ارزیابی روش شبه تحلیلی در مقایسه با روش عددی در تحلیل اندرکنش خاک سازه
![ارزیابی روش شبه تحلیلی در مقایسه با روش عددی در تحلیل اندرکنش خاک سازه ارزیابی روش شبه تحلیلی در مقایسه با روش عددی در تحلیل اندرکنش خاک سازه](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/EAAAD3CAIAAADaEkNCAAAgAElEQVR4nOy9a3gU15nvW0/SsZ4DfjgbzmnPLj/ME8/Rtp3p0cjn4OAYzCTNaG95D3bsPdhtg4VkhtjBFsNFkYVxYnZJyCBo7gotKQKBsGzJasCxY3CQLEaJubXF4ATckiAooLS621IjWWpVK5JcLup8qOruut+6+ia9v09OaHWvWrUu//Wu/3oXQgEAAAApAEmSQ0NDvYnF6/XiOB6/hyIIwu/3G1Vaj8czPj4ev9ICYnwTuvGxo7wUk6bU3vjZwESsv0N8+VnDbrmfEfxsuePjG6FvjHhGAJgKIMkuAAAAAECNj497vV6jtK9W4q3sjV2rDA8Px6+oABdlQQ+yHgBSBND0AAAASWZ4eNhAyasbr9cbvyj42NiYx+Mxqqj9/f0kScapqEAYtYIeZD0ApAKg6QEAAJIGSZKBQMAopWsIgUCAIIh4PCz4cNKNiYHPGu2a9DXIegBIHqDpAQAAkgNJkgZqXAPxeDzBYDBOTw0+nLQCZD0ApA2g6QEAAJLA5ORkagr6CP39/XEK2IMPJ60AWQ8A6QFoegAAgERDkmQST8Sqx+PxjI2NxaMGwIeTVoCsB4A0ADQ9AABAQklZy40UQ0NDcaoKY3048fMLASDrASD1AU0PAACQUNJL0NP4/f44+VuM9eEEAoF4FBKgKApkPQCkOKDpAQAAEkfib5UyCo/HMzk5GY86MdCHA5o+zoCsB4DUBTQ9AADTC5Ikh4eHk3KqcmxsLHbZ6vF4+vv7BwcHh7kEAoF47wB4PJ74XU01ODgYY/G8Xi8clo0/IOsBIEUBTQ8AwPSC1o5+vz9OUWcpSJKMxWQSCARwHFeTiGZ8fHxoaCh++j5+sh7H8ViqKMEvdBoDsh4AUhHQ9AAATCNwHI9IwLhGnYXou1vK4/EMDw/ryylJEMTQ0JCBbvUI8Ts1qzvFZyJfJQCyHgBSEND0AABMFyYnJ4UCd3BwMAGGjfHxcR061SiPEI7jhqfOHBwcjL1gopAkqdWHE7/CANKArAeA1AI0PQAA0wKZDJIJ8OFoldTxKJLhyj6uSlq9Dyd+OXkAJUDWA0AKAZoeAIBpgXzoN64+HLbhRw2BQCB+IjVGzzqPuMp6NT6c+GXjAdQBsh4AjCLkO2t/980FOa239f09aHoAAKY+KlV1nHw4mqLjCbCRkCRpYErN4eHhuBZVfjEGNvoUAGQ9AMQCgbtrmiqtVgRBEARB33CM6JyGQNMDADDFEbXRS2G46UWTkz6R6dXHx8eNyo0Tb2EttbcANvqUAWQ9AGiHdF9sWF2yyISwya1r1xtZAk0PAMBURsZGL4WxPhz1xz2T4gs3KmA/Pj4e13IKfThgo08xQNYDgFrIPqezzIJytHyWpewoVnneHcOoBpoeAICpjO6bjIyKAavcIkiiL3x8fDx2h73H49GXcFM9bB8O2OhTEpD1AKAGItiaExb0qLmoOkYpHwE0PQAAU5ZgMBiLTvX7/THqVPUXxwaDQaOeWgckSepLn8+rrgQUlfbhgI0+VQFZD0xDCPziattp9c7J4PWazBit86KApgcAYGoyOTkZo0jt7e31eDxjY2O6y6DS2eL1eg18cN0MDw/HWF3xu4uKTbw3BIDYAFkPTC/IPmwViphKzqiOavScKZ7FBOlfazEkQk8Dmh4AgKmJgbnYdUvV/v5+Nd+fOlHnsbGxGH048TbWA+lAGsn6lpvjd4x4ZGDqEfI2z8/I24Gd98lGEcJGGg1BdwLvwsJHY7Ms1VeVIvwh34WikkUm2nNffk6yPKDpAQCYmhhiE4+gz4ej5ptTJEgfYXJyMpblkNfrhaOrQJrI+i32BtcAAZoeEELgruXWqOX9ePuo9LBGttXlmBDkYWuLhrzypHf/JlWynl2SMNaNhW9fFAb4QdMDADBlIUlSZaRcDVp9OCRJqvnauOZ314eOZEEp/kRAMkhxWQ+CHpCGkekRUHOFS1p2h7zN81HJNJTBa1XzROU+W9ZnO3vFg0b8kghS5WD1zj4mYQBoegAApjix28TZqPfhqMxMn5ru8BhlfWo+FJBwUlbWg6AHZCCCrTmmRbud+Fddv9m0fdlM7nnWkPe9BXNruzlj3IhjI4ogiK2wW2g+7GkrmoPyPh/+IVYMPjen1Sv8DNldOPfHO/Z3jlAURY22/+ZACVMeNuiqws4RCjQ9AADTgaT4cNRo+lQz3rCJRdYn8vIsILVJQVkPgh6Qh6fC/d1V2WjEWkO2HVqcwdfoTDQdFdHutNyXvEkqcl5WUtYL6Lu0dS47Wh+J8YOmBwBgWpB4H44aTZ/i2jcWWQ+HZYEwKSXrQdADSow4NqKIKf9Ao5f2tBB457p80z8ymp7W6NZShzd8RQbpdjXYClBOyJz5F29j3Xr6H3KtTd2C4T7kO49tXzbTVFTbXBz+WJWIUZ6iKIryd50ob6gP/xDtqj90iJ3bHjQ9AADTiET6cNRo+tS3nuuW9Sm+XAESS4rIehD0gAoYIw3P3xL23oj+K4Ig6MJFj0gZ3+V52NpymyKvtBWLfq/IL5mLDjrcI8KCg6YHAGB6kTAfjhpNnzpZLGUgSVJfjYGrHmCRdFkPgh5QCc/cgnDPyLLdMhFyc1o9QWGCGuZvT7bxvzCKKb++jU6qoyzrJdU8DWh6AACmHYnx4ajR9OliUNF3gdfg4GCyCw6kFEmU9Xt3gqAH1DPa3lJpZQQ6WmBrcHH8MKPtp8ssqIjODvnOrSzgyPKwl4btz4lK9AJbfSs3S6b/2kfL+R9DEFO+/c1dVTJqngY0PQAA05R4+3CmkqanKCoYDGqtE4/Hk+xSA6lGsmT9xAQIemCqA5oeAIDpi+E+HPZ1SwRBKP5JGml6iqICgYDWOkkLcxGQWJIk6wEg7fF3V2Vn5NW3jZKkd/9r5h/w8uSApgcAYFpjuA+HLdMVP59eml6HsX76nZT9JnTjzLGW6yEICssBsh6YBoy2/xr7qH2UpCh/95F16876YjxgRPZhq1Dau3/FtXUux4tPURRoegAAAMpoH04km41ixpjUz3vDQ6sDZ5rZb74J3fjYUV6KYdscp66BrJcFZD0wpcEb7fQdsdafbWPSWUpfFqsWAv+iYt1ve/o+3eO4+vlv173bxvHig6YHAACgKMpoH05/fz9JkoODg/IfU38rberg9Xo1VUV67UXEQETQ04CsVwRkPTCFIfAu7KeWIqxrhCLdri3zs9/6VCLxvBaiuXFELqgCTQ8AAMAQyxVLQjwej6IBvb+/P9kPrRkcxzXVQ9rtReiCJ+hB1qsEZD0AaGS0rXnlPNGrqUDTAwAAcBgaGopByWsjTa0pmkL16bhu0YiooAdZrxKQ9QBgDKDpAQAA+IyNjRnow5FncnJSuUAphiZXfZquWzQw8tkRcUEPsl4lIOsBwABA0wMAAIhAEISBPhwZgsFgsp9VMyRJanrGZJc3zpB/PrmrTFaCgqxXBGQ9AMQKaHoAAABJEuDD8fv9yX5KPWjKVT/Vj8n+9caHe5UkKMh6RUDWA0BMgKYHAACQIwE+HIKIMW1xEtBkv5nqmv7O2OV3tihLUJD1ioCsBwD9gKYHAABQIN4+nMHBwWQ/omYmJyfVP+CUT31zx/9JpSoJCrJeER2yvunyYPqtigHAcEDTAwAAqCJ+PhyPx0OSsScuTjSg6aNMXGlUEagHWa8OTbJ+i73BNUBAhQIAaHoAAADVxM+Hk46XT6nfu5j6mv5O3yeVakU9yHoVqJT1IOgBIApoegAAAA3Ez4eTdq76/v5+0PRhhjqObFOt6UHWq0FR1oOgBwAOoOkBAAA0Ew8fTtrdzaS+EqaBpg+5nXYtmh5kvRpkZD0IegDgA5oeAABAD/Hw4aRXrvrh4WHQ9GEmbp3cr1HTg6xXg6isB0EPACKApgcAANCJ4T4cj8eTRtfKgqZnQQy012jX9CDr1cCT9SDoAUAc0PQAAAAxMTg4aKCs9/v96ZIDBzQ9C92aHmS9GiKyHgQ9AEgCmh4AACBWcBw30IcTCASS/UCqUH+V7NjYWLILG29i0fQg69UwMfDZe1XvgKAHAElA0wMAABjA5OSkgT6ctLiFSn3em6l+jywVs6YHWQ8AQKyApgcAADAGkiQN9OGkvl9F/dZEskuaAGLX9CDrAQCICdD0AAAARmKgDwfH8WQ/jSSTk5Mqn8Lr9Sa7sAnAEE0Psh4AAP2ApgcAADAYA304KWvCCQaD6f4IhvLXGx/uNULTg6wHAEAnoOkBAACikCRpSNoZA304qamJ1S9aUnm3wTh03DkFsh4AACMBTQ8AABAlEAgYqEGN8uH09/enVIJLgiDUF54giGSXNwEMdRzZJiPSt1TX19u3TEtZf4cY6Dj2zic3Qt8kuyQAMMUBTQ8AAMBA+0mMTSVplA/H7/enznVU6rcg/H5/sgubGPztB8plFHq50z0+4GqYdrL+DsE8dWm542OQ9QAQV0DTAwAAUBT30KexQXGjfDgejycVEr1rCtIHg8FklzchfNN9YluptDrfsvd0752owJ0msp73vCDrASC+gKYHAACgSJL0er0RJRoP6WyUD2doaMjwsmlCfVr6XqNXR6nLaMeRMhlpXn6gnd6vmD6yXvRJQdYDQBwBTQ8AAMC/EjVOx1KngA9Hfbqb+FVjCnLHc1o2643d6Q5FPjsNZL3MM4KsB4B4AZoeAIDpjlCnejyeOP2WgT6cxNta1Oekp5kep2MpirozdvkdWZH+y9Me9hpsast6xacDWQ8AcQE0PQAA05rx8XFRPRrXQDiO47HL+t7e3v7+/oTpZpIkNXmHpk+QnqImbp3cLyfIt7xzeYynx6eqrFf5XCDrAcB4QNMDADB9kdGp8batT05Osh38uklMwJ4kSa2uoWkTpKcUE1lie097RLT41JP1mp4IZD0AGAxoegAApi8yxz0TkISRJEmej183fr9/fHw8TuXUsfxI+kHehKKQ9Abb0nBZ4sz1VJL1Op4FZD0AGAloegAApinDw8PywjQxkWZNp07lCQQChpd5bGxMa7oer9c7XdLdUBSlfEB2S+UnfdIifKrI+ju3O+q3a3kKpnL2nr41jdoKAMQT0PQAAExHpGz0bBJ2CNUoHw7N4OCgIcpe9zZC/HYMUpJvhi8clovSY3s/vPFX2W+YIrL+TujaKYesB0kg6O0NrgEixR4DANIW0PQAAEw7VB73NPZCWcUiGeXDiRRet7YmCGJ4eFhfNv3p5bqhKIoavtwgG58WOSArZBrKehD0AGAwoOmNZrStyfoy5kv1w2Fkn/PQgZKtuffZXHiifztNqkg1/u6qeXNru6fM80wHZGz0AwNdX3z4hqPyiaUzMMfAoAEeEvLKJ//+oLXltvQnok3IQB8OjdfrHRoaUpnDhyRJHMd5S4vbtzsu2rPQ3Rd7VJyR1XUIIeQ7t3LeWx0T2v8yzhB457ofz61tl28C3/zpwx1yYfpSR/uAKuGa1rKewLswq9XpVivrdQv6kO/0U9lVCRhv/dcal1ib/sL5/8iO5nkrsT7Z3kS6z1diDfW2p1G7E5dqOsmYNfBT1ZZ/LuyeVntoCUCsnSQP0PTGErhUYUYQW+p2G9J94VDJ9mUzEZrcOoXpynhSvoq0Qjh3ZiIZOy6lniIBxJGy0Qf+6PhV5RPPo3TfQO/Z6+rx+2O/UJZw2TIRxFRyRlLtcpuQsT6cCB6Pp7+/f2hoaHh4OBgMjo+Pj4+Pj42NDQ8PDw8PBwIBqbQ2gwOOsvuQu0rP/OnLL+V/QqeNPnV7UOBShRnJ3OmUVV7krZO75MRr2a6Tf1ZdKWkr6wnnzszohKIk62OI0PuwAgRBrHuk5bIxEC5bJoKiHNlNBFtzUPG+7O86UV5Xt7pkkQlBEFO+/c1du8rPSQeuEtLmSe/+NZY3HF5mBUK4bJmINQlRvCmNWDtJJqDpjSV4vSYTScVuE/KdtTeVWWi5Ysq3v7nrbad8sCFepGwV6eby8bwMpOCEO9nl0A3Zh9nQn0eG/imPQLO2ntq1Gls6A0EQBLHc/7pjQ+lHrQPMtVCxJ1knuwtzkSxL2cfto1IqhN+EDPfhxMLg4Mmjz96FPH+0VfaqLI/Hozej/+XjeRkpqekn/M3zEGS17KbipOf0L2U1t6KZnocGWW+3bz687Uf/cveC7x84P5JcWU+21eWY2OsfaVkfm+WGcO7MREz5BxrjPF6R3YW5iEB2i8fpg9drMiM6niTd5yuxpjILijwsvTuXgFkj5G2ejyK5Oa1e5p34sAIk0+KM12160xPxdpI8kqvp/d0HFmRXXcXxxm3oTxX2s9IDeg5INcFKy2gEsW4sPHRaWlgkhtSsolhId03fd2nrXATJynb2pkikId6wA9KDA+/u/ycTgqBzXtm14cj5zwVK2oALZZWnUvEmZLgPRx9qNH0Mgp55fFbsk8C7sPVofmHniPSfEHjnuuzs2rbR2x1bHoxb01Wh6e94PqksxzCsurp4z6t/d/e8VwoOHOYo2K1NV/6qVb9+PXz2ufn/5V+X7D0qr+n37fv5gTcfXTLj/7mvcM+O1utJjdZfPp6XwdvTEJP1MXvoE7ar48MKNGm10fbfHGDtgSOI7HZ0/GeN0bPOKzevOK/0/eFDZtLnDERTT30lCa3tJM4kVdPjjfZFJsT6VlPVPBRBzRWuxJ1Hixspub11+XhehmnViSuxiHnyStu6zGznn4Od656OLaabklUUCz1nimels6anqNH2E+Xn3Ilc6422OddkWrb9rvvquryMlbLqzXjY3puhLzY8j1i+V/cHGbO4OrVKK1Hb8vOd7qrsjLz6tsjimXDuyMiQ1fSSTShOPhxN3L79+w9evVtG08cm6CmBvvF3V2WjSJZl21npNkkvRJ/416NbVqHxc2LQXgs5TX/H90llKYZh2NvVL7z62HeQ2dYsrHqz3R7RsGVHOkY1/27I17LksRnPPm2vlw/SH9n+6H0Pbyys3bHrhczM16t/+XESTTjiPiWurDfiUCzZVpdjSoSEUr14IL2NdevRsI7PtVa+g2EfKcXO4jxr4KcOLpuJoKtWv796FYows/+Io8R0LzMQTUX1lRxSzDqoVdP7u365KKdV5rCXJgjcfcjhHqEov7tGnaQg22rnPrP8vD9lA4rGCVZ/d1V2Rt7u/XrkDu819ZwpnoUgqPm1Ft26jfTu37TIZMq3v1NmQZEsS/VV3UPAlNP0gUsV5mRpetJ7ZDcdGbK+gXUlVBnHAl1sU371x42PW2NrTjqYnJyM6NGhm+XrUARBFj92zC0l69Ulcgn5zq3MNz1gOfDBsWIUQVdFFyrKml7YhAi8k1ntxMmHMzjw7m70yac+7lQ8+RoIfN62eQ5P0w/1Htn75Jz7X28+3jcU8zFi4eP7rzg7FZrEaLvD4Q5QJP5FQ/xshITLlimn6Sd9n1RFjsfW//LfbJuquMJ725EOrVmACNxdU37OR1K+L+rWl+w+IqXp62pf2bzkbmR2zsNrn/tfD34Lsay01bydPG+95NmDsKyXFfTMIl9mFRchUU4tKa1GdhyzoSxTDbMNbspnLeOVifesEfKdfsqy5rSb/KrreIXDPUJRvIFIu/pKazQ0MI2kt6ZP2BJZCvp8DNsilmr4sAIjBGtUqynEq0T/mP+aaEUeq6z/y9mzo6Sq6VYeg6pIA+SVtqK5cQtFJE3Th19rGPQNx8iUH5sparT9NHMyJNfa1K3vnUaC3wMDXZ3HFi9E5GR9rBfKkm0HfzhTo6YPx6rDqx3DfThDX2x4XvapZTT9wECX+9SzzGFitCDmIEsyV8XyiGp60rv/NbPV5hqmKGLwcpNdJudN6aGzgxrrhjamI7bSt1fkIsiste86DtZKff3Bmn9/ce1+DMPqK154fkcdvYpIkqyf8DfPkzpPfCd043ctn0tH6Am8c10BqtIln7DTFxI/hDfaF5k4VjHXcqtmWZKMNq8cXJiqaGpgWkmt40CaNH3Id6GoZJGJmyzFf60px0pLz7Kjcge9jYHAu7CSRSZOGCwRhLzN81VFzQ3T9I5CW1P7qO9M8SyNMQDR10RFVELybdOJ1vSRMTdOyXaSpUh62ormmIsOMjGYmAj5zmPb0yLeT+8pR9HZnoeGhjgCt/fIvqUzEPSlDVfF1W1sVzhxBn2yz+lk1iSouaje2Tcp0YT4i+fJyUl9CeNF8ft7/nJ+w9pHTAial3/ullZN3/3e8qVHruIjjo0ogsS605Jemp62/URyvEwMfNYoJetLf3V2ULu8JvucFWd9JBXytjScw79JwUw40ZBTdEUnp+lZj4atzMiznbwmbC3hmJEiPWeKZ8UgoUK+cysLUDpXhLzCk9Jqwes1mdwASsh3tqJ2PapFloCmjwtGNDCtpKemDzvGrEuXmlmtmUntxCXXWvkOVnleEA9mlko80UD2YTa5NK6ihdm/aZFJlYeSUQCi8byQr2WJFUEQa6mSOzwiClWsxQnnjowFLMFKK2nUXHRcw+FUvHEb+rpjhGTXsBpZL/GaIvRd2jpXg/d0tL2m3aj9kL6ONxfYXMMUJayieNPTtnautcm5Y0GGRMIp9S1BFMNH555Pfmph6koGwrkj4+9ls56L9zg+pPviNgunF7NbjkwPIq+0FaP6N38if66ha9CzaYGtwUX/ItnnLD/RpUNNsu03NIO9laXfv2vO5lbhMdle1RfKhndOeNXFDPpfs/REBFPJGT81rLIJkSQ5PHyT2VhY+Hq5xApEPYGr2IZHTMjCtxy9kvYenqbv778Z+N0z6Po2P0WFfX0xynqBbYPscOY+yOoCEi2Z/zEjGHGsZSWkF9H0I46SjJKGkzZrNEbAyPp39/1owd15tprIwdatvzrbb4S0VpsJp6HmmaXmZbaao7Ssn7gzJDb7EMGWx2PIjB5+F9EJnwkeES5bRsYOOU1Pe7jp1az+HePApQqzXglFT8fRkU42BaH0D404Skwm/t+SHScKZqpODy2cNdQN+5rgdRCBptehvmKApQF0MOJYr1hUzQ1MuzwTmfViaZDGo07T440V5h9YK1vaR0myuzA3GmQNeT/dw4QJR9s/2PVm7Xqewmf1mWh1s9Oi05pVc7CN7MNWmf5RVtBQ0YCKSIyWLdOV0rSTbbXoQptrMLxFIOtw4AhW9q+IDB/haAffXcMeHAmXLeP5HU3bLKhiDlTJ18RixFFiWqROT/d1lFmUapiiKIrse79GMVQ84tiIhtP6xkXTh9WS0Akw4ijJ2OQYGbtekyn2orW0BHGM1vQ+rEA+nTkNvUePFtAxCfoSsW1Ps4ye4j2O9yVX2opRxLqx8FR3gKKo0bZj61FWViKZHsT+Jx3ZednhAOGfS7zNWJ2LPa0vLoh8IS/m7ff33Dr2mMlc6hgQOQmq7kLZiMDlVdflE8tmWZw3fC1LrEiWpczp7JuM7qcVnHBTo6qbEIG7lv8w0lwXV74nVlqNsn7DC6bvPXrsT4qa/j+++ioYDN6508+awwKXts59cMuh3ctmxrAPJtD07OGCkm7J9MdiPP3PhXDZMlkpCAWangi25mSUnBkh2w4tZscIJgY6Gt7e9Hezkcz7Nh1iJHbZkQvD3xhULmVZb7dvrmcVwG5/68Pql38o0sV6zhTP0u/To50n+XbsPH9PXknTB6/VPGiucI0yg4xMnkd5dEsoeqiPdMBYfqjnTPEskUEVb6x4YI665xLMGiqHfU3w+hFf0+tUX8YURht0Bir5NqO1gSnIMzFEZ7300/REsDUnmsZBdIUa/iTurmmot0UX8dyIfkZefdsoHTlgjf5kx4mCmUpvuqc1Zz13DAper8nk1SPZh82b13yFNeKXZKws7BzGO9fl88qMN25/aJZl21k3+RW/PKKPHy4e2Yet4mvikLfJOq853CvItloUDX+gp209aqm+itPBTu4QwDVDcw6eEy5bJpJlqb46SnacWDELre0mqZC3eb4pR0ZxqnxNl4/9eK4qPa0cBqbC5wLVLBKC12symWmbU0WGEA60MzzBDgYQLltG3nE3RZHdhYuFU46GlsCCk6VYVNP3fLJyHm8ZGWxZku0M3zY34sjJaWXavA/L/sknrPYf8jbPN5k2KU26goAZwk4AItnjyO7C+7ZemqDCxwx48QwfVhARMZI9iMBdyxeZ8pef95NibVsFPW3r0Wxnr9ifS79NZhnD2+AOedoVXPVkn7MSw8JDE7OEHhRkcRn6YsOzd4lr+t7eXuWToCOOkoxXsL5xQXX1tK1HLf/7tafRYu6GyYS/eZ6mOH2kuV6eGHDt/HsUeTr/gnKofnDgw7qsZbSt6Pbt3x977OXym9Go/MCA+7Pd35W5Umpo6MrZsv8bWXEsXLzApQoz/RbIPmyVaWlh9zgVHql0iQPh8cqQt3m+6V67k6Dk5g61PUULZMeJgpmRmUWg6QOXts61OD1iE9BE4D/LS374nW+vsL+5axeGlb7VcFnLGOfvbNwT1ZqEc+t94e0Cwrn1vtpzpLKsrz9c8GrWt+gC1Nau2/wv/yf6s1ODwXO8LiY2i0lURt+p9znyt+/S1rlSO8biA2wEJrZC769xKjlSA27HCWG4lD+tq5VQob73uefQ6L4jv5vEGdgjr/gb3LWSe1EorYaFk0WkeSh+uXDW0NSYuaqDhrvFFP1Oph+JeW9UqS+jYGkAVgFE7+UVvHQVRdXcwBh5Niq+wSKsYalZT0SLJhE1mp6++FNKOlC0lI/coIYgudbK9wXrYFY/5J0YI6+0FaMKrYpw7shYzDa9kN7GurVzuVMIffycE2IJhw2C12syo/2HWcah5qLq8nM+UiFsHLhUYQ67Mgi8CysyZ3E+zOiMyOqFJZpZ30x2F+ZG5wYmREf7+cLinhWtZ/Z3aLXPOA3I7kIUlbmlXPE1URTp7qiyWtXK1nAYuF74NkO+s/YD0Vy8rIU+fqomJzP8pvoubb0vLBnZaxLV6wo1MA9F194kIwe5Ls/wuLzcnHWQU4HaWgLrN7sLc6MxFa/hHiAAACAASURBVDqEwF5I0EsdE0cu06MA05D83VXZJtOqws4R2vrC/Hfkz1uWLFIzuDOnRVFzUbXA7SbR45jA/B4nfrtjy4OsGS7kO2une3GkM0r0oPCZlnBPV95zF8JaMZLdhbmRNqnwNiPLmFxr5Tu7mI1BhRAL2Yetiqx8rGuKl81EEMSUb/95ey/7bGjgj5WVL98jE/lWvFCWcNnuZd5akLMpRLYdWpzB2d4N3x6fz2w2CpsQReGnDi41c0Jo3Ob6zdfNW+565IkWZYf97Qv5ixHEtPaDjtu3BwccpXctYp+LDfyxsvIl9G/2/6d3aKg/zODg4PDw8Pj4OEmSwuKx4xF0yJakgtdqHtSr6envZ9saQ76WJQuYRiU9d6jvKeohr7QVo9EZ2ocVcAIukbGr79LW+wTui0snXvwv32E0/S6nW0MSS2ZIYRze0duCSGaJm5vT6v2GukMMuN7ZW3pk+w/m3c1kr3+7+oWXvzf77zZVb7bbDx96+bVFGXev3rfZbm+ot6349gOWsrcdp66Nd/+CNfuo1vR4Y5llB2cGGXGU0Es4UXxYnvQ4QLhsmZFXPNp2bD3KD8l1F+aKJFWkp3WWOwI/dXCZUK7xfw13rbCUXWR9FRFszZENikXKwBnYM3ZcIqjApQozeyUTSV7J2SMabT8d7dGqvpw/a6hvzMxBapbHj7FQ8rzB7H5EMUlj2apAjfrSiioNEP59Tp1EELx0FUXV3MAI546M79IDLNldmMOreX4Ny8x6EY2REqiK04cfBkEQxLTK6f6t0EMfVp/1rRK2pLDiDM+pXJR2f5j65SHQptwD6fSV7AiSu+rVBwUFti5dylLAchuR4QubpIQys4MTWUtwNP3OTARBUPOaNfx4KgPdPkL+5nki/2gt3f/7t3dHq0teu6h9Taq3qul5RZ5ca9XhHc9nKHyKX341mp4YjdyUwYJ1vlBYXRsL3754k7x8PE+qPCha201wcgkjWloCm75LW+dGPkwPTLzfEnnp1hfyozsz7N99eMECfpmVXxN+6uCyWeFDlkLke5wUnGFUrgdxnkVxRzXkbVyynP3Gma4hjfLbpBGNILAgO44vM9OrZXrH5gZ7wcxHLlE9/0JZsqN5PifmFK4u9USnZLEmJF4vvOa6qz+krOlvX2z7BYqgReU3A+E7tng8/W//eVtmI0K8hb/2G9en7OMBur03E6IDYLhRKbRkVQPa6FnnFYE/kHS7GmxiIzNr11586ok874jvQtFGK+dvn6/5rb0Uw3Z+eONrUS+9VOpA9rY+giCZDz00S+y/FXnYUnYYo3el7kEQZPaMxx/PnSP4lPJAJ7ZI82EFMskwZDW9oAk9wbdW0+FSYcHYzivhCxL/sbZa9Alua5zwN8+TCFGxYQ/sjFb7WqgBEERCV8hflaA4a6ifnbmWUdkisb5T9EHUeW+09SAphBqGUydRRF66QlE1NzD+HMQ7Ci9Ww+KzXvppegH8Q3VZlrKj2K8VTqrx8+5FybVWXVQ6zUDgnXtYN7ShEuk+iGBrTnSnSXLypqfSiXCuD6XTXUx4DGHlqeDBPol/uclaEe7VPBdBtGWbi45f8pw+FhWXKFrVej5aq7m0LZ6u7Y4qq1Vz+luRs4+mfPubVcKzyzKEfGftTUINjRbY6hvCgWEC79yzsyDS6DcWHtodid9byo42RVN8RMQiu4okEIaIeAFXztt0+1jrGQSxrT714e58bmOzbix8+6J3hDdSaGwJbDgnEyLZn5Dwg3/cPjrOORBpfQPr+iocZs6yVF8diezPVF8d8e5/g/X3yim3aKkqW1qJHrfQ2uT2cnpT5MW9ze9TUj2IPqoYGdAVsz2IbArzDqspvU1urhtL2VEMk1rMcGFtN0fj6HhjxQNzuOsoy/2vO4o/+kImqyP3Qlmxg4b8nDxSiN5Kw2tCCGLduO7kyY85vU+8uY6Pjyvmwxm6Wb7W9MgTLR6/v+cvZzdjS2eEvxOd88re8k9v9vb2er1e6aujuMWLHMCIxiwV+w6Bu1ZkV4lGJSb8zfOQhVZr9FE5I6303CE1IPMQO5xHT/Ai8E43cWIlrN+tLj/XF+TP+rnWqot/JomBz5xHf+cTU/TC+DELJokQQp/A6xuhmxP7v5l//ftXyte/9A/W2QiCIMhsq+Wll1b/y90IgiDIQ/cV7i45cADDsH37fl6z8X6L2BOqSj8q7pD0d/1mU3TosG5cd5Glg3zl1k0Sj0ZRnCbE+8PIb4pvIPDUlXJyZ3EX0Gj76agxWLrlRAf2Cd+7TzHNJpo/F0Eie1Ok27WdrQqV4guU/KyhNdMidxGIFthOXhvlT/qCx4yKmWiLVSEJtPQgVRpAqk4iCCW14nvX2sB48kx4DQW3hiVnPVY7SQGSco+srOcsRnxYvtjuVcRUHR8ivlhpCOeOjJcEjcbffaqwRGUOn2lEyPveAr5gIjtOrJgld5h9tL2l0moV7N7yHBGmfH3XeAm5fHypWe8xr1hRMmLxMKDHxdCDOCdSxOhpW5PJH9Ml3qZ2Lp9YNpMJDo04SkwPWKqvjpJttehKzEfgOK4Y5GbDkrw9bWvnyr39EUfxzO3a/EgxQJJkf3+/TMkHB08eeXKOzEHYCCoz/GhHpsYm/M3z1B0R1tOSyT7sGVGf8SJMe56rwKUKMzPUk20HF86ylH2sIaGZQrMR6wjiqM2Ew+TDqbet+PZ/X3K8W0OCSyUjIr1lquhm0YjEoCq7AyBEyQ1Ip+6VOv4R14HdwC9PXHjY0B4kxJiXHtNvicuz1ArAqyQZmh5vrDA/FZ9M4VIHScW8jwaifD6MEDFzA5KIzW30dWOcLQJ1jDhKTCZzhWuUuuy0WIxqeNHTgUlA46EcA3pcLD1I8UybeimjA3byYFZeGvQNxwhJkqQmTR+9UFbx6EViNT3N8PCwVMkDVze8YHpSzYHa3t7eQCAQ89WwAuRqTPXcqaclE8HWnJnbeV9Oe7q0bPiwvg2lt/V92NMa1tX0Xyuc3eoos6juCGplvd2++WhZ1ox7V794WMsts4TTfq9JLoYSDyu2uF8/5G2eb8rXkFiMY60Wg/TuL5FIUBPXgd3ILyc7jr0wJyHJ5o3tQXwk6kTzS1eFeAOTkGeJq2EjMU7T03s6ypt6GlOka4Hsw1aJJHuhN3EE5irDoH3nsl5SvHHHgoy43WM65RCf+UK+s/amSmt4s0x9Bi56By3LUn2i2ihNL5mK2H/to+V5GXm2+obGsmx0vY7BTnZ3noEVLFQm9h4XYw+iT5lLFYDAO9flx3F1xMkvEc4eGw3/B8Sy0UsRvVCWVjySPdrfXZVtdAhTFaI+nMGBD48+N0NT4ktZH44uZGpMbc4cfS1ZfElJ9jkbonkdENOqE1e+vnFxmyUjb0dt3eoi8w8kryimnb7oqk0frtah6aWbjY6OoErWN9Q8s+KBb89YXlFy4MDb1Ss3WP/b96ouXWtZssgkb5mjF8B88wadQio8Dhs6q0aP7wssl5Kp9iRgXEw8Y0nId9a+K5JxW7QhacsxrxG5L1cz7LNhqY7R9tNlloy8HfsOlLyVk6nOS6MJ1T1Ix+9K1IngpceW2575UvEGRsszYT5lZV2Xkhin6Un3xW2WjDxZQxhj9opHPtTI/bJruHmRmETXxuYwZsFYuGS+n5ER/IIB0igIJkrzVYIso7PmYwlCGEuiWDMm3a4GW74px1r5TlOZJSNvhzCLsxJ0/EP+nl36qJOKq8gN6HGx96BwKnqWCZsu2/lKjLZaxq17UvycVwK02m/CF8pGFA/nYA99SwBtdk/Whc08H87grXePvHyP/PFfUTweD44bt3kSySMROSnEzn2sODzqb8nyS0oqcgqr8eYpZ5nFtKhkU93q4odmSWcxZ+eQ1XrTFt1suCnSSff5KkZoau8ICrK+YffTBY99B5n9P3+07236f674/t3oz37T68aeRn8ub5yQPsYgZ1nWCXN0h/d+CVV3woggdZKN2aQTN9PLDOyxo/Dlaob9CGHVUXLGHzFBLSopPLS7YqlZdfZ99ajtQZq3JcXrROyl07v0SrcUyyHewKTkGaeG04uEeW+ih1yNn7/Dp0j5LyxyriU+ejqS0Er6+/3XPlpOn4lM1gSfnkQEUzU/wQItBCutmsPGrLNBMXTU8D1BcZShqgI24TP+qLmomn88fbT919hH7aNfG9DjjOpBcodHNV6xrBkFr7ZW+03Ybi52OUAU0YurE8rw8PDAQJf745+sfcSEIIjphaOndd1OZZy9XjRTB90E5APGMc4drCXl27wQZjh/q+ZNVPbBWW13J0kc9I+lI4jL+urq4l1FWdbZCIL87d+sc2y22+n//1Bt4VsF96NPVv42qOK3mGMtLKwbCw8dEs97oxPW++UEXCJHHvXNngTudnAvwUTNRdUSRpG4Duxqvlx1nD4ykSUuShiPHiRVJ1IvPZY4vXQDE5VnSahhI0mEpucmM445SsqBfXJcKr+7UlIOHbAPj4vbjdhxglhuTZ+mSM98sVRpyHce49y0qgFuqlBtCQrigVTeGARBsh5YXbwqxh5neA8i3RcbVnPyh6AFtvomsexVBkO4bDOL5VZxfi3Ra/aFsmSf08lVPKZ8+5u7TsZziaISAu/CiheG28BzOyr/qOEZI3i9XkON9QKZZd1YeOi0THUZM3dIprhBYvpm0u1qsOVlaM6OL2g2udbKd2JTyRxZz81487fmn+ykM+HQHN35zCv/cve3frhiyb6zI+qPzMYFTjo71qDKndbjO3vGdWA39Ms5qiMOqkYGI3uQVJ3E46VLNTAJeZbEGjaOpOS9AQBlyD5nUz0/960p3/7mrreN3ltMUwjcXcPNNJplKXsnASo5vSBcP3m8RW6CCAaDmpSu8edH44ZiPhx5DLbUJxHSfeFQCT9/K1pgq2+QFdPfhG78ofOrbxJYUN1oy4SDYRiGbdNwZBaY5ujsQUCiAU0PAMC0hiAITUpX8ULZVGNoaEiHoDfSTJ+WfBO68bGj/FftA+miWEDWA8B0BzQ9AADTHU32G/6FsunA2NiY4r1U6f6MhkIL+lIMq0kfTU+BrAeAaQ5oegAApjsymd2FcC+UTRsIglC5dPH7/WnkL4oDEUGPpZump0DWA8B0BjQ9AADTncnJSfWavjedjeaKPhyPx5O+T2cEbEGfjpqeAlkPANMW0PQAAACU1+tVr+mjF8qmIfI+nOlto+cJ+jTV9BTIegCYnoCmBwAA0HaQNHqhbHoi5cOZ3jZ6oaDHsC1NVybSVOeCrAeAaQdoegAAAM32m/CFsmkMbxkzvW30YoIew7BypzuN3zPIegCYXoCmBwAAoCiK0pQZxrgLVpNJxIczvW30EoI+7TU9BbIeAKYVoOkBAAAoiqIGBwfVa3r2hbJpDe3DmcY2emlBPxU0PQWyHgCmD6DpAQAAKIqixsbG1Gv63rS6UBaQ4M74zRZJQT9FND0Fsh4Apgmg6QEAABg02W/S7kLZNODOX4PBRFqAiIH2GjllO0U0PaVL1u9yukeTXWwAADQAmh4AgPSEdJ8rL3e4Rygq5Dv/E+vmi7G7YTTZb6Z3lpg4cCd441T1W/bGzwYmEvWT00fTUxplPcTpASD9AE0PAEA6QuCuFZafvlGyyIQgWZZtZ91GGGE02W/S9ELZFOVO8Map6nIMwzCsNHGyflppekq1rAdBDwBpCWh6AADSnNGOdo9hhg1N9pspmyuGdLsabAUogiAIguRaK9939o2P/LqiZoS9cgr5zmPbl81EEARBUHNRdfk5HznSgH0UoCiK7C7MRXjYCrvHxX+OJeixhMr66abpKRWyHgQ9AKQroOlTDQLvwn6SXdsuF3T0d1fNm1vbrX2uCflOP5VdpeMPpxW6q1cHBN657sdz5V93khhta7K+jPkUqoH07i9GX3eMJO0BSO+RnbY5FqeKkDl55ZOX5+W0euUfSZP9JuUulMVPVVv+WVI6q4TsOFEwE7G+gXWNUBRFUf5rHy0vQBEEfYP1okPe5vkokmtt6g5QFEUReOee7ctmIsjD1pbb4c8QuGu5FUEQ5Amba1jy5wSCXrus191njdH0ZJ+zoW51kfmpwu7+BI4euonK+n37fr7/tf/x0kuWx76zwlbfYISgJ/AuzGp1urX+Hem+uNm63KWUf0nduJRYtD5yCg/7QlKxwqXROQD6rzUusTb9Rf5DSZ/s1ACaPtW4fDwvQy6gRVEU4dyZiWTsuKQ5iuXDChAEse5x4indKJOM7urVQ+BShRnJ3OlMuQEzcKnCrNAOox9jyzjjIUkyEAj0hxkcHBwOMzERHPx4MYpk/n3Tn5W/h44c59bJT6Wa7DepdqEs4bJlIlabojCS/Y5gaw4qUOFkH7YyY1N0PhtxlJhM5goX5wwD2XHMhnIaw4hjI38xwEVC0GuT9fr7bGyafrT9VN3qkkUmZh8it+7KZCJHj1i4M3ll689e+gfrbLros+9evW+zfZcBEXrCuTNTuZeJ/J2qpjvhb56HIKtTS2JqfuSUHfaFqJwIUgV9AyDhsmUiKKqwFE/EZBc7CdH0o23ONZlGGV4piqJI98W3stH1x9pHU1mbEngXth61LT/v19Jze84Uz0KsG9ddjAxa/q7jFQ73COszl4/nZSAFJzQHQgjnzkzElH+g0TtFDQPGoLd69ZCSUxRFUVTwek0mojw4Bq/XZCJoge3ktfhla5cPnAdanrgPue/+w1cj/4/H4xFdAExO/vmP9fZ3b4bGxxXmJ032m9S6UNaHFSCZqnYteIy2NefPt7mGmSFIZBYPdpevDktzWveLzIJk16blv2W1BRFNH/K+t4AZvWUFvRZZr7vPKmn6vac9Iho35DtbUbuecSaZ8u1v7joZnoxkSuK/9tHyfFOOteqiYVOhDkj3hUMlYcfU9x54ds2P/temwtpDhlluyLa6HJMewerDClSoMcJly0y1AVPzI6fssC9E5USQMugaAOlwj9JSPBGTXewkQtOT3sa6tXPNRccNk+CjbcfWoymvTUO+C0VF5h+E96ZVwl/BEy5bJsKbFGPS9OkQQ0ouoOmpcMGSHzbDcVxeUt++kL+Yq+k14ff7afVP6/5gMDg+Pt7f36/7G3jgOD4uRpyqS6emx08dXDYrHHSnZ3HElF/fxhmxCbafntn0QFcVdo5wvirspw//T7E4PdlxomCmKf/gb05+JC/oVcv6uGn6A+0D/D+J1I/9zarzAnUuXZLR9pZKqxXJtVa2GBeNIvDOdU+jP3eonApp9Ymg5qJq7NddQ1ETTmyCng7bVV8NUBRTAzo1vXIQVI+mx09VZT9X2DmMu5ajtmNXjF9QaX3klB32haicCFIGfQOgDytQ1vTp8dbir+nxU5XWTQ7vON5ZZC342ID4BHml5fHHCztHSO/+Auuv2lI0VE+En/errv2PP96iYOFlMeFvnscdHYRx+p4zxbP0TGBkW12OCTS9EnqrVw90vDMVhwmVm5hxDZtNTk4qhsyHvtjwfAyaPokM9R7Z/cPvPnbsyq1z//a97+1999aA1+vtF0N0tUAvP3gQg/teM92rbUpj3PNRSx7Zh62iY9CcDUOxv6JP0MoEniW8N6Rn07MZ37p7eUXJgQMqVL2irNfdZ3Vo+svH8zJMq05ISMNEjh4URYV8LUsWmQQrKyl8WAGSle3sZb3TO8TA5y2/uxFDhJ7AO9cVoJEdYL3GEnVqTPuAQx/qQM1b6g8WzFQ42qETrY8c72E/5GtZgtqO9Y6cqsnJVDxBJI8Rdr4EMuIo0ToAUmrDnam4RyRAq6b3d/1yUU6rejtRyNeyxIpkWQ58cKwYNaI7EXjnunyTyfxaY8uBbJQ/PBkP2V0498f7NG8IkFfailEEXbX6wwObFpm0WNiFml5I4FKFWde0cfl4XoZBmt7fXZWdkVcf85pKn0PJ2G/gIVq99PPu3q9y7pTEf60pB316f6RFpewwkThNjzeWiRwK93c5su96rurdWwPyynhwwFF6111qNH3gKrbhEROCLH609uLngYAOFX77Qj76P96q/KNfx9/y8Pt7POf+7XkUMb2wq+51FEEWP3bM3eOP9ZulaiPiRxoe5o3A9FFX3kAa8p1bGU56g5qLDnJjCgyk98huxsKBINaNhafENiQl/fRDV3ZmzkYetpQdVqPpBbKe1490D4l3Jq40yWV2FGp6ZjGDml9rEVvJ6C6JDgjcXVN+zkdS/s7GPc4+4SRF4J3r8jJWRhU//TqQ3Bh0HoG7VggSLRCjf/gwvPmgV9MTzh0ZGXHQ9BRF+d2OE+2jJDXaXtMek8CVQPMjiz2FUVNqRH4U2A7aClDhhps2YtH0OuVTLKhrRcK/mq6aXk+gN+Rp7w5QFEW633+/z4jKCA8fpLu9xh1nYxO924Ig1lK1m5sRyGvtl4cpiiL7Tr0vMtpKoqLdpICmx08dXDZTZOddM/7uqmw0pvzisX8DD5HqZcmX2H6IqbeCyAokdYcJdfZWsrswN6by0yErwZ47fsphm4Ggefnnbimq2LL7kLtKz/zpyy9lP/bu/n8Kn2VEns6/oFk9f/nln7rqshAEQRa+Xn7VGFnf+8nB924NDA60/upXf4hd0PcqrXA8Hg/f/U+LPLGgA+ltrAtbxhEky1L2sYhjhHR3VFmt4Q+Z8gWLXpkzsiP7196DIA+tefFwvWZZz+9H+pU04XbK+X9E4vSRfQyUf0Q4tpJohjHS2ErfXpGLIKaSM4Lz2uGxkXHFUOEoWyyyvudM8Sy5Q8+qwlJixFHTa4ex66ic3TQ/sshTGDalUhQVkR/stZZe1E0EYsQgnxQg8M512dm1ImsVfZpenTSKebJLBJo0fch3oahkkUnHkfZ0xn+tKccq4i6NF9ze7u8+VcjkVYgezhBMG6NtxzgHtnZhlUKjJ0UPx4Z5b0bPOq8YMfpEVn1J+QbSfXGbBeWIdVFN7yi0NbWP+s4UzxKzGosUyds8XzyuH17s0SRD0xN4F0Y3KglPMEVRqodyzsfYCctlLRlsyLa6HBNPkeA4PnjrmOM//qysYgdPHn32LkVNf/tC/mJk5YYvBgYHTv/61XsUPy/+Jbc7XLWPLUQQ03MHFDcQkoK8ph8bG+O1BKmjrmHCYz4TjBffb+Sqf+5mrFzeG/owbs4/2RukFPXhQy8XPzbDvHTTiwcO82U9px8lVNNTFBWRy4KNYunBGS2w1b8vFk3XD9nnrDjrI6mQt6VBQrr5rzg7+WMjIx/XYLoKQ3YX5soZ3xOs6ZkJOlzDDRhWH3Ml0ysfqa0YIUZoesrAKdVQFCcCsuP4MrP4mj9O8oneiBBdl/JbkbrJTmW4M/bJLv6o1fThUdu6dKlZdo2uSF/HmwsMNbSFvO/86/LoFzLePlZyZQN+gunhnKgMPaajas/+4o1llh1qHDjR3s5S6txLW3jTBj01yhBJYRG4VGFOkp8+HB+Kacne88nKeUYm1aLnNoXqpSi8cRuTlZbWQIiSrI+k5VaOh2nQ9KqbkALM/jsb1FxUjWGVHIsF4dyRsUCDpo+ujiKoTPsV8jbPN5mieRKlbPS3b//+xLIsXohdpaYPtDxxH7toiyvfG9CQhz7CwEBX57HFCxF0zuZWfQYeYxm6Wf4SujvyLEJNP3Sz/OV7MEdvQCyVPn3cU/E1RWSTaGSaaS6RuZMj/eU0PR3Gy1y86wN7qYicrqkp2r4sPLJZnl+y9yhf1kdRr+kJ3LXCUnYx8hRSmv5QbeG6J7GSut9JaPqwsOCvc1QMztaNhYcOlZ9LargPb9yxIEP6bcpCH3HmLMJD3vcWoNuYbyNctoyMHTo0vXb/Q3RAliCyXuWUUAWhvvdl9mP5M5G6R+755KcWWvyoHvajf6KE311zzjBZyZ5rFCaCvktb54YbtujkLiafmJk3l5tBRP3DSvs+eJpe5WSnUhoZMNnFHXWaHm+sMP+APq1PdhfmxnJgYsSxERXdJdQLnZ8x8oV4o52VLdi4/QSe7GCLNsW0ppSkwUD0oy7bvaZNDs/Fg8tmRl2qo+2nyywoc4SIO22Q7nPlzP4a2eesxLA6dspkTj0kS9OzqyuG98J717HSd2nrXAQtsDW4uEMhXx+wx2vCZct4fkfTNotcdJNsq0UX2lyDjMqRXQOrHtw1NCF5yD5n+YmuAEVRlL/rRHlTZdQ7wXlBGjT9aqzvJuPgpCuTsWSozj8w4igxmej6JEnSL+FCoW02prUfdNy+Hfk/b9/+/Qev3q3svbn17pGX74k+431lDl2avre3d2Cgy33oIZNpQ/nN5Gv6QMsT9yEPPXrsT/T/5Gn6sF/ooYXvi+bvpzMu88bzYFf5O4IeGu7C4c5Ldu4p7xKsrpnhl5UHU4Wmf7j5zwOfNQplfZN9/r0zVthqDux59e8sCPKtp0uLq6slZL16TU9bR15/7+gyMQl4j3l9FYZhdvvmo69nznp5/+YqqTg983QlpkXc2pManAncXcMfmREkeZm/iWBrjuleu64U6fRYxC45x5CTQE0f8n66hxFnpPt8JbZr15u1nEBYpJB0CXVuTYgWlT0TqXpkH1YQtkipHfZZfyJfINy1HF3fpjwzqnIsc+ca2YmA7C7MMtud+FdMPF68qDz5xFoGsFuR2oeVLztH06ud7DRo+pgnuzijRtMTwdac6NEN1uwb/UDL46pvzgter8nUszE32n6iXHQZGvI2zw+PTZGijnub56OC4ZLsw+bNa1aVymrEkZPTymlbZFstioZbdk/betRSfRWnl5tqRKrqowiEy5axYMNbwoz+hHNHxr+KB5JZH8LdNU1lFhTJsvz0mQX8USYBml4slI43bn9olmXbWTf5VXdVtvC9UKPtDodgoCE7muet5A7B7HfNRfQbON/GW9YTuGu5RL4IEU2fiWRZqq+Okh0nVsxCa7tJuiQ5ou+dCLbmZIQHJrIPW8Wf9QncfSgSJNAQp49T2qLR9t8ciOSrZsUbOA0+XARhDxpxtlnyhQAAIABJREFUlGTkvfmm8L6Iy8eXmiVWIH0da57iPnLPmeJZdD+SyUbPiGlzKVuOBwKft22eI9T0gasbsrLqTosJ96EvNjx7V6m8ph8c+LAua9mGq/7e3t6hm+WPPXaMvZAYHHh37z33PNGiIY29Jm7f/v2xRx/d8MVAb2+v399zy/n4Y8eu99IavfbRiIKny3n0uRmRxxfG6QcHPjz6/AzTa5+IzZSicfrgtf2PiwhN2r0d0fTd6+aJ3EhNf6E2TW9xeihqgifra2vXbX581n2bDmEYtm/fz2vW3vutWfRFpww7975z5dMPwv1Ig/eGF5YSjdMfOFCy4/m7ZyyvkIvTUxRFXT7247lymp6Pv+tEeVNZNMKnS8FwT8QSzq33hY+Ys/9bER+WJy1DOT0db9zEuyRVIAPYAx3ZXbjYGE0vIi0Ily1TaiE02n66nj4VWrTGnCUcu1aZ/lFXTCTk/Z3DKTsTiT1yyNtkndfMOXoekbaqh33+HqYEgUsVZsW2RJ8KUzWDsOcasYkgTE/b2rnhKmXVibx8GnGUZKws7Bym852wWpHKhxXAzrIg7+CSmuyo4PWaTF7NGDTZJRo1mp6O5XBhJz6jjw/yvC44O4mSv7tqHlrc6iYpSk4MyUBPFRHHs+ALmd4VuFRhZrKMkW0Hvz+HN1ep22imKEZYY6yNJDrZ/FPMUMJauXKPTXCzBbMrISwHxToxe8gggq05JlM+K4sLgbtr6PBDOIEaPRdyfausxsqcVBtxlJhyOMYP/NRBlV1aGTqjwis8ze07tzLfZOLYEBkHEWouqi4/5yNFFv30exHcW0knwOa0q5CvZYlgoSL5DSyEjq+etqI5Eq9DUL2Mew9BECSyOie7C1FUdPoMXKowh3chCbwLK+LNLrQ2ivQgH1bA2ZfkNaHGCvMPVDQh7Yy2fxCNaTFvh/vNQr1C1zPHb0Z2F+Zyt1DpzaKmMovk6Ew4d2R8l3VuL2LbyMp69zp9VJROC/PsXas2sE6j0r6X79+lrOkHBtyf7f4ugqBzXjnyHsv47vf3/OXTbQdfv9/0T/vlvTe3L+QvRpg9gUDLE3d9vyRyLnZgoMv98U9emfO4joO2Ij90u+OiPeueV4+3hstDP/tzJtOcNcdaBwaHeo/sWzqDdvAHruzaEv5v+sO84wG0EwlZ+JajNxD5wG/X/1eJ+V7UTx+8VvOgiJOYe3Es2V2YZX5TsNVOX5mn0nvDu9yKI+sb6m0rZn1rxpNvFtYeqq4u3vPq3z3wbY6mrz9c8OpDGchjdidOig2J7DmCwF3LzeHSkn3YKtPSiCgU1fSVlZsqX56NIH9rtm3edF4qmycdn+PpS7HBmRcjtG4sfFu/+5YeGMOJI+m0Rbk5rV6SMTnk8sf8pWZhdjjGTCsZjeLMlYTLdi8n/BH2YrHC3qR3/2uRgU52tSDN5eN5GWz/RlhasBwdzFDMc7qzVkpoge3ktSDV01Y0h9eGSe/+kgfm6BFezDly2ZlI+MjMCWb22EgnHt3kGCEFwz4lOaVG/kSOsEAqOyr0dEUGZMY1Gk3DqnKuEU4EkSI77fdGpnv/taYcuk7k5RNrTyN4vSaTtQBW+bCCUrhsmdGTLXQr4jrilCe7CX/zPK40MmiySziq4vRRoySCmFY53b8VONisa4o5vmR5ZEyZlFS2KdK7fxN/1zJKeMbiLT8EuyF4o30R/zRe9Cf6sFUo0+IZQckjMgLSd0EjqHnNmgJZNx8XSdEZTQgtDfuOLfHiIQjnkrNoAmk28ksasQNVnLMgiojWiXXpUtZ7ESarpmue/17YO3SsehB7fRLfEP5XEf19+XhehtShGfHqtZbu//3b0eR9kt4b5koa1h/yHLf0NBwNh9flSDZsAbI79aJHrEi3q8Em3UqzLGXviGYqFB/K2d42eWQOtIg+snVN0fOq2hjPe/Pll3/qPPTQPXtdvLwxg72VpY9IFdXyvTqFPDO3b19s+wWKoEXlNwO0vucj68gXPeA7ONDa4njieVUjBjrnyccXRv7XwmeeizzLDxYu5H9D1HsTXszwkM75S79QjraL3qmEheVsWF2xQjnMnVMs6xrjMWWPchHTndjQR0slzk9HZX394YJXs77FeoTZM7jJ7Ong/Wzk/nnHvJTMkCgK60el/PTv7vtRzmzl1yRc/MiUhF2lKpBySPMGxsyHHpol9t+KyGaCZs2VYk8kNs5HBvZYND0PDdKCnZqJHmMFKHhvVFY4A2e6EXlkruM08lfhmKP6YV/iMgROFloVEgI1Fx10bnlQ5Y+y5hppTc9/Ckbaycsn5hpNJHfVqw8Kiyx984OkOGSkDvP9gvk3isxkJ9T0Bk12CUfXnVPc8wF0VJib+oA+BrR7eyT9X9nRcJRC/lBpX0eZRUJ0sk/DoOai6kjYgyN2OdJf6HCSMxGyNT19jzdrzOJd/hfJCMYDNRdVN9SHJRRaYKuvD68Oc2UvlCVwt6OWfyIWCZ/nwATLStZhf6YSROQpJ4E0/SLk8jDyT4/RTyo+OCKouejwiRPl23nfX/Zx++g4K7l15MEnwgsDdmI1zq+IvBdBp5K+PFjaliO2rcYyKYULyTm3zqte1tsPJ++TOyMbPdyMmovEkjCQHScKIhsmnDWzWBOqiR6ul2tCYqfPxdd14QYTvdBelMtN1grBkVzxiSqKdWPhoUPYr7tkLZsE3rmH1XKyLGXOZs/EUOeWoqiMRee88su6umJs6QxOsZ/bwUsP/+WXf+p0PCEMmfv9PZ7TTy1E+JieK11bf17N8dahm+VrTY880eK5fbvj4rtPsbT44ke3HXtPOu/N7dsXP/nZvCdabnIF/YdHn5shKA6CIIsf3dX4XgP7+5E5rxx579b1izu/hyIIgubln7veeWzxQt5/M1ju/8WpVtbqgn9yQKHXc1eYFBX200/6zto5HYR7+yntpyf7nE2RtsrNZC82r7NXpFK7poyst9s3H972o6cfpGX9Q/e9uKWw9hBPdh8+9PJrP/yO6cVfnh2YEOuz70Rjk/n2+kg5uROwTN6bo3bbT175959JzOvSaTT4gzOCFtjqmyTEhHQfERmNw0RP/qHm11r6RugTh8x/1+WzCmzduO7kyY/LeOf5xAO6vAKw5krubMgs5CY5kyD7ejJfuXWTRMmpvo5NVonAxOUTy2bOeWCOQFqwZ7GF1qrznV/s4cw7ogmFhKcYZS5QU6xwxZlI/JH5iwHWX/GGfURiSlWY8tiZl7idkfOuo7mAmIN5kV9UM9eITgThSos+BXsOlZVP7H1vLtIPS8mLQ9y13BqxSwiSi6iY7CZ87z4liDsYMtklmvjfI6uJEUdJhvQWxoijeOZ21av/wKWtc0VsVT4s39hdEsK5I+OlFE9Zqgqyw5mdLTyBsIpn4IkT4u9FOkKg9hso5VMEpNvVYMtnbcfHnwl/8zwjT4pTFNmHPTOXtxcR8jbPNy3CDM4NrDMIp0AgDjlk1PjmZRgcPHnkyTls87pKAlc3PMnKRdMbOQnwyEZDEturRCQbvSiCe2QTANmHreKZ9KLwvfVS7Nr1Zu069FtPlxYfPC57y6wc8rksy53uJI3sbKey2L+uyYz71Z6Gz5WU/BR/+cSyWck7aChf4cHr1RbtZROL/gIsCJctI++4qhS08uJQzvQfA/GZ7OJKaml6hcPjhHP7LNWaHm+siNjfo+hz88tA4K7l5qyDUyFhv8iSibkzgs55H8/ka0SwNUf4Xsg+bJXpp+rWS+LfQFEU1+Auik4bXwzIuPn1QQRbc2Zu500e9F42N04TKyFv83xTvsFX6gSDQcMVLSOjnzvaKn3oVp7A1Q0vmJ7Uapr3+3tuHXtsBsbx9zM2d8Ry/+uODRv2Ooy4iVYRQTZ6aWLJbKgDOhmiXDZYVbK+tnbd/37y/7h79b7NdrtYgktVpKimV8g6Fegos8RZ0xs+V1KUwhSvJYJjOAoVPuF/b4FmTU92HHthToqkQ0lJ+i5tvU/lPKggDuOi6eMy2cUbIzQ93lhmecOQWCDhsmVKms793VXZqoeYvktb5woPANHBISO1VILnwngi3mdI9/kqVnYwST+i/9pHy/My8mz1DY1l2eh6bQqS9O7fJKxGjkku5Du3Mi8jz1ZfX7t2rtC+Jf4N4SdjXFu8vVfSfb4ykvdT9oyHwdDGLZkTvToQ34sg+5wNrPR5clZFdRjfgyiKoqh+LsJclgMDXe5Tzz5717NPVFbufol/8lWUwNUNL5hMQp+9ShirjPY09pJ5eP7oOLDvhbVhW7zphaOiOXm0lLC15Rf33/Vs6c59L7wy5/uP1l5kG4rC2ehV3weCn6p9Gk1I6oaQt8ma/danSodEFWT9vn0/r9l4vwV52FImuI5KCymr6e33mqQGNLxzXbz3FePU02WmeNbZZQLv3FOx1GwpO9pQb3saXS/rmTGqZLIV3oUVMedrFWYiFiFu8j1Zb49EmbT/SRpBO1sijUHhYeXF4bWmHMOjcnHqAvEmdk3PhHKN2WBikiRwUoazdInsmZ4IjJGO9+Gw8cuoDLURt7pxX5hcZPsMRVGiyZjDMPaVHNrDmpG3Q/1RMOYIBK8aGUtc5CBp5PuP1q5HeUfNxL+B8xuSBj6BETDeMCcxYpfXXOi9CBn7RCzpqJlvUJNuP16QbleDbYUp54f76qrX/lfTiopf/L4X//rr8fHx8fHxYDA4zALHbwcuv1600ISgxdv7hnkLBq/XqyyXGUu68lFaIUNDV9o2z2FnnuFBB/J5GTl1EPij4/Dr95seWbt23wuvWu6+//XDkfC/3x92dfmwAgTRkzs4JZCU9WFBj3xr8Wuv1NZF/n8dsj5FNT2TFCjLUuaMxkdYERajBxA2xs+VEcLZzML3rlAUO2tN+KHorAyzaLd3Xkae4AqReCBR4ZVMxhhmW0l2JmLhF+Rrp3dNNd3to+NP0oUQfeiO1YyVHlZCHB5i0v2JntPTTVInu9hIrTi99IlMROmAIE307B1nyAufa1S7KlAmcgTEqC9MAZhzV7nWSv55I7LPWUWngjLYdButRrHMhmrmLdFvEP9k96lC7pmkXGvlO1il1GXRcSByPgkVzYsfC9G9CEGavJDvrL2ubnVJTBtKkWN/qd/gdRZ1cnJyfHz8668H/3J2bfFCE4Igpn9zdkx8PTw8LHqprRQEMRZ5F68cPnd5gll4DA8Ph0K+ntYyh2Plukfu+r+w/+gcGZG6XSsWuDZ6w+/tTjAisr7+wIs/X2qejSDI7Jz52w/zVLhWWZ+qml4mk4nqy8v1/KrhcyUP8RwyiMLN3IlAJnWM7NlNAZEzmpxFEcTpw0TnQU31IyMO5dMAaCWNJjsRUstPT1EURYV8Zytq+Sl0nIpeDnbGG9bowE5BYMiLZ2e8MXZpmHRk+gw9lRioRNnn4iPvhZs1VWGIF/2GVIWdbQAtYF0+YBzSKW7U1acU3B6U0g0+xqLyml90Ftd0fndoaEj3uxhnwd55YO8zKBZAg40+PWAluIyoeQRBZluzsOrNdrtQiGuS9Smr6SmKIvucTs7Nl7nWynfidq7J8LlS8oe44RXUXFSdIslDYq1wdsYV4wM36Q/nphcd9aNTHKomjSY7SVJQ0wNJJMRNYBdu3GVHExrPBvRBui8cKuHfJIAW2Oob4nm+eeqD47h6Te/1eikqQe9CuAbA8am3TU+pz4SjQ9ansqYHAADQBGh6AAAAOUiSVK/pe3t7x8cTlhR1+hAvWS+v6Ut3Hzp+8syFy923vhyZuJOAxwQAANAPaHoAAAAFNNlvBgcHk13eKUlcZL28pudQbq881HACJD4AAKkKaHoAAAAFNNlvPB7ISB0njJf1GjS9pMR33/AMhgjQ+AAAJBnQ9AAAAApotd9MuYOqqYPBsl6/puf/zLbd1UeaPmz5tOMqSHwAAJICaHoAAABlwH6TMhgp6w3T9CDxAQBINqDpAQAAlNFkv+nt7SVJSBQVPwyT9fHS9PyfB4kPAEDcAU0PAACgjFb7zRRNK5k6GCPrE6Tp+UXZtvvAoYYTJ9sufN5968vgBCz/AAAwAND0AAAAqtB07WsgkI43lqQXBsj65Gh6PuX2yoMg8QEAiBHQ9AAAAKoIBoNgv0kxYpb1A+0H4ibV9QISHwAAPYCmBwAAUAVBEGC/ST1ik/WpqOl5sCW+fygEN9sCACAOaHoAAAC1aLLf+P3+ZJd3mhCDrE8DTc+jvPLkDbipGAAAIaDpAQAA1KLVfkMQEFVNDHplvZymLy237929rSxmFW4gW+wNrgFImwMAgBig6QEAANSi1X4TDAaTXeTpgy5Z726R1vTlB9r9FEWEBvtufH6+7eTxhoN7t2n5fqMBQQ8AgByg6QEAADQA9psURrusLy/fIvmPtKbnQoQGPX/6/MKZkycaDu5JpMIHQQ8AgAKg6QEAADQwPDwM9psURrOsl0ZM03O4Q4QGPTf+cKHtpPNIdTxdOiDoAQBQJi00PYF3YVar053sciQJ/7XGJdamvyS7GKIYXraQ7/RTljWn3Vqzt5Hu85VYQ73tadTuxDX9sYpHIDua563E+sZx13LUduyKYZnl/N1V8+bWdsdZ8aVy+xEl5Dv9VHYVXS2JqSL1+K81Lvnhuzc1afqhoSFDfpv0Hnlr3k5nytRFCmOUrFfU9DyI0MCt7svnO1rf+Pe5//CYvUHxB97Z9z9/9DcvvXi4HsOw+gMFhfct+tEv3zVA0OOnqi3/XNgNJ2mNZZpLkXRE5StLu1lSknTQ9IRzZyaC5Na1T8ssvYTLlomgaArJmijGl41sq8sxIYhN3Wzk7zpRXle3umSRCUEQU779zV27ys/5NBVGxSMQuGu5FUFMJW87i2epLpua33buzEQydlzi32yJN5ZZdmhcmUj/SAq3H3F8WAGCINY9TpyUrKIkEanM3kBAvab3er1G/HjgUoUZyQRNrxJDZL1WTc9AuGyZiHX1haGBW92XL5w56ayv3i3i0jl8+Kcli76NIA9byg4fOFCyY/kMBFkwn78S0BOhpwtgc0EqVUOZ3lIkPbl8PC8DKTihoOl9WAGSaXF6ElOmuJIOmp7WefGbzEj3xW2WjLwdtXWrix+aZdl2VnOQOJ6Q3YW5SArJGjZxKBuBu2vU6fLg9ZrMiI4nSff5SqypzIIiD1tbbqv/PXWP4O9s3OPsmyT7nOUnuoy7HVR0uJnwN89DjKvVVG4/4hDOnZmIKf9Ao3dSUEUh37mVeRl5tvr62vVo+DOJI1KZ/tFRTaH6ycnYyznhb56XJpref60pB316f4LfjoDYZb1OTS+QCCHfuZUv3P3cczvtpS/M+c5/X/firiMYhjE6frY1C6veXbmp8uXZCGKxlB2NUdCLFQAwgnhLkXSA9B7ZnpNpbepOk1uyA5cqzMqannDuyMiYGv0lHTQ9Pa/HryONtp8us5gWlWyiNX3Zx+2j6kW9v/vAguyqqzjeuA39KdYXhznMhxWkkCYj8C5sPZpf2DlCUSlQttH23xwo2b5sJhJFYxw9mY8gEUIwNE6f/HekFU5snldF/msfLc835Vgrj9auR035u/fT7TBhhCtzVGP2GyPsNxP+5nkI+oZjJNwwRtucazIt1VflJlf8VFX2c4Wdw0bYxgi8c93T6M8dikqddHdUWc3m17AuDW/nzkQwMDDgv3XN7Xa7O294BgYGDLhdKUZZb5Sm57fbQ51fhQZu9XSdemfNLAR9aUV9w65db9auQ7maPgYPfVI0vZoGmTCMbPkR4ixF0gAC78JSMPQpTfw0ffy1ny7SQtNr3XSmdadt+flOd1V2Rl59mwaNrhG80b7IhFjfaqqahyKoucJl/HCWWvYDf3dVNopkMV1aZ9n83VXz0OLWvhF62NUjy0hvY916NKzjc62V72DYR1oWY2GSWb09Z4pnKQ83+KmanMycVk+wc112dq3mxpxK7YckyfHx8bGxsWEJxsbGvp74uC7HFC6wuipKGKzK9Hq96jW9xxO7uqI3cFZjzCYWgXeuK0AR2c0K2jaGmrfUHyyYiSBP2FzDMRQg5GtZssi0SqnD+rv2P/54i5fET1VaN8kuAMiJoV53R7uUNQXDMKx02+7qeufJ9o5r/pDOE6KxyHq9mn7EUWK6V4VECF6vyUQyd7aM/fXLW91djT+8F/n/FmxtLI1R0GsogIGoaZAJLIyRLT/CdPe/kd79BdZftY2O+0/brJVXUmLxpkDcNH0CtJ8ujND0ZFvt3GeWn/fHrZ1r7Ugh37mV+aYHLAc+OFaMIqjiJBQLBO4+5HCPUJTfXXMuLivXmDRZ8FpVdgxL6r6OTVZB2Nt/xdkZ0FY2f9cvF+W0hi0x+KmDy2Yi6OrdR5+yIqj5tZZo8cgrbcUogqDmouOyAj14vSYTQRBTfswLNlWPQOBdWMkiE4Lk6t9zFOkmaoab8Ey5qrq5bC6C5Oa0erV1NFUPGGM7kWNycjIYDAYCAVERPNR7ZOf31pXfjNrTBwdPHn32rrvKfucdGfnrX//s2qpiRE4YrMocGhrSFKqfHD8V4zhJuGyZUU1PURQx+ocPldaxfrfjRPsoSY2217RrbDncH6dNcWTYhyb1OdK7f9Mikym/+uPGx61SUx0xfOty24lDe8q16OvSbZVH3m//o2dE+1PolvU7Gq+Mav41Sr1E4PipaBP8is9GJ4Jf3rrWOxRLlhuRAhB457q8jDzbyWtxEx9qGmTCMKrls0mepldUWXhjWXZtnI3+dEQvN6fp/V8tm4mga1InOC1N/OL08dd+ujBC09Nn2jSoDQLXFnFMIyOpGrQ+/uXjeRl6Nf3l43kZCE83q2fEsRFFTCVnpENV6spGtrEirxRFUdToWeeVEYoK9b3P1pGMUkcQBFF3blWPxtXxCMzJXRq9IR+RbqJuuInMlKT7/ff7tD+smncUWzsRY2xsbHBw0OPxyCvd2xfyFyMLn2iJfozR9KVn/vTll4HA522b5yDLG86FQuPj8Ujiob8zTk5OatL0oT9t1DhOCsrK1/QJJHx4vfTtFbmI/JhAkX85e3aUFPRuiqIoihi+1XHyyO63dOjrMG/tPnKy49awxlrQJ+vtTndIe2Xp1PSUDysw6mCrsACk++I2C72zmRKhdFz/Jm3ySJ4UUVBZRLA1R+wsGYF37mG8qdY3NHnhJGAiemTf+zXutHh34KfXQziKqTIizsRi1c9tCehIIV/LEiuCIGgBaykcic4iCJJF2xy1plURQfPjx6LpKWq07dh6FEGydNkcg9drMjkWXj1lC/kuFJUsMimnCyDbDv5wpsXpoV/Hgowdsm885DtbUbs+9n0Y5UcguwtzTJscIyT97mQFTcjbPD8jT9TnLewmosON/1pTjqApxoK69hNTO4lCkuTw8LBKX8rgQGvrrkcXIug9e1094Yucbt/+/Qev3s3R9M8fbR0c7O3t9Xq9w8PDhGfvpkUmJGIAi4XYOqPiioVNf/9NbeOkgGRqeooi+5wVZ30kFfK2NOiKxX49cuP3TZVbY1DzXGVf33Jl4K9MKDsqWGVahQ5Zb2Scnt7B4JaQCLbmmO61x6jpSe+R3bRuiwwaIpr+ym+X/zvW9VWwNQdFkDhvXytCT7hGBhGMR6RRxVmKyDVjJZVFttXlmLhzE7PHGyU9IuvGok/Tx0f7JQT1mj7cPiRWe8yARWegU0Qh4tjzycp5bMsH4bJlKCg8ifKoMktEgr60NzssPUccG9n9QUj4k2QfZtOUFl3+8Ucca+eyN9EClyrMMfmhGeGiJ8BM9mGrTP/IWf2THc7cB8NfpVC2sOvdunSpWXZtQFFUOFOYptOuZMeJgpmxJRdTrl7CZcsUe+/CD7IakrhM5HYT4XDDbYoqe5MIfR1vLlD5jliFU99O6E1YjkWKJEk6MB+4im14xIQgix875u6RuHJ1YKDL/fFP1j5iQhY+89wjJtPaDzpu36b/idbxopq+t7d3sLey9BGTZAuJeLfUawVtYxGnMgfDpVLJ2NiYtnGSiyBBYcj73gJ0G9vcIvJexD6WSAjcteJHpWfOnn6/ohTDMKy6unjvqr+ZjcyesaT4xQOHmXi4ffPR1zNnvbx/s92uQXKX72s42/v16KcHJU/J8ypE+y2z9sbPBlQMvbxBWyipafetoIScqY1w7shYoFHTC3QbPTrxC9DXUWZhhvHIvMZTh7QlMhZ7obaWJraNo4/R9tNlzBYENxQSQ8tnaoPfqNRJkZ5PfmrRPNtK/CIb2dEj5G2eb6JjT8yn2+pyTKZ8O3aeFqMh76d7HMYG18mOphx2OgfR8UcLBjRCHro0ffy0X/xRrenZQ5KEphHRf/qgk9mxVpzaNX3PmeJZqqVhT1vRHHPR8fbRcV/LEms4EsZKXBjynbVjGNZUaY3qrag5hN72ysp29hqyjCNctkzOJlrMmp5itK/8jrkEPWeKZ3HeOMeQI1s2vLHC/ANrZUv7KEl2F+Yqh6DCIeqwpFU1veGNFQ/MiaHVqaheJoYdRipOQ7bVogttrsFwQEV8DcPqJsLhpqdtPWrZdtZNTrKbombUvyN+4dS0E/bCA0Vruyfv3BkeHqaD1lzN/XT+BRFN7/f3eE4/NWfOK/nvXvg88OfPdn8Xua/MMTCoqOn9/p5bxx4zPbJhw/mbgatY0f874+/fu8kqWN+lrXMF3TM2+GMRpzLHxsY0afpAIEDFME4KNH3PmeJZrGbGfy8E52PJCtHdaF0zE5ltW/KrBka7l2VZmELOvnv1PlrE19auw36cgcxeSn/s/2/v3aPiuO5831pOT/qeyEvrWmd1ZrWv5tpzWYlz+mrkc+QoGTk6cXtYg8+xx3ZGmbYlIxiNYscxiqUwGFnOSFMgJB4t9KDNSwgsZGQwLaFYCbIBoduOERKG4BilEcjCEu6XAYGh6ZYBlYq6f1RVd71rV3X1C+/PXzaCql1V+/Hde39/vw2suA9/OHSjd/9KxJhpaejhCUTBFxIVWc/ttHnLfv6om1m/AAAgAElEQVSOVN36XejVGdxT9vojy0L/FKmmDzRa1zN1W+iG7AIwr4zZS/TPW+qzMo3MoZzZdlQfwcGpkLGBSv4bJtyjqq757j6RSgUkRbxoppw/DfyOHKR6j5mKXJ0u1PBjcEYBu9qL9T/gaFIJOajR9PHSfpoAqOkxf0eqPr2+c3bO07zWSL3ukY7UHezW679WnaJYfeLOriLOfD3oaV4b3pEkCHwo63FFmn6mIlf/K9Q9FxjcnsGo5QRB8DcBCLzz2A9pUYjZi5e9LtQl+a7+flfxxmWI8YUdWUbuM6pXzEKPj/e2ZC5j3ALwrQY9TeY1zaNUVWv/53BMKnlVoHeIBXq2sE9TI2sts4Exv45E2UJ1BicIbncDQP+pp1ey+yPmAzKZ6Nu/UpETDneja9Y009nNhB6BOjhWaCTwounCrxHzd6Tq6TqAu9GtuvWWnoBEM8H43Q3eeexRMk0YHhjcnqH7pVqjBZVPQ/4bgdQT7tsY6dxhNFVdCZBrKv9Yc2pymtSst25d7vwPo+65EtunHtfFf3tOp2OaakLcuvXH37303e+Vdn0yMUHKdCND/Uto+vFx58cHHyAX9ScmPjn/xgN/f+qzyclJDMPIEWW9LmNTtw8nC6Zi90a+L+K+TEH7zeT42bpVG39zxUc+7KmfvBQKAsZxXGU/KTRIM6oZ77swHj+C1RZ2RCxm3/8gvRrN/G9R7gavt58p/dHDdIrGmprte/73vYZfHKiqeuGVn/wV8vA28ghVFEXfOfLY4/c8xM7OzqW2Juv550votfy9Vb+/Ov3xK+KpeKgXMsvdzaNk/TtHHjMat/+qpk4DWc/ptLma3n+tOiU0x+7dlxL6FiyNiHfWGI0SIgx3nzvD6pTcfftXCucJ4Gn6AylkRoE5T/NaXWqdAydrxQaqY5+pyNVvyRqcwd3oVn5HLdwf8kZSboUEJ+j5sIIXeI35258QOEOau49NhK2zCMLZIAWq+dydOrInEa5UAN0jIbBkrv6OEsOHu3fbM+wBgrUARx6mwa0e+LCjX+l2vfihMaxqL9bc6N9lDbtCSFdClUz0FRm4heFXIcxuvV/sjlHTftEBUNNP9BUZdFtbBnCGAsbsJfrHWe3H01j36kqFX4KUjNzNYq6dWlRIiVy0x3I/1aL816pTGF+UTImjY2/Nkz1Cmtl2dB/3MAUs4KxuqLdkGhEEWWXKf98xS664oKwcbfI2ayWPjw905jCrzryveQ1gHCq9RjLxp0JOPhlnb6XZsOqY3Bg80VdkYPUC9BI19fUJgv11JMo20VdkQDiwNg3F013POtrqLRmh8Yb5gJxdOeo3FekVMhI3tLog8Ahkb8izmWEBZ3VTvokcEYWf15xX4Vkg3XjZhlWWnoBEM7lLrTAxvS6swYldFakEoCzFSaW5JC/u7tv/IP3Rg6GRW/obgdQTamwIVW96zQ/H8dlPfvE4suU3fxkfHR29dau3p+YnjyII8uj2jDc/6Bj/PCTNeZK3Iv9BTs0wrtjT8cnExOjo6NTo8SMbvkP+4Zdffna1bhWCpD3VfoNS/FfQHT/89opflR57/Qfffen4uzfHR0dHx8ZuTPS/TiUmsp2xuxdUuPXA+iLuyxS039y6lPE4gpBzj8nxirxvrw/ZkAKBgKp+kiAIcv2P9b1wT9lrZDVjfBf6k4U3eXBPWa6qvSxaFpAhlUFP81ojkpba4cHpPpNRsZn1EwsMbv9Zyhv1nRdtBXnvHHns8Xt+TB6P2lBv2fyt75PCvcm69mEk7bE33wHU9NXV2fufXmnKJ+06eQWV56fufNmZvUL0TWL2Ev0D5BJaOCSGYn68r+7Nl+5DkJQHd9XKanp5Wc/ttPtPp+uZ3R3uKdu1Tm/IrmrMX23ccYquYL6hytWMGSN/IYMB/9iKmYpcTicZhlMAZseyypRvt7sXCLyzxvhUyFJyv+4V1L3Ann7QDyfQHwqOpOwKCQ5pdWD3t1SQANWjhn5KOs65zkbaassN/wWo+UybIsmIVKXiSRHhl9P+5HpRTa/kjuLDB47ZS/QPMMKfQhbw0LIx6YRBEPPOrNpa+sB15evflLSgTU3MQYep6aWaG8EbdgWQroTqCHmww+9QoArRrYNV2aKt/aKFAk3PGIBTTHYXOxlICPEaI5ZSimU0DMN6TdKaHu9tXsuyQ3AN0Gz1YNi2LVPaLMUvDON0G9yNbhX4c7n9F2WPz6z6YJqe2vki/5CZQCb84GL9FPlEuq0tA/ic0B+mbX3lIc4T019HomzMKBNEt9Xu/CBV0VtnzCKYDyiEUncyuWEt9QjMTUAOYh+a987JUkk2E2o8iAphs4H4NwKsJ+S+ML2lToU9GP/rSy89z/2ixhX/9MSj4f99+O9PfSYgeUPqH0EQxPSDuvaWV+5lXyf8h6Q+BmK9ZfOj4Vct1c+q74u4L1PQfkPuVyDG7IIbE5Pj75T9TyX9pARU7gvOK+d+F+H+TcaBIJaOjdMQUh5+eLnQf8th2mKpPkFq+szvIghy33eeeMJ8H+/XJL03Tda19977MrWuv+9419g8qVx1Gdbdld0ChefG53CcbPMT3b/OeOiee57Ny6mqErxj/Zv/ZtlVyZX1uLOnwSI0gjA7bcGWJQyjdkloev9w9UPchulFM5FVpvwTQmuoggVIS/3gUjed/QZBwt4b7ojJ9SoI9odiNU3CewNYzWjM23JYFnOq0PzxCEEQxJi56zDTIBH6uVTNx4eyjEbOqr9kpRKQIsKF541fqu4oMXwI/pPwGwv9686sty+Le3uwwF8ahNLUMieEfB4JeRwkmxtn2BW6vUwlZP2uYNZU3G2355sAZIZIFRJCA+0XW0D99KF5MIIglKZnpklCEAQxGrKPiUdg8OemIQS0GjfZlrfAvOuySMyE0A4dN9wk/PZN+e87Zue8F7ewO6NVpvyTFR+eP0fNZZk/5/eYQd6fp5krJZqK0sfnxLzPe995BizgZuRCznJKcDDDhhAEMe/MOicadMLQ9Nw/JJ2aOD7QmbuC8aHr6ZYPXjaCmUyNvs5bLS0FxfwvZcy01HcIBdnwe09qXRaoAGGY6SZEHkFI3ukyrLvfuyoauxO23TNfkXQz4YQQ0E800M2rimnmytYPzm5iVTzzzqzag/TFV5nyTzRR34652Cz5jQDryUxFbnhLPfjFuSfWc78ZgiDGFb86/u7N8YlPK956/XtGBNE9V/7OzXG+5OUzMVC6d8N36OuYvvcf5zpoez17AoAgCKJ7Lu/V+rN/OP6bwy99N/zTR7N/031jcrzjw9pnM43SaT0i6YsEXqag/WbqRsGruh891e7y+Ua+6NqDhp/OaNhRIxWpJpFn2otmIo+sW6dnVoDtl73c1SY+rF8TfOrNpnyRDjYcLmY0vNbuniG7Vuq/6zJCVTTNbDtJVz/k3qdezch45NmH7kEQBDFteKyQWgs/cuS31Tu/ZxIoIoLcZ16FVonFyNpsu2wv3fetzdbdpaUoaq3vHV8kS+6sbgpXYE4/zHkh/OiU4OfVq3TLN1vqBSYS7G0BWuW/VVL53F8LlZ6XqIQThEP1Hh91/w6tYfycXbv6m8xFwssTwrYc2hUg+JXZBWB0O3QiMmYboYLLaYQOt7ZyR0ahkVSqpklWM15/S2qpcEofEmOmpXV4VmAoIftb+tGAykOIuOAkK5WgFBEovFi2UKV3lBg+OP9Ebb/gnrI3zIyiGDMt9Q2oTWh+wnuKQqOg8ZhgByimkcchUzcNV3vZ5sbO8sRHthIyiso/al1YcJt3br88OPgHxrgpVIUM2fX2gW7WUKiZ9os1KnJZKrYvEwTplJKwl3XWGLeotQ6PdL66UmpzbaYiZ1lxnHPbR/Hxmcz7mtck1DaQ1gBuWQDgRTMk/I4EIbMP/o2j//QGA9nKAoEA00WT9+1M0nuTOPh8voUF8Wme1o1R0H4zOdl6/J9WCG5T+P1+8YuxojK4eNFMwLBpzF6ifxH4KaS70JHObSlKGsLd4PX3Kwrko1Ab6i2bv5X62JvvoGh+4cHy2oZ37Xa73d7cePxoOe9Y2fLy3JJN3/nWZuvu0oMH7FcC/OOYcGdPA8+wJ/tCvLv/5f/I/BehzYF3jjz2o+Uvhez+1ITk1fvvMaXnXlGV4DIS5MJnyRVKEVugwlv1WPTpp3lyKvL+ULqa+a9VmWKeIFwuf4B0pQoD/nK0uqPmSPY8BObvSF1WDDzyijY32WGXvoBwJSQJet5dx13GxXtbNi9P6NSosUK5pg80FhmeUVrh5Oyt/XbTCypFrWyugATQ9FF8fCZ4b8vm5RpFliQkeO+pF1Zo0e8z7eYit3KjW9WHqC41QuF0zMNTqfQ1/+3wu+PKUjrGBjHprHljFLTfTFz5zQu6fxJJ+yMx6ZYc8kHDirBAzyaA4JnQr0t3oRO9+SZgMbeIjXfXF8kLeqt1z4n8h+/9v3NK//K5LyiQ9HV+xjPce77luI1U96SmR0zPP1X2/vU5wQNWJUzMYi+E7AdqPuz/iJMJx2rdU7/rb/+K2hageOutX+au/xaC/I3hX/79xaKTyrcHIwCzW+/nmtdZaObrdfftf5A/iGjQH8pUs3nfu+vioum5ln0W0s54CiUvR5s7RgGZyQbWY1kOqumlmxvItFO4EtIIrTKQvkTwTYmli1JN7+7bv1JFQgmsx5IimvfaN9yUSlfioPfilnR9uqW+vubVlUBZTsnOTvAEcoKggpBS6xz49PAfNqXr0y31DY35q4076mPZI4M+Pu68XGjSp5fU1L2cbfixwhStQUZKoiWJZg8oH1avQdr7JQT9Ns76g0xtOjlqy/vht0OxrQnI5OQkjvMSHGrdF+E4zr3v+NkTz30HedwmNtvBMLGqRw754vmnQUbEQGPJOr14l8hDqgvFAoPbFawa3rl5vrJQVtCjaP6phj2vP7Kcumng3LENBlNV73D7k7zsH/j81Ehva33Zgf+s3/W39yEIsu7fWW4K3NltQ+n4P6PwUwQaS9bpRXSqzlgzhBN3OAkuGdsCpcxyn7Ba/i3kKSI903euR9Bpg0OaH5imPvIR7LZwoj21R1yHIb1n/GMfmP2hT+VIKl3NrqLZVDArFhg8VLTBYMo/0VBveda4g/rcs462fJM+veRIee6+1BSNDA8YdQIXx6IDUqnCv8wZLCQtRprcMSpI9DykmRl4uVCuucldRKQShv9dcHIY9HZZGRknhTzuUalCCYcSTU85kFQFBJCmTHb6Vdxtry3PLd64LHx6JbXxlEoatgTS7goQ6uxYbn7mxVfbR/HwlU825Zv06SUAV9YOsMen9k/X5+6qeznn4eVUdgIgKFu2WFxO8kM/YKQLUaHT+MQDpygfqlSE/jcI+nzZ//fkNWZWSsoBb3yRzNiYsAj4cKLQF00wZjWTN985/tJ3EcT0g7o/ix25JW6/IUMb2b3ZrOP3jK5Mutei/MfKcnKTXegqVoeDO7srd9dwc15JE7x+1ia/RJ9XeuG9Y8UbDaFC4p7j1g0GU9WfvWKJsIhFbOaznvfRw5v/jmeYlTG2irwQfj/AyltPbwtQob3C+wy/Xfet+wsbb5xT22krgx3SJugbjnBEo7zC3M/N6Q/Vj6Qi1cyGklZyOt9a0NuNFm9cbsiuaqi3pOvTyXYaGhyzag8WbTBo9p45Hm6wShVGYLDoP52ulzpcJcI7RgtqssHu6BhCGaxLAW5uYohUQlZJpZdxCVZgIbNsUapCCQZofvpQNIZa1UgusgoS4RnvvIP0OC0kWgsnioje44fOal26Jz+Hgr0ifEDc2VtJzuPFtFE4V8/SnR2BEw440/3ru22MoNXL7zzzvBGRlq2Jg8vlmptjLvlo3xjJGIPw4bgIonvhRJu4Jcnj8YhfSzj3TniyIYpvmAoFU7zsIpLPAUEUHAm5OHf994fkFH1V1YEzNb/ZzC8k7uytTDX90i53L9/QuSxu7LjtpMhuu8gLEe0HwrKe9N7chyCI6Wdr/3VPVk043+WRI78te+0fMzIeeeb731r2wuG2CQ2ie0CZdbTb2KldzDuzams1OLU+FCvP6mM17g/Fq5lEUGkMUFSpQoi9HOl1+kjuGGXIDQdBuGmdBVHa3HgIV0I+oWXcKm7NJ6eINrNZgz2rZEVe0zOXB4SPtwAl6O0qYob8I+adWbXaTJVwt93O7ux0Gdbdpa0qDyiOClF4fGZmA9aZ2EsF1gNKZDKRhZleRlC3sTNvRlTPlwDst7G5zPapj9Ssg6ceD+WgJA+NUiqvx8bGxsbGpmnI/xVMHaMtgQDr/DJtG+Pi4sIX3b95lT5AV/dcCfnGJJCK4uVKtzSzrUnyUHd29nEZ6S8MrwtNM9tOKhCLd2602Qok1PyRI7+t3vnDtSKFJBcmwDZmQRB7IbL9QFjWv1X70ms//StEnHt++uvM8rdATplNaJjLxuE+Nlr9YaTVLCFYuoMF7rzcwMy3ZjRkVwHMNFQ3t9B9BSuheDHFJ4eR9IFLAxV5byAQyDcFDMMiFNw+n29qampubo5vbWeC4/jt27enpqY8Hk8kt5Ngamoqei9qQuH0JqqFiTl3p3vf3idjuTnY9OmUYHBrghGW9bU1Wbs3Pbr5J2xlf5/Z9OKLj79uC6XdTHpZD4EkG7jb3lTPPSZCl2HdXfr2knTUgAM1PQQCEQbHcZ9aa43L5ZqamhIPBpViYWEhSuJ+cnJS87dEwkzxCYKU/SbpWBhqKZa23RRWnr95J97FBGaeEzIrC5T1EAgkEYCaHgKBCMPMXAmOy+Wanp6WXpUHJBAIjI2NqSiDBFGS9fzsN9JIZrRMLmQX6fMKjjq8WDKs0YeBsh4CgSQfUNNDIBABBNOuyzI2NqZubV6Cubk5bZX92NiYJlMODuCFdLlcUn765GLRdV7SSY/mvdl64+t4l1IFUNZDIJAkA2p6CATCBcdxFTZ6yRNSIyUQCGjoxpmY0D6Gyu/3A96dHbCb3OA3W0slhW6x/S/JqOgJgoCyHgKBJBdQ00MgEC6Tk8qOho3NwjOO49PT08oFvDCam3AwDIvLfeNKcLjloKTKPXL2+u14F5INNvbp+50DM3fBfhvKeggEkjRATQ+BQFjMzc0pEscxdpIsLCyojtyNtryWLZjP54uG7Sdu4J+3luZLCVzbeW8CGekXsfFPzpQXomheUcOfZkALpkLWN/VPJlV6RggEsiSAmh4CgbBQZF6PlzVcqwV7bf1C0vabJWWjJwiCIBZdbYelxG1+aevnCTODWZh0njtaFJqBWBv6J4GnG4pk/V5rQ894ksUEQyCQpQDU9BAIJIzSnIzsI1pjytzcnCaHVd2+rZk5RNp+s5Rs9ARBEMTd6UtvSQrdksaB2XgXkiAIgsC+GvrgWBG7rHkHzgx9Da68AWU9FPQQCCRuQE0PgUDCKIpDjWpQLAg4jkeeEsflcmmYq0fMfrO0bPQkQafdKilwqx3jcbegLGIzQ+drDwip8QJb2w0lWfNlZT0U9BAIJJ5ATQ+BQCgULdKPjY3Fu7wU6vLoM9EwW7yg/Wap2egpfI5yySyWBXZnnCX93eANR711r2gJ973dOw0YLEsiIeuhoIdAIHEGanoIBEKhKMO65nnoI0GpZYjP9PS0JiVZWFjgv6slZqOnuPvZ2RJJM0p8Nf3i7A3HCTm3zN7DbTcVTrYEZT0U9BAIJP5ATQ+BRIOgt8uK/u7qBEHgnuN7zAfsgURfpuWL0RgoYA1ZWFiI0F6vlfLm+JeWnI2eBnPaJZfpQTU97rxYUFDhnCGIoLf7F+Y9lzU5O2Bxsru2ACCstfiUU4GrnoQj66Gg/4aTfL09ZKkCNT0EEgUCjfmmXxbuMCIIossob/QkwTIteE56j8cT78IKE6Gs18pNxPQCLUUbPY02mh4L9Gw2/fKN3PU6BFllKuxyaiaH5se6ju+TF/XWxgEVYSEhWQ8F/TeeJOztIUsVqOkhkKji63d4E8ikIg64Gk7khecIZb0mjxba8ViiNnoaWU2fd6xrUolbfbbX4dJUDy36uo4Wyor6/OO9qrLzzI9//G7lSSjoISGSpreHLFWWqqYPetufNO7oVBP4hvc2r9mCuucCPZuMllMDKkZk3Hl5j3lTj6A48A1VrllZM0Q3+6CnybymeRQPNBYaf4m6Ix7PAueqTP+QNSSXXhAfOP/rh8ztt4CviwWuomaz3amsNL7hxifNTV8o+yMAcLe9tjx3f9qDlp6ZwOD2p1fWOBJTOOHOy4UmXUaLwvcWB27fvg2oel0ul0Y6ldMWNCMSWS+6BTHb2WR+CQUerz0eT7LZ6JW38YX3in/22Isvmtbcm26pPiGklktbhkHzhOKe4wcsK0x2l6rCi7GI+ey2LcblL5XtsYqn6Nl7sv92gutyLBE7OsDh5htSjEh6e+aIrOHjKOy1wsXxHN+35oA9/rOTaEmIJUyEmj7obXvGtK1Nu91SjZip2GlEEOMbFTNKS4YFejaZEUSX+7Y9ZzmCWFQ0LazHkoKYLYKaHrMfSEH0JX3U0eGBRut6HWLcefKk2YgYjRHrG6lbc38N0eVeAJ3zYPYDKQiSVqdoRMF6LClaPFQY3HmpNrd44zKEJK3Ogc/2FRmQlETofYQg62FmEmh6cOONZmYSTlvQlEhkvdBS/URfkUFRbzA1NZXIuxkCgLZx39WWgrq6l3PX6xAE+S+PZfz0iScef90mopj3Hm4bBRPLmL8j1YikaK3pCQI7sfN+5FubrbtLS8VX6hXMPeLERAJ2dIDDjebgnrJtpjcqaIuLgmLMdtq3pZiqrmgSsMFFfW9PVn5qRNburSrutVh/mACVTXsJ8Q0gMk2P97ZkLkPMeRWJZiDD7AdSVDvbfIONh+zuBdxtL2i5qqbxe9FM0TbZfzpdz2j2WMBZXXDRi+POiwVnHbMRz428aCbAuIgPZaUhq0z574PeEe+sS9UpbeT4UFYaooloC3q7rE35JiOCIAiiy7DuLn3bTu1pzPua1yDIyyqWImIBqZOSQdODp6XX7oQmTlvQGNWyXiivpf9adQoSXfmCBa6iO4yWTd0+raoy7jlenJpibhoC6sSA2rj/WnWKLsO6u7S04KIXx/949IV/2L7BcB+S8uCuWkGxnGc77wUU9T2WlGhoeqL/9M//CjHnZtUKl1Dh3CNe8Do63Hm50KRPL6mpeznn4eWaxiEAAzbcaE3Q07zWiKSldngwZcXAAoPbM41Rs7xH0NtjPZaUUDAJ53HUf2jVvda8r3lNImh67SQEwL0U9ZYJTCSaHpv981mHy2EfuDFgH0ywF9F/Ol0fm6oggBfNRB4RcbZEV8eA9m5Av+Ybbko1PlvXOYtTxVbayL1opgYNkuyYEMS8M6u2jTcJSWxNT+qkhNf00qefctDutmBtIYKlNdUJLnmH45LVLKqaPui9lJ1t+LF2gwoWuIoqEQHAbXzW8ftyxnYZgiDIurXWBmG1nFd53gukn/ChrLQoafp0PfKP/yGp6dGG+oZ3fv3fo7WCqwG8jm7W0ZZv0q3P3UVKPfAFGg3RWNOT09qMrMEZqd+a7bIP3BiwD7j/TK+CKSgGNvtnLdbOBImkt2euA3IeR9mHZr5D1b3WvK95DcvmANIJB85Vrn4ua3BavWmZjzYSAgSlvWXiolrTh6a8Vecq1xiRVavto4mkqvpPp+sVeEu0RaqLGbmQs1wLkRda1Rt0Vq7Wp9d3ku18piJXd79874bZS/R6mV8LnDu2cRlizNzU7cPVbcZpY67oP52u121tEekjyF3LRNX0CqdwuKcsx/hL1D0xVLnGmNMRs84F3Eyv6TlTzLaABQa3P2v8bYVnYqh83erK0OARydJa0Nv+5F9vOPmnkeMHf/rAT045R0ROeOXD9xdF2WaABQazzZnvO/GvrpY98US7J/LajHvKMs1HO2fnfG0Ws20AQKrKt3Hc01i3w0jr+LT/9ebJqn/fvaX8LQmtjKL5B85+BnRWa7QWfUcu5CxHNpTm1NZarXuOF/94zb3//OTh8kP/uvKvtx7ILS9HUdRq3XPc+ovno7eCqwEJ2dEBDjeg+IYqVxulcx9Ro9LWl8+8vNWIUOOCxsVQTQQLdsx1QKDH8ZFjhHuGVNIzjJ+H36HaXoszgQTphEnTstGwt/5Y5jIEecrSo0Wy42j6M5ko7y0TlwjW6fGB8y+tSe3w4LOO36F/iMMigRQTfUUGtdIZC1xFc9frECRN5ZqZlGLmFWy289QOI4IYDdmnlbzDoPfilgzd903l753KMSLmN9CrM3K3Biwhg9ku+8BMuNgymp5nHtCmQY5cyFmOIEbDa+2CHT3WY0mJ3VDn7t1lVmJPVFQPg972J83IKlN+VfHGZYhxq8x6FRj4UNbKp49IK5Xp6emQnJ0aPX7gB9sLbkwIil1N09IzXw41FK2urCtcr2Pb+dQureEDnTlGxJj59JGnnzciuufK37k5DqjpXS5u04hY02OBns2rK0WMoVRRt758tnzXeh1iPhRxfmvyfaalNp05unEZYtwGEH/Pb+PkTl0ZXXmoHTNdBr2CQBCLrrbDkooeRYHPagXslBQz0VdkQDbX2d56q6oq5/DWv74P+Zu/3vrSCw/dg5ief/IwFdprPfDu8Kc9Wo9ivqtvrk/tAE9FIEVsOzrWnQOD29P16ZbWYe5oGMknCzTmr+aH/Prk9vxDIXxfXT1dVOFUMupFnQhUB/MRFKy4vXzwxDNm7uAYfoeqey1eZQPphH3OihbHLE7MOqodGqxKEETMNL2K3jJxWap5byJoXeQOGoWq6aYCTU8bSxAEQYyGop5IJ4iAvRveeeyny5R0giAGO/4qizYOKNxTtmu9TkzWx3Som6nYaVQSW6x4fyPocgxNEMzZVISQKy6IdNAL8/jYW5cyHkcefapd2Inu96vI5C0Gpy1QQxHuPndGqy4VH3b0T2PY7dHzx94FFvQk3LABqSAZEEYu5CyXitrHhx3904SWjx96n2eqnSB1iQMeVa8AACAASURBVNfGGTt1GEGE8gcgTCsz/nlrab6cqN97uHXkDhHanRcpTLTGb7KaNZ491YCiaFVVzi7L7tzy8vqiF54vqWOUMQqpb/DOulSdVk8UN02POy8XhmKZ2Cu16sU0ue0g5lBVejHAYviG/7Ap04goX0EDJILQUqWangiNEUH3GfFtDbW9VvwmkBxiZqJW2lsmLlDTc8GHslJ1uypmcHLxTI2BB1zT453HfrjC3H6LXKNdT943EkB7N1ZTwd12OxWBajRk19sFJAVg0AwtSYXuEhn0Oi7P4sXrfXzDTalmBEGQVab8EwUXlXVLuBvdIrgiReG/Vp2iJJ9SIgQbUS+EubzK/Q3alDI53tFR+vePIsbvHu4RdKrwjOYU9LwrFMRcitq65bxDkWymKYO5EQHI1NQU6xKyoyPee3qjQcLtig9lpWklYqKCUF2lZxo0QW9XUc0OI2MTaf5ma5nsSj2aV/2xd9bb/iRvTZGJbHdBbmSRrDLln0BRFKCBk9Xs9J/+eFayiNWOcW1badB7KTt3vU5pujAxhGQW/ULC864ogA98sOnX6NWvyNwsrP3DSBbI8c66VJ02/ligYpCRtWHE/ZyqiaC3l9H0aj90Uml63HP8IBmlE37MuAZGJieRanrcjVqMVvZOMSm/BKfCdNWUT5UjcREQ5n3Na9idKegFyTyPYVT0yNwFJ8zf/oSxkFyDZ+sYMlI+jLK0U7SQYniEFGr6O0TQe3FLJrOrY+S4ZH5crMei15co7K0m+ooM2jVId9/+lXxbArv3oZKCsUkz206iIPYwMrUoObcRUR64G92q+zsBZUbaJ7h/KNvLY4G/NAhNotTh7t29TmhnKUjJKZGNoNHR0fHxq873f/Hqj3TIoz9/7kc63avv9d66Rapbn2/k5qmffnd3xycTE8KanrW1xSeUjAzztz/BSEgPqOmDnnfX0c1HFp+z+qLghwNP7EPi8XiIQGO+qYSqb5i9RL9OfHR09+1fST2uWOeG97ZkLgMVMcxbawLe25Qqc0HQNk6mO6M7RtzVdjhPXtTvq+ueXZyXWlOUG7/JJBjihDrPkfNb1jA6UkrTD//5vMSGwpEjb/7x2PNy1Qx0EKEDD8wbNhhUpVQmeI1FwA5Bb5sIjlPgQ6007t58U8jnvZPsW0Oynj/czFTs4OoBMYKe5rU6zjIW3mtPe4jVg5GbRRwfLOfXAEY9OtWbneps5RLN4W57UZecpJ2pyNX/iuHTiGQFp79l4zKqn+Q+jvSH5hed8XJkei1ReKYdXics+F2U9dWsG5KWfZ7uApEQTH2lEdzeMkI5GlMi1PT8HTRm/eMkFgWvmhIXAYTTupRckDK406hoolxN3386XU/37Fy/Ab2oTMkBJc2PNJqTPMVow0CavmXjcpN9NNCzyRzu6eiFJeqRWR83ATQ9GTy0nvOK2ENd0PPRIcpkOet4r3R3zQ6Owpf4+v7h6ocMRT2zVAUQW1IduZCznFd7GZKOdQvM35Gqu98q+t4CjYXG1wGG/KCnvUG+N5GyBgmNoDQ+34ir7ZkVK36V8c6lTyY+//jgA8iD+RXjVMb6ycnWE//ybcSYXXBDWNPjQ1krny4po1bvuOthDLE10VfElDiAml7OtRIGC/RsEjtpjpkDZ3K843ThR59MCMcMhGYy0+3/EO7cJEdHfChrlcFqD3xFbYkIfwKyQYHM2zV1JpBX7LGkyF1QQRsPNBZ9fwV1tUWvo3Kf/FI9WnjU4ZK89siFnOXi3YV/uHJ1eBuEnFcwCTVJMpFx+BNQ1eyL4Y8kDr2tqbE17XhAspoBDyKBxiLDj822dscsjg9lpam0bHEaC1/Tj3RmrzBkn3bMznnbnzQrkPvCTzfT9szqfR9xZ1zMao/ZS/TPW+qzMo30NbnDDen0A663MxW5Oh3rTXJ7MGa/ymg4nF+TH/WUumJGOl9dKfcUVFSogt5eCsaElvs4Eh9aCObL0UzTczphke9C/ZpyP3qg0bpep8uwot2cZwOREEx9pQ3s3jJyORpTFGp66ozVBeZPWjKXMV76SOcOo6nqSoCcxjF7k0BjMZUq6KuhytWSYxt1kVn2gpASOJpevFS85RAWXjRdsZAVMIYyFncldEz/qadXKmh+9CIBuVrPaMO83m2m4lXuAYQjnTuMpv987VljDhVcSxfd35EaPgmP8XHxoazHQV7FrKOiwknPmP3XqlM03TgTeEWSu4RYwFndUG8JLwBItPyZilw9LXnDD3430LOFfY4dX5lhgZ5N63UZm7p9OK+CSeskrMdyv6zhijyeEGio8F+rTqGq/UxFamoHS1ninTVGI7+CYRh269Yff/fSd79X2vXJxITPN3Lz1E+MyLMZl8Lem4krv3lB94O/P/WZsKb/oquLVFqzjrZ8k5FyPV1oMr3A+S64G90anpWBem/YfyXBRF+RQWIhnFyqnxgo3bvhO9/Ou/DZl19KL9XfmX8/7IcWeXsEQbAVQNDTvJb6WIHGXZxjWfkiRvSZ1VmxqfMuBK7P7aipHzL7c6E2jgWctRUCBtOJvv0r6X7m7nTv2yCiHi04et71NX0Ffri59Pgd8vVhgcFDxRuXIcZMS/2ZS5dyTSbO2beMT0BfFsls+Xzww71SZbN7btZKVjPAUQnzd6SyE5FxvvhIu9kc3lds/2c6iHbe12Rm6khOted2dGHfJkFg9uJljKUBBUMtQeDObhtaTicn5TvmD6SQtr05T/NaXWqdAycLtiFraE5guJHajHL3bnuG3SHw10fY326mIle/JWtwOjC4PYP1Gtm/Jj/qkXFrqzjZGMMdFwfMXqL/bwAzE3ff/pXMHkzVyheJuKaX+NDCMF6OVK8lBT+4llUbRb+L+D42A17IkLtv/0oRa6iQhOCpUJCbCj4lWG8p0/BxN7pmTbPWPi71KNP01O5nKMsKQVkOwi+dMS/Eh7LSQn1QOLtLVcFFLy49fcTsJfoHSOd02N2uDLamFytVyMLFfCK6EAFndVO+iezFFNJ/Ol3P3PTEPWW51LIWuZLBC72ddbTVWzLIjhIMrMdyv+4V1L3AUnLUrRkGFSrCibN32Vn7uJ61kYQ7u21oQ70lQ/f9sGed+XGBpjdk1xl6unlf8xrNND3u7K00m/njkxfN5LpKsICzOnTUJYKkmW1nZP0tWI8lJRT8N9t5aodRX9KHkTKR2d3Q2zi0HZORJcl2xu5e4HTr0r082aB0GdbdlTz3Of1FqAkJc/EjcK46NYWOU3T37X+QNvwEQ+Mu1mPRr0MZ2+5k+vNn+BVsbm5ucrwi/0H2fgZiXLGnI7SSPXEF/fWD/6eYpqfK6ynbyUqf3H/KsoKTlg73lL1mWEU3fKG2wHo0wb+SgB65heIocLe99I03jr3+PSra74UTbeOT5Hq86+K//a/vZhdc8Y2Ojk6O2vas+CGZ+PJ24ELL5uX0iCU+5cbs1vt19CfwDTelrtOX2DGyhTKTF9GbcuFPGcrgucB9dryXcWtgSBNUyI3KuSBP01PVL6TA+G2cviArwoTqrBiD6J2R1sNSgjlE3qH3hoJ3yZd2IIXjaQZZkyPjjjLC5fGiGboMtsk46G1/cl34Qahqtr32vVAx3q564aUf3Pe3u6rCx98ebrvlaZaqZqCjEnl4J5twh4yRMoiqLYFzxzYuI7sXciRidjXcas/t6Eh3TZrZdnQf86wcRUMta7sjbesrDxkRBDFmWhp66GbLiWGw290LBN5ZY3wqa2hOaLgRD0LD7CX6BxiqOtRzMqOkWN+O0Xn6r1WnMNQz5xOLjnrhnoTyihgN2VUoSverYhMzykyYZradFNF8zm4bSg4xzIfVRtNzH0fkQ5PvkNmBCLwchQuFIcjKxvCRMmuj+HdhSh0R+K7CmYpcUeUjICH4KlT+poIA9pYyDZ8cdBIoUEqp94a55xKC0SYpg7jRsG1bJtfXbN6wgdHZSayYcl3mKmI1uJpevFQIYt6Ws3EZ76e8R1NA/+l0PfdK9EAu4QqVitrBe5vXsrYOub5/6n0yE+mEoDtrEIyPmh9l/j9dWcG2LHA3ujW8Kyqn6QWzu+DOngaLwGcSe0USZm5jpqW+A9AAx/supNYEe5/mFzLWh8vAGtK86LNGfsq20F15FgI+5p2HGywvyPxS+JlJIShczYTGsLm5uVu3entqfkJ/dtMP6tpbXrmXd+EXf3PFJ5b3BveU5XDPQGV6w5jXCTd8OYe08F+xIa0+VDslq5/0hVb86vBbb/w/gLdl7CyLj47cGkgJL6GnE+mChJFIuiUWhsFUYHz4A4+7b//K8LsVaON8JxUNK7JFdKm+qioH/aecrJrQeU95+2q7xrBF+srMKfq8r3mt5DQm6G1/kpFbkyAIhsmbDbMNalHNwEelkFRFEATRbbU7P+BE+BgNG54JfyNm1/Go2cy1CjLKIxO1wgRwqA16mtfq08sbPQsEZi/Rv4h6xepPWuoHl7rp7DcIEupJBLtHkUFTsPxCg2/o29FjnPD4xRgLVIx61JxHpLJJtyNm+dnhCtK9vRRMTS/4OMqg32Ekmp7/zqiKJP1dJL03/uHqh7ht3Itmiia0EJQQQipU6qaR9ZayDZ80DsXrNCQeyv304ThCkjRz5WXGUpxop2BuGpog5r3daPHGZfxdMDaci4j3nqIpnzneG9GPp8s4WDY4wz5LJfRP1t3vXRUvpESq8v6WjctWfH9F+IqscHWOh576BUn1KWQQ4vj+uVsijCu3Ds9Si9yCkBkk/tDj6jwXXtvmfVxvgXnXZYAwFOau6Lz3nWfEdYlQQKe4xhVezCYIziAafqLfSXw7QRjfxbxz+2W6zlF+knAx0G4vjg905q6gfkQuGISmIpy88t6CVNtVqakQ7rxUyzmVk37e0lK6mwtlYaOKl1V7kP6TVab8E03htEWhvRf2nyBppMGXf/+5uTm+7YQ0qDBq0fPPvD844vOJ5Kd39+59SGAg51ZRft4GXlsw79ze2vo+44VzPwcXlqYnCAJ325vq+XNCspLX1w5Njo6OTt58104v2COIccWvSitsTz1P7Yc8/5TtAEo9eypjVay/yVwkEvzHrIHM/pD9CajlzwVGX2Q0ZFcxtmIyLfX1dASI5OEYUmEYzKlUmtl2gr6gyFE+zBgV4TbOn5sJbXwJLdVbrXtO5K+693/vyamqYvx47wH7lcAiQQQaix9ZxnJjN0i6RAKNhcZf8kZufvPnH47ju9b0k//B/A3Tz3786qu7NhjuA61mBPCoxIORCxJBEEP2acfs1FDlajqHzC06pQnjv+kKw24sgh3dyYoPz7P7bfChlmF+C7tN3H37H2QOXobsY7T5ig64YnZx3DYucWIUbZoKF95udy/gnrI3GM/MSrxGJR7gw8vPJjLqMd88wu1UpeH5NsOQSReEci7J9PZSmoEVIM5/qwIfmnwPb7W0FLCHD+bLkei1xI4IIB8EzUQeWbeOsTTJbB2i30WuEQl7gXxXf78r/AisK4hICI4KlU4HFGlvKdvwI4mj0B4VMbLAMz9q6h/Zg0pdZKRzW4pIScQj0DUpFcG2X3MhI1A1PAJDLmRnpiJX98sEyCZLEAS5Gy5vl8Ld6M+5Lv+gp3mtbj0aWaIGiDIENb0YwufIMttC4NyxjcvF8xXGGWakrMqHjT+YvyNVL7oshPk7UpcVgxve+k9vMEhuHAM66Ba/HjpzgJ0Ap6Zm+54nlj+4qxblUlhxbnh+8Wsl8TbMpyYdLKkcj5ZU4bznbVLJeQ7YnUrWMrUaROIMMzvcyIWc5bqM+s7Z4LUqUwKc38QF67Ho00/HIO9tFJmpyFlWLKL8Yp+0UbIb8aKZYLNWZd9FLmaXTKsNYHgG33/QtLcUa/hgmic2KNb0uBvdCiQfsUDPJsOqY5Gl5pW8iFT9mPc1rxEKv9OkVAQh45xTu+ElejO56HWpCUaMwfwdqQBtUrAtkZ4laklVuwyPcQbHce4BRokEjuPgMpd/wCrBbgtUxLZ4Lvz4gmEY+MP6fAmym8pBxneO9ViWA49S4XhHUUY6sw1AIm9xsr/BylTKDfWWzd/6PplIni/rm9o//Uv1fwfWMcynpk9cltrsZTLvaiuXkvTKDpzSbBCJN8yVL2YW4AQyB9O4+/Y/mPgpR6SR1gxarwPKItmNgGYHUfhdWKFHQoAdCgSsQglNe0uxhh8OY0sEFOe9AU1EE2gsWaeP9GDUQGPJOr1ojSHrh+AtAueObRSKMOOXKtCYb3pDxcIw1mNJETG8cofJyFNNSzwpQZDJU8WrlLt3z1rwBa0IwT1lu4C+u3BLw932Bsb2YhSOBYkDk5OTo/wzjBIJaWk7OWp7/Xv/WTFKxcsuLHAbC9ZjSWEYowWzSeCe49YNBlP+iSab2WB4jReSHjtcLuEjcgWJVyElmegrMvAPaqAQ6/oEke/PSfUMem7G4syfGorC4rmh3rJ5+T3f2VSUW17OUdFW6563Cv/xn/+vB/9nB+AQMdFXZGAUlXO8HV3ai1vS9emW+vqaV1eGfWhf/8VeLCXp84/3zoIVgiDkRiUtiFljYeXSCTlVxKqWPGLnY0QImUwQ7Ez3WUdbvkmfXnKkPHdfagrbGBwZgcY95qORLFWIawZy30lBhgwtkOhGAEWqku9CQXpduNYp3G23oWiTjbQHy12Q02vJ6CvtekuRho+70a2A2cxighJNL5O3OwyVTEZFmlJFF6FiblYxz24Mu2l5fyh0QTIlgpoDyeng651Z50JDi+9qSwHpbGaIUfW3YBBqCceYeeVwt72WykEm3gzIYJeYHGVKnYEF9N0lWxpBJJpHTTVMs4fP58OwRHweCVH75ZefXa1bhSBIKPkjf3JCZ++RWJsPervR4o3LDdlVTTbzel0GI7FGrBkbG0tyTU8tqbLTOQe9XVZqUATseKn+XCINAGUkVRL+dXfm02YrrZ9rarajT+sR5G8MG3ZYrG+RP6ytydr1s8e2bzDchyD3/PTX2/8wHARaIhdOR8gCd/Y0WDJ0qaQvlgp9IRZutL4peShWSUP/V4CPp8nQJkfsGgsnC1ykRGWsoU5FBFzfocwb63Ozag8WbTCED5mKFLL6pUSylE5pBlYWqaC3y8rTDLGBfCK2qJh1/J5SFLLZQZR9lxDME8cV2/EJvgqV1Vfa9JYiDZ8OcYluh6AMQE0fjs6R+4ShsDB1GWMUXYR9sgaLNPbKtPgF1a7Ti6QAQhC+uNHgSEjeKWtMZM6Ljs06ffgNg22I01u95p1Zb3OWUoLeLmtd3cu5ke/zxJuFhQXOqrDL5UpAH460zOWs03s8Hu7fhyKbjZmW+iZOOnPcbbclkpOK3DYBQdBolBBIpEsSSMvLhw52lOjPQ6HhSoerRf/QmbKQhn7nyGOp9wmX9J6f/uLnB46jaGH5mU/GMXldH0pqpMuw7i5tZQd8B71dVtTGj6FfvPNFu6STHkWLTzm/BplVaDK0JRjAtmkwtF6nV10JowDuKdsW6TguqhkiPu5XFdx8JyHkBvEIv8uso93Gzthh3plVWysXuyyiQmX1VaS9pUjDD+cdSawOQVbTszNzSS/FMRPZgjodI7wIFnBW1HAC3uuZORk0KZUYvqFzWYw4dKMhu0p5uhVQcLfdzm4JQmNb7GEm95BIesBDLo1jwnqyAcFx3OfzCYrFRPPhgMtcEv60RHL1RfN2FxHT09OAj5moMbIEQRAE7rzc8DK38xEQtRw4/Xn5e56vg1/555malpnoiZPECZA7N89XFoY08wmrZfvmB03h+vDwg5tfefx1Wzg3PLrX2tDlIvPWSyGZe06oqIuBK/YD0onz91U6vHKKPqqDSFwBOsMoHjAzq6irhAkKRzNI5HOLCVx5nWa2cRdlWMTnu4CrUBFU9pZiDZ+Zrk2J5okJKvLeQCAaIZjG0ZhpqW8ASzeW0EgL5YTy4fj9fkWaXljsCnzNVab8k1IjRDxYIppeBVhw/Kaz96P2s/aG2oo3Dxbmc/VtgbWs/OjxxpbWzu5Prntm5tWPVIuTfSetQKdQ0eQV2E73j8v7EwVylYolAp4baasolLkt6CL9EgWz//aJ9sSMBIdAICqAmh4C0R6QnImJ48NZWFhQpOlHR0clDpRNcL5xmh6b9TovtjbWHOKLeGkKrOX1Lef7P59SI+7vBq+/X1Eg7Xrh37HyTL93TguNvRi81na0RO72xXWXxr7Bih4CgSw1oKaHQDSGb6OXIEF8OIqywYwmbp5HecA1vcgBW0nD4tyY03HqqLVAmbDmkVdoe/ts1+C40gVtVrwsMPsONTiuz9yJ5LmxyStnZVfo0byCow4vgI8fAoFAkgWo6SEQLZGw0UvoYxyPsyNvYmJCUZlHR0f9fn98y6yOb4KmX5wbczrsFUUKF+ZlNHBxhf3DoUlFIXHz4x83Kpf1aF5RVUv3534Vgnvxtq//bDXIgxfUOrwxPOEHAoFAog/U9BCIliiNNyVxuVzxdbMoOmA1VObECQkAB3z2kpz+ooXJoQsNh/Yp1+xgFBxp6Lw6qUBtq5T1KJpXcLC+tfcGsLK/47/Z23r8MNiuhLW+dxwu0UMgkCUG1PQQiGYoDTblEMeFYRzHldpvRpPTcQ6+ixL3zROlLM55+89URmq1kSevwPZu141ZYE2sWtajKIrmFVU0tnYN3BgPCot7fH7GM9x7vqX2EPCD7z10ZhAsKT4EAoEkE1DTQyDaoCLSVFAlx0tKqtthSJB4AHAAn0sgDX9Cs4iN99lt+1UKZxXkHag9PzQDuogekaynKLCWVR9vtNvt9rMffHDWbrc3N9SWHyxUeNW91oYekHT4EAgEknRATQ+BaACO4x6PR4Um5hMvH87c3Jy6AgcCgdiXVh23b98GfKjJycl4FxYcVUlmNGCvtfb8dfm88iR3ZobOxaOQ7AJDQQ+BQJYuUNNDINowNTWlThMLEhcfjvSBsmK4XK6FhUQ5JlYa8G+UPBOV+fHe5kPx08p51saPAfLKEwRBEPict7tBWd56DYGCHgKBLHGgpodANOP27dsqXOlixN6Ho3qpPllkPfheSpKE/2rhaYmcgqpz1/2AYnkx+Nn52gMxL/K+Q00fQ0EPgUCWNlDTQyBagmGY0lyW0lo5xj4cdUv1o8kg68Fz+yRJ9v3EEPQkBVWtQ1+BToOwr4bPH49dyfMO1J7/DAbFQiCQJQ/U9BCI9iSvD0f1Uv1owst68OlKMqTeV+qhzyuwVjW819HdP3TTd8vPPBoWC075bg71X2x/72R1JAdU5R1s+PhL4N2Nu0HXpRgE9eZZ32pz3kqKPRcIBAKJEKjpIZCokLw+HHUJcEgSVtYrmqskvPFmERvrqt0HKOj3HTzeenl4fA5koXpxbmrkT+ebK4vULaLnlZ/9DNSEQxAEgd0a6jwZtWCAyI+khUAgkGQCanoIJFokqQ9HXa56JgkYYArupJ+YmIh3YeWYu95qA1lQzyuwvfvRdWBLTBh8fnL4I7sqZa/EW08QBEEsYpNDDnX3knjwQyc7h+DyPAQC+WYBNT0EEl2S0YcDnvMxvuUEZHp6GrzkiX587OK0034YQAAXVpy9ouTAVz53g67e96pLFIvtguq2G0GF98Lnxp0fnqk7GOmafX5h2dtKTp+FQCCQpQPU9BBI1ElGH87ExESE5ZyYmEiEo1gVnQWW8EdN3Q04T8tnjVFmbZcE++r6/3dCaTyrkgSXTBaxoG/48geN1aWKff0FpUftHb2AFiMIBAJZikBND4HEAs19ONG2rWtyipbH44mvvV7pUySga4jF3PDZQ3L53fMONfWPa2o7uRu84ahXllc+r6DifeDjqPgsYsEvr39ysf1s0/HqMqvw4n1egbWs+njT2faLn1z/Mhj1hXksMLj96ZU1jvjPUgWJc/Fwt72h7uVswzNZQ8HEflF8gt4ua0O9ZeOyYrs2zcY33PikuekLTa4VuuZQ5ZqVNUMatWsscBU1m+1Oba4GSSCgpodAYoe2Ppxop2dZWFjQZHshjmlkFKXmTPgUlnfGHEdlVsw1XKFnsxi81nZUkQ9nr/Vk36Q2SnsRC341zmTCPx/r9fiJviIDknJAI9mnOXEq3qzjXN3Luet1CElanQOfTewXFQZ325vqLZlGsuhGo0aKGeuxpGh3Nfqi9gMpiL6kT8Xml9jVkLS65Jl3QUCBmh4CiSna+nCi7W8Bz+kuzdjYWOyTyShN4JPgTvrF6Y/rZXLdFNhar0fxGbAvP244qETWFx51uBJe2vGY7bRvSzEVdjlZDWve17wGQV5GvYn5QDEuXtDbVVSzg5LDugzr7tJWxywuVxIsMHioeONyQ3a93R2/7Tvceak2t3jjMgRBEGSVKf8Eaut2ateJ4kNZaYh2+pui/3S6Hsls0WZlHe+sS9UlwLwr6L245VljDnp1Jr7lWEpATQ+BxBptfTjR9rf4/X5NyulyuWK5YK9U0Cd8uhv5Rfo8W/sXd6K8fI3dcp6tUmB2zytvVRwvG2dwT2PdqysN2adpkUoCNX0I/7XqFErKV/LVsERJfEPnsnLX6Q3ZxyqcWsk431DlGmNOB6goJ+UsYjRkV6G/u6pZmyfngVVXJgiC8KKZCa7pyavFX9P7hptS1+syNnX7ErNRJSNQ00MgcQDH8UjSwPOJqlzWsKhjY2MxiARQehquy+VK9Jz0C0MtxZKSPu/N1htfx6Iki/7r5xTI+rxDv7+eRIGrgXM2864Kz1xgMNuc+T5DKWL+jlRj4mr6WBav/3S6Xre1ZUBYRsf2ReEDnTlGXUZ95yyYqPeimciq1fZRTQuHBQa3ZxoRXUZ5o2dBY58MxciFnOXaafpEMJIFfW0Ws21gFh9of+KJrEG4VK8NUNNDIHEjEAgkiw9H2xnI5ORklDT0wsKCitDehD84dvHrgSbJM1fziu1/iYmiJ4sDmE+TZO+hs8MJ42rCAj2bV1eKeZ2D3vYnzcgqU/l7p3KMCPKUpSeckhXrsaQkkKb3DTel2lvyJgAAEUJJREFUGp8ta/RQM+TYFQ/vbclchiBGw2vtgqvjMXxRvsHGQ3b3AjHraCm4KFQYLDC4PV2/JSwZZyp2GhEESUvt8Kgtn7t3lzlriFOjsdk/n6U2dqKi6Sf6igwAmp5bK6Supk7T4501K3+uwcp64NyxjcsQ857jv/9FphERnyJGAQ0ewTdUuVqffrAs8aYiUNNDIPFkYWEhWXw42sr6Ua2VPY7jivLQhxgbG9OqDFHDP9BolZT05W0uTSWELIq89XmVbV/EbsYhyciFnOWI8Y2KGTEFEXQ5hiYIgsCdZ864mbUzsTQ9KYmMmSFpEsvi4W50qxFBEKOhqIdvX4lZSUjnOpJWZq9MQZBHzO23eL/iG6pcbURWUa4YgqCnbRHI+pmKnUZEl3tBPKC+/3S6Pj6anlcrRJj3Na9Rqem9aGYkb4/JbJd9YIYggp72BgfgNosmRPwIuOf4wVA8BjfwJs5ATQ+BxJkk8uFoLutHR0cnJycjDE7FcVz1jkcSuG4Igvj608b9Uvo5z3beG3t7y52b5ysLAUX9vrpujXLgRAo+lJUmrP9kiJOmD3qa1wqvCOLDjv44biNQcpnvY+GVxDfclGqmA1ILLmpYxKDnwwq7e4HAnY5qp4g53jdgH+T+E6V9t6FqQnX916pTJKeF8dP0BLdWiBCBpiewwFU0d70OMW5NWsNMpI+AeyqyLE2OWe+FnOUIgiiwfkUfqOkhkIQgWXw42qbjDOHxePx+v1J5vbCwMDU1Fcl7S/BcNyR3r58tkVLMBbbzrrgI5sWZT5pA89aX2p2z8SgjD7y3JXOZ5DorE3fv7nWkA4cnVTF/+xPGQoGFarBiDHTmGCUcLOQtAj2bzHSeSOllRQWaPtCYbyqxB+T6BymhTP7CQGeOETEf4lyKXRLSXs8hzWw7qW22GcUEGkvW6QX3GWTB3ehW3d+xp4VBz7vr6Mow0Vdk0ELTMysYX9OPnN+yhmcBAr50j0WvL1Htp8c9ZbvW6/ifPhJwd0Hqnkvhz0HOu5A0c9OQqiZGzjmNvGB3+naqHyHQWGh8vWIGZ9btxJH1UNNDIIlCsvhwtEpwKVbsyclJv98/NzfHn5bgOD43N+f3+ycnJyM/Emt6WnZBKxFYcLW9KSmXy1pvxtZ4E2Zx7sb7NjALTl6lYywhlurJkdgCpIcYRgueaO4/na6XXK+VwN23fyUtcMVzmeOdNcZHLT2T9LKi1L2ANT35+I/8a8efT6fruWIbQeiUNZi//Qn5Q45mKnJ16y09rJPa2CUJej46RGW5mXW8V7o7lAFT/vGjC+bvSNXdb1Wla0cu5Cxn53dnerq00vTMCsbT9Jj9QIq0BUiKCDU9ITyxiYSJviIDo4YzGwhYU2XBnAyLVjB1j8B8dViPRf98SVOhyRi3aswFanoIJIFIFh+Otln248Lk5GQ03kwUmOo9LmlxyT/RG88lonmvoxYoDU7MMvNwCDTu4hyZOVORq9OBjcH+a9UppEuBL5rVyhos0LOJTOGHk4uRwqf/YP6OVD0t2nA3upWrnrGAszaUFFLBOj3eWZeqkxOdE38qFLbLs+k/9fRKSU3PAQs4qxvCJz0haiZF7IhYrGfTg/SnZP63PF40XVzX4m50zZrmAZwgCCzQs4V9LqzAtJDxgfzXqlM08d4wKhh/nT7oaV4rNCdh1QrGtXqb12wJeY3woazHZTU9609GOlJ3sL+Uusekw5r5d2PW8JmKXP2WrMEZ3I1uFWiqQU+TeU2zRPKikc4dRlPVlVkynptqX+oegXsvrMeSgqyiLr55ubFmCCe/RWpCnOEFNT0EknAkhQ9HXYaZBCHhj4xlgH/eWpovpZVLzl6/G9cSYi7HURBjfV5xy1DsjxrCeiz365jGWdrezbRTB85Vp6bQ5hZmynPGaO1FM9lRobinLPf7KxRqetrLi6SZbWfs7gXxFdOJviIDYs6r8CyQf5VtWMVSz2Sq9ZB5gFs8LDC4/VnjbyvIFCiBxiLDj6kHpLWIpKIjk9BLOuBxZ2+l2cxfRuW9KFLK14VPnKWeXe5dSRaMjE0kRRv5ligvUF4FM+tL4NyxDQa+6R/3NNbtMIqfpUre5ZGQnmaZK2Y7T+0wIggrWwvuKXuN+kDzvuY12mj6cAUjs/4zEzEFve1PruPXHE6tCP14KCsNYazrS85nBP4Es5foH2e6v8hjHJQuTlPXJJN+sqsoU9NjPZb7da+g7gXyQ3C3I8hnlJgNYvYS/QPkR8eHslJ1uypmcJWPQB1owLAAUa45ckaaaWnoceIEPpRlNNZATQ+BQIRJCh8OjuMTExNaFTJm+Hy+qB6+qzG3+xukLevljvE4F3ER83ZWgDhwis8ML8TEf0NKPeM21L1AZUdh+z0M27Zl8lzeItDylBrdOf8YmhgwshkyC+K22/NN3FuZX8hYH76UiIOCOtqJ8VccoRb0NK81huJ9BYsniryfgU5uI/dy+PEAEiWhNRAQs45qh1AIQaDRynh7iPHR9T/SCfy3PJKJ6gON1vU6Xe4FH/E190MgCIKkbX3lIe7roVSmtKZXUk+QcAUTqsaCNYddK8K4+/avDOtgAE3P+hPhbypRi3zOaqHsokxBLPCwVPGwHgvrjXODg0lrjXikO2Y/wPr7l1EvpvwRmPfiYc4r++PbdPYbJH4WMi5Q00MgCYrmPpxAICB/V+WoyyAZL5JM0BMEMe4olxbK8df0BEF8faP1TQBVf7BlOCbHyjI0PUH4hv+wiWH2IGXlAp3TkByhd2bVHiwO5afLP9FkM5sRBGHF2IWW2MOXCicNFAo8FZbF5jfQqzME7uxpsGQaEankG/R6MIIYDdn1AgvbeG9L5jJaPnKKZzRkV4VdLsZMS301/YCgcYe4294QXlznInKOrNCLQlaZ8k8oPLc1HJ3Mvz4j7jYttcPlH9yeaeT8d/jLbm9tfZ8rl0Ey8DAM97OONsYVdBlWtNuLc+Speef2y+QF573vPCNSciX1hFPBwumDQsUoF85Dz6oVDJjBD94C867L8p8j/CdYYPBQMUPCSh4GjAV6Nhl3dApvhlJHBFAvbVeogjEflvNuBRL+jFzIWS4+cQqyWjcdIqLkEZgwzf0IgqSZbe1Un0BtVcEYWQgEAoa2PpzJyclvsg8n+QQ9QSy62g4ngaYnFqc/rt8nq+rzS1s/T7IPAETQ8+46bkQp3tuyeblkWpvImfc1r1EdKJnQzFTk6neJmitmKnKWFUf9GFQvmqETL4MaYlNPxGpF/+kNBoVWMRV/QhDESOerK8X/aqRzWwonBkMCrMeiTz/N0/TANR+zl+hfjCzHq2ZmqhgANT0Ekuho68Px+XxR8uFEKc2lVkT1nN3ogTntMhGoh9vik8mSC9BSfV7tpaRINqQQIZlCHm1jzLTUN0Qtb+NIZ/aKBNn01xaZxCyYvXh5tDV9NAIfY1NPhGsF7ka36jYoyiGj4k8IgpTR68RV+0RvvglY07v79j8oUMOBYkIIcsfAsOpYRB8R7z31wgqT3RXBJWIH1PQQSBKgrQ/H5XJFyYczNzeXmAv2U1NT0XjeGCCv6fc2DcwnhKhfHHNUyor6ArtzaShQpolCWMQEvV1W2sODyLi31UAaDJ4StXkkM1iPJUX00XxDlaujnWZEJONKZCiqJ6LHCAS9F7ek69Mt9fU1r67k5V8XqRWsDDBgqPgTEsxuvV8nkjQJCwxuzwCdJ5Bedr7lnYwZAMhxGWgsWaeP7CMC3ysxgJoeAkka/H6/hjI3Sj6cRFuwd7lct2/f1vwxY4esnx59s80V+3QyQixOXKqVTYBT7RhfAqKezEOCUDvyUiKGRNr+qwLKMcxMvbKkIF3X7Jhahr9f8wkSk9A5o+oOmpW4MHg9YVcwJrizp8GSoUs1207U7DCS5n76VYjUCiowQ8lLU/En7KdAkFWmfHs4CAR3dldSpxOAVdqg9+KWTCP/l6m4AtmL4J7jB9WfFsy+V/LY26Cmh0CSCW2d61Hy4ZDlHBsb06qcqhkbG1N6Nm3CIa/p99de0urklwi5O33pLbmV+sNnr8cjS73msJZRSRFjNGRXcSMvcWe3DW2ymbVcUA+FbKo93D4ZINdHBVF9tigAdNRjdKYNSuoJ4HG/IYRrRdB7KZsMQgWe/qn4Ey7iSZNED3YVeRaWIqcykPJ+ziMUFh/BRwxFqGs+tYsmUNNDIEmGthkko+fDIeJqxXG5XFE6b0tDFuen3a5bMmu38wON0rksUTT/eO9sbEosh3xEL2q1O2OS+ia2yGV+XGWquqKBDGUmYGElRVmSBL1dRaxzZ807s2rtahPby8JMLEPnv9eaqNQT4VrByj4kmiSHhYo/EQV32+1hQxGCIGlm20m5XEOc7O+MyUk4B5R0zWdmvFHb6Fj3SrJpM9T0EEhSkhQ+HJJAIBBjZR/Vx4mcxfnJm59+eLahylqQh+YddYzdkfzt0bbD8qL+0nR8z52iuTvUUii9Ur80NT1BELjb3sQ8IZUSRtbdpW9HTYZCkg9YTyDRA2p6CCRZSRYfDsnc3FwM3DiTk5MJbLZZxPw3elvfLitkngu793DriKSonx1oLJHR9Oi+Soc3IeJkCZ+jXDqmd8lqeggEAokvUNNDIElMEvlwSDAMm5qa0nzZ3uPxTE9PJ7CaJwjs1lDnyUMFQmvY+97ulVplBzGpo2jxKefXiaDqp/sbiqGmh0AgkNgDNT0EkvQkkQ8nxMLCwtTUVIR59z0ez9TUVFS3F7QAn/N+bLftV73Kvug9b5MX9QmyVB902q1Q00MgEEjsgZoeAlkKJJcPhwmO47dv356enh4bG5N9BJfLNTY2NjU1FQgEEnpVPsz8+KfvlQsuzzORXmVfdJ23ySSpR1EULWrsn4m7q15W01ee90lajSAQCASiCqjpIZAlQtL5cMTAMGyOR8IvxgsyP/5xo1V+iR1F0eL63lvion7Be17+NCcUzStu+jQQ57X6sa7qfVJlzD/RK5vJDgKBQCDKgZoeAllSaO7DifcDJS93g0PvHQIS9CiKonmH21ziWhfoiFYURfMO253T8VT1sll6Dre5EsAhBIFAIEsPqOkhkKWG5j6cJHG5JBaLgSv2A3I5KFmU2p0SWea/6m+QzX6DoiiKFjX0Tsbve93ub5B86L0N/cl8qC8EAoEkLlDTQyBLEM19OLdvQyWmiK9vtL4JvEZPkVfpGBNdw168c+PcYaAr5hVUnnfdic9i+N3rZyVnHolz5C0EAoEsNaCmh0CWLNr6cKampuL9QEnD4vTH9fuUSnoUzXuz9cbX4he91VsvnSYyxN4D9ivxMNbP32wtk3zAo45xuOcDgUAgUQFqeghkKTM3N+dyubSS9dCHAwY22VWrUNEXWKsbW7sGXH6JnDCLd75oB0hqSVJYcW44GGNZf+ezswfyJcqUZzufCOk2IRAIZEkCNT0EssTBcVzDA1yhDweAqd7jhaBiPq+4wu5wemfBpkrB62eBVX3ewYaPv4zhDGzx64EmiST8CZNBHwKBQJYmUNNDIN8IpqentZL1o9CHI83dz86WACWpKbDZu29MK5LdykJvYynr79xok06in1fbFcfgXQgEAlnqQE0PgXxTgD6cGIE57fInRO21NnR751Rkar8bcJ4+AO7siZGsvzPeVSet6Pc3fioeKwCBQCCQSIGaHgL5BgF9OLFgsqtaRnPvPdDUN4mp9aEs+ofOlCnw6+eVHG27Fk1v/SLmdRyVPitXOvwXAoFAIBEDNT0E8o0D+nCii8w6fd6+2q4x1YKe5M7N85XAln0URdHC8jOfjEd4UxEWg0NnpV03aN6++o/jehQWBAKBLH2gpodAvolAH4524PPzCyy9Kq3p99Vf0sBWvoiNd9cXKUqus9da2zE8I5FXRxUgs4u8o44xre8LgUAgEDb/P9g4xnmnkt1fAAAAAElFTkSuQmCC)
کلمات کلیدی :
اندرکنش خاک سازه ، پوشش نهایی ، روش عددی ، روش شبه تحلیلی
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)
دهمین کنفرانس ملی تونل (1392)
بلافاصله پس از پرداخت هزینه لینک دانلود توسط سیستم فعال و در اختیار شما قرار می گیرد و یک کد رهگیری جهت پیگیری احتمالی درخواست، به شما داده می شود. همچنین بعد از چند ثانیه به صفحه مورد نظر جهت دریافت مقاله انتقال داده خواهید شد.
دانلود و آموزش نرم افزار UNWEDGE
دانلود و آموزش نرم افزار Examine3D
دانلود و آموزش نرم افزار MODSIM
دانلود و آموزش نرم افزار میکروماین (MicroMine)
دانلود و آموزش نرم افزار GEMCOM
دانلود و آموزش نرم افزار دیپس (Dips )
دانلود و آموزش نرم افزار Datamine NPV Scheduler
دانلود و آموزش نرم افزار Slide
دانلود و آموزش نرم افزار Phase2
آموزش نرم افزار Swedge
دانلود و آموزش نرم افزار راک لب (Roclab )
دانلود و آموزش نرم افزار ENVI
دانلود و آموزش نرم افزار راک ورکس (RockWorks )
دانلود و آموزش نرم افزار سورفر (نرم افزار Golden Software Surfer 10.1.561)
آموزش نرم افزار آرک جی آی اس- (ARC GIS)
آموزش نرم افزار پی اف سی-سه بعدی (PFC 3D)
آموزش نرم افزار پی اف سی-دو بعدی (PFC 2D)
دانلود و آموزش نرم افزار آباکوس (Abaqus)
دانلود و آموزش نرم افزار فلگ-سه بعدی (FLAC 3D)
دانلود و آموزش نرم افزار فلگ-دو بعدی (FLAC 2D)
دانلود و آموزش نرم افزار تریدک(3DEC)
دانلود و آموزش Plaxis 3D Tunnel
دانلود و آموزش Plaxis 3D Foundation
دانلود و آموزش نرم افزار پلکسیز (plaxis)
دانلود و آموزش نرم افزار یودک (UDEC)
آموزش و دانلود نرم افزار سورپک به همراه کرک کامل تست شده Gemcom Surpac 6.4.1
آموزش و دانلود نرم افزار دیتاماین-نسخه 3 ( DATAMINE STUDIO v 3.0)
دانلود و آموزش نرم افزار GEO STUDIO
پک جامع آموزش نرم افزار دیتاماین (DATAMINE+ Datamine NPV Scheduler)
پک جامع آموزش نرم افزار یودک (UDEC)
پک جامع آموزش نرم افزار فلگ دو بعدی (FLAC 2D)
پک جامع آموزش نرم افزار راک ورکس (ROCKWORKS)
پک جامع آموزش نرم افزار پلکسز (PLAXIS)
پک جامع آموزش نرم افزار PLAXIS 3D TUNNE
پک جامع آموزش نرم افزار PHASE 2
پک جامع آموزش نرم افزار SLIDE
تحقیق مراحل ساخت تونل با سپر تونلسازی (TBM)
پک جامع آموزش نرم افزار فلگ سه بعدی (FLAC 3D)
پک جامع آموزش نرم افزار سورپک (Gemcom Surpac)
پک جامع آموزش نرم افزار Plaxis 3D Foundation
پک جامع آموزش نرم افزار UNWEDGE
پک جامع آموزش نرم افزار Swedge
پک جامع آموزش نرم افزار تریدک (3DEC)
پک جامع آموزش نرم افزار MODSIM
پک جامع آموزش نرم افزار پی اف سی سه بعدی (PFC 3D
پک جامع آموزش نرم افزار آباکوس (ABAQUS)
پک جامع آموزش نرم افزار ژئواستادیو (Geostudio)
پک جامع آموزش نرم افزار پی اف سی دو بعدی (PFC 2D)
پک جامع سنجش از دور به همراه آموزش نرم افزار ER Mapper
پک جامع آموزش نرم افزار دیپس (Dips)
منبع: http://www.irock1.ir
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