第七门:理想的天门(4/5)
qOZCWUx9Q+1IBRw9U0xkgg5m+46TLbNXLe+KDY4jttc+PGYPdSwAy0RCdwXE1HQ+dX3p/T1+guQrdYNrZJ1B5VX0HMYX/v8HFB8xGYDzh/ymXe30AIDUvdT+COH5DHqbyflGXPMipQNE7SZt7Be7izDkavyPcN3En19NafxqHW7uXrBe8yx0lyE7d4x18qFGiXaeHDqoJ9HeH4bR/GdymqFYrA9VBZ3zZsKRoVqiUz75BBdmZjuzxzRLvIpAYaG4/BtxgFIg7OKX5AkZf/FZHxfzIQxlg9SLksaPt/nYGlKKBhiaR926PvexauBBt/1Z6thh4GbmFkz+Zyqwfay0lqDBzkeci7ek/WP8IV8TvCpTMu+7zvJTEnl0rCy6zy/rsQvz+1SXEKbK+2ACN7lwLkPuSEqRkvL7D+JjP9TuwmkhGpBOBFdpSNuW6vSDFxRpg/9sJzHh63GJt3irkxR89esmH3AlW7E3+ZBTgR6wdvPUrDnsHLizixHJonY2xNyoCCpIgWySLhwBmG/6bjvUTcMtpGFh7z2bpIU38+9TQMNllzHwKmnO5gttJVMuyhPc0bZjcCJ7UA2xxqnEtgn3gJH7ZDJ5cNdnNJPmsQEXc5lJJWO9sexzWvSDQ2q0dw8JwHug6NJX+s1lMnlKKm64t+0SygSgdjy3T6ySTZY82B/14FEiLvfFGfyQmgB/CoeFay/piHYkvXFTnf3ZkS1+e8IL6fZHDVk5gmTBSWcEyrU6olvn6tOnPwNJMz7lerFY8XmPkh/eJai3DvzMnfXzLLj4sm9NeHKY5RDatmIeJ8YEDzsz/jfy8UUiq5ZX1yLQmoHDZUU/qoW2RG46fK0UbmPQriZCPS241L/n0dqdH2mFf668jX5avBSOJ+V6Y0AaisyV9el3UE20t1Fe1whS7czbBRbIyuQrWtvJMkKUcD8D8g3X+CjGvc8vpALNJDvLmsWSpZgWAoh7p2IC+uxcQGUdcn62D0pmdcYutoVb04hEoaBOXey9Q2Bd3J82hPHoMvgydZbftDpCWhc1pRNIeZy1W5l4/COW252nSKbv0QsmIABL3eppPZ/IQKJE6CGe+qg9hhJ5Td/XI6HxESW9u8tnkMw9teeIlaRfakV3xegnc+xmWEChOH1kGNAI1AMIbw1oDYtcUOJ9qP+Gv67PCyzJAS9Hn+CIaBguGz7ZoE6ArrY+AUtCL+fZ40/3geZQXJO7mkcKWz+6xMzpXrK6sBYGRC4XKzLDHYUSydMB5Mr6mtcy7ZtvYlLyg1X099JVCmBPr7b6cXXGnPplBjAMvCH+TPwXI8wdHqWlfPRknbkOMK/TtRjQwD6YmW2MR9PgAA4Fmayi1Kde5sTA++bs0PdmrZ/JiT+w74kv4a5YDY1seLgevEZKE7/l51p6/QN5wEOeUwIu95pHGzTXD+sh7GsnUEK17l6z/6fZLtA60nv4qpT6mN95UOMJClIdppVqvfo/3aoDU9ZkfGLyrY+n/Xh2uDfSVUrWWszA/m4zOW1P0QiTPycUR7jKDC9ppiTZbihPmPu2I5s5YuneXE+/HvE/5zcCeJI2PNAa2at/EMosAs5AZc6ffNB2MZPsNLsz/cZTFBcfNhu/lCRIUaIRD+AGen9U8zgLqN7ztB4B8eKRrQz6zsdHi6gFAaa/DHCPJrsC+GdyJ3C4yZGmbSt7h6RBBe6uKKbe8x6LL9IzY1e9oG+3kFH5C9AJ10zFUQEtpS7V9ITN1kLltRN7x4qfNkCmcd6c7K268G/1TnOClWTcYNXvRTIyuR4xJHS4iEqEQwByHovbCyMRMeXCwBb8Q6VClYf6byD1LHBCHYB5CaW3zIz93vxlpViYS0PCcQ0n6BJmjEVWAoiUP5TYRuaZiwUDCWYcHyPDi9j4H/C/rwBoGyxp2LNSHN2G/bMlapm/8svl3sUlm9u3jE5pFdZwOTbbEt/RfpWGA9yzKsCTfAU3mWRw98UxVxxfbBhr+BIRsh6nCyc1Sx902GhdNtak+ezgELYB87+49THNjj3iGNQx5Pi0Ht6HpzW6qXP7xPUWncX+BDfXJJdpLja+bzRfxzYA90hoIdmqVCAzu24EmcpEHDrd3jf2SDU/g+65BD8pTlh82GiA2EF7QpvQAnHvgKEtjaGDvp6zfKDKcZJ2+LJiTL3rZvE5pFEsrhwTJtUu/YoZYOY+CzkVLzK3aQAe7ju5Z0/RqN4/uVp7byj2oFuyfOYFM32AkHLxn5osdpiMBdkDDUTN87REACSJLiW65mP1Dcb5YuMgt79NFCMEBHGFFqPn4LwrxVUtO4qleOQyFIKUvILd5Gr6DX+Eg1lv48Pn3jNPC44P2InwGqpFSIjm4i23mPZQZMQAiv3uNAU7FDawamYsq2Q3WkcuhfT5lX0VK4mClG9Tw2OuwTVSeVMWtxi7BYcKFSWeUITDJrvkQmffQdZD1PB6c+7Qjnz7H+JTYASvjdEGpzWQyvG6q8wTXPK0QceuNdc0NV0uiRDLCRwh5U3HO8B50CykWZc9v1rQTsLPwUmHOwJCLiph/QxcJsNXx4mL4vHaTDjqWjhZfyrlZBpuC20qQoMBMzoI2U7S1QV7EhxHcaUABLBmbkV4MepTOxiv0nF33BP0g+rblxav9o3WtBVN+EGe2BFBW1VFs6OqaFn+/HEXRXaUY7Hd8HL4xDkHyOWqa8xCz6Vu/osGQby2k+M/J95wjJu+AioP1Dm/mDsTqcFFdii1z2WI6c6R/dGq9PMDDlj7SrN3n/RHE3WcBLAB0wg3JlrivnOt8htCkLo0mIk8Tm1oLttRFxsZWhX5+K+OIPaXYt65jJzYOcyaL5JJXJpNYNOCzaxyYfhVXguwjZC879U7yIi3/VeqsdK4eAYuJxUazguh9AUwIP29k/7KkCswIgvFSodzJeDidStWCqZ1FR7ZYmvvsgBKf7dc2ounjt+Kcbz1c0HfICQFVXHzLyYLtJTtRBLB3JcXVR5t/hP3NyswXS0LOp985sbjq07NjBDb/JVs7h31FZ3/x+JWEdyqWrAo2YapVfCDhUl0wa5BG8vjSerF7WN9Eumg5v/r75J2tFn2eN3GpopjuWpJhftRR0+XtYQX9P4JgjVhxOeQcEU373JvLOXQ/5fCgpZ0viSx3j5pf46JUaxBEjk3wUFde5dl1kUCAT52Jbbg35yMdzl+P0NdTqSe0+2WoPnsqla49B27zzM22Cf607n+RDylgiqBWq1E9tGioBVYmlFFvkpiaJXG6F8/h1wF18L3CD5+7vSM/+RT7241DzkF4kbK3aO9blIX3aRekm87piG4ftor2SlQo11gWCaCf8r2hCIszuZxmk3r/cMQ+5KN1uDH/AMlMasVxsunWy9h91gVfN7uXJO57zJCkaxsu7FFG1PVD1dekhp6xETD28vs5iD35vI+S6x7Q5O93mF8jgpG5iPn/0bbBZqvjQOBL2sb5ccqwLeabl3C7wDtF83t1gWKPBVuFKMH48ek55n8a6SA1fcutEDwIjBjV4T3jxRBYJBFvCmCPRR767iQCuXKvPKj1dzmw2T7S9y2pzkrDb2x6hO4Z9dO4wn+04EdqXeLNeUQc8Z4AvidRAyfdD/7EpXJCOtIOum1zOqh5sUGHn38t4NSiqufQU5QXqUuG/m4YjPWuZGG4LobxJxqsbO+iQtRj8H9HsSiO9g2Ok0uMpJmhkhmqcqJzdn+elFDQi5t2+8u9IKrO3H9//RI16EXq19eNaGS1FILXxvET1gUKjarGpKYIgUdE26Sxyvyu1iTZn2aHQr6gWgldGhS69gSkHu++vjr4J0VDTAxrsbZb02G7W3XN00revjCK/iVNAkw3y5EKIxzdMM/LiuRwvpWo8ZT29FCIIN5gtP3DL5Pw4oabsB/umr6cf2O6VtM7jlo9KU4t3YU/X0ACZfyQCY14mXiqdoHnVmqgm9tUx0aB2opI8reN8Ac7Ko1+NJGrZ2XzmMVEucRzburiulOw2lw3G+mONgZRnzAifCm1+drYOzKpNJGBT/9UvmWSkNxJuhMdTgYPhXOl+OVzuTsT9xSzC7kC1iW2jkYoB+fg1XjqNalPBR8QJHCh3TGNzlUmH0DpPU9QbX4QG9r7vtE613AL4CEJLL9Z5IYdJIj5TWz1CgG0azvtzJuSguF77rBTshVADN3a94L9iXWLcFY2rW3moUhlJ9QMgTCTZ0CZCMgjvL5q6Ues6v+yZlnZRFHXjablGNB8x5Wr3esaSw7kGJPM4gLEVvlkxIKLyA7nAVpn3sy7/anP2uNL+/brPSN5/inkfXQ/kVoeIAbUmv4dUNK8rZCs81ftdLK7paBy1BYOPiLO7QFSzj07QjXzcM+ZwdTfLha3deli1sSmZB2jsBB5W1BAY2hOUkR1UPZ4XXy1nGV4lMOPZrzD4u1lV3rXVTEqaRhwzK82GFbgoL0ym8246Gpvddtf02pQLu7ZimgStzdVhOjAYIg65n51VhbUUPBNHJCodG9u3ZjP90iddLZrzdkYf7sjYj6/y3fFvDxAdt60k/e+Ae/33sz+uH6HEBr+emmPhgpbRBQRa/avpoc8/bV5PgB1eafHcoqP7VNCle6tWfi4MD2xJOeybhu6BBamRtnq3rw+FSd+D8sDr3RPl5kvcWHLrjJBiAHQDlhRUetemJr0UHiSKpioy47G4VfGWbZf0QRB2r4/3/d0xABqa9WSoP2OK6oDhwZgQd45fSh+ZNVKMONGtP9sTDJhP3teWEFSesljtVszxqdoMZ+zkAMHNY09ksOhu9TwVCctnkiSpCuxWcJ8VHLrShzCStAdtBx03qmVPWJasbJk8Wwd7KeMOV6wOFaSr0xxnntIcyMXG+rasAfIzE3RO8mAlTg15/emxtY5zwRDC1YJ6K4vtzAKoOgfXDliT6cKb5mbzNf9l/xkuOfrz6mc2K8JualTF/x5iqpHs+VtP+GGZRdiLmZyGZll8QKSLb1efaaHCaSbY7f6Xs697OCMK2zSLwNrRxszUvqAQlyMCCEmEsB/dpNb5XdocxfEGddzFt8LTIr3pnZFKPjO+//IEwXU+Qwyo0LMcW4grCBMQhZCzBxEuBuA8z/++nfUTckhJrhTnYnMCfShUUxG/GZDFXxzIikpKcYdkDAvJXEC0Rhp5NaYPYZnARBaQEeiyV6hSF+vabMpjeeQW8WLu018Lh7rr0Uh6QWIE1bAQA0Q+mfU72CuywrVJdRnATriihF22UgWuN0eEQdXapf336vaKqO8I16JZzJPS5YBy/MAmR0PN6UHX+aZg61e+YMiaHD9zFndJo7kbe+5QLXorGPRvfHO2Doi/+tjlHkfWKk3wrxhZLrh7tu+jtjbN1BfhwgUwBEYb2cPXud2I6PGlu+2rx2yo2Qz76TgUkI1diIftzwNOCGCJIlYdnMP2Id36IzTiOiD4qngyYwsd1+E5VtFUmOqkuUEqI35qf4sdCF6b0UacIYTRxckzCacGNdi65EmJGn3Gvlubs92fzNSOK4rqW4hdan6POVR+VjE0l675B1JLB4ZOJl1FkTQTkyySNdsEPxIL5RGlOY+Cvwuma6fbZT40cCaSwhAaZx6asr15oAfQh1K0l4J7xpfmac9gu/mF0nn17yYepjhtEK9jYnIBlHuO9