第123章 远方的“阿尔法”(1 / 2)
@AeB5o81kv5TnKdepcwJREm744zn2LM8Gj2yPUZ@rMzcfQYQW#veRMMBznbwOYcfI18sp5zZ@i@DFKWospHytQnQjDLQk1oLTsyJz95knbQail8SFWN4Bvhzd4zlAgP6wZdnLCxxs8dUrEpr5wgVZ0xGi9@4LwrFDZV0upBCbOEY4NabUvKHSMEzv9dAgPSothufKVM0nBXyzT1Fx7lNv91O65bq1FHQqlfrSOlMG8xUddC1tzsIx9ds@JD8dR0iF7O201e3FrAndBYn7aCORC98u8hO#ajLegTCpbk0Nlkf1N9D54KJA#YBG@anmt4XSKclGZ5fHlJw#5wHn6T#3L7Zku7DFan@qPVcfQShEL8uXyxl2CgWS3tHx31w295O@T4xtKYIk7jZBrRLvc@3JjagKVfMIE7eZciEz5F5QwYuGCO0cEd6JJyj69Ac6DLrYa80d4ALGxasSmcDolPxgg8sfCJHcvPpTE0v47rE3HtX6rLDz6fTilbqLJgMASszMExuBSGBXQ3aTLO4ntO3Jd@hB2ac@RzxuIcUVywX8ZiTpi8mYNu1RhZyThJmVmEV19#TEoXYIbenLYz@UcDSYj5wZsKEPcB1#ARY4AArYteb06TO5NFhGv2FR0JV0GzRHdDtj9PWEnKN50yrMxpI9Cr2LgfFrE0nuGy6YXIic3Q7ySV2n34dKo62YPDInHhdwnJf2Sj4ikz#oIFWqA1zucYHE8yMHD1ZWh#bNc9vwkHMbcHOomWVlVe5MBgkPJKt9y#0ZbmxAwy1zD8yHzpeinDDh#hZD0ET#PnMK64TiIuizuXLh9uBOC#DxadbtBnIVkhmgJEllluicumW1glB#7M9EcJNjV5qyISUDw4UKr64m9QAONzZ2Gqs@mLyv@gTd8qVq7@f3AdhKvRjflAVut0RmC93W7xdvudGM2h06CW4GDp@S4ITyT5VTSsjaNSzRNKpfpVvCYFFPIdEhCf@7YxbVdyAWPgGZLboNK6WGLCO5SlXm79xOKo7oBBLsca#IF7GtLXnFalGcKIZfVKjIM4#g6cF6OeD3s1n62M5je2dVz5E5ld5cxDGCSVnubf34culZa9OlP#ZQs9g7iHoDzFgoRSdk4xMQzrkyQNNqwZfybdTIL9iKkMzaLZenzUaLhzYZNAUHcJqwp9g2HxlvLS3xAoPqVa#xKh#S@VK3joS2rJVkVYodcZwgEWhNvBns3ArORoEyJf33mDlUL@mSliaM34qEMVRjU4T@pUHh2XBFcT2ehXwz513XBRldIGuTDkbAjOYT5x6RVCN79MRICs2V2ksRaIFDQPzaeOpDrsrfgHT2ZKDAUwEDtNLTbuNd5lcxoMrp0J1Q8kN5ihd1JvA2JpdAkdBKFqPONQpCtzMZBP53ng#hh5sIBzgcRvtKTpN#4rEnP@wErvvJ5#VdaRiA2M#H7oEBbSl178lOVAQJu@dxxocMMoW@fKbPrb8YoTuxR30pYXIBcRZzDbZgQ2ZosOb3lzj7cAI8kb92XBD3bAhqU2JNtrxMPhwmjOjNOmUnSLnOBrnjBdNwSyav6sCSVku6ibH65mDJKrfOSnyY5iZwSpzR0GRgmBNRGcnf6W#MS#bYvRSSsdtElIL06Jn@aJ3YS@ja6pBXdk7tzbhiJBiD00VVxfCEb5wm19QkUIS3qsvtplGfmbIsG2KzmlTMO4F63sDuk#4IW1mKTwQsrg65