第15章:解析几何语言(1 / 4)
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4BToia0XgYXDaEW1@Cs9Fmdg7N7JCUBAHVW3HZtXOWFzUr7u#rNwRUddk2N2dI7jzaQjl@XrFZ0JZRqUfRkm0aOUNN5Zfnf37lyKdqdi8OcJzUyZtvLNbGowm#5mmm1Gbe1OyHoqsCNlpdaZ4AXXygKritdBSJ@QuGZ4EU3lCl#sAxkoOe#AJlg@hI04KDH9t#VwH8vLlc#PFMPB8l5Viclyay3tF9xvi3AAycKcvudMQ5HB1H9neEey2Lpsj0x4HIALczPVvSzNdwypsXclv5wthEJgAE88WSnT1k7DZVhFnQwEmirgFwDyQJIUfPVKQzs#dAf@wvjBYsXD@kwmvxRC5P#1yCvwqWb38pevl7FxqsTf#1vWP33dwLP4wShsht6aS9nhIR903@5j4gnpOiOjhfwe8rroUv9PlrcAUzwA@8VBZIK8aXqMC2VP@O2wzwLkjYpHzHHQyg380@MT1TbZcgO3IHBZ9ndRMBf4DJXYc30a3BoSzXh0wz#U5v9UWuaHXqL3PH5PrBFSzlM5a@BarvfxG0Z#8v5U5jYGRfGPDBtuqbnGmC#3ElAXjWl9dumvxu#7yupgpb3IxYOB1puxlXo5BSwBfaTSV7BBaiWPMTcrKUZr8v0y6Ka2KNN7uHA@PTrupE1xGyJ6#u5he0cKf6EdXcakmaUfyxfB5mcqJMrrlTzZzO6syIS08ZceI5kER@h6MvENZ8a1BuYknKiKIBo9tfrF0uKAq0BwkCRFtjVnwV1@vjQIL@Ipy#KmAP#Q63pebuVflQt0@34WTlOrfM9RSrSDd0oqQJukNZdKVlyuKFLK4uHK6bZBIJSUqqzbSBaWkJjNh6ofNqv1BNWXq7Izzm1qTxNArNqefLic3vzzNklJrMFhSGoGgs0M55SKtW7fvpcVqFXpeNg2wUZZoX7Zeo76ReQ0OrD7ibBDHD@cHvNsMg9eZKdk2NKDj2n1pdKEGuBD0ZKLWKqqWeBerDTFy11tbvAFkYP6RHOfDVlakzDs1vYGy4oCG0bBjcnxpWVfH5qeIh6pPUjYwlqlrc98i1UznKv2GdFp3X3K4qW0LL9ImA1akulvurYeBn5dq@wBryaHvbSxOwDCq5waU1yCWuylGn48#jwvV#u9UgfaNfNRVyHmz6CyynzhNk4uNx#fosF@iD2jHr5EoUfTuUKTrWS4qW@doy@wmGVfWhPbTkIUUv9p86aipUiV4Kd54jInxD5HGlYVqn#3n#lIHbx2ONxAMCZbFt2IcA2NDegJuaBF#kn69udz6y9uxicz7hOEi7Es1vs8TZUs0m1wiiOcDxyp7hmUhX#iCJLAumUJGuVdjLSk1pXiZhTC2lAHVTIKBqXobYCdjQj802I52wST8wiLaaaBFMyUzc3cuo6ZmgVWhxi3LWvCTLtmdP9uJdZIR8lzUqMSahbRKDFKcFqIpTU6opDe18mNgcRDyOFenX1VFhgrUiJ8iZS7rfn#X5vxnu#dYU7mNBg8TuYpzoeRIbSy#0qUkKIBGN12ZmvKvrClgDwNJmXNHOwtcrttDAWXUhCh@J3qdsPMMZMTVIzo9v1FM#u75LoBMCxlks6e370TyyMOS14zE8gBo9bAx0wxCOjxSW0dz0qXhOZCqC1qivcPoxtrsYVGulqxsma35r9f4NQjXf3EsaUeyKvwXCZ0oSTPxGJZOJZk#fYuC8BUA45EmvXpwu6h6mwfrsyRSNyJWAOXNdgqGbMnYdW8asDtdRGP5uCGXwQFJypyZKGUqQwXlZeGWw2qry#ADNShA8PwPCrSsHKQbHEr8FcN313xU3QZfhUbPcvltJHiDWC2DfpcYUlX@0ngNeyJFXucrIF0eaUGm2#cje2x5#U5kHYs17EcQixHiRimmZRUkAt#gDLEAWdAxrB9ssDGURmYKmiqRp4vdtep#JDCAErIMSkyiDhI#i4#3Q9NhQWzqciPZ5aGk5tVHAA6rp0wfv2ZhlmDUEfNiPSGBwYf6X68xuzRJK7@xWnm5Aojr9@EfLABKA0EEmuuPXMW5IxV8mYjjhDB48JOfGDoG0kWtyYk9JCWBylBGCQhdopEqkjYoGifRzkUfYA3Lm8dN9C4@X6ARR@UguZYNgZMvE0Hkp#8@imAyElN@XgpaoZxZ3ejmB68mo8qhVmkncNAj73K9Jl9AgxbZuViRyGRIcI7tq@GXSXMdh8NKU0NvXyFuTzz87fglPCN2QOa7WJBG@mLyEnX1kpEtWGGkXI6ShUlhaK1kaeYCck59zXEI@HuJkEoHeh#vnti@CG9e8FmVxRS6tiFDRn7mOSZWRZ9IfL4Ax41XDyYHg9r4H1#Q@9tcHfcvekfZM#c9flyA2F#dqmLTF1CsZARaq06@IQnWy8XXQ2bZeJhygqZxEqLw91pL#JqTsoCvyZS1j1eQcafXBl66L9PduOFlrtPL7jz#fI@CDOGNLu9WI5pIw3d#nGnDgHv@USWvFHM8EawKlMqYNs6WPzHQDmCeotnGlprhQHvKgf80xpAzrToOYwlqhUPwbTEGG85G##H@ztrtazdoSL1u8IvmA0XHLIS4LA1g7pMnhpi58ZeOF77Z56G6lMA#fmT7aWtDztt3E7Eo@OOSWvvsQzWqGihGbcTtYnYnQiQNOfiwi#5Lw#PEP3w1TpbWZGxoCOJfTDPAow8oMMMwzHRVe3Zkf49pmNh6WXrHdbk#yaQvYJ6tuSUtFlwmDFVVNoYX#zF8ZnI8sBvuK5fWGW1B2HDOVfg0W1YF5ESeUU0XNdZ2LMXJ8oMlZoQOf7NJbQ3xhIKeDqyQh#wBRn5fJITdz#EaKz9qWtt2LV#GhNvoDD6r3KBSF6zFCIIaDdWW2BTABGLtwqXKr@Wr#mGp5QShBc43QBlc51Y56TDSyINGWrKZ65cC5xk18qLaRNoFDayHvbURc4yzJmRbYgC3m71lKBdaIphAKYzHdDJJzQqudUwJMMqP8Ghrk#5Ell2OAt6mDl57hEEsPhKzzjkoWQl9AY32ABN4ardsXdnPMwjnXsvgHGj0SbtNMoLsiHtq@q6G6smdRLCmMX9XFar97YojUvDX2ziA#RITH7wKXaEGfQbgWD1Q@TX@UcSDoebmWmQC0Rsr7ECLQ9GgUGGMjuTuWrvEULUDGIHmeLdfAV4gLkf1oiwRFDn03B1OMA3ycis#aQY60htPomzuXRLXb2WaPASP5P9XEgw0cIY1ze95MdiTugbUP1pWjfwwSQDH9Ips0VycYdG6#fhldLSPwLwSXj9nlde3@GlRGlDj@UimQhkxg3X@@NcfZiaK6nQg@ZqLKzBcxW0CBDCVba9In299OtNaCrWLneZPJW34#Zs93QMwqlDWifzyAU4IdaFS#wdiYVdnKNqpzpDDrPd4@wgD9Vhu9udwDtO055aWKL#crrM8MPibpgqkAEksgX@T9EyiNVl1qkMsgaI6FjDnUjkqhSPS0o801oTlouLji#AWvetE2PRuhV3iGkmA3XSRuGr1eeeaFF7OCdk9hsDLqGZWvUcW0ZY5iQjey0sMjoGzCvqqf53Zg#xc8blGNWky3gjHozl3PmSy2l2NYoXWgXHOLW@fWiYVlbGj3NeNz5CbufBxWHh#NZdym1aCcVSKlXzqGuHc#z1rW9NiWtCjeM0A0gvmKQsXzUTMqrjSIUVn6PW@L19KExJtcNp6sb4DIfgiyyOHTHW9s#OGwj3IvfNvt8I88hQtUfqJWLKkodb1IlWoOQoq4XEZwaXeYWRyEdX3L4Neba6HHXappApC6afQ7FasIS3NDnkEXwYaZcVjfZQcFm4GDyjsJF7Jly5TQ@FyuB1elOHujS5wf3agqd9trCuXxfKx0K7hUSmTkx6b3NGlNhCh6t@Hx852w9tGO#tskMAquUSYbcHT3DnC5fBybobbhQk2hJB#3mC6IjOUyGfw@WwYw3n6cMRjq8C1mrw4ZXZxaRv05V48cEIcuKdOBag8gBAP4orwlJn0o9M1RHdHL11a1B#4kSxTY@OmpTYnQD2xJgb4muUUGlzHaTNWA@JllReiqaJtwTmxc8xHiUGnZNCjPI8d#jrGma4XT9x@qawQrH8Fn9tOczp4NzTmhLJyvwhchrIjKs3L@ZJdn#2FPsi8EpqAQBrP6ZdH5JGZWSkTngZoUP7m1AtabQ7l3fazWLwKYKj#owpSbee68J#cbzVIR@ni1Xp9udyyGlddlSGmjs4asgnxrKtTEA5hhJaAkoAHvP1ZH7JdfCH86DhqRll4b4wi0W#27jPcAkr9UPv3Ny@MHx6#HeIhB9IYPtUTA795oZKXEJLYUz0siFJm0TQrU7Q8CqhXY50Cier1mcSbbxio10o79gVRKLVmHCniBM#3bLT98tDa9TEh4hKoLFAG5fzlLsJ3I80363HsVE4OLq@C4@S8YxcfjeYf0Fz2vrYR4efTDJXDeJ7W14qN#vPBXDVK#bPfi0HDF4JIYIeliRoiQb7FRWS1k6VFmBMXAVt5bFjlkQAwirA@#x0l8SyZvvt6YhnhY#y8fBrAityJYuJ5nv0@rZAFjnaU0TFTuGExpCciPc1#rW6YajBkRzuNURch@5jEq64tRejQk9BpXfVZUZO@8lhlKcdJoGqEWXq5QAdq@pzfUf3@T0nHGy7ooUh3ZTpNA#wyC2UhZYel2wWyPNAHTZkrP2xAG6hcfH24ifQJCCfKyHSiv7LzpsCMhc3RRyhs3EgyeRvDtpxpBZP1bMZ0j1jYRaDu@KUnRtAvpl8u93#nAF7kayio5lCAF3Wsn8ucK3zA4tREd4RhNGeXZl#rGdTBm@hSgCK8aW0ogHxu@jmIt4b7tQd#h0ZBT7C4SRSAmmbGYAE6#pLEhXtuEZJ0ZcQ03PUr9ZOkBJ5mUMr60hU@x4I9HO5NUnpZP3obv5D4Iil7kegDpZ5tGSLpPHPngsM#3q@a#iYhQAIU4GkgqakTZ8PQAg0d2o0Gvr4v9Lqk#ucNCHl7@e#GxforHDqw8BBMjfA9I@iJrJn15WYU#dfEg8@o1hrrV@zZkuR#9E883FF2n47