsldHHyhfO+AsGDWvSF9ZzDjqxo6ZW2uoxoBu2E11YCjIqJyESFgJOarz0TDkdVL3GUs8vQK+MzcAcm2QbOqnecev1Ese73tJ2IuDacUpYhQHDSQnXWv+VtCMB3GNXvh+68Y7WBGWklnu35NsAfRnAtpb1IXqXO3CUtBEAmvnPl40pWAj1b3kSIGEh4CSHXan4PEB7WBxc+CAGNy9xmSPb0En2zphuL5ms2pmAwx6nn99qJrZsKduQPgvd2CcdAyEiK9yOWDcApLyf59iT86uhV84IVXNJe2V0m7vD2Ak/w8uhys+ysHoSBq2BPmJ9oyN48knAaQ7EUduJrhzBuAy68bFxfVzS1Mv4FvPvhMsxYFhp7OSJDwEvuZzbmYBV270EmPHaY+diWxQ1JyvQJuiGk17Oq4RslavPY1ul2ZF4lzuolIprAJph/rNQ3AOXbFqTLcAitnYcCfPSqFIaCgFH3JeTiu/RDgXhodEyW4yd8XM4DhLWn12TCSzHoHF8kia3pe7aFUqBzsQlI1Yov8meyZywsjJBbNbG2t+9BJjxI6+kbRzNZlMxtsMv8Jqf6pkr63bEWgiwFrp3+SgBa08B2M/8JxfejMHN6t/y1CJQ0p4B4Oy8NE4fGwJi+STgLF3k7+18DszO+e/4+76l4q0A2aTL10OvJB5APIRxly0RJW0TACvwRkXbHb/YuLZpAyYj2TwScNjb0CVtNWBfD+no6MbPhlXigvw+bkes24Hqf4XuXT5GwGMe/VvwdvzcGFsE5Bdh/y2rfe+BO6Eb9aEs/cusqyEEHBjCgAJc20+0FvrI7i6JvcWFYDrb/lvq0mkFbH36q39OOwIduNc2tHEGq0ataCcnrLEPuzq3dQLMBDsuKWn3AZhtiz4KuuH0QfrHTCsWNhovtd7lQHjBeEraXQDeaZpZ4KNxSUX9W556BErF6wCyYr9bT+gOgULASQ8767xLOUUUTFOqfCwurag8ltZTKh4NkPPvh6Ebb03a5LbS31NcCBqdAHkP3deOBOz22n8CunFAy2Ol1LkM4JPN+lw9DYNbnLvGLYtMdcXGBHwFgHMsu2kI+sj0UNpQe14PPgl65aZQ5OZRSI92Pwg1QXfCPQ8WAk7DoClpgyqwn22KO0l2SQUP194YM9OYCh3qfEyeOBAoaQ8AeLv1DeRFGKjYH8QmytuRgEudbwHYiV/8KnTDCSjhv6d6tF+B8CkLd5yLAeN//AvJUI2GBGy++2pybl0ZYn4vBis3B26VK9IYnQF95OrAMvMsoKSpBdDR9ljchIHwnALzScBZO2M7r3gMCnS7PYYNVIydXU4nJe0vAA6xfudjoFecbCZ5HvbpaFtJux+wZ8DM78ZgZYUnw9olElY9GCXt6dFAEsTHYaDijGtPsI0W6tHuBMHO1MNLoFec0JT+5GSl9ETfrJL2YwBftD/+v8OA8fHATSppvwFgyWH6JAZH1L/lmQwBd9rIjQDfDr1i7dAEeISAA4AXalX3mZc7BF1tGETmRRj0uAoL1cC2FEawghYUzdaPGDvil1ArkuZPuzlhOYiUtEtU0k2LMOjfMTByYXOwGpToLV4JJuf+a+hnby3ZFGWlicaLO3sRUCzuhZ9uej6QKe4dt17ohh5IXjtUbphBKXiUtnwScJa8oMc+XGqWq2a76nF/cNz3BL07ArXDixFlG93XxPzh3rYE3HkOwOrsUm0d34UBw9q68/v4zT7lV37ayk86XrSbQHivZTLPg165KJD5vdoPwPiKLWMOdOMHgeS1S2Urg5LyhHbupT8J3bBiNLT4CAG3CFzo1SxnLJWgwTrvqXXGCvuKR+jG51RgSVNJAH5pf/iuhF45y3NL66Mb1W5XZXGC6LXh9YlGGt1t9yLLb/5lLzLTXGZSAu78KIh/Z5v/HHRjLHtPK20qaeoY5ViLz/k6DFZOa0VMW9YJ+VssBJymUTSpM5amgrRbMXYJwQPep6ndabWlNuE884UYrPy7Z1ProxvpxtTRunkmYNXIXu1OsHN+Sx+GPrLQM261BUvaswCsVJ1MB2NwROXIzufTzG/FjcXHMDhyWctAlIqLATrTri83K/wCWevnAHoO+kjLE6J8EnCzwewX8LjKu52xtqBi7DjqjOX+oD8G3TgoLrPaVk+PdgsIJ1iTHvoQBkbs5BkeEamPbqQbHzZr5p6AOy8C87/ZKA1AN873iJi7WKnzOoCte5hMwUinJQNirNTsm1UqXgjQPAsL/B6Dxvtatq6380AwO5OZl6AbO7csqx0rlopLAKrZNWj9apIQcNoGUKn4AkBWMI7aay+92tvAcHIGr4dudKXN9NzZU9JeBLCL2a5Cx764ZFhFZ/L+1Ec30o3j2oOAi8eCyfEWXwndsMIe+n16O78D5m9Y7wJ9FwMj3/QrIjPlmxHwF7beE5XKc6PtCRrBqjbSGJD/QCdhD4TaHQlCy1eT8knAWV5huCNfuQM/uPOuHooB489hjyuRZyNw/lb7oLpFxYNVz9+gG7v6xmaicZjl8ekVhJKmEstvZxWnA6CPPOG16mi5ntqzT1oKfeQDvmVkpYKXMdGr/RYMJ2HLT6AbX2q5eb3a/4DxGas+fwN65T9bltWuFd1Xk1qKVCYEnLbBM1nkq5L2CABn67mlDk9bc1NrT2/nB8FsBShg3IpB40TftrY3AT8GwIqE1arPQk/nQSBWY149wZ2PfHdgjBWarYCVKT3F94Do97ZVBmDs0HJQnl7tU2D8yp4g3QR95KQYW5sPVSXtSQD72415DbphTzi9Ny+fBOxlMHvHKN6Sk0W+cp8DPwrdODhe49pIW0/x30DkXPdYAN3o8936CYMrFOcBZN+P5YugV6yzvTw9YYWlLGnDAKZY0Bi7Qsff8gTTaFu8frNKnesAto+fuPVcwe4tbQNPGdtgOSq5xDaqRoVwFiwEHFXnBJE7UeQrOQcOgqq/um5P0c9AN+zVgg8xE31UvX5sfahKXdHeKfuBq06au2HMMKZiHqq+7SxpfwTwDqsenwC9cptvGVmo4GULWrWjVFwEkHUdjlBBR3Fmy4E5StrDAKxJfFhhLrOAdZg2lly3U3yfBeeTgL0O5jA7IkxZtZGv6uMPyzlwmEhPLKv2xWIchkHDcYDzrn+icdgOBGySRc2RCfHJGKjc4B08u2RtKFCwv7vYvpUlWMHPmCh