第二百四十四章 佣兵团的构想(3/4)

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ALlNgq3JHNdxDIl59vaxz5UmT0Atr2NzrnWn56oDYLnopOau9lfquZO3v35y35hRoE4tI5JMNqkA2G4bBmMYgec6GfFXuredzZFn+SRjMIsEVPULkzF3gtve+7h20IYGhBtucMD7icmDc3j6Y8DqVJnyTAlp1IS7z2sqGzkvz7cZReEeTsUKk7FvOKtXAOhBcuANPlLeuEbLtPtB6nG4RZ2Zbe/NzN+Ic7ipQgkBzwVeLpM5fUzeVGKexMi4E+rcVAPoTupHlvO/ACk8SzRJybXJ1IQaFb4EAAt4A5uptnEeSTBYDT0jocrBIWqXW3IrVNubcwilZO73o/v7cBPVZQsbEYLYUuW7k+z9cca+wu4MnHDfhiTAdzckLkljmN55KbbFJHr9afUQuA4x6cEcJ7eurVMorhZlNIomWyjkG/AYHcCdJd5qB/8QmdG07d03YqPrxQeDIUxcc6H5F2nNeMwNEKOcF/Nvar4dd9dL1Y//YQ20BuOFIiQHYjT9GgjnzuuPcb2iqTal1+VDVCyiiXjpEJqhl4xBpXR4e340U0fKAuraZRGDYltfHsbxP1dbik5KrWZD6P43dBXUi1gAGCpk0edNL7R/qPoskEWnx8lTgJemOlqhYBk3fcORNH/FdUxj0nTorBx+SlQHLp82An/wuxrL58t4500fIzIQW+k8NlmxlAqAHqlKQKEMMiXiKoc/gQSlNrDyhDiyou8CZ9WJKQQLAzzEoNKEdjbL0FDU9hqmyBSzVIYD7izN2B5M8gDZKDs0Ft7cMpismnSoczNVLE/gKT4FKwmDXJQBIfJjpk6rS9qbsQhWULo8StWjNCD1IzWNWgFbwvfRn/iDKrCRYhj1PbQ0f0B9dlkqNngNdSOSqHXnXQsB8fe7EN2p4vQQMT9fFzbNVUmPzfRnx1r1MUKm4wq/OPzA9JqI4qZ/H5+QjC7r3Q87utj6NczDRnu5Iey5Ey3daqkIbhdD7+WUOK/WU9XLna9xTdBzz45NAQf8o711GDr7Ien/NDPkwh37LjOHi7j9wf/WYTcju5xUaSOq1uEA2CThrPlabbsa1VZDQOttVXZsfwH3R8mdn96WucASlpjCyAVAlwif23JoMOxElV4pSMbqi8vPT7j/wHziN/Mrn70cJU0n6caFPCUvu+r1uV6xO8UdwWITZaD2oB/otZJKzrCtlapazqTMcavd5T3tMg+YEeJN4ZulV28WiKuwpkIWmubpqnx5XBzANuvpORezJYdYWvf5jErToaNyjYgr5F96cVZ5mJBxJmoF9YiP0nH8kmmroL3j2V8cusQm54OMHLaYfhXQdGKi0GEscD1PwOe0XQfSaxf6+jhIJKOi9tLKngkGu3zimuA9h3kyc0PjggkU6a+GbgVn+Wqzwrz0u1lmqEYetJWLFYaAMrjQyyq6so2CYv2s9ukvxm54wdB7dW5OGc24OWmi+lZSQS8Ohx/y0SWLgKTY/qH2rRJQLlo/LKQ0m/q0QIHkBrtEWhcsJpAm1XNgFhD3jGevbI8ZJunZJWFQNgJIA/k5dBk6ehJJdWgNq4ul/8U9FEtJzE7By1ggkhBeC/RVhavDP11GbtOsmosMbs1mJxmDvG61kTjJ/G2W/aEDniv8jpnadW8rNToEtdqF4dZPYSZpDISF2lWCd6LA+SagAqgRpOe48szQ5pUsemkq51378xP45oynQGfspYnNqxs3ogUwy5o201Zeb1rct5Bjmfrt8pnl4lY+uPVkPJ+cv8zLgURDswTkX0eiQxEHsGr342yaAZvoh11noOCfV+5+vLs0xGZ6x34Yy+gf1O52fLLTf0tdwOvsTWColSN9XScLsnfKsq1tJTB0LOqFX+ZGWtut77UUXdvjnUcunS5FO0LIBnMmb0vBmBYbhU+blTP8/7V1BYyf4ELpopQF3eNDnUR3hhfNCV1esD4VbEWsIzJ92AyYFZAgRlnoEFyZnQUX0LEiiWuxsIwRRhAPohM6lg