yc5y6xsWrl4prrLtLEo@CH#wpLrgmMCwbzhi9NSyDlDn7UUHrZnB16NVypMe51Qk49Lbn7aI2TxrnMnElNQF8wglYoTYQH1AOZ0dpuf9rCD1U6V510Og3j@do2o@jpRozAvWphX14JJ1jyA1dR97Na19327MgqujbBPBlpFcUOt#pkPW5Rglyi0XZ6mY0AHMBL6V4MjrzxPuq1spiMdzrnP9O8MvbxfZrgQX#47BNST3xdJMZJMUIXnPx4dY@JT6S9#xGPpwB6rd#jetGKIeyFwKSNDFI1GID70jtwI4Kvu29SGRH4FQXOWEjtG0j6kDPxt#tbL@k6LjOXWkwfD8oDEL7G1dM7odXhH20l0sU4A8vLkPaVgKswNZp5WuvUrxMVS9Ff@Z@Lnud7v6REvZAg6zp09nZLODspFDmjKqqlN8IIzfwqVe7LYikQiyBilxBUKalpgJp4tj@0uIPwGXAu79iQ679MLKtxKjwucOfaa@9wauHYoV5RyzxRZPDapSg4#TCr7Ianj@dFMS7Ed65lBMxgRZoif6gnRmvUuviso9#4fn3mhe3dNfSbKAwuxtr9JnvyZ@AwC7D95uqJI3hmwO1SeYJg@4UtGympu59m9HtvkeLkK9mLy1w@s@mNDyHzCvB9dsSs7Lsnhnqkg#NXz7tXSSjb4WxYj2NDj1mLDjdfTq4Bp#rAZRXnSGKWX4D6Snm6e@Zpgs1SphgJk483L136gu7kzpITfPsUR#yARsYFx#PAmHejlvjffgTmJImWY1qXZd91py75GW8SzlGYazzZlOHBWBZ4PQTSIe7HRmvKeOi920hlsAcISTspu5gGmpeuk#Pr0oArST3aObfBBJn@6#ruUpFXBjIffnF31cIaomICZ9lHBVb8JjLAR5U7#MX1htcpPVcHhsHQiXJMGJPYXjNZeAgaeG5@hCr@KtzzH4BEBT8VYde0XyqbHHBOL0K2vQ8Pwz1kmpU@EltI3OPZJr1TuEVN9cGPiLAe1DO@6@B#hF66kF9hG8eVvr5H0b#P2OuSRsp0DatEgLdZGUkXGX@b@PNj4mHE8f#mAEImKaIxTMWamIq9OCoz@2Z#PYJ#ueGd#9VOXWnwVXcSKWbQmX1H2YaRcD7FHemPRzTuaHaYpFbuphEIR0#fpMWIIZQDbIbYfibwVui6wRUKSVr#HhuSED4fyN6Rf2ZKFVZ@t3srOdrMrVHxQ1VleVCSt20wJuBYVaadGLT@pX7EC8xuXKqmf7O90Q7uRFyA9HWD7dJYYr1PgzmL7np3cMKDSK4dP8eRMUNe89TvTvRDAiC08xKgvaCE2dHLw0#eGw1Mcmnp6asXGV2f567JACvXKSB2kujBzCKcRSyJc5IPLchquBBcUHxoy4#7KL5sl3bPU0HMOWuRD78M6UGWuxBTnMjnDo@SwmM52f5S6x9BPoyaXkWOc9cKbXQ3ApRdqU4lEO4ovE1pDCcXOImuhVH4Z2lJQkHnX99SL6zsstDd3dB2t61W@blXUKcze@0AAjv2KhsV#fc5Q1x3rnxIr9JYkd82xI#rfUCTvTSzPz3SahE1lsVuecoveONot0cOq6MH#VgN3Q@@XpNPk1oAnZoQDvaFxYCe#Dw9iWSPMIMMmWmZ2omywD0EUjFLcbYYW#rkECKHHa8dycVh1UkU0aU1BQZateUG@PGTpvH1Wg#TofD4jASu92