1rgXYSczwK+iGfZbr0/5e7Udg2OfI9B3oI9/yKUGKKwQCnAULAadxCE0W+aqkqesDB9pmyzlwFP33GeyATu1lW3QFutFpngT7fSYKxpH1CaJXHGrvUQOtbeO7Q1LeB904wqv6TJXzQ8A9HSeDCstG28fVUzC45Xrf7T2/8wxU+Uq73h+gG1aKQnn8IeC+7bACuvFurwKEgL0iFWe5yaKtuM/WVkE3rOAc8oSHQE/xOBAttwU+AN1w8tL60zFRMI52IeDe4vvB5BBDaz4LvR2ngAtLTeAZyzFoHO+vEzJS2u+YKGkqQpuK1Kae1sbo57EjtmgvjSLUYeyEn8GZeGYEuBSY6WfyVGduPgk4ACAp6E7LhNqcnYQLMGD81Px7yKHQUtPeNBnSU1wEss/ZgAehGzX5QH0a2igYh9+PrU+VqSk+DwWsNVNpbmXaRIX9MbBZZUvy/pSmdANVFQVOMfBa6BXrjnzeHr9jwnKiUlhaDmrE/4SByvd9w1LS7gbwD2a9Ap2JS0au8i2j3Su4b6f4mmgKAad18PRqXwDjYtu8m6EbdjB2k5wlLGWU/VbSHgJwqP3RXwy9cnbL6hoF4/D7sW1ZeQoqlrSx60itZvLq0TaDoI4B/GWkSkHzPZvQyqKht/g1MP23rWMzisX9fDtklTq/DbAV4ITwYwwYX/ZssxS0EGil72zs8knAefjATbbSlbCU0b76JU0llbeynBC/EwOVP7SssNFYzMP49ApIrTc54Y8YMI70WnW0nOtWQE6jNrX6EXc5qcG/Q5b7bvEj0A0777jvXmrfCgHeZyHgNA+bibah5TpSdL3mzubDgDEFOoyWFbY7AfdOOQ1cXWLhR60FfOgpLgSRtQtRxadxqfG/LfdHWiu2+hEP6pD1bhSxv7ZxNAtbGPmG04pxVHa1OnkyNx3y+AQAJFVwTL4NPQRgmr11JGEpw+q4UvF9AN1oiwvuddvuBHxe5wEosNqGVl+bVRhowWmw1PkfANtXZOjb0Ef+NazuTo2cVglYNcDlkEXroI/M8NWuUueNAFvJHQifxkAOJzi+APFZOADfCAH7xDrW4pNvQ0tYyig6o1T8FkD/YX+MfooB44JAahq9nAFe2EC2JFG5pPJbayNjqo1O3zsK52mfQsEOm9jqOXISbfejM8iYsByyVNzyDkulz+w8peK/APRde8z/EgPGZ/2Y3vZlA/RdPgk4yGwybaOp1uEKGLv3K2Epo+mpUvEqgD5kf4zOxYDxP4EUtTsBK/B6tTIYM00cq3QgLh1RZ+zen5Kmzo3vsSvkM39tgI+4iUt9WMQqZuNS4wFPILvxfRa6sY+nelLIQiBA3wkBp30Q1Yaeq70SI+fA0fRcbTrIAh2CS0acZACt6Wv3LWiTHGq3OAunY2Dztb7ArA2MwhjBoGHHhvYlJd2Fw1g0lDpXA+wkh1/hJyAEStrfAexkTTzpIAyMWMcG8jRHQAi4DqMwBnNz2OMpUXsmybgLg8bRo4olLGW4ffC5rfZGxxYn5++r0I3tAyto9HLmaXx6AahXuxcMO4JVi+EkS8U1ANlnm4VZ0DeXvajOTJkAH/HRNp6nHY4C7h/9N/E3MVCxtpabPRJhrxlCE/8eoO/yuQIOAEjrvRBRzfO23gOFyvO29JehG9YsVT3y0oQLek/nWVCxt63nFujGewIrEAJ2JxAAWttC7tFuA8EK8UfVUzGwZSwUY+BOSoGAsL5ZvcVvgOk7oy3yuhXtPtJqrY9SAGMiJgSYUAsBJ9JjPpWWzHBxO5q1qsU9cemmF2wCvgLAOeb/M6/FYE6jBPmEq+XiPZ3/CeKvW3jS9zA48i8ty3IqCgGrM+C3geEks1gP3bDT6flAtzYrEvNVGKyc6aN2+osG+IiPa5wrBjk9C32k+Zmue/W8Grqxb/pBS4mFASZP+STgMAdzGvq4R7sThHdZpvBJ0Cs3mf97LrZFUXtFBZGzyJmPxaWVO9JgciZtKGk3AzjRJuCzMTiyOHA7hIAtCIMel7jTQ7YW+zhwZ0YoIMxvVv1WNPMyDFZObWp9SXsVwLZmuULHvrhk2DmOaVq1rQsIAdd1f5iDOQ0jq6TdB8BOCFB3hlbSBgGcZ5t5KXSjJw0mZ9KGkrYBwHam7Vs69sHPh58N3A7xgnYIeGy3BvgSdOMnvrAtFY8H6Fa7TvD72b6Ux1A47G9WqXgdQGOk62Ur2uUsRx/HwMjvYmh59lUE6DtZAWeh+92e0A9BN94+avZ5xWNQoNvtf29BxdgRv8BrWWhWqmw8v/NgVFklKFe7DGugV/YIxT4hYIeAvwjgxzam/tNolrALoL1o198M3bASPOTlCbCKmhACv17RLiLBT6Abdq7gvIAcUTuEgOuADQBIRF0UTGypeDRAztbyeAeJnuIakOMhWnNXOJjW9qrdq30WjF/YBHw19MoZoQAg15AsGMM5B1Y7EntZcyQ6GIMjKjd2Pp4oCNivV7Q7Clz+tvmjGiml4jKATra/HbdBr5zgVZWsgL0ilWS5ErYBzLRu9mNMhQ4Vv9V6JDlD8N7p1S4G4wv2S/Sv0CvfDi50gkv6eZsgegUq8Dlw53UAW9uqTB/D4MhlXlWnvlxUY8KPV7TlU6LOga2nYmwnu2keRk5JU0FirCQj6hbFQMVyjPXw5JOAo5hNegAz0iKujDB8DPTKnaP6wlhdRGp8BoTXetnWOroFNV2csMYQdOdN9b8N3dv5HTB/w/rQ0XcxMGKl0cvDExUBK2xcXtGY3MPZlV2pxuEzDxhH1YbJvs1NdAoBR9UpYcttNssKuroI294sybPiFW8eTU6yxdgZP4e6+hX8EQKuJeCaa3N4HIPGgb4A7un8KIhtxyBaCn3kA77qp7lwlIuG8V7RN2Kw8v6GcJQ0dU6vzuvVNsNF0Cvz0gxb4rY1251sSwKOcjaZVI83O2cIurpIql1p0Ntb/Acw3W2b8gR044DQzHL3y6PQjYODxI5talepaK0K9cpYMIamlWIqUOp8C8BOHGj/kcZ6Og8CsRMa9DnohhN2MaYGRKgmSgJWZvcWl4LplNEWcPU0DG65blyLejs/BubfWn9vMX1khDClTnQz/xwh4JzM4ppNKiQ5Q+vvptvL/E/QjcNaF1ZXM04vaJN8yTm7/hl0wz7TDq01wQWVtKcBzLK+73wcBiqOB7832SVtGIAdC9rYFTr+5q1iyks1e7/DML+kPQlgf0sUrwUqs6FjnUv0+Vvtg+oWlVlJPa9BN6xrefI0RqC3uBBs56oGfH878rkFHcdgjntANmuTnAO33iMl7UEANunyYugVK/l7GE+cW9BuAlbWp4+ES9olaj1mETD9OwZGLvQFs/us/gToldt81U9r4ahXwKrdJUwHivePxdTGU9CNN4+DpKQpAraiZ3m5P5xWTOOwq1d7GIyDrfHszwHLrBKHjbHraEZWsRsUgkIvbZJz4NaADuBE0VRhoy1oL33ZVPAEBUraTwF8vubXdJFwqfMcgNVZsPr63IWBmuQiXtpc0tRRwT+YRfOUGzgOAlaY9XR8AFSoyUbF10OvjG1Nm0St/QXAIXZ3+HeW89KPeSkT8JubTwKOazDHOYi8fLRdyRlCXsnF2dY4dQV0omhqatwEbH1A60n4XujGUU1tjaPA57ATOszUd9bj1+Gt1heC+FYMVKzQoVl/vLzfYbWxt3gDmE4aFVe/ypXjLG9Ih7DrKATsDerkS3l5QXuKC0Gj5xEboBs7JG94yi0I6ETRtHVJEHBjEk5PgP1e7U6wE9ucPgx9ZGFTHJ0CXt4Dz8JSVDDudtVuM6MuYUMIxJIiZKMzxT1RcUco9Kg1nwQc92D2CHagYl7bVDKTM1h5bBlfxaDxw0B68165pH0ZgIPRr6Abnwm1yUkRsEXCYwECrAFxLfTK6aG2rxVhvZ0Xgfnf7KoD0I3zPYvx+h54FpiSgnHv2jVL2BBwazUlqEZrRk/xNhBZKTKZr8dg3Va+B+1CwB5ASkURrx+eHu0rIPzAtllWwc06r6T9EsCn7WJfgW78qFkVX78nScAmCRdfAciakIFfgV6x0lom+fQWjwXTCtuEldCN/Tyb4/U98CwwJQXjJmBrbEycsMG9uvOfPCMlsEZqRghjUQg40h4KUbifF9S1CuZFGPQeGi1Ei7MhKkoHLIVAr/YEGLanKb8MvbJTpPeA61EvFZcAdNrYn1OyCq7NPAU6APrIE54GTAgfPU964i6UVLtcCRtqtqJLWrDkGXHjl4S+EPpMCDiJjmtFpy8CLi4C6CxLDa2FPrJ7KypzXydqByxrlTGeABkdIDsogtdcrUE6o1R8CSBn5fskdOMtQcSFUrdXexQMJxKWd0/bED56odgfthA/73eYuuu3osFWIhI5B26Ocql4PUBORLHboRvHNa/kLiEE7BexpMr7+fBYQdXVWXDBNLfKx+LSipNNKakWpE9v1A5YTovrCRB8GUD2/dcYAsU02gZPujdaDWDg5z1Iuo1+9CdFwMrG3uIS8OguyViqRzkHnrwHS6Y3/052Ie+TyBqpQsB+XpIky/r98JS0QQDn2SZfCt3oSdL8VOqujYBFeAgDNXmWwzS4ngDBaociPgJutA0eZvtakdXq5Mfve9CKbUnUSbpdtRHGmK/DYOW0uixrcg5cOy7cvjYvQTd2bmXY5JOAk5xNttILXur4fUHPKx6DAjlh/qqoGDtIarE6oEvaQwAONf8aZVCH+vFIuC9WAk7jOXCr2/+l4s0A2Xd/+QboFTsPq5eXKMVl/L7fYTelVLwKoA+NilV3gwtmwBOVnEE9La3wwjYzNfJqnRsD3DYRAk5NjzYxpJUXtNS5BuAZlmQJzDEO4ZKmHH+cUHxHQTfujWQ4uNLB8Q1gVGM9A1aNSuM5cCsOcKXiYoDONPuJcAcGjGMj6bO4haZh0eByyMJKEM4G4082FOuhG11xw5JKfa54C7wBeqXleAv5JOBWyCqVPV1jVCsvqATmmLhXS9gF0F60C1Qww5iCeahGMgzcVzo2gnl5/ASsPQXAue7zGHTjoEja6kdo7Q6E1zi6vVNOA1eXWGpylK2nlffbD9Zeyo5zyMJGMIogdNoTnkMxYPzZi6hclwkx4qAQcFZGSqsvqATmaNzDPR0ngwrL7B//AN14Z6RDoaS9AWAbW8djgOMBHIMTgvnblQAAIABJREFUlrkC1sZy8RI2YcBwbIm02ZMKr3XEIjyCAcOJPzxxtfM6D0CBFX5qBbwKA0Z3cg0IUXNaFg292i1gnNCwZVEe04QIZeSiQnROEwKOvLdCUtDqC+p2FshXDtUg0JaKFwJkJRsn/BADxleDiGta131lYcNotDLEeI7Zq6kVzdaWrSk4kmjlqksJGqCNjOFtdEKH0RT/tBdodYIdRbt6O28A8zE1E0ZHy4PQjcOjUJkZma2M2UkaJwSclZ5vlYCt1c+zAPayvrsSntLEodR5HcCnWpjQJzE48ptIh0KPdhsIVtg68BBAznnaRujG1Eh1O8LdXt/pWAW3spro1cpgzDSbVaUDcenI47HgF6WSNBHw6HjRNgLOhM38433QjSOihCH1skOI/1zbRiHg1Pe4bWAQApZV8PheLmnrAexm/kCF/TGwWSWKj+7p1S4D4yO2AuX8pSZEzjZwfB6mrlVwCjxbWzlPK3XeCPD77L47HQOba9LrRdeFkUoO8n5HZVh9qEo1fVcxj4mWQTcujkptquWGEP85/wScxtlk0FEVtE2yCh7rgd4p+4GryilJPX+FbkwL2j1N65+7zQwUjTVj5fg2gI63/70CumGvjptKClYghOg9wQyoq92Ko2Cv9gcwrPSKxFdhoGJ5RWf5SSMBKzx7tPtBaLTt/MW2JOGQ3598roCDklUaX+SgbZIkDWO92tP5CRD/2voDLYU+8oFYurykrQKwr60rfkcspbi3eDN49B7tOugV+5paLAg0VuLXUdB9ZzV6B7o4oEkrAau2uyM+OWi0JwGHvIOUTwJO82Bu9WUOo02SpMFCv1f7ARhfsf7B86BXLmq1W3zVc3siV8F2qNA4HbHGB+VYCr0SzwRkIrD8Tg57Os+CurZk9V86Uiz6GggNCrtXViti2xHxYndv53fA/A27aBnAgvZc/YZ/k0AI2MsATEOZMAi4p7gI5CRpQPterC9pdwNmlB+Aq6dgcMv1sXVxbci/MaXxOWJZK5qVAJzrO5ugp+BKUu3ksJmH9ue1w7EF99vwPQzdeGts/ReVIvc1tfh8Ary0p6fzoyD+nVU0xh0jL7bFWaZ2ByukK1lCwHF2YBBd7z9kKfZ64hRTxHNvWYYbHrY8eP08n8FW0LQNoxfrUf0A9C1L/YjIfNl5KGCtthlA0WqLsSt0/C22dtV6IruVxvvRLbk8XOPV3QhsNy5jCQEalnUFUXkVumHnO46tF8NVVB+oJS6veK+t6Ok8CMSP2MXb8ypjvQ9HRdsdv9i41iuEE5UTAg6KYFz1jzlmKQ64xyLgx49ahjvu8E/Aqm5J6wcwxzLbTj0WVxvSoKekHQngHtuUZFLzNV4Fr4h12zFkZ5JQutaFS5N7yq58wjFPokJpbI2QkrYCgB1SM8Z74X7a4eqbjOPtp91O2fpbDLpxQCti6usIAYeBYiwy5s+jg+4xM+jwo0ddBMy1gkj4fWojCam6eblH6RWHdx+5EPs/eLZZfP1ef8E15bd5rRpauUar4DjyAtc2oD4+dRqSGvhaBWt/AWBFzurAbPzMeCC0/olbUBjHS1HbXNL+COAdlho+AXrltqhVpkp+7T3+EN9VIeBU9fJkxsyfR2SlsGPm1glYCXB7kSqHir7MwBDQUDrqxBf4rbfvbop56u0LsfzeDwcU6b+6O5qO/U3jZRistLar4d+CdIamNMemNgxgig3KYugVa7JU/9Q6kzGdjcGRxa3AkIo6tcdLq966HDc/4FxPS4V5phElTU1w3t60X9JjcbiWRDRJEgIOt5silBYmAXecChSus40dwYixPX4J9eHL+dN/DBFux0F3A1M2beEHjt0R+PpriTS6NgKUZUD8Z2u1Vype36GM3744KxEsapV6XQXX3gXO+FEKHX7q43z4TW8xYXj67Zfjtns/mng/1BtQG7cb+DN0w0rj2S6PK44C34rBip0SMxgA+STgoHdmg2EaUe0QCdia0Q4BsANQpCAucESo1YotFBYMMvN56m9EdGm1OqcnBrWNVZy598PYZe3Bpi0PvA+89WvAgXfHe6WmPtLR6gOvxU1/Pj0xTBzF7jPyxg5itWkJgfuhG/b2aOLW+zTgezOItDU48A9mPX509u7A1wM79/g0onnxz2lHoANOus4ydCP5yVpzq8MpEWE+bSHgcLooBinzlxKR6YTF6gwCc4NtV7YSgSiGVkan4nvbEml/B1Qwf4WhcnrpuyM6fU0kH/uuJXjLH09zCBgPngiefdOTuO8GayUU1/PxXdbgTRusYBwrD70Vt94Xysw+kPnusfkMdMOK+1z7lIrHA3Sr/acMxyjuv5wIzjHIKua+9GZ3KmmbAGxlYh6SF3CgcRJXZRW85qETrPfi0NtC3anKJwFHtF8fV3831tO/lAg2AWMZ0BeMgJUSvxGIkgUgoPb+LxLhx7aQ+5n7El8x0TuPX41Xd94bj1qZEHn7Fx/FK981V8XxPfOX0mHLrXH10LuDT+zCMNy58vGYdVUb+98//sqHO5/z5NeWwrApIhlE/SqwhTnBYKbLgTnp23522l7ruFegM3HJyFURwZIqsbTt/3sBr+9o+o1w90O3YuX/hTZJFQJOVVdPZkzIW9BKVRslaSDqvw/AbOtDhy8BfT8ZQ3v+Bdb/z405wLy9/Wgbwowngb54V8CIYGIXxjs1+5TH6YH3mFjwfg9djqf+bzwxuc7l6GAMjjwahur4ZNT3v5HO7edRAu78HsD/bP2T/gv6yNfjwyoZTUQLngF4H0c77/PotXjm56Ed0wgBJ9OvLWgNeQt6bFbbBqkKbecrq80Gs7HzmPPV/AuIyCRjZv5i3CRM1D/q9cuMDUDfDi0MjgBV+m8mgjOjf465b+8AwsKrusM3HqENux5k9stOQ0/j7/+1/zjh7pSSH8PgyGXhGRCHpAxtPys4zu88A1W+0kZmRaz31uPojnE6+pcQwTwmMp9tXl3Nb8xzYrmHYpEQcCgwxiEkopWKswp++BjQpm038J+uiZkAosducueriHD13Kz+14jwJrv4Rua+eHIDj9rn/sgw41qgL7QZvmcYxhX0MOGsjVFM9F0MjHyzdX3x18zU9rOCxx0Nahi6sXX8qMWnkaj/FQBOlLVXmftCj7gmBBxffwbUFMEWtG0RHfrBV/Dn48zBxfs8ch2e+cXYrC+g1clXN52v1ItUMNs3zvnKw4c+0kaMETAzXgf6to1UXQPhRP2juyDMuBXoC+2Mq/W2eBjvmY5RnLHtZ6cjVRzxR47uxpYicPDyI/FzQwXoyNlj7kyofNOji5GoJqb5JeDH3mkGrcCBd18EvdJa1KhUDasIiWLWP15F5cM+5DSXuTob+Fp2Iwu5+q3/SiKcYf2J1jLPsYJwjD4ePvSRjoPkCRiIcGy1jF3/LUQ4wa7eeGs80zGKM7b97PTjwWc/RI++07wDzLMeuhJP/99ZLXdxKivOX0NE9Sk6VzP3hbr17DQ9nwR84IeX0uNHWZ6dB9yzDI9dEdxjOPHBEu1WKe3wrdXYsLNz/vcsc9+o40HiTW/ZgO/vQlR4wYmsxIxFQN85bnHR4trc9DQQcP8jRLDOWxmPAn0xe2I3Qsnj1nhGYxRnbvvZ6aLuz1xFq95qTdb3fOpufu6SdzUf49koQdT/DIC67x6tZp4TCfmaS4JsQOPTyr17ltJzB1gEvNfjy/DsYA4IOOqV2vcPJyo4Kd7Uh/hKoC/Ts9tCYf6PmOlL1uih9cxzusaPpKRXf6kg4PCvuPl8ZRsVr9savwXoe8+4cipG8aPvfAdGtgYOuzkjMYozuv1sgr/gE0T8a/ONIlxWrfZ9LISuTliEOdk7DsB2tYYw81pgbt2OWbim5pOAETVZhdsJ3qTFQRS1q45G27XeLE1HqR8eTrSlZkLBZwNzG8QLTnqspIGA4xhbrYwKDx7qB3zkAXriSDNGMe//4GI8+evGsaNbUR9Znf6FRLDt5GeY544PNBKZ7qCCF5xAxLdYUvh25rmKuDL49C9RN8yJeDeAdqxrwCvMuAno+0jUDRMCjhrh0OTHsVXazGEptMZELojIfMEcZ7JrmSfy7E2cgIeJrOQDzNgM9FmRhmJ90rgF7QDQ5I72fv+4iFYeZu3UTHv2IR76oZ0wIFYAfSlzXz3jhcDc+BOC+LK4tvCP30JkPG7/5WnmvvHXw1qWHUdFc5FxTK2DlVtrtFvO9S0UAo6jz0PREQ9RpCpecsu4zT+LiBY51Zk7ZgNfmcCpLI6JzWQN6V9PhN1sAv4r0GfH52658S1UTDMBN2vOD44mqjohRR9m7ntrsxrJ/j7/CiJy/BA2Mycx4QqCwH9uT9SpbhWoTejXmefE7rXfmvXNiBdq1XtH3FfwhIBb680EasW1TegKWlFlNnZILGNQiygT9Y8mmiDiH1erc788sai4cJ3Igv6/EmFXm4BfBPpMMo73yTIBD2xD9MYbY5OtqVOB3o3x4uddG9H8VQCZTj2NnQK9y0qqJNGC1wA2764zj+wA/MuGpGyZXO+k28zK+peZC38F+Km4idexWwg4nSOngVXxrdSIFqwB2HTFZ8ZioC8D52oOZP1XE+GD9r82M1f3AL72t0kIOLw8yy2NpTScAWeZgJUzUP9fABxijdfCMcBX72ypKyKvlGXnqzFwiPqfArCfhbd2APClJyKHzrOC/ssBHESkvl/jznYdKYmsdhs1QQjYc8cmXTCeLWirlbVOItjAHHd4xFaxnr8nEamrBB325OEaoG/0fnNjqfFNbCbQPxoJK6lAHEhrPGiPw4Co/08A3mb3eYq99zN697euH4jmrwDoWAtvOhGY42Sl8thjURQzV7vvJsJkW+KpIV5ZAUcxBiKVGScBm6uK0TBszPgq0PfDSJsXgvBCof+XzPi0LWodc1/9hfoGWhLfgk4BASeNQdDOd00YX2Huq/dqDaoglPqZvftb1/pCof93zDCTYzDTJ4E5vwkFIN9C1Hk6DgOw88Sr3eS3mSdrlqyAfXd6UhXi/kj2f4UIP7Bbm4FV8PdPJiosc3qHuXoK8LXrm/dWvBOb8fakYgs6pHvA1vbfBJgXAUR21kbU/7Lj2ZrOCWM+tp9V3xL13wXAzKHJDA+7TM3fQu8lzJXum4mwh0qPMFE9ZrwGYHlSZ7te25NTAh4LY8eM64E+MyhHtp/4z+nqVsENokilB1GifhXxyrw0T4RfVat9n/FmnWxBtxaKsvZ6kKftP6c7ItoGdE0Y05PVyW41Uf/tgHn9RdFWmXnuLG/jM42lFiwm4jNtyx5k7js8GistJyoAFeu9nvRc13aqorWAGc0t8ju8YbQ5pwQ8fxEROVGc7mLuOzoMsJKVkQRR9C8igo1jegNzEPUrpxsnJF6FmWcCc5/31l9x7yzUW5XFFfBYgAyA/g7wzt6wdpUKPb5uXeSs1Byb1OaitleNKck41UKvmVWivPplTuxOIcI/TOJE5Ri+kZlXA4WOJD2ZW0XRnFQEqZzeuv3vI8KNtn05IeAktkrTH5ijUFjwU2b+vDMWmXED0Hey97GZBK611vWnIBCH30nIGGaNcLbyGkPtSIw+E6xeXmXGivC2CdN4bFKXUxa4n7nvHd7HZxpLRnX1q3ZiN2m7NzDzTdkKYNK4PTkl4B/tQVSxV0DqEH7uTmkcxv5s6r+eCO+366xg7nu3v/qtlU5zYI568kVLH7fECTgNgTh8ngGP7cbUjCq1tbxm8u0/k4yU92xdXtXwtmTdxybJR5ki6n8agLPdfAdzn+k9nPUnmqtfjQhYfb/NbWW1XixmdaU7UX/nlIDVecH8l5wtDObinsCXXTPyrL0ARP0quICZAJs5zg9LOgNz1JMvEf2sWp3zBf/9msTWvmsFrHKPmqEImXFFMmdXvlfAS4mo1q/Cl5Me0YJnVObpWhTCy7eapjjL+XG8qn+viPrvAXCkPW5D9A+xtqCBQnfeyLbRtynHBDx2LsiMk4C+m/x/nNNSwxW+bhNz34Tef1FYXBeYI/Hzq/DIV6Hll3yiQNj0HkYy5Kv0+p2E9L9ae9+yNfI0V8Mq6bkZBxtQoQDDuD6UHtLLl+NV/bhfsIyIzaMeZtwG9Dm5m6N4QXIrs10IOGPRnNzjLfnwdf2LieB4PYK5Ohv42gSxlaN9V4jm3wWQeQVCPa2vfB0JSW9BR4uXN+l+JiGuYBJKfIAJ4bjz0U0A3c48xzlq8WZ+XSmi/t8DMFMXMuMCoO+nLQkKUIlowT0AmytE247EJ64BmtOgqrw3YeCZWwIGXDO0xrlEw0AwchnpmNET9a8GsLfd3GeZ++oSV0cNhJmveCGA0eTYwclX2SwfEn8rYPf5L7N55ePgVnu/1nN5TAbfyDw3AAn3f4EIF9vybmbue2+r9rVSr558W/NNaEVzfHWI+pcDZg5dNclZBvTlIOd6fPg5mnJMwHn5sKYlfJ1JgDX5deN86RZ8g4i/U/d6hORN6nf7Nf6XNHqN3lfA9YTJzBcBc+cFs7H/OiKoLUzTxwHgYea59v+3Ijm5Set48qV7mecc1Uor0l3H9V16krnvLem2N53WCQGns19GrUpX+LoF1xHx6Ew3+q1ok/TnOzNtBxQ7WfZJ4XSdd/IJR18apXidhIzbMg519UM0X21Bm/mQgyYBSeK9Iep/DsCeYz2cV/JVLUxukpPGN6hVm4SAW0UulnrpG+TxbUU3vOqygrk6N9zz57zslAQZkF4xGIswNzYZ4mXA3JC2H2sDv2CYuS/AKjjenaP2WfnWTC+o/3EA5sqXmS4H5pjxoeXxjkCeCfhWIjrenk1nNBzlgmuI+HS7O1cx93V779qoStZvRfPVwNwzwtNmyl9cc95simambwJzvhueHkeSV/IJX3N6JHrdBRgrV0PAIWxBuz7qmwCYq+BgIRvjm7wSzb8DoNpoe88z9+2Vnv6NyhLXeFjO3Gd+b+XxjkCOCdiVIeVe5r6MncOMO3NNkSf3giVEfJo9zAJ4wdYP1IZnvc8yV88Kd9Vbq9fr9qv3lyp7Jb1iMBaPPCoCBszz4JpjDrTsPRx9EAxzxa5stScMCpU8bzvXj2yv4yZ7b0RcFueYgKOMVxp998S31dtaW2oDg1hXUXAr0PeB1qRNdNZLS4E5Lcr0aonX1Z9XeVks53UXIA4CNrPtqMhH0801MMPDDYbaxBCuyZW6a+xMFEMkR3OScKKbeE1rH2CeOzuLI6A1m+XdaQ23sVo5JuCo4pUGhdxL/fTcu53IWqIFNwBc7wi1hrlPpQnz8AxsA2x6O1D9OhHqSTaCs96JTPJKPh6alNkiXj+k48/lw/GCrgfOT5+MhS9kxsNA31trpdUnQgBoNfOc0atsfruMaMF9ANeT7LA9UYh4sujX2qjL12LPXwTmOle/olacG/k5JmBzJv0XAIdYM+nCMcBXVdac1D9pizw1MQnPvwEgFdu21llmDTP+DLCqdh9A76j5/yOIoOJyq0heZr/UP9Gd9U7UCtlG834POPozYKuXfBFwfVjM55j5EaLCfszVP6mA/Q1CXyrCXAr0ne39YzD/bUT047GUgmbNFuR415iNkhPtPmTD+qStzDsBRxSvNMpuS2fs5claTDR/NUBOkI5WwVnNXD07urPeiczyuvprtVlZqOeV8OLZgvY+IVDYjovMVQ+4Oh5ZTYQDGvSE+m0FgKo1SVSfQ9d/iYi7AJoBYJq7Pt3JPMfO75uFPhYb04hArgm4LhpWJuKVpjn70OQkPD7AvocB/7D6+DFjFdA3GurSQ70Qi/TfRgQzsxQzMuotHxQOr5m2YiPgR4hwkN0nHiJtKRLm93rIH2uKDJ6Gle9jnntEUNSlviCQcwL2OrNPy0BIf/7dyZHqX2JvL29uvAWtUtGpBO6FHwJbPwj0qgxPCT+1iS74Iea5b0/YoNjVE/W/Yfdbk0xbjc6Ao4iI1uquhDn+pqpIWgDtQ2SGLQ1wl9jVFesBfpGZngkvf3HsXS0KU4ZAzgk4a+d7LjJYyzx395SNlxyaY57t/clu2Hrmvq4cNnKSJrkybW1k7ps6ceGGZ8AhBuJwNIf53ppXhT4IoDhRu5ixDuCHGmxBb6NIF8C3gbl/bq9xIa2NA4GcE3CrM+k4oB+voy7rUUK5YZNpe5JaifqHnDM+Zj60nT62RPNX2I50agv+BqDPTDHX+EnrFnSz0VO7E4blRJgJYDRQRtCEEs20y++CwEQI5J2A5xHRharx0VyXCHNgxRe5J0yr8yCLqP9BAIfZ42Sh8pzNQ7u8tcHPJDUPBOwkjxjLaSwE7G2kSKnwEcg5AYe5lRU++G6J8caujbo12ZLfv4wITnLx5UA7hdTz847ERcB+JgVeRlojX5CxtggBe8FQykSBQM4JOOwXOYousGQmkb0lutZkTbIfEspa25rZ68dRMS4CDrs/hICbjQL5PRkE8k7AGdmClu3nZIa/ozU7E7XwcUolAfu8htQMlUaEHjbJN7NBfhcExiOQcwLOxktG1H/7WIQdLjPPnSWDNU4EsjFOokGkHQi40QSrnSdd0YwkkeofgZwTcPpfMqL59wN0uNN1zK1nf/Hf/VLDQiD94yS6nvLT9ti2oENeAcsWdHTjRyQHQSDvBJzyLWh36jUA9zP3vSNIh0rdVhDwswpsRX6a6/hZ/cdDwET9rwDYXqHGjCeBPjPpe+tPQwJeSoRTbB3LgL7RFIit65GagoA/BHJOwH4+Lv6AC6M0UX9t8vE7medKbNkwgPUpg6h/OYDj2vNj7GfyEUc2pPDyAY8Ng0Zt9LPy9zmgpLgg4BGBnBNwml8yM0LPWXY/DTP3hRUyz2PXS7ExBFxXwJ5kDrriyhK2fgi4USSscENREs3fBJCd4D4sfwjZgs7SiGwnW3NOwOldARP1DwOYYq+6FvtLjdZOQzSOtrazF7ofAm64BR1aKEqi+XcAdLTV4zzMPDekSakQcBxvkejwj0DOCTitK2DX6nczc5894/ffgVIjHASI+h8HYJ41MtPlwJyPhiM57VL8vCPRnQG7bwKYZ78qX29ICe6FgNM+CtvVvrwTcCqdsGrPfpkhq99UvH2u7dXlzO0SDcvPLlFUZ8D9S4hw2tgw4AeY584Ob1gIAYeHpUgKE4GcE7Cfj0uYsE4si2h+GSAVDF49cvYbD+wetPjZivUgLjNF/LS7YTaki4C584I1t/9mIpxoy4jgJoAQcLD+kdpRIZB3Ag75PmGQblDenXzimINJ2NtsQWyTukD6Jmvx9IofAm60BR3cCYuo/z4A5oqXGbcCfQ4ZhwTB/JuJyJQ5lvFJYkGHBK6ICYBAzgnYz/lWABSbVCVacB/A9Vtq65j7ZkSnVST7Q6BdP8hBCZgDOWHVkq9NkNeGn/C+/0oinGGPB/t4oV37299bIaWjRSDnBJz8qoZowT0AHznWjcq7k24Jz8Ek2gHSPtLTMVmLH28/7Q77DHhcIJo7mPuODR+D/o8S4Xe23MXMfWcDQsDh4ywS/SKQcwL283HxC13z8kTzVwO091hJupN5jgTbaA5dAiX8rAQTMC8ylX4mqeGeAbvv/Eb5bnz/aKLCHTaEf2TuO1IIOLIBJYJ9IJBrAiaavwIgc0Y9dvbjA52Wi44/7wXoXuY5R7UsUipGjIAfIorYlFjF+5l4hHcNKbo7v43AW7APET9j/cJrmefuLgQc6yATZRMgkGsCBuZfQUTn2G3fyNw3NeqRQNT/PIA96vSsYe6r/1vUpoh8Xwgku1viy9RQC8dPwEQL7gDYDrgRhzPiFR1EL1Qc2Jj3KAIvqKtPEgs61LEkwvwikHMCNhPdvwFgG2sVzAuBuR/2C5K38t8/nKiwEMC+Y+XlvNcbdmkoJStgZm5ypSjoGfD8q4jo/QBqAs+Efee38Vgimr8GINPpkZn2BaoXE5FNwMEcydIwesWGbCKQewIG+q8ngnrp1bOCue/d4XfV/GuJqD5qz3PMfTXnv+FrFYlhItCuK+AFy4j4ZIuYcBtQvapQoF2r1bn/Nh7dVs+AzcnpYgB17wPdzzwnluxfRP33AjjCamf1GKBwCREOstv9KNB3cJijSWQJAl4QaAcCjjDtmOnFqe4XukJJMuMmoO8kLx0gZdKBQHL+Asm2n6j/HgCOl74Kx3mATUpfBfp+6LbO/wqYaMEtAJ9Q18phZsR6E4CofxFgJT9hxscA/KsQcLJjT7QD7UDAIQbjUGfKhUOZq0+r/wJcf4/3WebqWcDXHpDBlTUE4vcXSANCRP1/AXCIRUz0AyL+qm3XJmaoO7kfGbPTXzYkovk3AOSaiDLzdcDcmrCT8aBA1H8XgHfaBHwNAE3OgOPBXrRMjEA7EPATRHizBQG/zDx3J/8Dwlzpqln8RNlZhpn5BmCuc9nfvwqpkTgC8fkLJN5U24CBbYjeUD4S1tvBU6cSvaGcCEffEWZcMUbCfrIhqQxTnU8DbPpfAFjJXP1ocpNT8/z5Q7Yt9zDzjUR0odXuZmffaekvsSNvCLQDAbsCvduz+tMn7sixVa7aICDCuwBsP3H5sHKW5m1oZbE9cfgLpAmXHxxNVHXuxz7M3PdWoH8hEc6usXIDM99l32efRWSl0BwjbSiSfdraTGOockTocDJLWeVoI/OcyG8gTI5s/2lEWGKXuYmZK+KElaax2J62tAEBm57QLwPYwZ7nq0hUZYCfrfloqI/HPkS0j+MxPcFwUNtyzwCsAmyoc983wg+b154DMR2t9nMlJx0WB7PCRbb3MveZ99SJ+tcD2C2YbFftG5j7TEev5J4FBxDxY7b+VcxQO2NyDSm5DhHN6l1rDxTq05210mpZ6baCWrbqtNtVpP5biXC86iNmXA/0mYRkkfD8lQB1B+y/JwGsYh6TG1BegOoDGtEbI44AFZjHuR3BLNeQAgArVQMg0CYE7OuDspEZq+1VroJWfYSekpVugFGWmartdhWpWXv71ZbtVICHvW5BE9F+zPQgMNIHfH1tmrqeqL8MwEwFysy3E43ArAWqAAALVElEQVRGyVsG9J2aJlvFlvZAoG0I2OpO9UGh/QGu1G9BE/H+zHgoukAd7TGgst3KtlsB+7yi5/8aUprGA1H/jcD/3965/FpSVWH8+4iIIiqQKCr4QAx0ZGAUZ0QGPhp8JU4Q/gdGXcc/AOeeuonxfzDdYoy8hBgciEMwDsA0gt32RZBuE6ED9sMmLrLrVJ1TdW5x63HqnNq79lfD7qpda/3WPvnuWrX32jiaC/AvSbrtSFqE5VOQIrMlMgGOLLpytyOBpoyw43De3971m3ffRhx+gCjveTbDWRI35QK80ZGKfngnK0IkIAEOMWqyeUsEugrSlszY2bAVQc3PyT3s5WFnwEDlXODzxe4GM6gEvbM5pxeVCUiANR9EYEkgrhI0mbrOV0cWWSCPA8cePHwydGvE4d/ESo+ScGXorCcAwBuUAfsXpZgskgDHFG352kAgphK0a5Rx9WsFELMrNzcvmurSiMPHyfbzW8h3XaMRd11x3bAWAqwM2MdoxWCTBDiGKMvHlgRiyoDT4ySKk8HcVqEWW46GOw+4ZUAGv42c/6fIfFd/fGgb0uCgNWArAhLgVph0UxwE4smAq1ty2pSf3QwI/Rtw1mTkT0DW3W55KQOO49fto5cSYB+jIptGIhBLBtyn/OxCEvYqaOcBufccYHdVBVgZ8Eg/uOhfKwGOfgoIwIpALBlwn/JzlgEvTxYrlW9/CsweDmcWHeh17b4B6zzgcAI4KUslwJMKp5zZjEAc25D6lZ+nIsDzr5D8y1oJWgK82Q9HT/ckIAHuCU6PTZFA+kx+7KRzbt8s+fz0vOxbfp6KAGffgd8AFk043KVvwNOb5aF4JAEOJVKycwcEqod2NB9duQOTBn/F3m9JK47jbLn6uTBiCiXoTID/DOCrpTK6OmENPs80YBsCEuA2lHRPNATI9AyAz+WZ0TNA8u3pOP+zu8irnitlfr8GkvLZvw2u1glwiHto0ydJLI9H1Dfg6czw0DyRAIcWMdm7ZQLT/Q5Mpv8AUJTVz5gl7vzrDtfeSdLuKD8Q5lF+qxirBN0h/Lp1cAIS4MGRasCwCUx1K9L8NyR/tMp+//914CfPd4vVwXO1zSywVdDO4+p+5jD/iOgWOd3tJwEJsJ9xkVWjEViVWadUmiTTSwCuWWR89jgw+2EfxOudpMIU4Op+5inFuU9M9cx4BCTA47HXmz0kQM5fBvilXKj+Cszu9NDMjibNT5C8P3/oslnyoY4DlG6vlqHDFOD1DFj7gPvPBz25CQEJ8Cb09OwECVTE6oJZ8pHQnSTnpwDeuvijAo8ASSHGPVxbXylu54DZcktPjwF3+Mj8IYDfA3APieuKFysD3mEI9KoKAQmwJoQIrBEg0/8CuDbPgn8FzIpDCwJktcm+33p3yfR/xUlC7lQhs+SD/oOZP0TyF3V2SoD9j95ULZQATzWy8msDAumLJL68GIAvmx27fYPBRn60b9vJw8xOXyKxZBLGfulDBfgEkDwwcqD0+ggJSIAjDLpcbiJQWYh1Hkiub3rC1//v33byUAF+goQr5WaXGV4CkiO+MljZtSxBlzucuTaUEl//gzdJCyXAkwyrnNqMQLXhhBkCzZCGLz8vuK6fimRvms1u3Iy5nhaB+AhIgOOLuTxuJFAp27ocL1CBKZ/8Y6fNZl9sdL3VDdVGFnkW/BiQFC0uW42im0QgdgIS4NhngPx/HwLz10h+plRmDU5gyPQigGzLkZkNuJisuo0nF+A/AMm3NJ1EQATaE5AAt2elOyMjQKZvAii+/75lltwQCgJyvg/ws7m9l8ySDw9n+3oJOhN4HWgwHGCNFAkBCXAkgZabfQgcOB3pDSD5dJ+RdvtM+jiJ75ey9yeA5AfD2VCbAetM3eEAa6RICEiAIwm03OxHYL31ImB/N5tlnbJ8vcj5RYBFt6stnGtclwGrm5Sv80F2+UtAAuxvbGSZFwTWF2Rl5dbXgdnNXpi3ZgQ5fwXgbYt/tktmswFLz8XLajPgJ4FkmXWPz8ZtOXJbpfiOthmNHw1ZUE9AAqyZIQKNBDIRdocXLMXMDK8CSXZusD/XgZL5wKXnpQC/QKLSI9uvb8DVphtmOA/gaQmx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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="-928.9999999999999" y="32" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="0,102,5,1" 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><comment x="20" y="20.00000000000003" w="188.6666666666667" collapsed="false">Pen size not required by the lab, but makes the writing much easier to see.</comment><script x="20" y="86.00000000000003"><block s="clear"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>255,35,24,1</color></block></script><script><block s="setColor"><color>12,0,241,1</color></block></script></block><block s="doIfElse"><block s="reportMouseDown"><comment w="53.333333333333336" collapsed="true">1.3</comment></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script><comment w="75.33333333333333" collapsed="true">2.3.1.2</comment></block></script><script x="20" y="386.5"><block s="clear"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>50</l></block><script><block s="setColor"><color>255,35,24,1</color></block></script><script><block s="doIfElse"><custom-block s="is %s between %s and %s ?"