2019年度 龍谷大学バレーボール部メンバー
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)
〈 スタッフ 〉
部 長 |
藤原直仁 |
監 督 |
吉田真士 |
主 将 |
前田一真
|
副 将 |
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〈 選 手 〉
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IPXB4/KtItxJuc9c6vcX1xLcXjyO8g3SuzbjgDjrzjiq0N0WxLC6nfnapP+NS4qzBmkl9biGIybY5PXfwSfQVBcXfmKV3kkOFGRhRwfz/Khxu7sSQtvdFLZUQgMBhyG6fhTZ3mnuY3tG4jwVUPyazS97UexorczIsR3sy8v5PQZ4GD3PanW0N9cCVrOBn2KXK7MlRgEke3v7VSXM9BJp7nH+ILp5b1mlGDtHAOQKxk/h3HqT+ea9KGkUaJFq3sHuGdgp2LnHFRTW5RVypGQCKXNqa8ulzQtfD0ssBmmBWMDPvVgeHmih81lOTnamO9ZuoaqloU/7GkVZJGXAUYHuagm09lRdoPTNaKZm4WM/Z5T/NwQ2adCSl2jD61ZkzsGEcoRxHGUxywIDDIx0/I/gaLOzjjEsuSG3hge/IGTxXmu6uySd9XM/mbnDfNgMzgE+4NNjuN9xt88MxGVYkkkdcA1i4PUFsMW5KXAVyRuBDZJ5GB3Arq9E8U32jwCOyxgNvKqxIJxjJ9a0UnHWIn0Oy0TxDLM0N/NKt9dOf8Aj2RHBiBb5gP4epzk+1dLrmnXGoz2N/p975YXjOSQobuuPXoa64Nyja4RZwfjqSW8vo7a7iFtcQKVfL5DjPBBPXiuovdcGlaZoGmwrGRdxxpMC2CqYGSMevzCi9mzWzcUi18Rdv8AZFuo2hfNBBPTpxXRaadthbgkn90CST04HFbkrcsqysMqQR7GlpjPk17aV28yZRjoR5i4H4ZpkNnsuTLCqyEjK88LXlpuMvIh3DdKlyUY5kcYDRjJz6e9QRXUsV0YZvLwTzjkg/WrUb9SmaUeowoylwcYA3Bfuj+pqb+045UYJ5cpiyTvX5ivcgetS7p3ZLTuZPnlpvMWQmIsMJ1H+eKuvI9ypkVEU9H5yB9OgFbpaDcVa7JFuEn224EQmXgODnA71WRlt9ksIldoxyfKwuO+TWajvFsnpcu3aWfnW84utzcMc8LjsKS4UXcsTQxEkDjGcE+5x70rtRSErplBhdLiZQoYjmJR268dz/8AXqYv5RWd8xHyxtG7Jc9T9O9a2T2LVmT3WppPGscMhMgx+65OT6ZqOPVp7N5Hkby5xglVz8uef5URjZ2YnFbGBqdy1xctKeSxJJ9aoqxDe+ciuzZFI9N8MaWHsItyfOR8wx1zVuLwkkpiEvPksQPcZ4rznNqTsenGCcVc2ZNHTyVTHCnOBUUuk7+Bg+1QmzblRWudEV4dhAwTzWVe6HhTheFXt3raMmY1II851+NrXUJInBBPIBqmjMZVJPau2Gx509GdJ9sVYgwViTjl1weP6VfLQ3CsbbMRZQEgUbxkdTz6n+lcMou4raXM1mllnSJ0SJ1HOwEDA7Y6U+IFXki3BFTDlucjH/66pK2gkJbzST3GW2umMnaf8+laELk30AilfYWAcZAzx9KzdokSetjt/CSwXVlcXcV3Pb6iGkWCGKTYhB4G0nJ25HI4P6mvRvB3nNEHutShuBGnleRbhlVDxliDgkn1I9a3hbSzEnqch8SGivtbXDo8tvF5UpU98n+hFdZ4I0K3TS7SW+tA1y8W/wCc7lVM/IMfTmnFXqG7fuJCfEXR7W8020Vw0Yjm6RsVyMdOPoK6LTLC3h0+3RV37YlG6QlieO+a6Opmki8qqgwoAHoBRnkCmUfG638v2aKOadHRhnYqDI9icVesNStozhTKi7tzR8DnHqP5VwTTs7Gb3Gz36SlZPMfJ6hOo7Yz9KqXWopJfrDFBGqKeDjBJ9c/rVU6bsW4skeVFC7S24tyzHpmrZ2LbmUgK0gyYx94eh9hTkE11ItUnWC2WM7Vk28qi9M9z+A/nWbFLLJEEjLMM5Cj6/wD66uEdC2raFtWMVwWkYD5hnIxgfWtOB7Z94gmkR8HcFcjIrOad7rYxle2hkXaTQNIjAmIH5SR3xSm6n8qMMXIUbVBJwB7Vqkmi1Zo1bVpoIYLiW5ilkAVhEMEkehpnlzXBaSV/kXqM8AZHAqXZS5jN6PQmA08sQshs5l5Dfeye2fenXssdwpnjsJLhH5Z92OeOuOe1ZpSUrsFfdnPXqCO6KjaF6gKcgUukWwvdWtbYf8tZQD7DvXY3aNzaCu0j2xLIpbosb+WoUZIqlcGa3JaPUgxH8DAV53OkrNHpckm7pj7TUJXHzsGb1XvUj3jKpyCvvWbavobq6Wpk3F9fzzlbOSNf9/pVyKPUigMs8LeqqMg10wnDY5Jxm9TgfifYeTdWlyV2lwVb8ORXIoQdh7g110/hOKpub4UNEjbt8hTEcY5yff2qOLfFK0dzIbfoMowwD68exrnW7RCbszROnTSSxSRyHG5gztyMADkeuc0uyCCZcSGTcpQ7v4uSSahy3sRfWyIoVtItSYQjMpbCRpJgAf3eQc1cjlEqlUiEfluQSTkhuhye4pb7lPXWRv6HdXFjHKlu5hMy7PMjPODwQOO9dz8PtcNjfSWdy0ZtnBkR5XwY3wBwT1zWcajjVjEhb3ZX8dG0uNWaWzEQ81V3mJgctzzx36V39pN/Y/hkzndcfZogWJOCQoH8gP0rsj8cmbu3IrGJ4r1m11OysRYSmTzmMgwh4Udye1b2n6i8dlCkwDOqAEjgV0wjzsxlLl1NdTuUH1GaR3VB8xAqTQ+LxNao53RCPJGADnpSSTyS/IUKI38fqPwrkUb6siKLCK8cDhl3DIxs61NDZSNb/aI1BAI4lTOPp3ocuXU1k00mRyWiSOwyVCkF8nqK1bXT42aR4juwVAJ6InVsevFKpOysZybuZ+qRLPdO9rA7xhcNJyQarqskUDywRg9ACPTNaRfu6sad1qSATTyfZ4YzKWUEnGfxrRvnZYIp4VhAQJFcheofGM/jjr61npdIVk9Cle3kF4wBDMAoCHOMHGOlFxaSymOC2Ch0X7u4AsfQVXw2TJ1Wg/TLK5mv443WRXVwJRLxtGDz+Val1FaWRZC3mpCMzgNkkkcVlVk3JRiOXdFCa40+abFmrKhGeV6GpP7VNpblLabYx52BMk1ajJq0ugK70KljbtrV+kUf+sbcWcjGTgn+lWvCdm6+LLYYPyueo7YNbSl7rRvTjs/M9ZvLFriLYZZApHKo2M1z9x4XtmJC2eST99pmz/OvOjKUXoetyRktTR0vRxYKPmJ9AWLY/Or2qRh4AqrjPfFCV5NlNWSOcu/DMdxKZJUml3dAs5Xb9AKs2GiSWZ3Ws9zCB/C8m8frzWnM/hsZumt0c98UIJW0q1aVt7JPgsB6g/4VwzWT28kJlGBIu9RnqCSP6V203aB5lVe8zRtZLdi0Hmx4xllYbW47ZpXjt5z5eGkRAcsg3Ee2axbcXc502h5vPKaJbRXcIMqkvykZHXIxz71XjmU3DY2hQdoBPOfXP50oxdm3uNR1uy3fm9DLJ58b+WRjaACCeRnFTW0koLKxIL/M5Y4yT1odnDQH8Nka1pK4fc26WWMcDHCd/wA/atzRde/s29jnV2G9d6kcnhTgEZHUkVkopTUiDf8AEs7XN9aG+ZTIyJghcYJ/Gu71zUY7XQ5rM4Z57dgi4zkYwf0rrgnzSubyfuROK0sx/YrXe5Vo2c7WYD2Ax6AfzrsPtaxp84yRjAFdWHd3oYV1ZampbTSEruZgMfdJ6VLOqyg+YNxA4JrSSV9CVqtT5NNlby6rb2MUTKiLmSdhy/c49h0FQeUGupY4QRboxWPI4Iya8tSdrPsbNpIR8z7l524w+3tW5/aUFvEkSqrIVIOTjNKV2kiHrZE0zmFreJmSGOUZ3Md2OPT+VVL7UoECpZFznI3txu7VPK5WXQSWpkXN7dGNIJJSIx0iU4/StHQLiC4R7WWNfkG4MDgmuhxtHQr7OhqLdw2Ns0cUPAGDJjBPp0H1rOnjvLi3kn2xJHjIQcYA9fXArBWjK7JUtjDUtHdb04I5HPGMVq2z3F9qFvcxIo8obW8oZ2dTk5rona12XLzNjUfPWGNp8LIxYeaDgbccE1y621xPdZhBPmPhA3JI9ayouKTZMbI1v7Bv/MRFbgruaTG0L7fjVNtOvJrp4diu2MDEikdyOc8dD1qoVYNXLjY2vBunrp/iq0SeZWLjEY2/fJBB+mK71tCjsNYguoR8gG05/H/E1nObbv3R20Peh8zpIChUFmwKpX97EjCOLk55xWDeh6Eb3CM+ZtYsoBGcZp13JG6bd6gjpzVQstwmtCrb3SrKY3HI9OlX5TGyfKRzTTXNZk9Dl/GNj/aFpHbRjO6UH8s1x3jvTfsl7Z2tshcpbjb6n524rphtY82r1ZzVvabmmAzvHI9uf/1VJGz2pjeKYZMhDKknzcY6/XP86b10ZgtXY0rOSG/kuVlUK8gLRHaAcA528D1/HFQwacjElnIZpAibGHTrnPTv9azT5XYnmaI7C2k/tkpOj+W7jee35itZYDHffZZIN43EIwXG4deaJu70ZLfY0ruD7JEred5TF/lB7HHSp9HkhudStVkleNyxGY0zzg9v8ioh7zuiV5lrU7i6+zW0MbZljmEQd1K5UN1xXo2o6YtjaG4lnM87Q8F8lidvPPpn09a2itXLsdD6I5uDTbNrW3uZgXnkkfDk5woGAAPrXco3yAPavIEAG7Znd71th3bVGdXXRkiX1wSc2UynPHHWpXvJtrf6POTjjiulyRjZ2PmmW4ga/nNruUSjahHO0Yxz6etUZUifU1gmuysKLt3nox/H+deWk/nY0ZoTWsMFoypOuP7zVkXayylmVd0cSbQw6Y7mnB63YluTQ3kos0aQB4g2zJHQdetVLid3m2KxVcfKPatYwSd0aNLctWFnBLIGlyz4zgtitODytOcGyhhLsfnL5LAeg5qJybduhk5O5FeR317DPeySBIxnZGvT5ev9aTSrf7Vptw11MzFPm2FieMcGlzK3u9C7aGRGFkwx3cLggDnHSuq8OwpaWEiu4ljlO5Si4J47mniJWgOWxSuTKlxJHHGojdDyWJ2qMGqmmXFzb6mkyRCd8GNUPAzjr7UoqLjZvoSrItzCd5rl5nMlyV5WLkLkj+WKyrI7roC3meMpy29gMiqp25XbYEzooZWGrWt8paI2YBU7chjkn8q6fRfFl3q+rra3MMKW7lhFIrcsR7enWsWk16HRQrOHuW3Ommd0iKr1AqjYRtM5eRzuPP0Fc3U9ZSsrhc2MKzGcTbZQMD5+n4VnS6fPdMolviq5yAjYNaQtfUqXM43Lf2VrNd/mMx/vZqxDcSvDkinNWkZqV0UPEGqHTLFLnYJJWkVEViQCT9Aa868R65Pqd+biZgrRbUCKOFxnj8zXXA86pL7JnFrh4o424ieXcCF+8T/npV97Gwt5o4GaWSaQ5IXBx7USbjpE5W+iJ7aVbaZxf7olVCyBe5z/APrqa4hlikS5tnM9vd43qQOCfYdPr7Vjpe/cjrqXPNjumeNYHEgwTt5B+tT3FyttE1ws6mY4Ux45XpWStew7X3K7Xz3rCNyVeNgZPMXOU7Hn3ro/BdzbafrwlvAYz5YCJEoIkJYcf149K6I+61YVjY8bQw3GvtJbvGR8hUryM4HpXR+Piv8AZli3myF1AJRDwRjGc9au/wAR02+EwtMlWHTre1hBdpnaPeW2hF9c/Xiui8E69JJrM+mXlxK7FA1uCMjA680Rdmgkr3O1+bnBb24FHzYHP8q6TI+ORO0KkqzAk5AXj8+9MinZnWIjeO6EfyrnS6iRr/ZobS1klEDSOo6nooxW1p0VvqGnW0YdQYyGbaB8691P6Vz1G7c3YWmtzF1ezD3E7IMJdOwjQjnKnAYex9OtD6Q1uIvtjeU7J1+9jHr6VqqiSSKb0ujSisLaayFrcFWYcLKvH0qjYaZBYPJNeziVU4WNRncaXM1eJlfSwtxqN1PHJAkYSPPCKvOPSqUV6xIjTI3Ag+tCguhSC3hSQ7AoJcYwvVe+a2PDjyNDlrmD7Ofuxk5fPf6U6nvQdx30Jr57eVZBEnnFcf6tvcVgapZXtm4lmSSLdnZ83P4EVNFqL5ZCj5kljcxQaXdwTcSTAeWcZz0BrNgWLzofNcxxswDuByFzycVuk02yzpNM1QedPDbyqsbSHyzIvRcdah0eSSDWoprS3dylwHLov8OSD9Mg1z25W7iWkrnsAkWRQ3YjmsXXtNuLm28u0neJgOCpxuA7flXJe0tT3I6ofp9jpskFtHdQvCUVvNdmJJPbmpdQ0rSRBCbdpQ5+8FkIz09T9atcykW3VVlYw7W1vP8AhI5lt3mTTkAwJGzuPtnn0rpWCRqFHA71U9JJGOtm3ucR8SbyT/Qobd9rK5lx9OBx+dcjZRRX07G9eSLLnhUyWbqee1dSdo3W55VSXvMvNNpthbzQxO7P93a4zyeh9jxWYryRSedbbt64bdnOee/60op7y6mS21LWqXralGsqgIyjZgdDUMF/OkIVJD5atnB7f/Wo5Eo2BrQ1rG8WS43rMI4v4oycHJ/nWha3FtHcBpVj8wng9MD39657NNpEu5NdWKzPG0DIokUsXc/L+I/wplpHJbapHE8iykMNrHcEHQ/XHb8a1i1sJG/LaETSMdgaQ7isZ+XPtXZSSW+oxu11HKESBkt8fKp7ZJPGO3FPm5ZNHW17qMCAxNYJBklonbK44HTFb3w9kgguJ5pkBnlKxoyoSQSTkew461qtLNifU9B3DPU9KFOR908etdBkfHcNvI2M8/w8itayWyKmRLdhIp2gj5ix9BXJN6WQmn0G6he3cQWBLcRuW3ESAEsvbj0zT7J76GWSRIFYGMgPEoUA+9ZtR5dXuTZLRla11oC7SWRTMgO/aWA2tg55P+c0S6t9puJJNsgUnJGd20egq1Ss7l20J4tRskRZInk8zOdjDP59qhlu45HeaWT96eURVwO3WjllfUjlYxdT8mRXjQkkcptwD+PXNLpjWcrMbxHiO75HU9vQ1fK43Y/hRsW6QaWJHUoyL8h4+c5rDvBasQ2nqQCTtU+p6nmpptuTkEb3ubVreRW6RXKKi7VKyxd1wOCPqBVzT9Wsde02azuwEmXordevDA+tYShJ++t0C7nOR6Td3d/LbwsqLCdu5h2H9e/41Jf6I9nlJJXeRmGyKKMk47k+ldDqrmUUO+uhpwW0Gm6ZcTyL+8RMbs4LHoBVW2nY6XOwt5VkK/eZSAc9SD7Vhbmbk31J31PQ/D10W0qyLNuV4hhj3xxW9CN6gmuea949qi/dRXvLUlt8RKt3x3qgbe4ckFyo9hzWkZNHWptKxat7cQRkAHcepPU1R1O8SBXZ3AVBlmNX8UkzinKydzy7XdTnu9VN8AdhGIlYcbRVgXYkhj/drHcMd+BzkEda2mlZNHkz11KcdqrTyhR5nzA89R65qd2jCco21OHCkDn/AApNt2M27jMwyHNtAykgHrgHHFQPHI0hDQmLGd4I68f/AK6teZcfMdCzRsLiMA+W3zd8jPetJ7tZr2FYVLMzfwjg8g4P5VMldpoJJt3LtqUEbuzZcoy+Uv8AAM87foadpdyRfRNI7TwZCFAPmPpj3oSsTdXO/Tw9ql5N/okEVvY4Uo0j/NzznOM+tdRd6HdNsa3uv3SwiMQv90EAA49j/OuaeJgpyS1Om90jNk8OTrafZjNGg3lzIjcg8YHSn6fo19pU801ldRB5iuSOeADjt71msfTtZ9Bmgk3iAjP2+PGeoX/61P8AN8QYyL2LHqQP8KpZjDzJ5UfOFx5ltarHIrI55bccY9hUFhqsuk3jmJUkEgz84zjPp6f/AFq7YpTT8yN1c04dP1G6Wa4ZA00zblY9Mdse1a80jWehi35Fw6FXdRwGP+f0rnlKMmoojqc3a6ckMjy3LqsKcnBzvPYU3T7Ez3TwB9isgYuw4A710897voHMa1sunwmSzgdWKJvlmOB3Hf8AGsbUZ45L6TyBujKgoemcD/8AXSgpN3YRTbuyG0LyXEUS4PmsFGfU8VptZXdrI5ktzuhwxbdwQe49aqVlowkkT6Vqoh1IzzgtFjbtHOB64+tUdTdo7iSSzQpEWJC4HygmpjG0rvqO1hdPvltLuOS4BkQjDDPr14q1f2yCc3lnxG55Vf4lIwT/AFokuWd+jHotTpGuI47YTqp3FQ5A7cZ5rOnu54IXuA8UtzIMqhJ3Ad+/tXKkr6mS7FFP9ItoTMywwhhJmTOGx7Z5HtTtQ1Wa5WaK33TRhNrPwoA74X/GteRSld9Cluem6XZodBtY1wQqcFen4UkN89m5juBlf7wrlvd2PYp6RTL41W1cD5xk1HJqEEYLMygds96uLex0XVrmbf67AF2xnc56KOayr6CS70m+eYkboWCj0zW8dNTgqu9zz+8cx2Ztp8gofkYD73+RVKMyN++XcAgCB+nNbx0TOK63LQuEW0yjSfaWIDsP7o75+lWHkSPRoJdqM6vghu55zUNP8SLEtvcl2EiwiJkI6tnPpxVzT0t76IJKrQ3AJ2uxyHOecetZy0u0ybWK/wBhuLSZmeNAjOSyxnOOfT3p9laxGV5l3E/eEQIGB7HuO35VXMmtAbY3VkMj2zWqRo6li0aNgkknPH4VoeE5d2q2qKhDiRThHHOT6mnJ3hcOh7rBcvNDlsYPoOg9KRp1w0vG0dBnOBXydWrrqbJlC/8AEumWzkXFygHAIHUn6Vkz+NNPj2qkEswySSBjn0ranh61Z81rIfOrWKz+PLZFKGwYfL8rCXr9fWg+MZXgZoNOcgD7+cgd66/7PfVkua7HjuqXGlXSpFaI7MrDL9Sfrmmf2Yl2hnaQQxxnAcjOfYDvXtJzgveJjdbjZNSu7qUoGlWKIbRubafxApLa6jV2guWcj7yhzgZp+zVrIT12LQIZiZyjRZ+Rc8D6VBeWzXCKsJBdpABjgAYPWlF2l5ErRlC6QwT+Ux39t/rRbqTGpB+eM7l/rXQnpc0RP9macrJaqSHO4KDyh6EfTvmuqmvZbfTdt0BI5jw7YxnHp9axra2QpK9jm1vrdpubdE2c/JxWjcQTQLEdiSpN/q3Q4B9v/rfzpyVmotg10MW7hEkuFXy2DFcE5q/pF1Ja28flqsxMpXa/TGB0/OtJLmjZja7mj9paK9EaXCeZL+6YINyqD2yetZWt2s+mahhnyWXerY7f5BrCnZTs1uhJWGzyvftCCQihMKg6LVrR9Pubu6ht7CMvdPwME4A7s3sPetErLlBXbseyaRZNZ6Xb2rP5jQxhGcDGSByajvLMSk5FeXN+9dHswXu2MG/0ZskxHafasqXSbhm+eQ4Hua3p1bkTh2L2n6SEwSMn3rWksvPsp7bOzzoygOOhI61sndmElpY81llns5pbXULfNxCxVhn9R7Hr+NQERvBKRJ5YXDL5i85yK2ceR3Wx5rVnYptLFb7ljO8r3qRn08sokillmbGADjmk4z3iUky5La3BVhb7FMePMUcsR6j9aoXbm2KNbvI0Zbd854NKNm7MI2sbEF3e3DqbSQCGeLOOCQc8ipbpGFxHgIhXopI4H0HPtUy0fKhcoy5uQH3gxyTo2QijaAPQd+lTWN48usWJjh2bHxtTgBQcn9M5NDTSdxeR6zbajJsz5iGFxwI2GMe59a5LxJ4vIzZWEhUYIds8kfrXzmHoOtXs9l/X5jbd7HGtfSOS5IfeerNkjirVsHCFnlAaTkEnivo7WVrAMictdMksp3AArt9+30qS6vZzOkYmYBV5Xcdv0H6flWTdnqibnO6+2nCZZNLkTYwIKKCNpqOM/wCpCymQDhVPb6VslLkXNuVsh0tzFZyzPIm6YELt7AgY5qixkusyynLNyParivtDStqS3mqPM6wuiRxqR90d/Wrq3kEO2N3kaIkF2Xg9OD74punZWQ3Hoia40H7TGtxYXInA+bYx5I9qxSD5rADbt+UA06c+bS2w1sS6YFGqRRtwolAOfZq6DxJNHbOlupyCN7gH7o7cVM7upFFGI0MEd2UkBGRuR88MD61oIMWSx3UpSBSGQP3Pt/8AWpzb0M5XTsUbyWOWaNgCygjO7r6g/wCfSrdrZXDafHcxhXhROR3BJOf6VUnyx1Le2oCIeSVwPN+bOeowM/0qvI91eyCS9kL7YwiluuBmqpQ59RcySFgTyNzA5J9a3/A2sJpfiJJLhgsNwpidj/DnGD+YFb1KS5GluxU5++pHrseNnseeKZIM9q8CW57MdijcIapvHk8inAGyeKMKvTBpl7cw2FrJdXLhIol3MT/nrXTDVnPLRHj2p6lJqWp3F7JwZXJx6DsPyqIHcFLEnB+6Twa9jkTjys8tvW5Ndx2k1uXiBilGCVA+8Kzpsl0CkLt5zu71zuEo6MqLvuXbXUbiHUBcu6vIw2lf7w/lVq7vY5n3Lb7oM/dPY96xlDW6Hy21LNvM0E6qEWGJkzGcjG70FRxNILsremSRTgSMqk7c+47VFlunqTuypqlq9rfpDEXIVCEYHnHPHFXdOml88iNmjznaxGDjHQ/hWl+aNweporq8trEiQzuBE2G5LI/J/DGKwLy9M128hCgyHLbOg/CuelStJsEjU0+GRoPNixIm/a7n5eOOlXdYktrqCOCJwk6qFDL/AAinNtO5LepmpGy3KPI52n5RL3J9T71NqKTH98qARIMDHX8azc7tX6iujD0rSmvoTKCQp5AX9aSFFjEr3Mh2xvtUeuK3lK7aW5o3fQk1mOJo45rYggjLk989M1UDBbUMMjp9aqndxVxx1WpVjdpJguFJZsYYcVcuo48KqnIYY3e65B/xrY0Q0TTWdohileNnJxtbHpz+n61Fby5IeRi2G3Fm5ostyWbQ0UmBrqJ2aRm3fUbs8e/FRjT7nUbi8ubqRYskjc/sfT04rD2qV291oLmsW0m082aM8Szz7MiNV4Xt+AqOC/SGRDf22+EIVGRuCj0ANTyybd36Eu7ZNe2VrewibT45CZQu2FRgvjjAFbOlaXNZ6Y1rqEkNijDfm7JViCBwq9/zFb0qcqsbT7ilLSzK0v8Awj1gCsBn1OT5hvkXykzxtIAOSPvA59qztavrS8vPNs7NbKLGBErbv1wK9BJRVkZ69TOeQetRGkykdZ4b8e3elxJa6hGbu2ThWBw6D0z3/Gu70zxZoupKPJvUjc/8s5jsb9ev4V4+IwzTc4no0a6a5ZGi7K/KspHYg1VnlgiBaaWOMerMBXEk72OltGDq/jPR9OUiOf7VKOiQcj/vrpXn3iLxLfa/IFk/c2ynKwr0+p9TXqYag170jhrVU9EZaL0AqQngAdq9FbHGzd8M6npViZl1nS0v43Q7Dkhlbt3HH61JJp+garl4LsaZLIzEQzlmVBnhdwX0ycn2GO9NpSVmTqndGZfaFcafCLj5Z4AxAnhbcjY7AjoevWpdJtoriSaB23Bl8yM9CP8AOelefWThc05rxI7SVpC9rJMIypwm5AQPb2rXtyqWU5mwd2dw9eMED8c/nWE/Il2OZtLuZZF/eFsJhSwz8o6VppJcGKOWXaufmDEYx161tLQqSVzPluJGlMMkjeWvUDkD6VXUtG7vhSSOrHH5UoqxZs6aZBYSFZF2k5CZ5zjmqgmPnNu4bOKxqasxe7LsN3sWFFwcPkk1ppcgwOSBwvfms5RvZBYyNLvW0vTriKIkyoSUJ44PX/PvXNzyvIC7DGTkADiuilFczl3N1Ykt5bq7UWibnBPCilDeXDLFJjch9evNa2S0QiZ7ZUh8yHLLvBQnrtxmp4YhI8sUxZfLO9doyQT2/wA+lDkO4XtsJp2UcAINmDwOKoW8UhkXIxGXCMT060KWmom9WdAb6WKV7OF0IJwm0ZAOeMUiiXMn9py7ELcox5f3+lcz09WZsf5MEFyjkxxRspWMbucnvjvWs1ulha2bavtYybpPIiwX5B2sc/dHTjrjPStqNN1ZXlshN9SCfxHNENumQRWAAI3xAmRh7uefyxWHLO8js7uWZjkknJJr09ErIlIj3EnrR3qblWDFNOaYCHmmkf5FQ0UhVlmThJWUezYpjl5DlnZj7mo5R3GiNR15p4FWkJscBTgKskUnmlyRTEWLO8ntX3QuVyMEdQw9COhFalre2juJYkSzu9u3cwLRH8Oqn8x9KipTVSNmLZlG/R7W5MtxAHlkOR5jcN6HHcYIq3PqdxYRwTNZxzwyIG3pldpI6d68zkd7M0sZF5NBfamktsGiEmMx46Hv9en61pyyLBYtJJllGUAxwcVUr6IbMVyhhWZFYf3yRwD2FQ70bLvnavPB6+1NFsmsWuneS5ik2Rwjexz8q+g/HpWuLSO6dWjVpXlUyko2MgDJ4PpUzWuhnNdUGoIkHkWMabGiZm6dSQDye54x7Vp6fpM12rSSOgtYgGlAcBmAGcAdcepA6/hUSXvJMnXqc5PdLFORAqyIBtUyd6q3uqNMvlyQwsPVQRVxhd3NLGj4aW2lE0UaNG8kTBn3cjGOn5