第三届“中国·天台山杯”全国女子围棋公开赛首轮对阵
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编辑：ybs_yygl   来源：中围协  
时间：2023-10-11 13:58  
第三届“中国·天台山杯”全国女子围棋公开赛11日开赛 首轮对阵出炉

第三届“中国·天台山杯”全国女子围棋公开赛将于10月11日在天台县温泉山庄开赛，首轮对阵如下：

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lx9qKxvrmIh3EusOtxDjbiDuSknEpMjL6SMB+2WKZlWFCHo/63pGxvMUsHZ5WlWOTeXVlESiHUyhsoVttwyI0lpO5OFr+gYLLH/wCl1C//ABOkbFYxgg8S4qMlh4bTGGg2Etr7LJ5LXdKuWbbPQrgvqsA5txfoaosOJjT8IqtJjMDm6lpSpJuNbHmmgtWyHe+f4tQpO5yqrwlxv4bvWiW41wGJUNN6Z2wJjDxUY6twpcbRNFsaiU3nGeYhJa8zXfUNcio8ZlVuukirSVFPUIzzh1IYLgI80lGzY1WO+aR318QDxlWyeIp6jcOpTFR6pg/CIimlxSiMjdMth7oyMzP+8x1rKP8A0VBf9gj+Ehy9lopfTKaH7LUS4giiSdMtRrzWb2t4x1BKCtKoLT/1CP4SAe4P4edQy2a3FJShJXNSjsRFx3H9jnbLSiJu1RcmaglOplDsUso429BGoklsSVeL5+jVci8QDoGAjoWYM7NARLESze2yMuEtN+K5D2BxDkgxM3RiibEvNw5Y5CuHHpv3BJIu4UfBfPzSLxGfjHbwAADnzEvCXECo63mk1kNY/J8tiFINmG7Nfb2MiQkj7lJWLSRno4wHQY5OxU/LZXVKoQdzS5BX++pQ/faIxT5f/vGK/wABz1Va5rJ6zjm4mdPxs0l8Qpj5QbiFqUakGabpWfdWLUA/0utYByXK8GcS5pLYWPgcRkuQsU0l5pfyhFFnIUV0nq4jHtFgTin4Qv3jFf4AOnZ3NoGRyqJmU1iEw0DDINx15RGZITx6NI4zxZxUYxQqqEk7szXI6KYdut5bS1rftrcNCCMzO181OrTc7X0diTCSsTSmnpNNfy8PEwpwsRp0qI05pmRnw6zuObZ7J8AaOnkXJp5BxzswgzSh3ZFRKrGZEr9EySegy4LANbTGNWE9HSCGk8ii4pMHDpsRIgnM5auFSjUkrqM9ZmPnVtjvhbU8iiZRO4ObR0E8WkkQySUhXApJmsrKLgMfEh6lydmVFmylCv8AtISIX/FcfTZr/ACH/o5JLDPjXI87+JACS4M4r7XVVOwbURGRlHRT5ktt9sicbK+h4kEZkSiL5ySMyMvGRW7ngItiPg2IuDdQ9DPoS606g7pWlRXIyPhIyMc6TaaYQ4nwPajTrMPLpvHH/kcRDSrYTbdSk1FcySVyMiMjK+kj49ItOG1JNUPSMHImI6Jjm4fOPZXzLWo7mSSL5qbmdk6bcZ6wERkFSTxzK3mMmdnEyXKkG7mwSolZsJtDkZWbvm69Orxjpccp0z+etNPpe9lIdWAOU8nz857EP/VmHtrY6sMcp5Pn5z2If+rMPbWx1YYDmfJVqKdTysKxbnE3mMe1DpRsKIqKcdJv8osu5JRnbRYbbGajsQ6kn0FEUNUrcogGoYm3mlRjrOe5nqM1WQg76DTrPg+2aZHX/TWuP9VHSLHQmJtUN0dQk4na1JJ2GYPYCUVyW8fctp+g1