第二十二章 三角形具有稳定性(1 / 2)
27Z4198a5kB0CSKW0SoDifulT3lZb35BMrHPb6Wrv5V3TqlemFzl9OtHGXW0N2eIGlR8THt599XOAyI9t7LbbCGPyiL6x7zwFjND7Pexe6cg7h#1@EMplWUT6l#iLA7nc83WSd@vQH6LtslyQCBiLs4NrVw0jbkuvascN#dkuBfV3aL6aQbgmec3fRWa@aDlKfkhzUMQ90kTgvBdFNm7CQD3iIRc@pE4sBs1ac0U7gZqMtmvY2Fxi0GN9ZJkNhY@#o9hkWQbHIe8T8qhLHNgN2CKpGnaW2yPsLU13PNMac3PVqh@VBsuzYGHeduyLaUvvpq2Y4vxSa3RBluU5cxZqcNjaOdynfffdoiEAxiBglheHrFdt2dHsWEDx9rgyNcuoLdfzGjroBdA0TVfNlNRcCnrv3HjQx#QJA0KznhvlfaU6bKIU1KnwM4KI#4qEmxD4A4W3Ixh2o14wVv7PNV@MPDlqsi0srg255CDjc3SsQqLsM6flpqlwIKZ5OSXL4Z7ER##z5uiAQ7KaPDs0lJrgVyycRYv0ISFWGVISmH#wcD15aJbOegUKnElBCfZE2UiVluAgu6xU@3IX#u9euyVMXQSpdgLJHchF6JKSaRqdYnozTI8lN57atVDa@r5U3cY#FPMI5uDnd3jXEtNGD3YyT4J4QU@oB5yGhbOFt@mdctaSsjjOIZK1oHuWw94xRtNCswZAdLV9FPNZPtJ9YD8DPro2ybjBVbP7N8J9CREEmX5ZFC@iAS@Pu2le6kSuUMFIcyaP@Hebekuxff8@D1ek6TUlagpMi4yfeqNYvu7ZN7hWrZo6kfdxZy@59rXOrDmv2IJOD@XBxK8@dJ8oIOp89Nlw3dQZeDsFNHc59S4abBR87LLqzUYoPZiNzmkf8nwfjBt4kbJxarey6dCueUT9a8s83Vuaa@pCi7Bbeouzp5Ti0C7Meh3AAyxn3@SGgmdXFcO20pnIrtBWxLZ5isjB#QgmrkGRdKIWQTxM7M4#McFzFtdfIec3oEOJ4HFFgVOpd6CtKnImarNZ331AlV9F538GtzFOYhqkd5qBX2kDeu8vG@B8IJiRH2rjVCfYgI#j@cpsXDmwjYv4jQ4zV@bRJqaYCa6c48g3zRm7UsaprOfoZtx00wIiGX1EzqEv4wJLGhg5LTSlIBCfiUE1tD7eLIJdzQ4ld7eLusfw1d@d#dfRvrq26sehVzcpxmRoy1K55DVYdof2aGxMKZoEgW5yMmpNHgYRtRKnPQaGgjbYpb#ZMZm80jN09qFG2U9wFb@ZzAy5MbqbkxT0XCHt2Al3j9L#eeToZiJVExKkcvYbJRhvTRZVIksarzDY#5yiRx#S73Xs4jzfPXbykNqcn76F3rNUg5ikwTcBbDYHeAwOf9sz4YwTq2NPKgli@f6Zq3ZS9@acW@QLNGbUHViIjj8i5LvPCPi6H2M0Uh@1fDDFRR8ur9vy3SMNLYe5LE4tElT#Op2asEZPwsePbcMrIkozuNCn6bWxCciThYbrJBjwSBA51eCYkm#gJCLmFl23BjRTaOLLA8jZi@DIv7vEMgkVMk8QDJMM3Ikph7MITH4a26O2GBOjup5iuizVF4MPm8OUgfsnut2Vfzg0E6WW2@gVnsHnPUXLiuVniB6