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AcwdQAABBBBAwAMBAtgDdFoigAACCCBAAHMHEEAAAQQQ8ECAAPYAnZYIIIAAAggQwNwBBBBAAAEEPBAggD1ApyUCCCCAAAIEMHcAAQQQQAABDwQIYA/QaYkAAggggAABzB1AAAEEEEDAAwEC2AN0WiKAAAIIIEAAcwcQQAABBBDwQIAA9gCdlggggAACCBDA3AEEEEAAAQQ8ECCAPUCnJQIIIIAAAgQwdwABBBBAAAEPBAhgD9BpiQACCCCAAAHMHUAAAQQQQMADAQLYA3RaIoAAAgggQABzBxBAAAEEEPBAgAD2AJ2WCCCAAAIIEMDcAQQQQAABBDwQIIA9QKclAggggAACBDB3AAEEEEAAAQ8ECGAP0GmJAAIIIIAAAcwdQAABBBBAwAMBAtgDdFoigAACCCBAAHMHEEAAAQQQ8ECAAPYAnZYIIIAAAggQwNwBBBBAAAEEPBAggD1ApyUCCCCAAAIEMHcAgSIIbHngbx/93EE/Hr/ORq+8VITyH5bc2Eo3dtTr3CL2oLSPBLhXPjoMB0YhgB1ApAQCHxWorbXVVpm/fnHWxHUyK9Y5eFRd6i9OC4VC+ryV5thV+lrHjlrodH3q+U+Ae+W/Myl0IgK4UEHeR+ATApEae62V3qk5Y9+dzYj31l145ANbOY3UlNJQj2RUP3K6NvX8KcC98ue5FDIVAVyIHu8i8AmB6i/aySaj1nWGqW69Q38ycsxOV7+Znj/thEUzLr/KKaxdujQ5Y9Wa+Zzq5m2q95yqSx3/CnCv/Hs2hUxGABeix7sIfPq730dklejtNdcNfqn+okNuXaf2+T2eOiC1oVNYjZ16RFKio0FDPfiUv0CkxnKvyvCYCeAyPFRW8kYgErHflXREb6+Z8tEJJrWO//d7r4y/Y/GZvz6q0MkaUxrq0RHVx3oUWpf3/SvAvfLv2RQ6GQFcqCDvIzAkYE11jbqV0ZF9fWbwO9T/fcade9zpo7efM/PxzsNHaMaMTN5gVqYxpW5rdOS86NB3wXzKXoB7Vc5HTACX8+mym2sCNTV2hjXatHepOWR1TXe4YZclq9Lr96R+2DY136FiKc0w0qbtUa22R751ec+/Atwr/56NE5MRwE4oUiPQArW1ti5j9fLKCtX942/m1dVhjJ9+xtfW3+eiR9+6+7TYMz+/qCNXsFiX6mT18rDhqntoO622R641ed7fAtwrf5+PE9MRwE4oUiPQApEae6uVlvT1mJ+sCSJ6WXNHKPzOJguPeOTLuYLFOnWrjJYko1pjj1zr8rx/BbhX/j0bpyYjgJ2SpE4gBaq/aHc1GV3d22PGZgMw5f5NPuhf9M1znj7nyguzeX7wmaaUdrXS1cmosuqRbV2e868A98q/Z+PkZASwk5rUCpxApMbOl9U1vb3m1myWn/Dzw68ZtVnXgfObnxmTzfODz8RSmi/pmmRUWfXIti7P+VeAe+Xfs3FyMgLYSU1qBUogErGDP1a0X2+v2S2XxXe8reHNlb1bzE2dfstBa3svtlBHK6R9k1Hl1GNtdfm6fwW4V/49G6cnI4CdFqVeIASqq22lQkM/drRfX595MpelJ/zkh0dVTZp9VfrBH2y0aNaMNz/r3b26VJm26tYw7Zccr5x65DIPz/pHgHvln7NwYxIC2A1lepSdQE2Nvcgajeldao7OZ7mGa3d/zqwY0b/wuLu3/6z3m1K6KCON6Ygqrx75zMU73gpwr7z1d7s7Aey2OP1KXqC21m6dsVo4+Pue//pX83o+C00466xtx+xx2TPLHjzm24vOm3X3J2vsltLWK6WFGau6eQ3Kq0c+c/GOdwLcK+/svepMAHslT9