GV/FcBw5LoeqYzGNyXoqlpqpyinIL5Wci3EpU4kjbsTts475uYVy03IdgYKU1WdNy+Zt13PG5u886hUOpEQ49saSI84u7SVr6NQ43pKiI6qKzg5I5E7DMplBLmDa3D0ZxtKebIzP+sRJufErxaaXD4/1DLcOmadscVWGyKhExREalNNkeakz17I9e5FbRaxnc7gPs5XmJDUUpuiJQ9npaWl+ZOIV3JqL5jPjsfdK4jzS1kZCt5P89pJ6kWKepGOTELlKEoiSNBoW4s9K3SI9JpUozsf1cQ5OxGw2mlHUjJZ3UjzpzycRDq3mHDzlNJJKVFnmek1majM76vpuK/ivhjMaQVCYiYZqcg4iFaQ/GQkOWhBZpGpxCS0GjXnoMrWueq5AOha9lk3nFKxsDTk1+SZo8RJai8zOzCzizvGRmm5EZWMjsZGMtI8NFUhhlH0/Rk0XBzuLTnrmryCUtx87XUZabEZEaStc03vpPSft4L4jQeI9LFHtJQxMYc0txsMkzMm1mWg03/RVYzL6DLWQoADEYU0BL8PZA5BQjrkXHxK9njo5358Q5xnxEVzsX0npMzM9uFgAAAAE3xPxipigGHmouJTHTdJdxLoZZG4Z8GeepBfTp4iMQiRSCtcoSeszeqHHJbSMOszaQgjS3a9jSyR/PVoO7h3tq02zRWSydqNVUs2m7yH3ijDUpmEUr8jDqUWlREWlWm5kRnYuLUYxm5NlfKqO81T7wDoanpHL6eksJKpRDIhoCFQTbTSC0EXCZ8JmZ6TM9JmZmOfMWcF5rIZ2qtMJ3HYWPaUbzsuhtBkfCbRajI+Fs9B6bf1RH8QcKIWlcVqepFqaPxLM1KGNUSpskqb2V9TR2IjsdiK+kyuYrZZJkstpqmM80T7wD7uFGUNK56aJXWxNyScp7g3l3TDvKI7HpP+jVoPQrRo0HwCiY1rS5g/VqkKJSVS10yMjuRlmmJxuY6ZXSvya5HRBzRDq3G5mlvNVY7WQtF7KSVj4SPTrGzxEkUDTOAVQSaVNm3BQcpdbbJR3M+5M7mfCZnc/rASnA6k4ytMnd+US2cOyeIVN3HCiWyUZkSUouWhRa/pHp1dgdVNO0rN50rEONfKXwrkUbOY4nZCQk1Wvsp2vbiGkyakzd3J6nCKbdSxOVRcSUI4okmlLmYjNM84jL7SMZ6tpTjuikJ05P53AOyhEG6qMQlMOk1MkgzWRWbI9Kb6jIBnsI8MalxFpP5bbryPl5dkLY2FROufNtpvshcfEKlKsM5tQVD17Ezaqn56iKkkS2htxCkk2ZNLMz7paterUINRlR4g0jhumayGooOWU4uOWyhtbTTi1v2I1ERG2pR6LeLQOhadOs38Fqzia6msHNFREsiXIF+FNo0GycOrhbSRa/pAfGyJ/wDoJP8AnP8A+kgfEnlcY5tTqYNS2m3nINuIcSyv5NM85slHmne/EPtZFH/QSf8AOf8A9JAvc+msJI5PGzSYuE1BwbKn3VnwJSV9HGfARcJgOGMT66xDqhcLSlWwqmYk4ht1uBbhdjdW4d0oK2kzvnaC8ZDZ0xUGN1MSGCk0npN9EDBo2NpKpaoztr0nfSZmZmZ+Mezk9QT+JGM89rycI/JwazebQZ5xJdWRpaR4yQgj+tKR1s64hptbjq0obQk1KUo7Eki1mZ8QDjaY43YvSycsyiYQLEPNHjQTcK5L7OLNZ2SRJvczM9BDSyuvcdnpnCNxtNuohlvIS6o5WZWQZlnHe/EPj4ZL20cpmOqYyUuWS5aols1FYsxBbGwXiO+av6lDr8B5MeBGsacS6romoYKBpumSnEK9Ck8t42XV5i89Sc3uNGpJH9Yne6AxH4cPjLySIAXDGKvmsOKQ+WnIFcc6t9MMyyleYRrUlSiNStNk9weoj4CHPkrpPELHqNhptV8Z8k0wZ7JDtkjNSaT/APZN3ud9Wes+HRnahmMZcUatrSk2ZbUNK/JMIiLQ+mI2B1u6ySsiTdejSSj+waSjcaq7ktJyiWS+iFRcJCQrbDT5Q757IhKbEq5aDuRcADpuhaMklDyVMsp6ESwzoNxw9Ljyv6y1fpH/AHFwERaBpSHK+39iN4PlH9MLE/4CzYLVfO62peKmNRyg5TFtRiodLGxrRnIJCFEqy9OtRl9QCFYDQEwms7xYgJNGnATKII24eKJRp2JZvOWVctJfUPaXRuIaHFIcxol6FpOykqmqyMj4SMrj8MnufyymKpxOm89iuxJdDPI2V3Y1Lzc6IWktCSM/nKItBcI9SPk2T5HR0RFu1ZNkuPuKdUSW37ZyjuetnjMBg8OpNUMbXFSwsoriGkkcwtZRExcjFNpjPytjMllpVc+6+sV+mKNxBcn8BbF2AmCEPIcchmZo44pxCVEaiJJa7kRiKULLsN4msZ8xV03jYSn0KX8mvtJcNbqScMkmqzaj+ZY9JF/wFkw9fwMo6qoSbSGqZi5HldltL7TykHnlm6S2EuPXcB+VFaMsqof9V/okj7eO+Dy5lH1LW7lWPQUOiG7JOBTCGovyTKU5pL2Uiuo0cWtXCPi0ZfdlVB40vlq//CSNjlXT1xqkZdSkuPOmdQRaGEtkek20qIz+1eYXj0gOfMCKFVXsfM5dC1a/II5hCHUsNsmvshFzJR6HE/N0cfzhS8o3C2mqRw2Ym0vgzOerjGm4qPU86ZxClJUa1GhSzSRqUWdo1aiEboeBnkiZXWdOLW5ESSZMwy2kIMzWTmcSbkWnNUZGgy4c8rDpTKviXI7BGBiYiGXBvPxkM4uHcMjU0o0LM0HbRcj0H9ACR0zOcCGacljc/pybPTdMM2mMdQ68SVvZpZ5lZ4itnX1EReIejh7IqIrTHtEtlcrf7Un0OKag33XErLNYud1EvO+eRn84xqKQqysIalZQxB4Pwsyh2oNpDcacvWs4hBIIicNRJsdy038Y9XB+Lj5hlRoiptJkSONcadNyXoaNsmbQ1iLNMitciJX+0A61p2SS2mJHDyuTsFCy6FSom289SswjM1H3SjMz0mesxyxjdWsZizWcDQdEn2TLkRH5R9CvycQ6RaVmZf8AVILO06jO58BGOk8S6YfrGjo6Sws0iZW7Epts7FtJf1VFrNB8JEZX49YymBuE0HhzKFvRKm4qoItNoqKTfNSV77G3fSSSPWeg1GV9ViIPvyqCkWEuGxNrc2KVymHNbz2b3bytZqtwqUo9BeMi1D6lIVbIq0lKo6n45qOhc7Y3CIjJSFW+apJkRkdj4SHOWVJV8TVVTSzDmmTOIeKIQcUlB/PfV8xsz4kkecrgIz02NI6Cw0pODoKioGSQppUUOg1vvWtsrp6VrP6T1cRERcADmfEun5rgZibDVdSjJnIYxwyNm9m052lcOq2pJ2M08VuNI6ioOsJTW9Ow84kb5OMOFZxBn3bLlrm2suAyv9estBj2J7KZTWFOREvmDbMdKo5qx5qiUlaT0kpJlw3IjIyE0wWwZXhvUM6j1Tl+Lh4k9ihodBmlBt6yW6nUayO5FbQRXP8ASsQWUcqZYn/TahS48/pWxoazmOPTVVzZNNwDa5KUSsoNSkwulrOPNPulErVxiH4txeI8xqmQQlcwyUzgrdgNIJks7OcIi+YZlpUki08QDvi45WyhD/8AKVw7+iB9sWP3+U8pHvY19yC94SrESIxHcxLp16roZDdVJ2D5OQkmbK/LqNu5IPN/pDVrMB3qaRm6+omT13JWpXUDbzkI2+mISTThtnnklSS0lwWUYgZzLKQ72Nfdg/eFZreExImFI0+VIzKBlk+2NCpkuJSg0mrMLOSV0LL519REA56r2Foel6hnEleq2umImGNSex2TSplFyulBGaiumyklqE+w5jaZhYCLTUU/qmWPG6Rtok5p2Naba1XPWKJidXeKdGq+T57Xcjiot0lIcg4FhlxxCTLTn/kCJNyMtZkZ30Fwj9cL6SxTp6nScpio5BJIePMn3IaKdZU7e1iNRKbVm6CLQR6OGx6AE3xEjKXiZbDJpyoKpmrxOnsrc4zcxCbHpTYz7q43+H6KFqCeyOVdtVdPRUStDaoV5SUw6z0GpBmRn3Ggy+ge7iPRmKtVSS1SVNT85agTVEtQ0O80hw1EVjzc1tNztwGf0D0MOa/xRqpaZVKK6ksBEsETTMJMGGGnHCIrESPyBko/FfO/3gOqsPaHk1Ayh+W08283CvPnELJ1w1nnmlKTsZ8FkkNSQwWE8DXkDAzBOI01gplEqdT2MqFQhJIRbSR5raOG3AY3pAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJVlHUjP63oeGk1MtsrdVGIdf2V0my2NKVWLT/pGn7BVRGsY8cIegJn8jQ0jjo2cLQlbWyJ2NhWdqNKta7HrIi1la5AJZGM424dUYlURO5TLZJLWSbbJRQqjJJFoQm6DNSuItJmJJDVXWNaYkySZHHoiKn2RtmCfW002SVEozRoJObrM9Jkf1i20/htXOLk1h57ilFvy6To7piXI/JrMj4Et/9WX+kq6/qsZepX0rgpLlP0FLpXCohIKHZg0NMtloSROOf/xc9J69YD7hQOUjp/5Ul/3YPqx8ela7xVg8bJLR1Vzlh1TrqVRTDcNDmRt5hrMs5KCMu5K+gyFLxZr6uaQqRiGpuj3J7K3ocndnZh3lqQu5kpCjQRkWojLVoP6xgcF6ZqypsbY/EGrJNESlCUKU2iJbU0o1qb2JKUpVZRkSL6bW0FwgOoAGQxWYqSKoiNaol3YZ6amzYXnJTYiWRq0q0fNzhBO13KL77etQ3+ADqoByr2vZRnfX1qG/wDteyjO+vrUN/gA6qAcq9r2UZ319ahv8BTcFoTEaUpnj2J0UqJa2NpUISVtumWbnm5Ymyvf5mjhtoATLKFc7YMoOiJDDnn7CcNspf1TW/dX2ISR/WPhYizqb0/lXxszp6Urm8yYbQTUGhKlG5eCIj0J06CMz+ofZwLhorEHHeoK6mDTjcHAKWbKXisaFqSbTaD8aWyO/jItBXHxMSqgmFLZVcbN5PKnJtHMNtm3CNkq7mdBpSfzSM9BKM9XBxAP4xmxGrypaGipfUtCxMklqnW1Li3Id9BJMjuRXURFpMfXw6xRxGktEyeXSbDqMmEvh2CQzFJhX1E6ngURpTb7B87FHEeucQKTfkMTh9MoFp1xDhuoh31n3J3tbMIfRonFquqUpSWSNjDmZRLcE0TSXVsvpNRFw2JGgB62BMzmE5ymZtMZ1AKlsxiIZ9x6EURpNpVkFmmR6ftHXw4/wFnEXP8pSaTWZQCpdFxUK+tyFVe7R2Ro0kR6rcA7AAAAAAAAAHMhZPkVUGLFSzSrrJp6OfiIiHOEibPZ6nCNFyNJ/omq46bABC9zBQf8A7Wcecp90Q3CTDSRVVjFVNMTRUZ8my1MUpjYXSSv8nEIbTc7GR9yo7+MdzDlDJz/OTr//ALOP9sbAbzcwUD/7SdedJ9wevgPhBOcPK5ncxi3oNyVRLC4eFJp1SnCTsqVJzizSK+akr+MXsgAcq5Yx/wDO+hdJ/wDWcP8Aptjb4g47xFI1fMJG1RsdMUwikF2U2+aUuZyEr0FsZ/1ra+AYLLPWtqpKNdaIlOIQ8pKT4TJbdiH0ds3Hbwfw/o6I60BN8ZcR47EaZU5FopWPl3yQtxRoUpTuy5ykHrzCt8zx6x++LWIbdfRErj2KNmknncA6k25gw8al7GR3zf6NOkj0pO+g/pMUE8TcdvB/D+jn+tDbNx28H8P6Of60Bicoep3qxoGgJrEwT8E4pyMaNuIWSnFGjYU56rJSWm19BcI7JlH/AKJgv+wR/CQ4Vx2qivKiRJSr6QNycmDeOFzIZxrZTPMz/nqVe1k6rax3XKC/5Kgv+wR/CQD2x+EdCQ0fCuQsdDsxMM6Wa408gloWXEZHoMfuAD5UjkEokDC2ZFK4GWsrPOWiEYS0Sj4zJJFcx9UgsAAADm/F7HOfwNRxdHUXT8W3O0ubCb8Qzsjh3LQbLRXIyMjIyUdytwANrj/irC0BTzsFAPIcqSNaNMM0RkZspO5bMriItNiP5xlbVe0owfwRVP8ACufRs+SbM1nraTgFuFdTBJPPQ4fD3arX/wBEvGPr4U4CR0ZOCqfFJxUbGuLJ8oB5eymtfG+q9j1fMK5cfCQ6ZQWboLVwEA5jya8R3JBFu4dVoZwUbCPKaglvqsRKztLBnqLSd0nqO9v6o6eEcx0wWgsQWSmMrcbgKkaTmoeURk3EJLUly2oy4FFpLVYytaS0/jDXuFUYiRYiyiJmMKnuWnXjzXs0tHcO2NLqfpvxXLUA69HIfyHLahywZrLZ3BtRkC6palsuldKjTCkZX+sh1dJJgczlEJHKhImCOIbS52PFJJLrdyvZREZkR+K441rKMqaByoZ4/REKUVPEuWaaNBLuk4dJK0Ho1XAdLKwdw+5KS37p/wCIFg7h8ZH/AM1Jb9w/8RGyqvKH7wN+ate8Cqryh+8DfmrXvAPiQslltPZYsBLJLBtQcAy6g22WyPNTeDzjtfxmZjsGw4koWKqKNyp5Q/WcOUPPlPEUQ0SCTm2hTJOgtHzSSY7bIBynTP5600+l72Uh1YOVq9wrxHdxhnNV0cbENszl2HyikIXmm2SFaDvbhHg6Wyhz1T71xr3QH85Pn5z2If8AqzD21sdWDjOTYQYySWfRk7lb8NDTWNNfZESiNbznM9RLVe/GoiMaI6XyiO/xeeM/4AP5yOv+m9b/AOojpVj7WPsPPK8xVprD6Hh3oaS2THvRGsnE6SW5w/MSRpK+nOXp1pGfyL0vJquryiTM30stpWrjUTirjqvsdpT6Xzab2ckmgnDSRqJJmRmV+I7Fo8RAOZYRluFy0WYWHQlDDEITbaC1JSUBoIhZpFhVSUmrGOqeEliPlWJXsiTXpRDqtZRtJ/RNR3Mz0nc9Fi0CMNqzsuCI4LMW/d5DqEBzLlvf