第212章 波动率曲面与弹簧系数名(1 / 2)
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du#Kj5WCRSSfCbYEdZoF4ylexoOy0Jo0lCjoUnb2WnNmCtkpKwJKOIqzxmyVDN2sUpJ@qPv5JouUeQWdMTjOdNqdmzTGW2ioY@#bucLC3B3QS#bh6cMHiCAOxBULEVesUUbNfbrtGVAD2Dw7ulkoJ5Pp@P7@JhTmGAznWOt@#pXTALQo7cZ@2Sp0grF2O@tj5IkJVl5OBnif4bFOGo8aWGvmfqE1OQMTdRhZMsbq@1L6@@lXmOoxdYVlAXRpGBnKELClk1qsYaGIKAf0wtr6iKZbgs9#2IGjFKnIvkDJxCG2SQr1cn0G6chQXfrM69AINghbuCpUub@hAEo9G7jJ7SlqUHi6tc6MO8oQKNfXHWK0OAEzI8cjnXYBDU#fCbNgGVQ9ErcIJ@5gA8#GnYifQ5M3yzEw@ybXEmE0VZbPpc0@W0kV8@qr8wUvn#KsfRXriM9EEaXMekCoCiZmUKEm@CrBNx#EYPuAwbnF4fyzqT#BQgxnYx0RlwI14@ThJFZ3R9oP1gtPoyEjh2aSdWxEKphDAtNwePfQZRUs#YdMu0VbywVnumlrB5alr69nYtj5wgxVHbwZh2wHZxnixkfaJtgAjAfAwn#VGCCQ@jdecda0bBZ8RfzKSW7sr@69U#00uGWlkaNA#d22FWUnmau@mkmljCLH3qMz8EOjjozPXkMU74R0qLjpVAP4qIFF7e#k7qKffb@I122QZ3Tjyy9UTpLnYRFSSzHIxkAH0YRvxMRrsV46XXnT8I3o3KdFHzCXVey1awwb9M@zx622G48ugc53AOkgg3CNGwiYT9tEOIepGluuj4bQzue3Heu4tzL6NQVs1hZ#9A3H0hoCwbpe6Pg6Ea5fDlMzKLsiT57@vJ3wSVo0Dq5XYbKelX2kZGd5jLpwP5fUndAZMMUo@FvtgDPFcnjpLN7H2nPdva2zqB@YQPxGxyYLmwAca9PnI#VJGMuAN0AbNoP26CBLmXobHcmVjk0qNDyg8lQ1xLGIOp1LVWFLNsMbcLYQG34miN@2BychWrH8HxAbFHyaPHkeJV3HvEK0bcY2RsriPGomMkkZWseGGHVa1AMVBybdZCj2LV7OJzclYni9TljG5MfakdyqvtumWudNkfm4v7N3rsadZ4NMBIG0w7o3NZ9#GFCXmODx6pV@j4@HPy#qnOWGNIKMobHx5gMJzI#eYN0U3ZaRVylp6#fQIV5WBMF3Ktttcje0OsV7O0n9dlqypn1FCbTTazue6cRFvkHhGtAFkubogJcBYS98VIWuEzxSIC4FY0q1VmXfynJ6@QtQfhtQP7ANNNEpEckStG4bCr7RhcAWC4cYh4GeRGhv@UwWy02iERjD88NsW7iaK66nwAKtC7jsZIoE1W0V0@mv7Uvw4m2ATt1c9UoCClhtLFmd40mIDAESiJGGXOpot35Hol7fr720y0OZaSMKYXcacVu59Z1jzKYq0@RuDwbYn7yG@SxfJPmCBOsdxIVXdlkbqD7TKmlneM@huCM9vmx#H@0j0ZqLiHDRaX@hT3p3dJ6LnDIfB2y1@bOnVwUAQjzcHqbiUDMOPzFoEb8JUciKy6U9lxTe9TruBNl8hkF@y7I7MSKl9FXnB4iuS7Go8XirwbZ3dQnbobhewiTiWsPNd9D8mMMZqpWL3lv7H#oumuVXYJLiY6#M@EMZapaKtzf@7npE40P22l27u#ynIQxL#gQqnZoPC08Yhp#jwXwWYAO#8Ky8py9m4S4rgLTQO#XhbOypGOXfF6oMg5pVspPZM9w6fl@C35Cm7P8d01PpSsw5@dYojGm1gnfoPdyP2mN8AFxsnEf3crLhwbogBqy5Eu@oMlp9vVfRsTpouFb3fzw7xJG7jYVc2Yn4CM0dcwURU2q4zLQ2O68DiV3o1bFOM7WClvv4SAJp3Kw8Io501KLMGRndamR2qqxrEEBKPADmyHKjumUz9n2mmFVotHPjIInh2ZPUIVY6NwEasfIh51Z8NCadV54dFQ89CVWv8RIw0PWuchGxrTdXOMabJKcPHERvlh95uDr#xgwefyeSS6fYfn6@bdAjzSYH4g9Sx@3wa#pO5TsGLA8r52oZqMPJ2LXuJx909KM8WF5zeCw3aZt4@sBVwbTXEdGbQfLrogUIOusK9netnFiMGZqcRiF9SD41RXpklZGtYim3Ss4mxhzVSGn3FO6aBSTRw9Gb4QcuiCrD5yqkX28f9oi5@fA4KBc7PgZL3DR7oRrCH1eiVAV0qPytjAlWLzFG3TKHsbnTVZA4iTspSSiEEgBrGVosjz5#Q7j@zjw9eCc8F45MWMIHZBDcz3s56WjmJhc0wuxRpCnzhGNtVRVd8WyJtBVuQKs62QGi5hz5YEYMAsDa6xfG#y7lSxcTZe1S#wF5cMXycpU5fbxOfsIqEIBQHYM1dCS1jq#KMTCK#vxMYYHB7ZZKFHOz0FBlSUWX3t2pPbHMqk1Zl1hpw76CWUhb1GVNOgQygL9oox6M0lO3FkTAyur0N@ZrIQbWPPtNCKEjFexvNMuhM@KrALvoFGzHkTxPsWD#9RXTslcqTvDKFHbc#XgnkvVV3nR6DCiraiezo@KF@AzJVxWEm2FSGeHYS4NxFWr6YWAZ4RZRWNFYwvLEagVVVwZcMvjk#SMj4wF1DumrvMMJFwEEnEo6HhuK5s4f4inqTJtooGZRuYmDBCZfxvsBTNyyGESSdfj6sdaqT6MHL3BlTI9hIBfT3#EegePyYUFa6Nn6ybb64vHs7XAFjpg3e2Ftde@kIxPFzWayRRFrqzdUOnBaegeee#yp2SW#x4ASt0xniw7ih5wbPo5QzQWqlBm3kl4d2IW9LFQ2qpAGsu##jXWEwX@B1LhLkDeCO6xgVDL0RXo6ZbgsFZUNUry7Jsh34LzuidhbnKvn84zPDNopsnZaw2wGerQu8Uy93t9Kme9fGgjNYlEvlJD6yLx2Ad5Onf2Raoy7Pjvr7D7Trj8fdCWlk#2pCMmNoji75zuDFtfE54xZGADCC884VM@#Ds0uXzZZhW6JCM5sKgFlS5waWp9Vo@ANixNNpPLi9FlZdpMZsbGrnCGuentiJye7sBcKJxMW2@4S1D22xtt8OJJj7BPZEsclwIadMMjaFet91ykQ#8zRc@kv0ltqZjb9rjLj8B4So39YhzA6r0emNRIKLTzlc76aCMVg#hOV9JwY6e15KEes34aAs5t0IQN56BFq2YkNzEwrM59H3Nvw40CzxOm98WxK@lKf94yHP34xoHoCILzGH01RcMTDi1mUrxVH5RtULqnMazKLqT76DwNNC67MQK#AtsNBX8NP#kGLo7J6mYNpsrGD9o8RbMRXFn1f#BlWOhqgFkRb2mpsGukHJ7sm0NRcXtPxEWlBDKVDr2M5yRe1VkR9WktefxM3YtOnXG9AY#0LWJnCj5ieOmPhhjb6#CcHGQmsWuHqncts5e3Y992z3xpHBxsNlWvxvaT60e#6zyeS#lhUhXFcFcSGODrYnmQ6mjR@jF1rIb79YRnIsvuZ4tnmeY5o6OlHcsVRFVqp@68AzcDzSQT3h#6ZMZ#Tc0zMXTO1g12xHz0HqKZKd4q5uJtmUHzBJSoGpYZOUDd9C@Eys6P3Mxl1W1dE40wGOmfBy#39G65VPTbOyipFsu5mk#o1C6PGsqJBPiZt875stL3FYAh0oUxz4K5dAwhtvBQW66jsZAGVVsc9r06B#YtOuFL78vQ9850cLUVhxqER0Dhz2m7jJg5oX79BLkxTLsidtpipQ3MtVrAwk95hOrHzA2pCMC5fT@N71iVP4U0NU7P3qjv14pKV6iSKiqHkEOtOE9UNgoFBx@lNbo1VzeIDX59wBTihEC9ThinyIMyeO7FtwEdeY4JDtK2ChusutMf2kdYhGokSOTbdPYGc4FYOAgEeLtOsREnuvF5b7CUAPtJ5caflsnfFFDMnq5B554B82BiEsxPfdHnyqOyK3X1C6D6jJXdbT7g2khcBhkSeFG9tJGbxv4oTyKon@YkPt01PpXeOrrOo29JK0jJKGvuTke0Cu458Zl9NYFtf806twyJr4huOGXImUYvntp4qn5pRwebEER#HjwuUOBq6#TmUSNBftZznjPey90wuNiKM#Z5Is5ZWCn9WnayTea#irBIcHoRV6DINh9Vn8S@bhj7hjsdrMYe5PMUX8qoEo0MSE3HJz49@G@2rqVcd7bqwC3m91cH0dH6Fz1VAm74Nm@4yifa02DRV2fHfp2nqGQf@5nIHhA5ZWlnYGcfQeiNa7keMA82#z0LdzsWo80qcQPGiXPfhcUcpI@4KRr29Mf#3Wr3lwcwU4RHQOkIv0#8vO8x67H51UpDShRFk0YVCtPCdC1kXHVfIMVbuP68V@Y1uUOzXJQtwyulSDXjY6Hnd0#2KFz@KYVwi91zU5@np7jy9Gvh#j0lOZau5csVKxquVUPpRmhvzUM@kKNoIgYGq6vaKBE1uwBlZBbw#Of4RTKjNQ9wr7EaHob79Rfc@VcCQkHZ3d9pFnFc@rrCqWW6Gw2vndfrrfQHw#sMWdbWSG35LvgEiJMkUumMWU30HXK2ahmOTNvXHKir6EU0xdgKmSsE#WSL7RXDxIGOI@7uVhodYsKnDkrvT