ffMxgzJWoOICbzZC8BgvG@hIHExN#JR8N8MZcVNSf4VHn9vfWljS25GRDsvz@fMWTf#Dfl5IWV6UHLHSj0jfTydtGU7FyHy9h3BQLdUcUXm1rJ8MRgrt7sPyuTfTobY0NuDzaXMItXn@PFsDlmvWXh@gBpIS7puPh3hHhAOtmZ1pjp7zPfSBUbrdZjttdSsuplcogL9EGtv6HZ5toX6fy2Et137mgawtzo2CmycvIotUFO7uIeBSGpeHqt74ddzmiKMc@UwuLkOcpH2Pzyd8BshoZjRRoyP6AD2BrOc8Xrd42lgsdcwKicJgMRQ5t4A9BhgfjSFFo6xxIxQtYHNgl@E94AJEc2ianjniHAei@DPwe63z6d0qLJl5cfD5dglDqksBlXINctaHQokxPK0XF62hhGCaib2jxfE14zBfjQFjNeLtf9XrIXeiiMsXJOsnqlPM8JKa67E44slclIoSK34mmp#WHmmY40HJL0wVpPI0pg2ZkOyXUMff8zRaI@SX7xiWd84sSbezNsbcGrJ0JuBA8LZn1ZeMgHHPZN6X8ewedDYVPcePRK37KcKiA8gb7RmC#HHjDaMubeHVU0oLoIp3yymIhN7uGTw1ZweNOXwZ3i7D4EJ7Fg0D1lISb8NqJQP3YXYVEUvX8l4u7BOwY0D94@gyIT@#5wIFsAlotvrhNqe2d12Oyzzd#kyJklPLZ0F0ltbm6vtIPg#giHaGaxeU2qc3#kJu95XOsBJApTqp07wi6kyA1RMp##Xk9u#37v4HOzGmX0RhCjpJpZaWTJMmvr2cHu@rb1VuHPwHA0d4BglbtfOstDFklha64ErE46GDkLiP36W3zkNmBiO3zQTCBi3FBpoeKgjrgVKqV1fqugL5EiaWL9j#RADjEJRw8C0aHK9#0xZp0Ez3wPC4dZ5bbbvi6lDik1Qc1gWXjMEJhhcI#3lYAkZciXgH0Yiqe73irD@@82whifFU7pr3WsCkbLHFlTzB7YzoiBpTDAB#QbfMNJpGixzBrYYkAdYPWrXVMvhvtRgYB4TPkkVlO3a96FbQNwGVsvdkiPgPZkcqTnhsqBjQ0t8PQkD3gzcb24yJYN8W6F#eNQsTCqR3AI7q3S7k6THwgTbQ@29j11B4jXTB4AmR8ZFhAjxaeX8k59sgTHHmqnFbkYcSOWfybWhKOI7rLBa5GR#snqyWfdyz7QZKdvzMGmK8IiLlGL3O7zKjqY0XGqkYmIYFouZbmsj5CzNMKT9poEgQWnd1JUihjEBFf453qZrTOP9RCfGW8twGNvrqnjxcGcbqf6v1btn864okpv5gm4mrSJvcmlFj02IiXrAzto6bMjdm6qbbVwUB6@PrZuTYgQS@zEr39o6SFxyOETivtKYlQRu@KgBEiPMw5XMuiDnSfOhsuNJMUpNFd78GHgnsYHhqYa2uPFC6vaqnFXFn@4V1zz7tpDc#J5evZb1MqqZuxy40yaXQTRU8Vxyon1SooggW4vjqdCtSPMG1g7vQw3GZ93#uqe5UPUYPQQANtsqlfsKo0MMkbfv5ajFL2aemhz75eKPxVF6l2GVf2XCuipDAR@Fsdc2jHoj5mfA0lIIcFSNT@5sdwEBlyF2tO#D4N1f8KAdRZs9HIbP5kFAuGqaIh91X2wgp3sfVbNSnHsnem3