+gqVLjiX/wCFA6MlKCXKoVKiI0mwgjIyuRlmkOc8t7/0JSn/AHl/+FA6PlH/AKJgv+xR/CQD0aWpmT0rLlwNPwDEDCrdU8ptpNrqUdzMz1nxeIiIi0ERD7RDwPJAAAAAAAA/OIz9hXsR2XY7H4xzYcsyjz1zmB+pMJ1Y1GKGOkVRFYxUjapCImbbCG1lFIizQSs5JKPudiVqvbWMpuoo0/8A7vYzz9XUgJJiDD4jtYsU4zVcYy7Vyihvk91GxZqbvqJq+akk/wBJnHpI/HoFc+TMo/vxB/ZCdWJPX2IsdVuKNPVeVMRcL8kHDXhNkU5suxPKd+fsZZt862o7a/EKruo47wexfn6uoAWbCZmsGKXUjEOIbiJ12QsyW3sdtisWaXcJItedwD+cbi/zQ1dza9/CI63lQxq1EW17Flc7f+fq6kWPHDeiq7m17+EBCsFa9Vh7gGxMm5O/NzfnbsPsLLmYabtErO+arR3NtXCFaZQcTUdIzmSpoaZQxzCEdhSeN81Zmek03tsZXtfVchj8F6zxMkFILg6IpZmays4pxw4hcI66ZOGSbpulaS0WTwcI3e2fjsZl/wAwob0c/wBaAnlA4hNyDDGLoye0NGzmCinnHXF7IbWhRJIs0tjOyiMrkq+uw+9gxVUdC0DWVJREBNDhVSmPjGHolX5NhJNGRoSWYWu9z02vexFc76U8T8diPTQUN6Nf60fMqfEXGiNpqbws2oeHYlz8I81EulAPJ2NpSFEtVzcMism53PRoAavInsdBT4+OZn0SBb6spyW1XIoqTztlT8BEERLQlxSL2MjI7pMj0GRHxaBDsic/+YU95z/+kgfMq/KUncFOo2RyijCam0K8phRRUQp485J2P8m2RX8VlabgPxqXJ1nNMxipzhhUcQy80RnsEQ9sLpJ4SS6myT+hREVtZiYVNjjW8zpKPpacREK446s2X45hKSdWgrkpvOQeYZHoLOLWV9d7jZuyLGzFs0tztx6TyR75yHj7EaNJ8BtF3a/FnEZatJaxXqCwBo+m5S/DTWEbnsbEIzHomLaIiIuJtNzzNV7ked49RAPm5J0LTUBQqik01hY+dxZpiJkhPcuNK1JQaDIjzU3Ms7SRmarHbQV0HKuIOTtMpBFKn2F8yikvMKNxEEp7MebPh2J0rX4rKsfjPUPtYCYy1JOaiTSFXSeKiZki5HGIa2Nxok6zfQdiLgLOKx3sVjMwHSAAMXihiFLsOpXCTGcwMyiYN93YNkgm0L2NdrkSs5abXIjt9H0AJxloFfCqXnxTdo//AJLwo+C+9PSHNUP/AAEOaMoHGqnMRaJhpPJYObMRLcciJUuLZbSjMShxJ2zVqO91lwcY6ewnhH5fhlS0LGNLZiGpZDpcbWVlIPYy0GXAZANaAXC4Dk/JzkkvqGscS5ZOYVEXL33k7Kwv5q82IWor8OtJC2Fgvh3b/opL/wDxf4jmHDGsKkpCvazcpamYioFxMUtLyGWnF7EROuGkzzCM9Nz121CnljZif4J5n5nFe4Am2HMppWGrzEp6opAczk0kKIcbhWiJSm0JiM26bqSR2Tc9J6i49B/iS6Ur3FyjoLDem35ZL2X23Y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点击查阅：第三届“中国·天台山杯”全国女子围棋公开赛对阵进程

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