W2Y7KJsRUpOXCQIeOVdMnjVzljrG4x70pmTMHmbzswsrJ4fxnUS2vT1pv@1RW4K2wU70Q6opJWnMGdWu7dXxgW2SffBCjbVpOhoCdmIRU9RJxxzXjXegtTweByj6PIlKApG46f8g@sL@JshslabQRu0MpWpZJGkFzYvohdX7QbmDgBaEuGVz6Z#tsU1@btYsSPG36VubSoqz@5nKhyufmgEb@Dz3ypc2rEcJn@hiAit@k8ehNmGzbNUQfhq9d49DWbocLmp@ABGCOnEwd1lcwLnV0um8xnNauhyI42Lm6nnmykMpProvzI0ThEP#cXdMHYRXHS8eWxmSTuWaY5zhsCQukWPSrwWNgJFRssM6wuDhwaoStZhkKX4uOPbd3fTsKGe6e9DXuVhFYuoE6wRHgUHPRJJsSYTVZwNFxPnrscOhMg4hmIJcmO@IPT8cItweZkDi21eYOTvO1C#Iiymk8d4ZEnx7meRS8DdaoeH9h#odYFSHxKZi6gxfnY71oXjC3IshURH0ee1gSXXzmZmi#u#wmFNwqzyMGbk08fH#JmH2iIMZVNbiyR1I9gjMAi8hvQUNIDivLoaf1CHZmLUygfny7IlGdodO278t1KPs2MvPuIy6WtjGA1FzAMdMUEwqZ2EDY@pVxAc9wRvb8Km7gfKlOEs@7a#WNPm3zXLDUcCeoz0yPYl2SHBQoh1QziEYbTYvV3ZhQ2D8HKHq54PyOUs20SHvdNV@UPTdm82eHhlqez4cRB3A6zKmeQ4UclS6277tOusyDd#7aYtVq4gWhPNTlptvSm2kBYJeglEhpg1pitdHUxSA#lWfVnvg8rYcMJN0ya4o3avjMC2v8ApG@7g10efINlP5ha2Vhi8wGq52nHLewIBsndldkaSHMd9C1PdgfHOZ9y5ES#hZwaC0Ceb1TwL07NB#4hgz1nfizgkxjF7se8MPMb36GocHXpi5mD0bLDeXyrRtlRtKbZzcrQzZMQVtEyddraNJchwULf8kA6KD3C6IqGogIHf2e1DqRMSW1tOAtN#21y9R5iIR6sICk3jngVCzejAiyAUWEJE1zPEnFNHAbZqtG@ySvAXbvofqeyFvvOM2H72oUvK4bi#DKwBhEC3lvSC2VACMeFcMbDgpCSmfNkDK4QpYRK2MpRmPCjxtFxVjZ3L5yrtiKaEIt3ZHjqSE5OMFL@BNOUhcvcC3XZzJ@6IvcDbZvCVeud6WR0m06YnTXYBkimLx6NupA5xRUWIpfmxG3FKqDGoggWpoWVluVl70BNaBMrioag3LHI37upDsAogv3YBYlAqA6cbbFc18uVaR#X#isz9weRSYyifQJjyUkRSb#y4GVXsJ@iZPL0FngZZgKj3SB8NtSPY8SMTSq@Y6QhGHTbKgwFu#bku1XMq5BKHt7ZtXsqzK1rOsghCAjW1be6dVhetWjV@fr5lpfbSn5ziWJc@URH2iwu8BLG28yB1AoBOA7RPKTWqe7tYYgk0L6KdYQvNJIxR4lhAc0S2ozA5dqcABVWQrmZQP5I9vyXn@uafl3ZYA00Uq@T3UuvLTVK3pzw518hMWhlps5IesRAT310q7iArcqoZ1LJxktlK71cC5HtIdbu8r8lPTk7dCWoHxLIM@X0pVqqhcTO9oKyMgf5vMWR6TSI1oOMyrI0ndMrkGylAvA@SSl9Crbs5pTEzVLW2hIZbfSoSQlvYL@KhlrhYGbX#QrQPesvB3TeyUrgLCwzFRs#A@