+SFYjU2Dut1NnXYy4qZImJlxxw3zob9G234NBHaz5ZpzGlOyV1dkRVUI9C5uNddwW4V+56+6EbAeyHU2CGkhGorrV7G6uZvT1mGyeGnnLPZsvTf2q6ZPHZ10z/sF5jSvsY6bxkVI70cGJOahRXgHtVXF+/VieA/XoyzOVLgUiNXWykmT095i4nBpx43lEXj9zqsWPn7/tC5Yf1YiktDkkzH4nKkR5OzEmN4gpwr4rr69fqBLBfT4a5fCcQidiTJE3t7TX7ODncjrdMfm3FG5ss7Drltm81pnSSkaYmo3K0h5PzUstZAe6Vs56lVI0ALqXTYlbPBCIRu6GMum1GjX195mknBxk//ZQDxnz9+tv6X2jccd0Jc+aGpMZHonK0h5PzUss5Ae6Vc5alWIkALsVTY+aPCTSmtHmxSXqmP3bOwAtT3uhdaga/C3b803Dl3otH1i3+4rANem5NNqgoPRwfuswLcq/K/IB9sB4B7INDYIT8BXbp0roZq7/L6B1ZvZd/pc9+064aMcZ+MHzj9NwTNknNnLm0GD2i06fXZkb3vdTfcfgeL86dnPNfSyrGTEGuyb0K8um7tzsB7J41nYokEEvpOEm7J6PasxgtJt066Z/vvz720UWn3dJcjPof1qyusccb6Ru9PaYoexRz9nKszb0qx1P1104EsL/Og2nyFIh1qtMYXdIe1R15lljtaxN/fsQVI7/y1Pfm7//nKifrflatSI3ttEaX9C01ju7hxuzl2IN7VY6n6p+dCGD/nAWTFCDQmNIeRpqVjGrLAsp86tUp99a9n/7j13+++JyrXPk7vDU1dg8rzertMY7u4aRJkGpxr4J02u7vSgC7b07HIgnEUpptpGfbo/q5Ey2il057qGLdf26+4HvJTZyol22NSMQOfvf7p95e48ge2fbludULcK+4GcUSIICLJUtd1wWmdmmLkNUzmeGqm7edegoZYLvp0xs2+ObFC9+854d7Pnv+xfcXUivXd6ur7RYmpGdsRmP7+kxR/tFXrjMF+XnuVZBPv7i7E8DF9aW6ywKNKc2UtFFHVN8vpHXDdd940b4XfjN1wl07FVIn33cjtXamtdqor8cUtEe+/Xnv4wLcK25EMQQI4GKoUtMzgebnNPyttLqtdHBHgx7NZ5Dx5x5/wphJd15injpqvXkzZvTnU6PQd7bayg7/97vqNtLBPT0mrz0KnYH3/78A94rbUAwBArgYqtT0VKAppcOtdFAyqlg+g0yaPfHtFX/f9p7UGTcdms/7Tr1TU2OH9ujtMXnt4dQc1PmPAPeKm+C0AAHstCj1fCEQS2merG5ONuimXAaacMFhN4780p/2e3LaovVyea9Yz1bX2Edl9Ju+pSanPYo1T9Drcq+CfgOc3Z8AdtaTaj4RaOpSo5Vu2nCi6tqMVmUz1tjjrxhR/c0L+/sXfPv0xef+6tJs3in2M5GIbZTRTb09GiuZlcXuR/01C3CvuCFOChDATmpSy1cCsZR+LaveZIPOyWawhsv3f9yMenejhUc+9JVsnnfrmUjE/lpSb2+vyWoPt+YKah/uVVBP3vm9CWDnTanoE4HYYm2ileo2Vlu1b6+X1jTWdj86bbcNvnXJ3HfuPXWnP8688EmfrDA0xv/9n90kVKFuWW3V22vWuIef5i7XWbhX5Xqy7u9FALtvTkcXBWJdOlsZbZls0EFrarvDjbFXVy37fHfqxNZdXBwv61aRWnu2tdqyr8escY+sC/JgQQLcq4L4ePm/AgQwV6HsBWIpvWisftjeoAdXt+zEnx579qiJ95/zxJ6vjvAzRqTGvmikH/b0mNXu4efZy3E27lU5nqq7OxHA7nrTzQOBxi4dGJKOb6/XjqtrP/nObZcNvNRw8+Kzbhj8q