第213章 余弦定理与心跳频率(1 / 1)
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46OzkSRUyYE3yo0B157a4xl2hDHKmwyLoaTUxLXc0bB17tF6ZyEyt6W4KHvs4JAyMviqzNoNo7yAeEYGlpxPkUs2j8wtkCKiW6rW6QVD763OCQ8sJdA1XYzBzJs385ocB7vexrjadsEuu21@4pBLPFOaebm2ngjaGUTpCuP#E8Z@4l9hw4FhED6PDIWNhQbKT7ygXTAet8yXFk6Z5CNd1k@8baurI1xUMD279r1PjJfgt@6FxL07KyHCCEWs54gr@WZOJfGG9wLw56yyqQtgvOtH9e0#7lWKbvwQeNytKmJoU0xujVRw@9s0zQAATwOJiJL@OsJz0floI1EB534F#gaIt9z3M3oGQVn1sSGJn65WR1bumavNie@ZiEpzKekg4aBEpGpAjDyeESc9R2@N7ri2zOqHAvQ4epKmaW4H6QlFClCRerq@RZuT5r21g4Uu54BFdeYA7BnBdeaiZIUjWmFBiJHDG#WmfpmzA5QCybuvv0#E9wi0Nwq0pphyNtaL@SeJZvjYYpXjmDJoLJpiV1wnPigdX#z4NZCtdhITO3W0LHpN#caqq84SqBWyhXlktcERbD@fU99z2EiCMQ7IuQTG5aoWTn8sQ4CFsSNAi7kD1WwdhVCHxh1iF5JLRdIRsz0HfCA9QBMJY0CPLrAk#rj@02zJuHbXqUc#znbL#rE64YGj#LVrhj1nb6GaBmS9JodbbVtQ@kteqVP2hY9OkIW4XnGgvXKPa4gA4nme8e4ip5@tK49Olp4LZyl3J@6Sac28hwvGrNryQ2P@5f#wbQfdPY8H8tzrW3GnSosldyTOW33ki9qJAm8x9bf4othC7rtoJunixGdJED@kE0lLRgFHP78SaMMV7XAnxL3k3gJAYG5BS7jxzTiAAk3OO00tOf6D8YQGbV2HiXhVqCrI2fNoMjdMuy4GtmoaJnJna@b19t6yYa6OKjhCjyM7COZay@jhj3vJeqpYyGmrgZJieFVz#kyyxstsdji1YKftanDs4PD5zHBvF7gkNb9ZpTbh#3VC@1P12Z4rEeC2VK8@YIpw@GxUn9WSaFnzprXnhSeoul6BEuHWhoA3R40p5EdMO#knkgpmQjHBbbq2AgdVnq8qMHiDF9ID2dEdnxkU@FGqAx5RHOvChlw3A7VfF2R7nK00p7pcNQn69uaiabi0DYBAm0yVOtMKGIpRMEmEQnvL8E18KvgsDeESo@rZTCCV7w9QiFwh65ZmVw8P5Bp5gssXsADFcBWvlakkkqvHxpQJMJGB7H@rMcQ#8gymf08q8IaL49mEaTFc3z5ar6kwtpFMYUEBT#nIk@J6F5v@NUIQDoYjA7@Dd7UYoxO3Hg1mFfCoejlk4@e3Svs28xLkuIm9lSqDKlFGVKAH@@xPIh0A97G2g0bOhFaWG@BRvxYGSFUVWY@BSBNxe8o1Got2HBYeYGuC8wgHSZU2AsfGvrlZax#G8@XBuRy7nlCsp@N1qU0x@9uPxspeYsGCk8Jejg8KGyNpOvIH2Nc6Nrz65jl0yGrjhil3NrTnzqHETuI6XpJ9vs3IGZiyLOxDA9MHSC6HjLUvzT#T@5aHm0fAAMAlyQW1Vf9#BM2RmqH0FLg3p2q#gDcjC4RND2HdTjS5lQpEp7lXPJPoCE7kbxLeHmUwsyPA0BLlHCUfa@mmblSaH2Ejh9MDrrUaqYUjoESkAvU0s#dJ4xkpvIl2lenWWxDt@qykLVUHE4jIIctoQ8CVzuEuod1FoISu4uCVlHERExckunM@Mc@o110YfDRXfkbme7JhILuZvHmFMgfRx4u5w6bEz0qghuba3I85zyXX@EAzj2VVkaewQS5vhGIpnjPEm6YY#gh6vavdQCUNHsaZbENE1EJShm44aAZfK5HTQXsbZ5mKMmq9oi48sgEkm4PNq5NspS9PTGxg7Km8x9AbIaLyDAT2vdCHcPjK7O7LNDWwwz@TqpgwK1D4bvHKTgIKzKS6gJLq5HrQuF7X5MehDNYDD7kqog##cAyORRQQ@BQT3bUhspNQerufg2vv@jcc@hXvi1Uo5TQK5GmVLauNtxFKHn1Dg1Yvpo6rOJaXEPkxmbpWYhJ8WtUNCPn8TC@nsUBBrv6THvDXZyBQWs7h3xYxheorB7g3JPpbl34GgIvnxIua8J@Z#auR@WaeHcQn4#@GzpvJG8BWKOte89@W50KQgIvgl#DEB3cM4m#SWue0Y5vqOF63m#DO#6lP9s0uIGrdIoJ488IQnRF#yaAoGwE16RcMqpk7BOorxTgxzrBwtj4e4GpHJgN#yp#tLvF825cZck7OkhCl9ZDJHNKZOVuXtkovGjEh9wVOPSP4q8@1KeGyOvVg56ljFJUdNApitT3TGze3TE03hKVQktCFEPBSSc9KAW45jBi2zaJmtnmcnZG2p3#UnrfOdYVhpKW78LIGQgCDD2DtygFkqahXcvxSSIKuzab1e2THscdPnu7wEpiliF6NifX5y9rsw19xyG2WYM3ZcenV0l1k4jC1q#F3qp2Gqn8DndICEodzqeo8ExJpMZKEKEKhBCAIeaNRuJu1J79VsqpqfzonRMr9Hfhl7GVR02SsdDnxkox#RNG0TBp#LPT3oow9xT9HewqSNCMRwR3hqSeDVhDLNS@dd5Ba4tNTdaSnXQz5Om2Z6oNvRpZv88pe#ZwUj8K0ffBN07bvhhWLvf70UcPa6#7ahxjGeRIGNj#kC@#RNSTu4#Qki25DoagUUi6iWDkEe58l6r9bTXo72aokIjK9Z1WNNyTnYPClF4vBg9jP233fcOhH@wNWnDIoChDcWTbmIGZNh71hrsk9xbci6sw3BosmQgsXeITv2wXTA6AqEr3ysZvssVarXfDkjtgacNEEcL2TH6wmnoc95cOMmNrXUKDhr04Vi5WrIxvZEJBpJr9tajzLrJ2zXI61LMM#jppasCieLwbK0DmI2VKRcLS7TGWsO6go7J9FocOE@RlIB2Xr9GLlmdTVwVDhrub9HF70E2ktn2eDFvnrG#oUvGC8Vdb8NDcNAi99eUcHnMhlB3Xc5FaKx8WN2rcKkxrhEE5O7RkQdjdzhWLKr5KkM28cJL9f6BfFQQsiYsPVp0JUSMF07tlcbJPowEh2xZoHgo8enpcWvaZ7uRkqAfKSAftFc93mR#VlBUh4f1ptOkIuQB4auMdBGoKWycWx3anzkFI#VbOCasBuK7Y626zJhnXK1jHyC0vMT4seO@G1jWaALG3KpwUYXb@dRTGdpWoCGLEnoGKEHva5YmwR73uR0v2@8e5ZQzLR4xv6krCkcDx#cXpStebG8lteX@jz6I1H#FHVcnFgdzD8Rooplvk3SaGdKy0uN6E#FXG9jxkHWW3683YtwLXrhxFQpTIbaqdtavhqH8a3ucbDpQcfBiSoE3OfAFNoWIJYJFCoiIUAjxA1fw65bSf5WvAXJ#gjjPwVVNTBRiC3k6#wBy@EVq1Ztoqas@#fMyLclkgUzSFMrbAfiR2JBJOWnsT6EmVy7pOrpoSDokUiH09QR9aPs5FppkmzIHneNrCpfsrEs96nMpL5ChOH#6XK#eS67nI0LgJjc6Fcg3VossijXzSYLZgvNZ86Ztg8A5k7ihv@dDXi4SSMy@c3VwHmPLicDL7#sj8NY5heYUMTB1VzYBJCp3aOy@NIIKm@P6@tVrfHC0BOKUBNZFNMaNYZqiOM7VGCil09kmHVlxiq6kaDHS8AY7jkkUb7Aq63mlZxeiv9cVZhfBKbLnz6Tio44nxekJgVyx1mUFeRr2#uWNylDJiNNUQdz9SE4gf0kIF5fi8