><block s="yPosition"></block><l>-50</l><l>50</l><comment w="53.333333333333336" collapsed="true">2.4</comment></custom-block><script><block 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See inside the blocks.  On the next lab page (2.3.3) there is a discussion of several different correct solutions to these.&#xD;&#xD;We&apos;ve learned that students find this exercise difficult.  This may be one of the places where a whole-class discussion would be useful.  &quot;If a&lt;b, is a≤b true?  What if a=b?  What if a&gt;b?&quot;</comment></custom-block></script><script x="20" y="826.6666666666666"><custom-block s="%s ≥ %s"><l>3</l><l>1</l></custom-block></script><script x="20" y="859.6666666666666"><custom-block s="%s ≠ %s"><l>1</l><l>1</l></custom-block></script><script x="20" y="892.6666666666666"><custom-block s="%b implies %b"><l><bool>true</bool></l><l><bool>false</bool></l><comment w="105.33333333333333" collapsed="true">if P then Q. TFTT</comment></custom-block></script><script x="20" y="927.6666666666666"><custom-block s="%b xor %b"><l><bool>true</bool></l><l><bool>false</bool></l><comment w="117.33333333333333" collapsed="true">exclusive OR. FTTF</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;a&apos; ≤ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≥ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportGreaterThan"><block var="a"/><block var="b"/></block><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≠ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="a"/><block var="b"/></block></block></block></script></block-definition><block-definition s="is %&apos;mid&apos; between %&apos;low&apos; and %&apos;high&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportAnd"><custom-block s="%s ≥ %s"><block var="mid"/><block var="low"/></custom-block><custom-block s="%s ≤ %s"><block var="mid"/><block var="high"/></custom-block></block></block></script><scripts><comment x="14.666666666666666" y="88.8" w="304.6666666666667" collapsed="false">As the lab says, it&apos;s okay to use &quot;&gt;&quot; and &quot;&lt;&quot; instead of &quot;≥&quot; and &quot;≤.&quot;</comment></scripts></block-definition><block-definition s="%&apos;p&apos; implies %&apos;q&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%b"></input></inputs><script><block s="doReport"><block s="reportOr"><block s="reportNot"><block var="p"/></block><block var="q"/></block></block></script></block-definition><block-definition s="%&apos;p&apos; xor %&apos;q&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%b"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportOr"><block var="p"/><block var="q"/></block><block s="reportNot"><block s="reportAnd"><block var="p"/><block var="q"/></block></block></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3pp1-2-Predicates Template" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>