0q+/dTU2AOtdHxvj1ntHr4dvEwH416V6cG6uBYB7CI2rbwTaEzpAVnd29Ggqz46xYSLvnvH8MhLTQsOWvB576bLvnN1jX1ARvf2LTUf2yP7CjzppAD3yknN4NUigIN35oHceJdF2iFjNef99zR2/mQtG0TY8sSz/u/ze13Xk3784KMWzbjshlKAiUTsDjL/2ePNN83QHny8E+BeeWdfDp0J4HI4RXbISqCpS1daaXmyXqcOvtBw5T6pUMXKkQuOvm+brAr45KFIxF4paXlvrxnag4+3Atwrb/1LuTsBXMqnx+w5Cew2X19YOVxLbEZT3rnn5K+s943rWv999/FbPz3r/OdzKuTxwxttZL8wbB0tkdWU3l7zjMfjBL499yrwVyBvAAI4bzpeLEWBpi6dYqWdlj83ZfuVb9UuSp18+96luEek1p5irXbq6zH7luL85TYz96rcTtSdfQhgd5zp4iOB6KUt77z38vaj37rnpJ8Va6z19/nFV9adnNh2xT++9GaxeoTMykmf79j49UMeunrwN2Xx8Vhg7unh6S81bFCx5Mi//7RYo7hxr9645aIdRnzx2Tkv3r33tGLtQd3/CBDA3ITACWx95OXnLX9p0s7Ll9Q/UqzlI6d/uyk8vn18etE3uorVY/Q2D0+O3P/5lXtf/fIFxepB3ewFlo0eddpjW+zz9kPds2/M/q3cnnTjXmnliB0qNn55zoKDFxLAuR1Pzk8TwDmT8QIC2QnEuvQ7I81vr9es7N7I/qkP/5Pn0V+TjNH85rTzPbKfhifbwhr6vwTiAyr6/yXgxr1K1hd/D24N3wFzBxAomkDjQm1nQnp82Aca+9BO+qdTjT76j36OikkV0uMVRmP37Xeuh1OzBqHO76r0hVVWS1ZJU6alVfR/FOfGverYvvh7BOFurG1HvgNemxBfR6AAgViXfmGkUe31OraAMh979ZM/9tIa1i9kNaplwLkeTs0ahDqtlbpSRstb0v/58TY3Pm7cKzf2CHoPAjjoN4D9iyqw0xMaPWKkloSM9nlkohYU2mx1v/jhRmn0mLCWrMpon2nLC+9R6IxBev+OUdqhIqQ576Y19nD95xe8uPFx4165sUfQexDAQb8B7F90gcZO/UBGe3VEtXuhzT7rVx+2VekH1mqveLrwHoXOGKT3E2E9YIzube7/+K84dcPAjXvlxh5B7kEAB/n02d01gaYuPZWRftlRr9vzbbq2X/6fqNJTsvplPJ1/j3xnC+J7ibAOlNHx8f7V/5EPN0zcuFdu7BHUHgRwUE+evV0VaOrUN6zR5cmoNs+38dr+/F0irG9Iujyezr9HvrMF8b1EWC9K+mE8vfo/c+mGiRv3yo09gtqDAA7qybO36wKxTt2mkF5I1uu8XJtn+wfgE2HdZqxeaB7IvUeuMwX5+bZKnW2NtoyndZDXDm7cK693LNf+BHC5nix7+U6gaaG+Yo2e1zDVJSfob9kOGFusTbRS3cZqq/bt9dKa3rtjtL4Syuj5ilWq2++97HtkOwvPSXeN1CarKtSdCWmracvWfB5ueLlxr9zYI4g9COAgnjo7eyYQ69TPZBRJRvW9bIeIpfRrWfUmG3RONu+0VulnIatIczr7HtnU5Zn/CLSF9euMUW9Lf3bn4YabG/fKjT2C1oMADtqJs6+nAs1WFW91qdsYHdZer461DdPUpUZrddOG9aprM1q1tucHv54Y/N0cYXVbo8Na+tfeI5uaPPMfgdYqNRqrm5RWXVzZnYcbdm7cKzf2CFoPAjhoJ86+ngvEOnWYjA5JRjV1bcPEUponq5uTDbppbc9+9Ot3hHVYSDoknl57j1zqBv3ZRFjzMtLN09K5nYcbbm7cKzf2CFIPAjhIp82uvhGIpZQ00m3