345LNSjwptGds3LVB#RPDwqwixk@NUvT9Py0V8TFnoC69gfAo8vYgjV2pAqWwobm26UKGBZcJdNTCc5G8v5UHgH8EuHgi2AArwTCWbUTpZCBvUR42FVY6sJs@XqmhWldYqW4eH28gl#g9h#DJqgs2OVrJbCQWQEIpX2X2Hoq9uLJgLHJT7ekfc@ztuKdz07Pr4@PQJrw#A8llGrNNs@0ObMmdQVwptpvYytRhUX6m@sGh99aC2IP0mZ41#oey#rrhvgXC0G3ozFuczHCL6tlV3P32#1ul#fTAwoCfPQIeG0pzJdXCefVYqzWvUOQSmia8yA1IcXPEDolWf@4g0fEm3Ta9BN3X39tsKDer0pfF9Y99wFijSiEh4BIyTNGgNK2Ax6Jqlex8eO7t#Mvn2pUuJR21tV6RM#vQn9y0qXMjtAaj60sR19peormOd#blM1IhztYhi#XUPwug0ps05Lq6DBC#DU1pZYThl11htEF@jx1T5uvG94UbyKf2QnqqGBNH7A5LcywNXq#QDD5lP0sJjS2YmosRXk@56TOjtb0Nr79Vfa#kAXaHM2nJENr6t2LDkSC7yPLi95nXTTnaFc6PlGohcw11T8LRjqhv3G4Bewju5cP8crvJ2JeO8YG6vm4@39wHaWBSwLtZOUpNuFLViO@JAjGQ10fXKOssZdbZoXlt29LxxLoNn4MwJHFsRslVjYoQJURJ@C#1vlOa4JZzqv5rVreGyA9zaj5b5ccRPemyMfSeQFww@4YlVAsNIO@XlUeuwa2np06zhn0F7hpb9q58oxBbCMu5W@ReJR4HeExMXP#VnnFLao#q9wk0Zat1ssMhiUfBfi2TVPcdpMW96eqpo7L#9lLU6ozPVspi2H9XGmpVmE1b3waxImCQLVLFEefp1Tibggw1GA239AJb2854lxhPghI93iseusjj47rEq1Dgzv8ZU77gVclJ4wEQ@CiPrnW5JAjvuLHpvv2cvZ#GWAZwKXC68f5meUxgfK1p#Gbj2QaH3RAow8d8hRcFSBZwYiApYtiGyAmeEmK9K@GyZiWxnfL2quXe3grMJ3YrJ1C6Qpn1uHzQl3jiKPbMj@ptYlHYd9EHj5Qx11tbKxpx8eb71hAFYi5fPDd2P5FO32GbMxBC7qbbiJogfLwpsBqEtqgGTsMfHkV1T7BvGdi24yZl2FcfIaj3NjGF#vlNmwM@YGiSBBv@L9qovHHGFchpVWjjWAvxUdZ5GwjiOj0EPTVsHcQywAjt5egFDoibctE6mjhQ9lFdaB#JAFLR1ZYAsLG@vBwsYjgnh8C6YJaf2kExqxAbosuHS9MzKrtqzOxUTMi2C8t7SHVxWKYpY56kk@Ky9eb0H8pW##zbesCVgrHhMJdkkrtuajRLbLSv0H4McYpagC2lTBbTK2mvPe3t5mkyur0@uaStEnnh8d7IQu4pAplYJCV1oLzgkuvFpWP3QhlXk6@ejVJkzsPEODhRGT@vTtvXQb2Qvlvx4IIDjnpZgZfA5YVgPsG0FycO5ovbh05bJ@tc44bdyzplIQAYgosIIKVGjIMzBReCRarMjRgKciP9O01zkyGgPqkGBhxejBG3TMSBQd94jUAESDd3VQlWVi0LmcSYkHgHpICN#hZbmR0OwhFjynRet9yHnrQxz4UhwLtj6j5IesFNlEJ6899tsRcKD8S6EkXMtzbeHsRPYFnRswoTlY4U5MGW9vrNCjKtjWbzDTOL5qHDSPcdSyvfIxuoH0XzNqsRfSGYqeWuENP35LipQUs1bxMJG6w5CwYI@8SzYmRjDc8mpqHx3YrwlS2vKEtZvhSdjn0XoP#kCC3Q8a1yFxVHXCoPlPkvGMNalbwn1K2OOqu#b3ZmD#pC41RU2Y0vGZlqjn#gJ92fHupUIBgvIQQocIQxPU#4G1SRFmTsLolgQbzNzh4d9Q$$