第一章 降落(3/4)

F0CYF01n12jKzvCFNzfadbxifwC+vX8sujbJHRVcw+QImhZcr9cvSRTMMrd+1nH/i/ZwBMcM4j6r5+Ub0eHOv5SrKBiOOyQx2dY7vkA7PIbcR1jFYbdqw1dcdHLlDHYmE5prKNnu0JqhoGFmqTXCF6rvwo74xPO/2xu84EOjQQDKSQZHLNfx60cUiHYCDbiCuMnlq2zYI3QQt52wH0Ng9Q605IABqo3wGT3Fyc5mmaZlzn9BbsjG7cnMQ649Ko2Iy0MAlgaYXAZfh3SI6YL19XsKK/7DmirWUzMtTclMNjYfwsHTd8ThsbyWpNHgr5Dgfx7wCy/QOuE78ADQPQn3NinUlDBdMzPtDzFzfDXU0/ieEtyhqAMeBykb2XJ4lSm2ek+jquGsn3GvkleJfQJjDskjES+tlWRFpUPq1WuEYGefnb4fj0Iz0AblPffySVakbnOKEvnGQo45Wu32DxNKL9ZK3TH2Pms5IMOqGpUMFBnjcFFxIWZPF3iUVcvfF/57PCIl71CYgY7PS43nxTyPw4ittdX+WCno2zmAGt9kSsGEhNGqHFDtuqwplqdpepHyQxuSOoLax95dUVkKM4JCogW88egWieplk1KGQbl/g2GQ/F/W3dEHy/xNodAAJGNsYgp2BflCGRuyF2/f8O/BhGGTLhoQG7/u6MPh1Dzk/8v0U1BnVrJnkD3VKen4n9K3IjxWi5UY4c4Geub/do6uoXyPflqeOp/XZuhu8L6Wjn1vNSPRWIeNDGTN6ObGcGr3sSeg6tqSn9dwvjSQEVoGt8F5LvTg+pHpS0jSyy6kWrsDYpukeBPMX69M9IX8S8XQmAVSCsQN2eCMx6sHbnmIwoiRCdaSsdt5p5cm8y7XuA+I/W+8EbuAM2Qnp4RbLmMz5JPtTsYxxxoRwzeXzw2djfJzEN5+S9H+6Ddhb921mcCFF0KqK4sxRJKO5nJ6cHEEW1KX7R2XCEh/ytzWtu5TfWHEM/YJBMS8obKW6GI6dKJ+GqKEuxO+43V9WP3EHlnndneBtJVY9ylTxOasTouh6xiWJJzb3YCL5G+VyBHplCcOcwkwRj36yV5gzX14QYsmKwXCn/9+VPoJyeWI3OhNgv0ygO6YO6Un2QmhbmZBd3VYraKh8rP3mlsJHzHKYNr49uv1Ze5kGkQ2F+m0L40B47+q9F1CZQjT1zLNSSoUxpMHR+1jsFG03qXpJ8V8r/rf4Cf7b+cnBifZwpa7dig49NmrYXnvGpqAB2Ru74y3dKjmKYmEKn02PMyXGqkfk6EvVPXp6zsUZ1ondhBEfmNbZmJ4niT0UW5ZLZG6OLy2NfSePp3AnXern3dhwXyZQvaXn0JxK01ipCA4695hT5LMUCHBX2ObpnxWxJm/8zmopBpD854PrqVq/LBoy/RCP0aJXU3izJ8BgSxskTm0vwBebNg10XoXaXaEgsnLXRYwEnuH7qThPorMhExUb6BdlWd8CZaB/mosg3HRas9w31clphmB4sJgVOqdDXDMtJfLfTPgfTvhYUBUeMPWG4bs+BNVH6dJssGCQh28oTHCUXFSVpWmLWBV2XaE8PPeKWDK3xqFfl6rEJCTfRAu9FDp9wz41Dg3Xy/Zaxcs4tk7tZpEQv/9Xyio7VTQE8Y/gbHsCxwGE0mrapjw3I1lS2cr61zfqdTyAqtKtTntIMWlyK0ksgJgZup9M9QRZlXA2mdqrP3X+/qgOOUJ3DT3+qqxV2Kzt5HxhfDIfu157pmf0bDHWlTnJPybDipsToYLf/HwF9aNzGvu0iBmKBnULzDYvJTbujbfe6IJnVck1znUz35+Nw0rYB8jz/l5Fczuq3RAFOTp9DS1yECufDJVc3FbBWvALHamOVW5XnXEmDlRf1s3Ni8KzL0p7ZOzGn1nFwLtdmkTF1etvaOIVW7ME0tG2Y8NmJ2kNhmSd1Ai/Xo/ZDwl2MnkRBFZyeqkNJ9bKtCPy+D5EGiVEvNG6d1XASGVrlbA+mfIDsCK3pxGJ+yhF2AykZG5u1buaJOqfBqhh3X9A0rbTo9Q5UupogL5FquwRRJV2e65klyrQK00PM5Pw/MXYT7ggVmqhyYeoESDtEceho/1ywgw8kNHhnbob6fHBPmMOKsDRTnINV+sEHsdzsLrKDzJSTXKPhmvHrZ/qqrTVFw6Fh//st3QRtJuqWfNsjXz9oL/+t0oD3FEgWSIJgqAy61G7RL/2OLRBS3V71kKTdHjEfMvrOv2GJkapS8P0GvzGH3Ft3hriQPEaA32SOxLD1903uL8UuhL/hzRjQXsCummld/H8vH0YibIvV/DVuyXCANzuWROYBeYvziJM0cI0QTvW4AA9AnozSCpZpXlDCMEZ+sGJ9zRyh7croyWl76K4foAJ64loQvDaEHZEfAXLbQRMnpHfVx1e3MzOvpPhiu+fpe8s5307YiFyg+cLyLCm/OGEAB4jgtUsFxwPoT6Bl8AGFNEepPdNA0EG4pNaTiMRdAHG/3YshCpOc4nbJ0VB+hvJJ/xO23vkIFMjD7QysOeuOHoGkWI4k5KhTSGN9Qn1mE4uaxNRdRU55myt231fV5nDfFedXwz7Z1+9go6eKzx9uNosZ9TTqSVZm1+0GzKIwZmfRxvn3o66yxpfGye6nYhzSXRs9OdcO1/45V/glamj+dRdrz2zaTBPnNRkHOJbWf2bp/WgENJOd8cy5clXZWzIelw1IGHL5TMdYIBUdULHkZU91mDMDe4gOzJUj/CtHLy1gFaDOLV0eoDO+C8SWQA+zfjTnnIvotvNntzpAqZnzCspyRKC0iECOWMqdzhdMeF/gF+PdW1lCHl/AzW76wPVHhgQ641upflQXF4bMR4vmhIiEmTWAe3TI6oXLWtWw4bEGaUhHabvHXmbsBi02mbeCtttdKPOS1eCa5EhJ8+VTQC2MCcgQEYZoH4esPmkZzb4gnA3i/Zvo56Z0K9oXwylC8NrUQO2foyJdMjv0e9FjNW9Orfio/S0WCXFoOt8AIG3y0A1u8ollljxW03BTj7bUZnyWP9LcGEXdUPlS27v3mQXgnEcMSmSr6qx/IPc9mZxlEUcdYkCQQBEUWUBGgM8qzM1Iv2MXU9sozK7HQqo69GCFgyd/j07a/2j1IGWkWuhX12qUvVFRrQ9s0MWkW7MXi0CjFht9noVzFoaALMUiYe8H8dsekBHNELm4LjWYmsPlGGYu9tXLvZMLZs19K7ALdF+tydG8MvLSiQ+nZaajV3ONE0PTaqb9XJT7S/rPEgM4NqED1GvBQ5yAiijzzXT51eaCtQ5tXNlHYKUwhwB7AslowS1kLDtpP5D96SEV4+fyoMevHMRIXVCYRQFXjKaq9/jYPDASQAhyrgk8lVEFj2bw4++/7RU0rqTIBYEQ9KzDOOMtbFsAJCEb7Cx69i4E1E0tS+CZlXGF9UEJlN/a3gR4MOsS2YJwesZMa