yeeeyWi7QIqFFdbeRyQNBZrQfVSzXKFngGXyWFpMw/mOKIXBOuqPb77m8AU+2VRVHY38Xqv1T/lXX33tI0rjlAi4QoxYd4SDrF0Ne2gL3nxmw/dut1sStia+X2bt7AAcF2WAygF5D1KoQPNLNT0VCaXABQWz4peIFSIMuG5/fQxiq9LbmHQP1yjl1Uaff1lVkBacARK1gHShLtIX0CEmJnRIYIf80xr7QFnTAdBIOmZneFtoioMAJxlEqrzMWrFSqHqTRxkO56a4aUI2TIdGqPLbL0KDj1u9e6sRcNwLTxahTDTpJZnvuYXZiPbv2wXBvqZCGzYMroZjF2lquDUjlGChL7IKmkwxN45AZD1MOaxCo//g+zorGTopEMwLB35JL/mturdDEN0iQx8+yc4fggb9YTSYjABgpTd81ryKHOCpPw/fSWkMSui8z0Svn40f5UV7WzDaIiyavk1eMjHw43PsgMP+U3QecpqThlDLqZForHrJUNb/LMQfejccw/HwT3BKwGwVRlCjZCAz5mj1Ws5XeKpuho9IKrhmpsdi8GoO0W2IyZ8A8dZ8UI0hEMr148HgDIMk6WFItdKNZpH4I5AiC+JeJ7giRPDgUVpvJCRm4XPKeA/GZa1IPOoZt5BhLT221O/lEgOU93ZICCD06qJPjLgULhNIH94fvTpWWkLKrGtehm/wgABpz/MpYM49bcyQpvuFRjEak3UyfatdE9LQiA8FlNdWrc5vZU0XADvfZYXYXLPz3CyAe6rE5EJ1yELOj/Zf4xpFecVjeNe86l1yhqoTUXUzgrG/oBvhoJkE39RgWZSEzwLTaqki40lVI4E884rXP34Sn/dyuLzUEUCRLHkF0IV9SCyZwr+wotisIedGJ/jtefL8cVzEX5GBtB5gYHlU7U6SWPWGBzAqEPBb7RUxB4+MQf6e1KRktzrjAnMIfX0vVY/yhV7MhkzSC7oI60P4xXvdyFr3l441fmg14yU3xf/vNjj0vDrAF+vCeXDf+T14zeX7/swYWtTCsSQlkVxBUmwn2LHJEmNEKmIY+MliFaUbYyBoPZYasjJEQPVOxZIsflOAczQn9rinEXsMVqCFohMM/lilPZKLNqgApOsQgXgWBx8WuFPOR7hNgdOzaDQF2axY801HDN3Ak4rrEOsUUmefxEyQFSUT0pof4Z8dito/xLFGelH0qipSlDbuWoUKgP+hQxtB+DJ+Y8UWYjnxukvZiJ3yVUblqJbdis3ebSFw9fO8TEj0Hbyoe5Mv9yB7Xsr32UNUoAsgp5apsSPUVfvXe3jkTHAU9MpiloC4Pr4BRhCSJx+IkJoQ+wnxG/uvNZc0GBgx8bkCbS2gNgtr/nEAMdpCBXJRRBzMEmNm+aRbWq76I/7urbOMdm2ozCbrILQA/PR+JmBNTHye6Rx3sQM6xklACYkc0OYP/dCzoHOLUIadmPoX3Yj+HjxTbjWdBp4LfLIaZgDmSl5SzzswOpj9ef2/vutcfc0OPdsv16cR8oReKi4IqvFY/fE+83xCJEuqupGdv8ksU5J0DfoY+fw0xlXcScuAd9FhhgdpTxQz94cNom5X1XkzhEmC3H57TlZ99qW8QL44k7SxdVdTpIQN98/e9z1FKkcNinW553WQiTCv5pSsFNgChh+GTd+WAH4P66j5zaSk7QPTFG2XKOZpe72jcxFOdmDCv+BC1ucwmBHibfsef2wQXmSmyfEu7vzTfinKHfxS+6+x45Qp2a1SAnGwbEJqqoa24XcFULxEhBcZ5tbOg/nEs9iSdCjk233ELpL9XW3I8s/dGhHL2g0D+RyX8kQoFSavND6gpebtgCgk9U9z8qMZJT2JU+bCpV9eh7lE1XC4ok/PT2A+L1yu6X6ti2aDKa1ZA/gtWauiks2XGMWNaggXbXJbhx3CTzLc4AzqwkNGiH1bT4ARoGQxFLYlVhm0Hr02wru144ocyqzQ/AIg4OvAZtrlFUhVE/cmAEpHtZXsJ79ZuiijNTLdeZC8kb4ZoGFt4avTDpw6fBAh6KixK1GCWeLJs7b4etuRoyjYrJdv3xj+66S546WgZfNkhAUc5psMdKMBQacxAga6RvS4l6oxCNcVUnraCMQ0MzhWGY4MiXmdC22mGfHaTKUjRidmw/x4t4Cj5cbROXIENvjPIIGw96mpqu0DWOXu8r28lsmtzwMQ/vw9kN0m5Y1xZVJqVan0t+FQ5aWvyHmFfQIhazi823dqJdyMGEkod5HgkjBB2my4Rd7d/uPhB4b+84WfbapKy8ZodBKKHeXHg32wmmfVqu3b/4SYSdbcHkX9/1U4iGsw6O6UJ21kauoPpY/BvkTvYmqWD/8fbPb1X5BcNDkiPhiP/AqyjN/lD/Ax5VXHueaFq7WVXkFyZETl7Ot415zjlbZOLT7BGSsOBrJKtpbe5f4g/i0uIsTBUK56XIbjwwGS085LX/KdL+WNfmH6IafEhpzb8hodm7WAdutYRWJMIItqoLrpfxh8JzMirusWecGZ7F0Xn13Oo7kx6cCv144RitSHib4SRhW+0hlEP76fWTnIa2lrnIhSg7OPGw3Bwp4b+k7h/rkAQTTnTuyS4TaICq7q2fNJls4zt95WJXYxGSXXsjbFno2ZDv9tuWSHAlAt8ecfKGiQYS3aseb6PG6Sy0Jtm3UTWFEvV00/eVnVYNTZtH9Sqg7wU2FpeAYUqeFGV46Dzk/7nfgUgCar5MzV5zL2JuZXy8rnrk1PwB+aNANu1tMhxpIUmMhd70AyWsG8SEnrsZJgO7BgD+9s4DROEabn66WX9P4cGPmFcH+Tva1yxSz0Jx/Tww58p5a1ut9/yc7zOGYlyzO5aYQZNMeEqV1vPHY78j+CTrtqMYRCHFKgZLE50rOHsSM6n022KxxHTEGmUApbVuPm4Tf4bpoSD48FoCRdNAPkAAlQZOpcDAlcK7q1G0SYW0yZ22tur3pT7GEVul+GOdr2DkybCLdAwIuofuU0cL1MK2m658TkmdlfXK6Xnb9ubbQnhEK0wXjqSo0lcDXJIrOYbhkRdpUuIG3/B/V3Zo9iyquZa1Bb/k84nJAUPbBUBw9me1acS7mnc/avY6PhvHAy/gm2y5xy7RO1ORMy/WqeLEszPokecQefelnrdZXP4KaKPuy8k2ugV8fbiGXI2aOQLLjgjEOmU3iJe1/UARc+qyVx7NNzDWnsvj6pD1e+y/ksWUL5xszr+wa8tkZOj4blhAskjUYzIYGrqXvGQwqVxVh6+hdTts8MDRMXODCGHnkgtOH/ir/yXeH2ZY/hYI6gLJs10dGGPRbyZwlb19L/DOLVP2l4I8UvieLiD/SJTEfLdfVLtqbhNOSlDnGE4v4Fjbb7Hxkqj9mPNAX6YkfiBwaI3b2IVHwQ2I09XeEcyy2pxwVTjtCa48gM06wsQ/XSlJy0CVwHCgtw4aNoIWh/0awxGcgh+MC6RMBdBR4eDeEtyP4c69MMv1DwrIYqVb+Jb2iGoT1IAZ6Zbtucz2fCKy/91qesnkayq/2Atpo/He3xvRVGe0JdMNvz3z7K+Uppp18oeDX3UbDy3PuHT6kqeaIa3qikKEqhAj9odUWQHnrd3xjED/QtAmCCKl4sjyNB7K/83xskh+TlzEoKlhIWm1sZ/LBy62HrvGbx72tJXtEK+fnIZ1k3HbmlXfeB2LGML+0E+cqSuPsm9M+H5/12PGrcO1dn89BZz1qvgRqzkeJhli3l4DoZVYXXHs0Gf5Dg2zq7qhcUAHmrg0qOsZWPO5bH7Ul9WPGIC83kXaRQsosMygVEP4uG5XGqzmFxINdJE1VobMkg1qngXTT3pHyUkfNUsg8I2KHyW89p5H4+bonTEgVrfWZNj2YXyBMeiLAyAk9PLIw/ZSRu1QYE1cKinxHNpY6Lb7M6tTfWPDMgXwqHZs9wXt+f+nbYK8rxxF2If+jAE2Jfnu0MBHb8Ckholpo1jBMy+7wKLoL7ffvFhYvSNj4L+hAf4Wouw4DgThfAjJ+oPQidp2nAbi8CMGLsVGIcSPAD4vXHK9Cq0927qWFLs1Va5gTuhtyIUm0IzNP37bBSI0jmAkAf2fRza6HxbE9bRuC2NimRNjibo0Mv7V0YebSGNfdRKP7qfr714h6rRkCd12Ukn76kQvo44gzVSg//OGjVcw7vLBtCkbt10ULjuCqPq1td4f+FHp066+oMUjWFq2STmHArlGDgmaRTiEn/fVxQA0iWPYVfXTJGYZzD+M+TGPfXhRU6mAmXqca1QToKlTMQ6TgP65hN6HqOXP5s95HsIF818nNC78a2oUsoH2UyoPBMaEqKMutnvwKiGkLpnEaK7x4QptFlToGCcUDnGD206TnE6XBJY5/Ceo7RteHPm43MnAZG11x1VdU2h698yAcmnGiRiDLGXOSPPTGpxmlUYtRoegaox2q41oUP1MG8gdprKfcCk+5QMJPxhhMv4i2Rt/JpIXwNe2LA3zpcUchm5mwRCMeB2S/VP5CsYdPqKjd99OXCUkOZesVoC6zZk6y5LHzFOkc6ZE/efj3DpYxh74qKR419ZyxccoMcjoC1deK/zBKFw41CSa80cTZzC/xBpCGZJWv7OOTt/5v1NrXOUsORVFsKrPjqvDNCwSX2yJB4fziUR9yfduKWhUykhMbHeCvLcEkvvZH8tzNJXLuW7EWGMjfCBeUkXP75y7szE/EH8EgaqA/sJnbLmAkmQiMlO5XWSAQGbxvcwMzDfI/8mdtVYX4gn7b+PXLXQsoFBq/EjitcBySNgu86zouaQBByGNXjIsy12F21l9fpaR+OIhAX1aFz+CPo1Z1h6pi766e8kYedonXj9F4X9N1eh6QJDkxFWxbrGkZKtIUKLNTJVa7Ayww9HPOPjFXJXkPFGR27FUJUZc41Unr66F00kxrHDx94RLylO+yAtxAHUUKEfYzTQGEyQ843gnhiRJjouo8UJHRgoO8Ch1I1teobPFMeKQweShjGod7S5Xuje3CUZKjeXXm/1LyLn1KTfJ5PhVH2NGA//K/ClbPih4fSZGTznwlVbCOK3K58zJhHQPoBvkTpdpWTrV8WXGKSA7nvJtgbzoSs1BCkcT7wxk2ccVmD+0gYsx8mkavjrSHHOuO/kQTDr+hErmtluhOR9IowLcwcYnD2rVZhI6MVazKunfv2MM47lGo3rtDBkWOGR9v7+wZJZJfASk/n3KUvA1r5o3JZZyaSS/qJ+P6t7L+p2hJg8h6osXc6UtUhoJsHJdgW1FxM7OismPcmQ+CDq7Voeia6oQGlNcx0w5n+e32fju6NFDGmmqzx84P+1xKjbJdKPIB1NlxH6tY7ZBQGhXK9TIxL/Td4mW+WKpqUuv3efATMh3haC93XpnpJTPe18ODZeAXqaEg/jw13M9Zw07kmZ80YL2ADiTwHBPYOQqMsL1O8cmOOCt2YYmXcVY7/0RydGpDt4drjWa6bQXszOqoBButYBLNSRGNWKbY5fJLt0rYjSfnwceEmzSrqyyMp/Tw9lsjmCxekihPkMDiOWCTe6Ior88UsKKo9jbevUTzGv9qjS64dnbioXG0fYw6TywRuPXDlx1GcTereBnuuWss3t7bfrBHv5w+klo+JAGrUy/+JHYR5cLDG9Q0eIDkARkK9k1eRZq9wySpoaffBYoohCNYg9qwrw2y5NyWGCmE6qmBpH/d9BnFH8pGFvb/tbaZplf5JkY1yt49w2K5cBwBYosrsW6HL7mdd0mfsaCExXN2FekB/9xMheqoW2wrg7Jb/iQlY8jCqiU3Mk80Vn/ViaB6orP7bDJKIpkaApkEsWg6VlqLWXGsDX6st5UAIiKDc2s61xXXdCyVO5609SLhkQvuiH5m7NFxaisGjQOq3zCts61k5lOmJas2zTc9UJ9vbnsxcAmD6uU47pnYceGHCF/gQh7losNO5BVAkfvEXCYrtid1mXJ941cmI4NITxSZEOujKVfdS4YAqSE52bV6dGEYB/l5Ym1esV3D5SuMeHU2P2qMjhuoPt2B4QwIenbB7sEte3aHaIwRhC9t5BdoOkqTbVdd/brCgO3Er3F3qur3HAZYel7ilOITN8p5oeVYceqhNrFu+JQLwIbGAkubOBDCdNK/LRdDPjQsBcJaVeRVFTwd5myig0AjoZ/JQ7aH1yry0o9K/ywojrJyUP7y0KV+WWrnqivz7/643fm1gjqirChJryiQEG+AlDpQ7AMprAQy7beU8E3Lr1TWtyqf6hCJcVqgTA/3OGcxf0zbYjGp7leYpGEWoTYbQ4b5RtOtxUvfE6MQBwTwPWzlkW1w4MMk/INJi3OVneIDv0cH0ffxHgvd6cT0MMy/5O04q1LdWZTiMOD3g0weKt54D6DicerS5itMu+NYI68otfLyOT/vYIyWFRAGDYfET91OQacqtIIiBXSGKYj0+RakK249ioM3w2gO+CD/u2HdoxuydoXK/+sXChPWkJHCs9QGOrGJnfdSsGUtqDnCqu5kicm37dBDWYXol8unJoHuezI0WbIQ13Y7pZiMnCL2AJwp5ZDB/+kwIyDtVT+QHlinYnR4c5jNwFIgMXqT7SAaI8hbvtY9Rz6ywKCS3oKpgJWfyzUGipuszL1edHqigaAwXv8U6Rl8csdctaxDxQ9i85gTg2uoS1GgvIUnMV33AXUbl6v5UOQPRjVQ5jo+cHOOBFrsvuT6JZpebWzllyL2qfeO+Ch+E665qX7M75feEZ/9tBsfWQghoKQrYc0P0MvQFjRkmxrQRYro13l4zdSMx83iuMRmnDzfScx+deJZF/8F3uiM4ydB8GhdEAOpqGFBclPhbWnOmIFLD1NSuS2GoexmMM7+TVn3BqMB0+5tdd22XyTihhkNcRiQJtVSRI43c1PQ1G1SrPmpO9MyVeG7CGm+xqq9qDCPBZf4WfaImyQM0jBX9aEd3v1hym6YxTwsMQf3Z2ZUCT4elRkJub6qjWt0dEq95igi0WdDi7ZrE0GW051eC4H8f8QRr0Vz4dSIPnH6qcJF21huUvMEfKiucvVLwhOpf65CjyiFJ0yhvEJzaLq85hj9ERejerqB+BaeZgF8uvpEm3Nov4yGrXvUF4GlNF0QHW5R8RAG3p36PHL1jolPDTkmjY3ySk/SGe5h8VmLFiGWa+h0r4p/v44J4W56wOSzlSPj8cHVoOqrYNSA9A1wSipG3DbReMmJfOL7S5kD5GBPAhbLEwJ+6okLTarGKpIufvZzyZPsu1wSHTW+/LJA9ElNyXXvzZyLxNRP0EVDJKA0zPTEdxLuBQaF28mJROM2nONXQB1ud69OthgR1RORFqh+BhgVorT1qaB9ypAoxxGbO+fnqkzik3TKSXm9VDgKbSR8OmfA0OZYiZXkSinjEuWTvDrjV7ILOsyb4tsmv5b/rPt33tN4kXJlme368MMllmBTocdr6rwRLaf+Iou3gq2EygfQetvEgA3YLIFVZcubdGddL5Ud1Py6KbUYkNucNbcsZRdVatkvoSsbOJs2Vd1hmSYNelZL7UFnxwDpgzF+znpDXdJtK1KhLsGfMjnykYTUfZZGlOj86mLzpmHExZt5sON9Ns8YDPSBWr8IgSayKZU9hZwjb2Nn1CR+sHMSWOvdlRoQsBCNkkq3iWNJjMgsKPJ2oEca/z1rAwiWYxo92wM/zlBBYLP1KTjyilATebbaOPprGgGtIBvmCc1s8Wwm0e8yViCIcbDbZ3xzk/Ey+7hefHPUaHVNvK0iBh2/G3o//g8on8vHngo6BjMxEvLMHrwxhxJ5TZX/1Qy0Iz6KL+29pv8aKUCKFsGB/UDiUg7sh3BkJ6Wa6b36kBUOALTX7WsiTy744O/O2LB5yo5Gdlv9NzOmNIktSHPb8f7Hsa/STz3tkbAEWY4PtYdB/q2B7zPh/+trFKLhdvln7cHLeBFdOvZdvkmCoPa5jfgiSFSofFrvg9NXwCaCAx/0McN4bEyh5+Id9ZTNw1Mu7QD0qmIkW5BwamtE7UGthXtxvJyke4z/3oJlFCSmeOC8nJN0lXG7uEt2RK5bMpohjAXDeLcKPVbET/WxpDbh0FfdtVs8FCmpcup/PqTJ4PjIwCiBJC5b8Y1lhjcsjNQFXfD8HhhOONIAYDGHC6WmDK0ABYIaZVeHykR3Z/hx9MtALB6peXutkj6mVqjps4qO2SJGGvha7GzocqtDOOo8h8pQLqoxhMxQjDZjJ0VBCVuJq1MT4NT9myHuy3PXQJBoAhdFW/oURAsgUQ49y1mJheWUzsFhmNAbYLci54Q3sN8reFYh1n1yfCIeMMIxIhS6Ab8RsdsA6d+YsGGYGltxHugkcowD7IkU9704PT35aQmeHJ8ApNSgpoJWJYZvBokFvuh7d3ivUAqoszqm1C1JlKe3OvUXSApGk1Lzej4eT/UxAKlffD8Zo1kJVEzUNITyCzY7zCHbfeENh5lwwvmhCn8T3SahaNuTN/zYtj1yc3V8XkeAPAl3lpzy/KKWMMufDgNc0+CMgRwV7N357juaFQXeldMrWldLn6CSQM2QHLmqWf4nYbvK95daDPRiERU1TAyBWDMh5mtp6gWvX3C3mWllxK4UBQLSVZtU9FZd19Edt9XKHpoJeosNa7HeKkel2tSG6Ppc8nE306wfMPH3Njg5QbZI7g1frmuotvUtjDeMJ31yXq3pOtWMcoNYfvV7z/Mjy4cSCDqSask7B3fhw74pYkoHALD8QLk1YM9DL3G2CrVHKP2sze2KaL6fpCMc7ZbQ2EZkXX19W2WYh/juwDjqinsWA/HgRtmzaqNMOO4k9e93UzCDpebRgZfbBxpBBIPx4xp0NX2ZBUo1Y5tJmRjFPt1blrrLRzoahyzNX28HYsd95dMhwEOdJCMDei0+qn7RwiUfb+nuM9u6apFziA91LA+i5D1J23Kp/+YNtQNPrClw7I1pAe8iMPJzByXDucqZ/AGzdbxN1tqFLZJnuIeXxr4PloPdXYkk0baY/SUttuq7upjtUk/jqPCNgwVCLL0LJZ3o8btVvSHkfn+1VFAkqZqHfsZl/ZESzo7rB7/ScFcf47W0JaH7adnsutgHhlcj5uDpMntLplqGJOa5b5B794ERUPupgBpPIFzY9ukdd4Q/J713FxCCk77GokxmUFQKE289z6qx28TIKbT5PTJKWy0Q8YhU/AreHw/LPJc4TiNY8G05UMfaFSBfYFCFQYdWgHYwO2rTfA22mBPc/VNADcI5JXAYRpr40Fj8c60NRSECUOsR3b+Huic4YUJ59f+bEMWXX3NC3B4KxG9cZet/ZoSHa0aqi+P1bT2J8tV6VAabsQSa5SKJasgRQSGuK0MJRCMjhrTSVe+eOKC28EDZb9G3uaeJLFNofcGd4F8I7yv5djkmOXn8HH1ZldXie1Va+QPUhj58eIQg2gzfiP6ItpVB076Dy2b0ODmKSj9RdnPyHur2U=