637fhFTifHo8UV9Ubz3U7d77l3rWL/IrFWA0s3WyUe/y4yk8M4POOtJ9+zlmSQo8Firn0X95JDv6Y3ZkMoyuI10/Gt2lzLBg/kpzflyNsMl4qotYcWSTBIpLg4Htr6a+Rgh17/oZkr3PXLDC4gqOYvHoP/BLWMSkI+9Phts8p8fm4+wu2G9HCkMV7OGMxLmXEvPJB+ioYlYY85jL29B2DFXPIuBedjVQiAtn5o605ogde3Jfi4CNNF9stLrjzfG+bNFDc4HuB0VNlvxGaZP9pOlwc0ALizWZlwEXI5Lx1DvjV/SXpMlNQjULGBwv92W2948SgWdKqwKatrbFpQS69UC6RVL+nBmT9X0VZJYPFkEd0bALTnu76c9FKESBSpS8O2UtOjfBQV5cRCu6QkEl0AB7SVuBrzrEr/ADc7b9tEiHjl9jDyeJSwP1nYM7oeImny65ZKXgPz9igg1YAVNnY1kETYuXBQjdcm3tTN0v0Z84npVyXLzrV/xaK05j8rQhyluf8YiKX9/t66etf8UXeiEnlncgYhrRoZ2uzUdUKVauwmx7XGy6X3V5xRHBLVV+RyUD2ILIt3AnCRGv9RXQQ5AAIvyeQBg6gvuWeIQJhgyDqpt0Y7RrHu0lwtqdNmI+eXTXSEh1XERJr+v9ArLRktkThnq/M7f+64ALlwzG2NZNNgTg48jSwBwo3t9nXGMpWn1o5jYYOaSHvywkrZwyyKRHph2EEXltHID8vHy3R7th2q8L7WJ2OkDfUdVL7XGznRE+22wnRozGNNIzG0k5Z9YT9o782o3iShaRRjsE1vNMFz+r8Oo5Ogx4gt4H2gt+k3g7gAtp0ax97SXTfwetcUuBuzrbtFENTnpg/xpz18neJoHYbRSw/jt0P+J44Eg1DgAEOufHG3y1+FWoOwz8xwyUfLdqPQXDnhdSxYVG6vx+pZl/NqElLnvJ1ZsK3OZbtGWDXW0V5a7luk2uMp5nMUdZ1AtdgB8An25i4d+xwIHMDmuwpI4zufogvjeohkZZDyMoIKOmzNUHbM04uGt9Rculs2vRbAsCrPIOjArLerUxTEdDc5u6E2m0wCGbWX+aDExu8tftfldweVqjroyxcJt/RgTECHgbhcfzkzN26uKZ0ptTmvM2ShHd5T67tz93A8r/mcYZBgLCOfz1vFIfe5wHx97igQlDij2f0yaAHjJTpy55czulIzdhs/oV2zRIxeBu1lgpy6aK/SrWnDwIogUS+DBbH+P5tDjG1e1zkEcKru+pHh+kilgPe5rsfuTg3bDW2awkLVMDWu0bWu4JWf9Wz+KHiK4sf5Wf1EEi49nrgbPEiln3vA7aTyEFvCF73wWLfewCNYFX1A2SfelrKKpiC4IForvhYvqa7xIaHlXmvfBdVs32V4m5c0pW/SFx78CCTRIjmsAc1dFob7ieNLHrZJVaAfUh0sqPR2dOrJmQ1tQXjXkKTA4wGV/ZK0UsrNUPh0qqGiP9W7xJHB7vw5Xa80iW4udN0k0OHnRyvJyj2LXGhKHu/b1Fnv7WmKmWq4oKuGbZcQwtjgx7lbliL31EfnYtHGlpAP9EfopcRUc8ktWL0osuKmdobv6u1qdC1lmIuqe3ZJzKZ75WGbLXk+cRMHPTl+jX0iZ2g8tRjToXkXLGGoCjia+wdF5C3n+p1ZDZ2cJjPRj746Htu+51pvJr6LhAA/rt8iqO8PzgGDiOCfLqvdUN3Dg403ZWYOMLXmlj1QM+8nTwTJIkeuoNjFHFCWJhjgbxRndzIIJPKe0djyOw1kY+fnggw790QNu1u8LJh/oddugKEBgK9pZGlC6ZIhZOKWuzvks6ALzlO/F1KBN0hwS0PnX4mFrh3pnSvW3l1k0bWc2U5K1XhsetbyzEKboi7fRfG/40YUDwF1hlsSB19PBaZYLG3Ptaram6SmBCSlV+bLnsAU4cVXNz7ubIuePoL9U6NwU6Mr/5lLXpD6bfkE3sUoZDPcP5ki6QlsHJdRMxX4g2uiWy1a6fAmX+dQcKbIEzR/vnvUsoUlOHumynyKSNfI5VricXEjgf8RBXiIlynhxduSqGKa563df+5VrVkP/EsH9Znijp+Ju5DqGli7jDF+r3M0mqEfjGN7xIGu81Kv8XfqyW3g2H1m2FgZBwdzmCmfdTHQafCIhjHC9ro2ppnlw6NMnGQoV5RCEO7mo7z4UwA/bm8QOgu5gFlf9yTM64pfrA6UlHCMXVzJuyYQJxYCDys4SW4UJvg5zE+VHUe9x5cVDzIJxU++7IIRpnyGYX4mpol5yYPdC7zuRwrumzlQz6Drw3zGuliM0pmUB6exTHZc81oiv8IVfnv0Cj3UXUPhYornQ2no0FRgOn/EAmiYpxQHZiNjhWcFKO2zpuXFRaKpmCQRHUqRW25ZYLTrFBTNVebGuI3wy2lPmSVKtFKYUmFyLGaTSx3lvbQDSi/pKfPZF74zOSLpvqGtFCPBUTLUM7H6wxC6LBb53hioca/dYL+47L8XjBdm1BNty+rp5BBLO8TOVATijvJkHIHFq+pB4CnZbR+2ahSR4KaRotq19eanQqCMQR08lgHhbBEIdONoBkd5liTywoBG5gT9apdPCem5OyM1ES1O6fLUhJwKDsDNj8xsAmlvhNMRyKbi7rqOJd8ShXyZc5dXLUPwFOKghcI9nrMDGg+lf+GQsv1q+G0YDct2Wg2077IFZgWXf+KyYk9+TryBfKrOphMmrqHqdSVbhVq8L0sekkVjoGAWdDv3W+LAiODmHK3wBXotMpv5eRMpdEEpWv6qqCjq6/313M24q4hzbyZ+T4Gz6c+Yct/B7ROi6dNkwiMpH9+gxNtNBsVGR+0HI4LLbM2HfHaXXmOu95Z36br8Gf1scp0mpaq8YXuBsMNFOE8qM7mgVU4BmjpzZZFEj9NWqKubdVgE1/70rmEYsR3DpDRAQRaikp7317lGXj7dds4oh7HFtzNQ8iidCpSBMyWmrbW2zJBZdpKvYpTq9uwqZUauBvmEIGmNKfZhvYBd927Ou/ZzfWMQqPyGDj7V5lcbcD3X+tWho6bWJ3rSVHICS4KRgTRPrRje5YoxacTj5vUfIqSVV1Y1Po0m64pQQq3UqJ1E0fyjXSRySM7Xq4Pa0u/zXxtmukzpALBDAW3iUPQbFNlyOxTouepQSAfRgEdcTHooSwsvgyWRctUzL11hCm+NupsYA3voWlUzAkQaUSdJVcSx8palp0Q94iNKpAeYu4HDbxdR4xEZe2Cd6j6t7kvZrFajWltxrzzPJOJYOfhKnIk5sJUuHIVkrXW49FCgDlpOZH+cM/jEkkISec2tNk3LQgI5EntV2DoW49QjZPqmAy/lomRluDVvamsCT4HTllbOGX/SWOu/yrqIEpRAHwi3hU4VOJWd5+LOi1c0QaVwfU1UcG9KLYtus9vQsNh+6L4Rub4s7INH/1xGbFEStdNi0WKCLxJFPOw51XsVViSykTAY3J2X58FBiA/oJjKbvfhQNlMbf4UL87MJU3ojM8MhUsQKxOeOeN+0CpJY3ZAwqQcYw1hckRVnUPlsfYSkbbkBq/QrUgogEFklx0sJlm72NpAp55HgTO0R90QGNPfb3V+CDcemka7l78oLgc1G9cbtDvBxPX8YZMm4Qlwwo//7QuObEWidM1qNcS2BeUDiYqKQWDb4KlSvMzJ39e3yxTmX9u5bTEyW1HFtptzecekdIn+AiIo24oQXgj624Ri9qdg8CcBBAaqMl2vBPVwprY7PwRAk05/Kcs1THwKhvJLaPGDFqH7VUEb6hEUS+DBm1WwGZUOSv+vaeizuKlEpLbWIo0LFzSx1GNQvRoMHj+8gNrnwah6Cqd+sbJS03uO9UM6uyh4tExySwSV9dPh6UaMYmPAp4NGcy0IDoU3c/4BsfPI2M5+NRTzmOGcECxsTYpVXJ6BKoCq+iIcoePHuG6r31eoEJcUoOLenKBKfPFUVBrEDmO542r3DRFZvt4ClX2qg72gVTuucWF50fRRVZ8N6CBpqElSh9+XEA+b3TsoM8+3F6ylO4ir5tOdnENL9CQPtIcB9GgrArWSTpOlBlFe3BAA=
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