5iz6m8T0Ln7wnog0SWJRaI37XzpVX1exTnCISz8coYpsnv7IeOxYMBtQuxUGKeVQGCf8S/gFx94gBv7PGtfbW+AgZ/7dQxEao9vCPeQcpKWHPnY2T3O5qxivcv/xpCmLmfXOkFFwpTViBPVv2UYUgRNHeRRMSUCp0W+PiVk+jr4TiIdKBBWGwikpQBXdhQLRF6pBCS/EGRPwIJaLwZ2MRRJVuaNvrUjOKmPShmxYybRVYAJsm0LMFqSkKGagnUtxH5dkqIy2f3DvI3OP2hG8sDx6drfRHVrUwjh3ghc99OE412opiOnj4N/YvUmNPP4jGObAjGymlM/LdQcZW0bW7bqvcCkOgpnMaslQ0GuaD3U5kqOxu7UDnZtqb0SL9ihr+SiGMzSfZexTjvLGk9p4JpBaNeCXY6M4MQ123aXT8ChTOV0meUZz1jHjVpuqcymdOilOHuHnNZ8gyU7dc+pxEvWea6kEjfjnqSSases2mNwC46XvVRqDv+mjAeiNwrIjC8hNXzsxmBevXEdF9HqVxAjCCHWuaMY6v9+awG/nUFxs3nWg/dhoR8fV1gvLtaBhQN8+IUu8+n0YrLDxUN1OKESrAW8l2FwtRtXMEWg94V+Iuy6KG8g6ptZGBPxBCa8GtozXv7PK6O5aREUI054Xh05RuVCPTJIekSM8GqyY0mBvMTiXMEmgLGf+knKdwemh0UKPl4M/QsDdFsxttrNXPmLLBIIRyK1YNOK7mZGRMN7bzHgl74/4Y73hV9J5cgo5z8V3NcGMozBs1LLsuaqaV7bCZRTeebkP1NRaaSmhmpxP17d/g4B0w+z9qy+eCKFuDfn61zPrOaYKhShGhvCNd6XQLr+7aW3pPH06x5W88gKaxKkB1Ajj4ifz4xU7E0WLj/5WUPCoFFgIiUw48clH0WkUEz9pAthAwb72DfA7CO5FVH71iixDlG17yuXOXUm4kc/ozA6jHfqPNGja4pOx4+VPBTAm/mQyG3imEv9kqDrf+OsHd/MmOsVfCF14C4NNk3w74KceRxb0RnoqNTpr3z4D21OOyTR6e34ws6jcHeb5FQnEgmInPup4YCT44g0LRgw3z1yaM/g9GjivWSkmuLyIgdGvGuHqEeU97ZR59ZTOS9qealfrlCHVCB2rjM5Q2bqLfb1VE1oN2365u/kpgGrkjv2os4g39rR3kT5oVeGxLpeJjTSRufKmVPZy/lQQn4ZbxnHxL+encKv1jGvTh2UATyIC3dCLJ/su9y2DJRqSAo3EsNUaPGXTPNBmlkh90uvDKJHpyR1gGoUCQTdoS1CjysSIsNPOArTaxyhFUeXskWyObNqRtBUacWkUePxp1DWZDMzokxC78W9IHgPsr1aPG0IYU8g9GSZAPY/RmdAjbKjxnoPcSx1hFdxGO569ztIKOejlOah5n0Lc2jiqSCaIFdkWoEW958RAsLdlAoB5eNr8SNXVxX4yEgopk6vSpGMsORmRYarNVc6rQw0gU15Cy/OTTEsXp5fzp2skFTOeC2llsNqsju//iEyWRIEcJO31XALfui8zYIl+9bdyiLPvd08rSQvImCFSWnvjIA679DgoHPoWc1SNi4MPZp45fhWT+vwyJPADw44zCdnJUaGqzehWK5JP2okjlnHn3JngGWGn0czed3z4AvSBcqhX+27vyRFj3eM4i2s1A4yBkB3tStTzH8s/XcZuaBh1pxBd9qv78W9Jyl7bE5qm