tUX3mL+5vSulwKx2UjCqWz+CJsJKyui0+8Nk98qkb1HcSlTpcRgfF0/mdhxtubtwrN/YISg8COCgnzZ6+Emjs1M5G+u2GYdW1fVUffHK45uc0/K20uq10cEeDHs1n+ESVdpbVb//7n0s/1SOfmkF9JyENH/zP+jI6ON6f33m4YefGvXJjj6D0IICDctLs6TuBxpRukPSPjqimf3K4xpRmStqoI6rvFzJ4IqwbjNE/mvs/3aOQukF7t61KM63VRvF0Yefhhpsb98qNPYLQgwAOwimzoy8Fpj6jmtAH6s4YbTevXn/5cMipXdoiZPVMZrjq5m2nnkKGnz1KtRUhLQmFtN3+y/5/j0JqBu3dO0dri0xGz6zKaOwBy7XU7/u7ca/8blAq8xHApXJSzFmWAk0pnZWx2rajQf/74+eNnbojZPSn9qh+7sTSrZU6K2S0TXNaBzhRL2g12sKanbF6tmXAmfNww8+Ne+XGHuXegwAu9xNmP98LxFJ6wUqndER1f2NKexhpVjKqLZ0cPBHWCyGrU/Yf0P1O1i33WndWao+M0ax42tnzcMPNjXvlxh7l3IMALufTZbeSEGhKaZq1OjnZoIZYpzqN0SXtUd3h5PB3VGmasTq5Ja0GJ+uWe63WsDqt0SXT+p09Dzfc3LhXbuxRzj0I4HI+XXYrGYFYSvfJKC2rcDKqPYsxeCI81OOBeL9+VYz65VYzUaXjZLV7PF2c83DDy4175cYe5dqDAC7Xk2WvkhJo+qMa7Qpdb4yOyOY3ZOWz3F2Viq4yekDDVRd/R//Op0ZQ3kmsr3X1gborrHbfb0CpUt3bjXtVqjZ+mJsA9sMpMAMCLgkkKvVLa7SyJa2TXGpZkm1aw7rUWA2LD+j4klyAoUtCgAAuiWNiSAScEfjdaG24MqPukFXj/gN62pmq5VXlzkqNzxh1DAupbt9lequ8tmMbPwkQwH46DWZBwAWB1rBOMkZT4/3ax4V2JdciUaU51mpeS1qXltzwDFxSAgRwSR0XwyLgjEAirMUho5n79+suZyqWR5U7q7Rfxmp6PK0J5bERW/hZgAD28+kwGwJFErijUvuEjM6Lp7VNkVqUZNlEWM9mrM6eNqA5JbkAQ5eUAAFcUsfFsAg4J5Co1J3WqLMlrYucq1q6lVrDOt1YNcQHtH/pbsHkpSRAAJfSaTErAg4K/K5KW6+0WiipLp7W6w6WLrlSibA2ltQ9zGj7ffv155JbgIFLUoAALsljY2gEnBFIhHWRNRrT0q+jnalYmlVaq3SNsXo3ntbppbkBU5eiAAFciqfGzAg4JHCvVLk8rG6T0X7Ny/WkQ2VLqkzbKE2yId01Kq26vaSBkhqeYUtagAAu6eNjeAQKF2it1NHGaN94WrsVXq30KiTCesha/a5lQNeU3vRMXMoCBHApnx6zI+CQQKJS82V0TTytWx0qWRJlEmF9R1ZHxwe0U0kMzJBlJUAAl9VxsgwC+QkkwtpVVlfHBzQ2vwql+VaiUktkdEw8rYdLcwOmLmUBAriUT4/ZEXBQoDWsW2W1pGVAP3GwrG9LtVbqXBmNbUnrO74dksHKWoAALuvjZTkEshe4Y4TqQsP0slapLv6eXs3+zdJ7MjFSm6pC3ZmV2mza++ouvQ2YuBwECOByOEV2QMAhgbYqzchYbdqS1iEOlfRlmdawbg4Zvdrcrxm+HJChAiFAAAfimFkSgewErGTawuq20pEtaT2S3Vul9VRrWLsY6brmtOqMZEtreqYtJwECuJxOk10QcECgLazvWqsj4gOa4kA535VIVOpxY3R9c1q3+G44BgqUAAEcqONmWQSyE0iE9YisEvEBXZfdG6XxVKJSR8ooHk9rl9KYmCnLWYAALufTZTcE8hRIjNZkZdSqtMbGpeV5lvHVawlplMJaopBa4sv0hK+GY5hAChDAgTx2lkZg7QKJKl1rrN5pTutHa3/a/0+0hXWBNVo/3q+j/D8tEwZBgAAOwimzIwJ5CMyuVHXIqHuVUf2B/XoujxK+eeX2Kn21wqorY1V3wID6fDMYgwRagAAO9PGzPAJrFmgL6wwrTYynFS9lq0RYCSMtak7rwlLeg9nLS4AALq/zZBsEHBdIhPWctfpRy4Dudby4CwVbK7WXMbogntZXXWhHCwSyFiCAs6biQQSCKdBWpWZrdUY8rfpSFEiE1WWMLmzuV1spzs/M5StAAJfv2bIZAo4JJMK6R1J7PK3LHSvqQqFEWD+U1BRPa28X2tECgZwECOCcuHgYgWAKJCo1UUYPq0Jj4+/q7VJQSIzRBlqlJbLaNT6gRaUwMzMGS4AADtZ5sy0CeQskwrrMSKY5PfRdpe8/bWFdbiUbT+tE3w/LgIEUIIADeewsjUDuAretq/WHrVR3xmq3AwbUlXsF996YXan6kNFDK4ep7qB/6x33OtMJgewFCODsrXgSgcALtFbpBDP4n3TT2svPGImw7rVGD7f06wo/z8lswRYggIN9/myPQM4CbWGlMkYXt/QrkfPLLrzQWqV4yOq05rSiLrSjBQJ5CxDAedPxIgLBFGir1Det0YV+/bnawZ9bNlZnNA/oD8E8IbYuFQECuFROijkR8JFAW1itVno6ntYFPhpLibB+ZKTxzWm1+GkuZkFgdQIEMPcCAQRyFkhUaStZLVJGY+PL1ZtzgSK8kBiliEJaIqOJ8X49X4QWlETAUQEC2FFOiiEQHIFEWOcbow2b+3WkH7Zuq9J11uqteFpn+mEeZkBgbQIE8NqE+DoCCKxW4CZpZDisJSakA5qX6XEvmdpGa4rNaHY6rbGHSe95OQu9EchWgADOVornEEDgUwKtlToiZNTSnNYuXvK0hfVIxqq1ZUDXezkHvRHIRYAAzkWLZxFA4FMCibAes9KNLWnd7AVPa1iHGOnweFpf86I/PRHIV4AAzleO9xBAYEigLaymjHTDC2nVzZAybrLMkEJbhtUdkr7fnFa7m73phUChAgRwoYK8jwACgyH8G2v0t3i/znWTI1GlnxirTZrTOtTNvvRCwAkBAtgJRWogEHCBxEhtqgot0UptHn9fS9zgSIzQWA3Ti1qlsfH39KobPemBgJMCBLCTmtRCIMACiUr92Bht1pzWd9xgaAvrVmv1cnxAP3WjHz0QcFqAAHZalHoIBFggUamXjdGxzWk9VEyGtrB2s1ZXxge0WTH7UBuBYgoQwMXUpTYCARNoDevgkNUxzQPaqZirt1Vqfsbo6pa0flvMPtRGoJgCBHAxdamNQAAFEmHNtVa/bxnQNcVYv7VSRxujb8fT+nox6lMTAbcECGC3pOmDQEAEZo/SpFBIv3s/rbrvSmkn175FCo8IqzuT0b4HLNeTTtamFgJuCxDAbovTD4EACLRV6mprtCye1ulOrpsI6yJjNbp5QMc4WZdaCHghQAB7oU5PBMpcIBHWxtLQjyPtGE/rWSfWTYS1jaSnJI2Np/W6EzWpgYCXAgSwl/r0RqCMBRJhnSarHeID2s+JNROVuktGC+JpXexEPWog4LUAAez1CdAfgZFphN4AABH8SURBVDIWSIT1J2N1TvOA5hSyZlul9rFGP4untW0hdXgXAT8JEMB+Og1mQaDMBFqrtJ+xOjue1vhCVkuE9bQ1Oq+lX3cVUod3EfCTAAHsp9NgFgTKUCBRpbtDVo/un9al+ax3Z1gnZYx2jvfrW/m8zzsI+FWAAPbryTAXAmUiMLtS4yuM5q0Mqe7AZXozl7VuH63PDcuoe5XV1AMG9HQu7/IsAn4XIID9fkLMh0AZCLSFdUnGanjLgI7LZZ3WSv0qZPRBc1on5/IezyJQCgIEcCmcEjMiUOIC92+gMf3vq1sZ7Rlfrs5s1kmMUoNCuq9qhOr2eFvvZvMOzyBQSgIEcCmdFrMiUMICiSodJ6s94mntkc0aibDul9H98X79KpvneQaBUhMggEvtxJgXgRIWSIS10Bhd2tyvO9a0RluVplmrk+JpbV/C6zI6AmsUIIC5IAgg4JpAa6X2MEaXxNPaYk1NE2H9xVqd3DKg+10bjkYIuCxAALsMTjsEgi7QGtZsY/Xn+IBmrs4iUanp1mjrlrQOCLoV+5e3AAFc3ufLdgj4TiAxWpsro2dXZVR3wHIt/eiAs0eptiKkboW0TXyZXvTd8AyEgIMCBLCDmJRCAIHsBFqrNFNWG7ekdfhH32gN60YZvd7Sr+nZVeIpBEpXgAAu3bNjcgRKVqBLWueVsLpl9J14vx4dXCRRpZ1ldeuX06qrl1aU7HIMjkCWAgRwllA8hgACzgrcWanvZQYDOK3GoQAOqyNkdev+A/q1s52ohoA/BQhgf54LUyEQCIFEWPOs1S2Dyxqj78bTmhqIxVkSgcE7jwICCCDglUBblaZaq5uH/ofI6JDmfs3zahb6IuC2AAHstjj9EEDgYwLn7VDd/7e936js3nXFa8WisdJoI/0mGdUJxepBXQRyFSCAcxXjeQQQcEygutpuPmLjv//5S1fXDetf+K2D15t8Z4djxf9bKGNVZzNKhozqHqnX352uTz0E8hUggPOV4z0EEChYoKbG3m6Nnqs+uWVqxZg3N1twePJLBRf9RIFYSrfL6vlkg85zujb1EChEgAAuRI93EUAgb4GaGru7lS7r7TGbDxaZfN+m7y9fvPt5i8656md5F/10+O4u6bJkVEM9+CDgJwEC2E+nwSwIBEggUmMXWKPL+5aa2YNrTzj/iF9Wbrbg0Cf2f3a0UwyxlBZIujwZ1VAPPgj4SYAA9tNpMAsCARGorrXHyuqbfT1m8DvU/312+O0Ob6x47SvJRafd0lIoRVNKx2asvtnRoI/1KLQu7yPglAAB7JQkdRBAICuBDTawY0ZVaomR9urpMQs/+tL4GSd+b8yUW69/fe7xtS9eNKMvq4KreWinv2j0iGXqtkZ7ddTrYz3yrcl7CDgtQAA7LUo9BBBYo0AkYmcZoxE9Pea41T3YcPWezyoz7P3OY+fU50vZmNIsWY3saNCx+dbgPQSKLUAAF1uY+ggg8D+BSMSOk9Fjq1aq7vXXzRuro9nmzDO32HD3Xz7/ztwjD3hm5iWtufJN7dS4kPTYimGqe3yCVtsj15o8j0AxBAjgYqhSEwEEVitQXWN/b4we711qLlkTUXTWQXOGfe7v0acOebw6V8pYSkM92uu1xh651uV5BJwWIICdFqUeAgisVqCmxu5rpR/39phx2RBN/v3mAwN/nvqrxedce3o2zw8+09ipfY3042SDsuqRbV2eQ6AYAgRwMVSpiQACnxKI1NhnrNG5fUvN3dnwjD/v6PPDW3ec+MS3XhyVzfODz8RSesYYndter6x6ZFuX5xAohgABXAxVaiKAwMcEqmvtqbKa1Ndj9s2FZsffTOld+Vbt4tQpt++1tvdinTpV0qRkg3Lqsba6fB2BYgkQwMWSpS4CCAwJfOELdqN1hg/92NFOPT3mT7mwjD/7lP3X/cY1iXfuPXmbZy782XOf9e5uz+gLK1eo2xjt1D5ROfXIZR6eRcBJAQLYSU1qIYDApwQiEXuVMUr39JjT8uFp+NU+KTNs5aiFR9+39We9H+vUVZIGkg1D3wXzQaAkBAjgkjgmhkSgNAUiEbujjO7+4H3VvfGG6c9ni63POmujDWLX9fU/dtDRi396+fWfrNG0UDtao7szYdXN+6ry6pHPXLyDQKECBHChgryPAAKfKVBdYx80RnN6l5qrC2GacPEhs0dW/2WXJw9a+PlPBXCnHrQhzUnWq6AehczHuwjkI0AA56PGOwggsFaBmhp7kJWO6+0xO6714Swe2Klt22UDLzXc+vT0G37w4eNTO3WQkY7raJAjPbIYg0cQcEyAAHaMkkIIIPBRgUiNfSljdPxrS81cJ2TGnXfsWVXj75/xxJ6vDv+wXqxLL1mj4zsmypEeTsxJDQSyFSCAs5XiOQQQyFogUmvPsVab9/WYg7N+KYsHd7ix6dVV7274SuqkRFNjp84JhbR5e70c7ZHFGDyCgCMCBLAjjBRBAIEPBTbe2H6pYtjQjx1t2dNjXnZSZtxZp++6/j6zHhro2q053PDAHRXDtOXD4+VoDyfnpRYCaxIggLkfCARIoLFTOxd73dcumf2jZY9PS/X2mh8Xo1fDFfs/NnLLJ7ZbZ/3XL2+vV1F6FGNuaiLwSQECmDuBQEAEmhOqeHtT/dMaLZXVv4qxtl0+piZjQ5u+8asTRz3fNuODYvTYqnnG8OFf/uAfb7ed1fz3V6oeKUYPaiLghgAB7IYyPRDwiUBskQ5VRoclo8X5TnhS64R/vf/XcXcuOuPX3y/mypFae6i1OqyvxxT9O/pi7kHtYAsQwME+f7YPoEAspaSMbk/W6wYn16+/6LCbh9f+aa8nD1i0gZN1P6tWpMa2G2l2T49xdA83ZqcHAoMCBDD3AIGACcQ69TUZ3TbiDY19YA+978T62x8/Y8zIva59+90nmk96+qdX/NKJmmurUVtrv5axum3USI1dssQ4ssfaevJ1BJwUIICd1KQWAiUiEOvS9UZ6o71eZzkxcsMv931SIwc26DziwS2cqJdtjeoae70xeqN3qXFkj2z78hwCTggQwE4oUgOBEhOYukA1oQp1h1Zq3CM76oVCxh93xql7rv+tK/7wzpyTG/54wQWpQmrl+m4kYmtk1J1ZpXGvvWYK2iPX3jyPQKECBHChgryPQIkKNHbqTBlt1xHVtEJW2OGmxr+tfGejv3SdfMfXC6mT77uRiD1T0na9vaagPfLtz3sI5CtAAOcrx3sIlIFAY0ovyOjUjnrdl886E372gxmV4+ae+cRe3SPyed+pdyK19nlldFpvr8lrD6fmoA4CuQgQwLlo8SwCZSYwtVMtIaNTklE15LPaTndt3b/8pR1vWHzm9Sfm875T71TX2hZjdUpvj8lrD6fmoA4CuQgQwLlo8SwCZSjQ1KU/WGlusl45/evl+l8c3DZ841e+9uTBT27kB5ZIjf2Dkeb29Jic9vDD7MwQTAECOJjnztYI/E+gqVNRa/RAZpjGzhuf3W/IGj99+iZjdrn61f6OQw5b9NNLb/YDZ22tjWasHlhnmMb+9a+mKL/pyw97MkP5CBDA5XOWbIJA3gKxlK6QtCoZ1UnZFGm4au/FMplQ5zF/GJfN8249U11jrzBGq3qXmqz2cGsu+iCwOgECmHuBAAJqWqgNbUjdMool67V4TSTjzjnpwHV3vfG3/773hM3/ePF5vvpLRJGI3VBGSzKr1PTaa2aNe3DsCHgtQAB7fQL0R8AnArGUBv8hVWMyqn3WNNKOt0x+bcU/v7Sg69Tfftsno39sjEjEDu3R22vWuIcfZ2emYAkQwME6b7ZFYI0CsZQWGen89qjuXN2DE2ce+YuRWz1xzPxvPx/2M2Wk1i5SRuf39prV7uHn2ZktOAIEcHDOmk0RWKtAY0p7G2lmMqptVvfwlHs2W55+pmnW4nOuOXutxTx8oLrW7m2sZvb2mNXu4eFotEbgfwIEMJcBAQQ+JhBLqc1IqfaoLvroFxouOeC+0AZ92y449NHaUiCL1NihPXp6zMf2KIXZmTEYAgRwMM6ZLRHIWmBqSltXSAs/MBr7eL1eG3xx3FlnjVt/j8uefufBY779x/Nm3Z11MQ8frK21W2esFg6r0Ni//c0M7cEHAT8JEMB+Og1mQcAnAo0pXShp3Y6ojh4cqeHa3Z/TihHLOo+7ewefjJjVGDU19kJrtG7vUjO0Bx8E/CRAAPvpNJgFAZ8ITOxS5XpWSzJS87/uO2Gb0ZNar3x97jEbvTRrxps+GTGrMaqrbaUJaYnNqLmvz8zP6iUeQsAlAQLYJWjaIFBqAk0pHWWl/Za/1DBhZe+WD6ZOv/ngUtthcN5IxB4lab/eXrNbKc7PzOUrQACX79myGQIFC0z46Q/+tfyFKeF3n5h2Y8HFPqPAhvvP3Gz05NlbrHjzi0X79ZFv3nLh2HW+8MrjL/7+W7sUaw/qIpCrAAGcqxjPIxAggW2O/cWRy5+fsvPylxoeK9ba1ace1FjV8Ls9++e3zClWj4oNe/Y1wweueeo7T51crB7URSBXAQI4VzGeRwABxwViKd0iqTsZ1U+cLh5L6VxJdcmovut0beohUIgAAVyIHu8igIAjArEu1clqiZHq2qN6xZGikppS+rLV0O+4HpusV7dTdamDgBMCBLATitRAAIGCBWIpzTBGm7bX65CCi/23QFOXbrZWryajmuFUTeog4JQAAeyUJHUQQKAwASsT6xr6Lvio9qgeKazY0He/u1jp2mS9xsrIFlqP9xFwWoAAdlqUegggkLdAY0rfNdKRyagm513kvy/GUnrCStd1RIf+/2U+CPhOgAD23ZEwEALBFmhM6WFZtXU06Lp8JRo7daSMmjui2jXfGryHQLEFCOBiC1MfAQRyEpjapcnGKvHeCtU9NUnLc3pZ0o5PatTIddRtjeLz6vVEru/zPAJuCRDAbknTBwEEshZoSunajPSvjqjOyPql/z44+HusQ9J67VEN/gYsPgj4VoAA9u3RMBgCwRXY9QlVrxqhJdYq2tGg57KVaOzUV41RquJ9jX14svqyfY/nEPBCgAD2Qp2eCCCwVoFYl86QVX0yqua1PvzfBwb/lrGMupL1Q3/NiQ8CvhYggH19PAyHQLAFYin9WSGdmZyoe9cmEVukvZTR+cmotl7bs3wdAT8IEMB+OAVmQACB1QrEFqpZIf0oGdXEtRHFUlqkjC5Ibq+2tT3L1xHwgwAB7IdTYAYEEPhMgVhK90hKJqO67LMeiqV0oqRYMqq9oUSgVAQI4FI5KeZEIKACsS5NkFX7OitUN3eS3v4kw9ef1AYr1hn6fc9NyXotDigTa5egAAFcgofGyAgETSDWqctkFEpGdcInd4+ldIWsMsmGoe+C+SBQMgIEcMkcFYMiEFyBqU9rvdBKdVdU6OsPT1DXhxK7Llb9qlWamxmmunnj9a/gCrF5KQoQwKV4asyMQAAFGjt1Qshot/aovvnh+k0p/SFj9VBHg64IIAkrl7gAAVziB8j4CARJoLFTKVXo4o6JSjQuUlyrdFpHg6JBMmDX8hEggMvnLNkEgbIXaOzSnsbq4mRUW8VSet4andZRr/vKfnEWLEsBArgsj5WlEChfgVinWq3VesboX8kGtZTvpmxW7gIEcLmfMPshUGYCuy3SxBWrdI0qdHTHRC0qs/VYJ0ACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEACBHCADptVEUAAAQT8I0AA++csmAQBBBBAIEAC/w/5fdYsgWLW6AAAAABJRU5ErkJggg==Example in the lab, shortened.120120First prediction question in the lab.90Second prediction question in the lab.