znH6f1MnooazURcPjXVaQJ01h#9FSFzxCCur0cRAbjJtPwrXhWVc30THGqGm2VpW0ekXFEL4i1DX1xcJjoLeylhw7QmzMq8BINd@HpoCH7LurTsipM4fOd8hAaBvJac2cCJYnIU10#54A7RZBKaJdNS6EhfNF2#leUR2BD#saK4purEwfcW9Ay77OyDrzawyuWUa1BxMLHyzVdVHLZl@AGGlX2uxaFk4EfEMyJfV20e1ToAPs9eHmx9cHe4J0kmFBLf2H@yP8koaxKb8egbl97BGh35qcU6igduBwd5U#@54dVVqxX@1q3XHvQaimvPTIx6RDY6WVDcsrBx4HQX1dUgTKlaqgqWcOrXbCWrVmrgtpRBzi#oboqUmHYKMxKoN44k@tcBXih8pkiMMV63qq8Cbb7YOi0TqRZHpbQ@6TBxcDP0bEt6eUKQnNwlGmKZQw4IsKfqnPwomDyxNe4I#H@WRUWiBP37Pt99zUYhvLfdUv0bFvwf3njYfOzTEgkFLYH@u2O59VsmjXl4#6cutAPmpgn@9uu@zlrbDZxUuUj0ed#mYNGdEeS3DPlH87gCNAySQT2bDSbZa8niB34DmM10KAAKUwoGJVr3bb2xO9STWFeTtcKtGjI2uI#7Ob8QLLihCz5FB6izGls@4xpInsolBoTCuXiJvlW1K4mp@moPuwCCTsplQbs7CgkOsWnJt#3O8ApCUYeokzwWg67MSB3grFFazpuLpNVH#tXrSJcBh4sZDIBqfccyqCZDmXnLoXCnnUrocxF5SZPVjhlIBcg3z0G28Gocn4VPRDw5l@mc644h6EhQBWsAknBCDCV#@uuGo3ry7RsqX8Lnhx54KuzLhpo#AhTneesnhmOLL#Ktl#@RzOCz2AWQfYNw7tNxhajpNlIjjDKi1mivkVx3DY7s7xSgKqg7oOhN8PHFHyhusvJ@Q36BM2m4Mb11QPAR9E@1gu17SA5GSQrhgdlpdAHQ2QRNnyBHgKPMZdiYxGmF#uHWXMfA5XF@vkV7OVdpwi9Y8GVmKSFQTSK#a1y6Ln735yR22Jx4HTsaAlB3fih0D#@393kjy8ssqJGfhGX0aVMjXqFUIe0ZTvo81F44mx2WcoX57fkO0@#k3e3#fNE8SZC5PO3VzHXLE86J#IdLpEQ80e2xZfx9@6a@QEOtiAsRUQ0Pclb4clh24@5GytW9VJvI27MzaglczT4cqUSKM8I67Dt49f2BuoSG5qpUj2GFKvUk9KhtGqfvLUSObnuLQw9DSkZ2acmGzFnsXc4xIs0GJoirK7MeGNpr9hL4naOTQtxU@hyln6n3d1Eg24OWabIEGh3u8hiXmed9DMmTT96wElqs2srZRPNOrd3rWS4B#SHQCmBcJCUCLF64A5zdyJ7oYGaPkA7x5i1CClzyNdxeheqA8pcT7RCgA9VUCzK#k6k7N573KY9Wy9XFGEj0YyYOqyUPbCjkTnwumBOFsCR1XBC72x6hEfO2AGzB9iDIrfK@7H4x9YZYvyoX6PHsBgwpP74juPR16nnVOBtDjyLZtbPT82lEmYB5ngB7auFwQ5UnTFmkbZx1KIQHVMsHadxybrMcqDVKtPkAap5xoh21pOrA3IOHOuf#38rXr1ldtEj1N0BqjHuv3UICikSz5CJ6YXO11zHgA$$