+yoUnuwTQ/WSPGXEbo9NbwBtblR2L++0JDo5UyAc+bPmkSGpMR8NMmfLS5KAyCT8XcufcHAhzPp0jdimOBJMjD5mDBsLuMKNbmYdtRmLZ5P8CaWD1sauUxZrgO68B2YkeI09pUqo08GlAqzAMPuV/coW8dW/9poCpFIys5uTGrh04nplo4eUlOWBQJrxWHtDXI8+kahXedvGWRHBiY+XIeZAF8zn0jbyhJIp3QIMflFHK7HHmDPSdlu1G4hhc0YJAatLhbrU7R+QNxX+nyFGhGPLtXH1ae2TR4bJqwbv43C9dPBfD2h+Ljw3G3Fbm+hXWtOH9V4yeM3xzfuT7ekiGBT5i/ee6TTWreR7YbsW/MFvfolAuDOQ5DDPQ15r4Xrt8JvhEx35admgXCohsidnQkmdpy+wbcVCiFD6UR89GExITZ7l5EnslStwCbEQyPM0VPhjJQ4yuJb0RcS2yQmtpXQ27JJjTzx6YR7zC23aiLtUVDlqu6rhg1neVVVCqsh94rFc1bQ1ICST66T3CbBppRLUDZGCRkegmR4w3+NdAQaplEsB35j0LY/YG85WABbvhwX/E1z8YJMnM3qBQaVDgC6heYLbAj4kZyOAZ6MTD9p+CFc3U9D1GoL8effvzyaWUwvr2GXRI+0GohNRGf46g7IA0IqbCH/evDIsPtWfRcO+1SOEpFsG1X66JxZjinXSXIeX6ejFZJavCJEq+ozmTlFxZ8qkAt3XbNWHzlvkLoxVD+bGD0Ck3jrL+8gU8B6O+o6/UQ/hj1bxYC4hN1JohCOoTbh1hIzzmdWDgDxs4aUkyj4D33PhxDr2keLSY8QJk5RuBOA79uSFWiBaVpNlY8W8MGw3JCoeVu9eEx6bYDaFJk8J1Z7PxSey03Q6PEERjJXUshA0hRgCL2dBPRZTFAHF2x0UidzrOcIj0PSYajIO4JIZRCHAeeTSsWpvWhsI+eYn5ygWBkKtpvAaRaZz5r7HNMiHnsf4DFssquM2vghmcNx3gPaPBxiGK0TS9wsbsy00PupFf9i6SPi70m0a0EsgVnQx5aGHWFUkoDRqF69ps1VM69MCRLVgtLGt5OX/5VH+z2rAfcSPxSXVMfoZVGbfzdaPNTXKN44+VI2OCV27KX4kFNit6MCKXjf44U/qmVQ75FVoz3CsFjIiI9/YUxgXCgLS7KUG6xe9XsBcMPQAhsLGQkAN1vNVEuW0JBFEyeFiiPl8Ow9fKzjuwLyaINwMVfmGr3rvrkdNs/E7eVSeuh6vVuiWffktI7VV2sJUCSwr8VXfhWbFjuejeeE+VwiG2rNUMkCusSmfv4TyLBe13PmpuOydi5jxHojlAayU3gzn7Wwt22zrdnV3d+dBdgkcNnU4Ba/EtPlH3ihwl4836hpMpnTU/ySXydGoPW/pUszjNRZyG/aiOqsDIkE4iyt/Oe1tWbOcwB5s3xQbORr49r2ApA6WmVwfsMO1wX4DB/qbrMHsZE68dYZMPzUQHssk0KmLFuFM2tkOpbXYV5ON2+1Ixi9+AIGYg4qnzcVoaelBNjnz+vAcRb+fcBkEflCY/ZQOMaPfnwj/dPRMjgPfBfYPwl+GHniEV/zv4ef09Dxut72IRG29GxCo3GhohIYuZ6hyAq8WV9dsxhM05WI8szbfdq4Xxoe3GSuvXk8VAXhc=

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