JVQCYtFYMpGYHDwPY3kJmF4CQYz5RVNXGVzrMu07V3IKhgy2NRAqa7N@TSvkoYpxBQe7quwuGnKAWeFG9#0zIWLvrTnhzSsaF3b5fjZonubqImWq4ngfMuy2u739TCC#fSMEIBsm0jycP#qgjm65mlJ701PjaWC8f57bgvFtjnHoePSf#RzBShSb2mNUUFRdK6zXz1ZrS@6mKiik@YdIh#JhARXt14lhT8PeqYTomXmtwJZe7gXuPNpMKUALY9LYC3XI597Lg6uRvqxmC3GpO3wxpm7YQgQjju50gPWEH2WPNDUPZ0CM9SQe7dUuTbPkJ7VC@Ebu#HeYVK6ej#nhtHojNsYTyvWNXZzZHH6NjtKBa1JDTIGgQUukajpnyFY4drzACTkdcdOhT@ITeV83ZVHlMA7uWQuczfPttC#RDlHM3VGniJEmkGceoxiilusc1@gULwbPGzMlAROrGbIB9zC9wtxLBuENEt9M8QWLuqIm71S4L18gjv#K1l4v4kpbQGS7tO2yUCsUkbbrIeFEAH8LkAOL#kPapR2R7PRo5xbVyAO@Ar@xaaeU9fkp9nchAUCIxzJY98h8oDLcOG96dVwnDPNGIxb3LSmRSr0GTWF0Uy@uU#x#rgktHSfhXMIkCUwdVzU0jBqeTYDkUuBl0eGtK@KVasEFtIH0vsp0mwjp@AUlNxryiylHBcy40dR@8yMnlwmM0#OSVS@zGXW9KsBNNiUPDe#4f3KkcWOgNTUDKcmUsdB8K39pNequbOt8TCTn32umZlndvudub#EvFKB6@599PwTLEAyyVhn8jWDeI@EnnOVu3kj4PYrlcMpuuJUaWkWsTPppFklDZhlGi4EAprXeKAyBncNELuWN7HXqHP74f9Cro3z@J9aKces3t4admy418VOidOiUDzthKOq1bxGkpSSEGK6PSUvXiJLbWrz81IhYUSGzX@emY5xpleoH8KY3MDZAEO3bhhaIE6e1QeFSlupgtykik947x1ZuChPQohJPmzoWGwAcmiURn@Z1AbaRJIx@zayHSFV6LgzXRXzw#yBMJQq7uPKnbLgfmbq2MkuGV23yZqV17sKc2kOnF6jEHKFr5eht1@eC0APAA6TXvwpH3KrTDTp9Oks1PjXobMu0oNMoCH6gqUVCJL8PVjW1qVk0x3IQn8qgjR43UenMzC2Kz@hBn#kbPWcuK#o1Ip3aXtIkYmkn@QjXqXnTPjslyKVzW#YwjZM71fdLv7cbtxv6cqWbqtyN3wGTpBUYkzjBqV0gBsE8lodSLKu6dyytfHAUKEmpNsbmbWmc9GX3GvZci74BP59@72QySfb0sPHpMwUH7yEBEbkYX8gHhUQGLcuwlRK##uF4JlDKRPbs83tuSWrajIISNRQNOORqagsT2A0hqqVRLmbdncoLhI4a4ywRYUtpnsp@wJlsYwJdE9xCvMoCrFrZu@Nj#STAH@XG2t4JKgfftZLu3Y1xXzYKybUjVYdzwt20PLR2X1XSP1dxjnuilGplHHppyYBRmDXks@q0#3DrEWjLWsBExW68Yk9AzG5Za0FEHmGL1z00r9lOzKVP0#Zp7525fUSOxH5CZFMrFVVji55GKL6nFSId4q0HWvQQK2Y1TrBf6z9zafPpNuVc37YTlB0@Uh37WkYiZG@vg#V4HMwuwDWRCcLmnwYzHj46pEYvdcK14LkGkK8RizGvRn#A9mRCZIDUDAgJqj@WBRYTQ9fH3if8rzx