n8qr6fpdhcw77i/VTjlQwUr+dJynFuwndGhaR2UIktEuBdxsh2KuCyt2OfrUtuHlieOKBY9xzLNJjk1jNv7WgnexXjFpFeqouBJIBww6ZHTrxRNbTGVREsapKxYMp+7k9AK01erE33LlrFpmlu01w5eWMj5mPc+gqXxQ8Atbe4OwukgG4DOQeRWdpuomxrXVmOY4hMZyvP8IPb3pJJmdizMWYnJJ717NOPJBIhu7IGf5jSHiquMBTs0hhQaYhKCKQxpWk2UALtApcUCDFLVCAdaGNAC04N3piL8F5vtBaTqrRb9wJXJX1A9jx+VXLeT98kM1u4tZIRH5jsGVsD26VxYim+bmQ12OblhWLUJYUP3GKKfcf/AKq147V5YlhnUvIwJBY4xWE3ZXNW9TGvY3jmZT8pBwRnNOgs5LmaK2gGXkG7rwPc+2Kaely90Wtdge0soLa1Ia0HLOOsjnufw6Uvh5pFurZbt3FtBumCPyAANxx6Z21ejRN0ybS72aW/mkEkRaRWJ89toH+Jz2rX1rUXUW2kWsoQhA87x5GW2/drFxXPzMm3U464VwVUDaCuTTBZTGFZDG2xjgMB3rRSSRTdjZ0aEx5gjhX7UJDuZmxlSMEfUdePWtOLTtKa3mV2SDd+7YI5LKfxrnnNp3iTJ9R2l6dptncg2zmWVELh368Dnis26ike5YLIWDMW8rdgDnjjNSpOTvIlPqwOiXMqQSZ8liGMxOOOeKsw3UdkHt5Jo52cARuWGUPr/Oqc+b3UO/MzOWxe6YuXLvyzZHAX6+tST2d0oiE7sbVG3KjHofSt4NOaQXtoJKxJqImvQbuSkM9DS55xS6DHVteFvDGo+JriWHTRGWiUMxkbaADTQjT8UeANV8OWMdzcbblXJ3m2VmWMAZ+YkDFcnTAKKAEpaQBRimhBiimAAU09RQAE80xmwQPXmpuMejkZ5rR0253OIHmKLICAOoz9KKi5oNEma8bLeMdwmGdwdQeR0/D6VtJMGt0D7S23jcuOe/P6V509jVmBLbs87BBuGc8VoE/2dZ+Z0luwVX1EagD9T/Ki+lim9CA/vk8o5IPaq2hASah9nZiBKCinPc0qV9SIF6zjgtNWZGXeTIVhRjkqucZb3x2q5KrRX15cy7WMr5QqcjGT/wDWon1NJfCc/K0+2OWSFsPwDjGTXVae6i3NuybSg4B5z3/PNZVUrKzM5mbeTmwkaXaWuXO4Kv8ACPeq9rJPPeCLT5D843u8gBIz1/nTily8zBK8dTat7Wyig87UL8biSMtJ+Hasa1uUnJjlCsiuDG7cHOeKiPPK7tbsNRuX9e0bUHEMstxuSVtpRRgL9BTVFlaxJY2UKy3ZH72Z0B2+vWiMueCUdBPsixcRxxQb7Vg5QASRhsZA64qhqL7ZPLV3Zc5Ac5x7V0YZNyuydynI/wC9x26UjGu+4xM4ApUHUmhAOHNeq/DPxlZwW1hoQjhsJPMBlvHIxP8AMTt6cEg4BJqnsSL8T/G00F5qGh6dPFcwTjZcFkz5J2gFEOfYk8dTXldCGFFMAooAKKYC0UCCm96GAwnk1E5/ej6Vm9yhzOEBY9KYJCVVuhzkU2+grGgI4hbiaJlBIx5Q659akU5iZnXnPBU447159TdlXvuNigCSeYx5cZVFbIAyav8AiezUJEsa5MAVDtGe2W/U1kr3uFzJSaG2f96cEjoR2pti0F14hsBbxeWglXPvz6VtBWCCd7iaMpn1ppX4RSzZ9P8AOau3tnc2N9OpbMchLKCc/KTwfalNpN3NZfASzXVohBuJUuskFQnRcelRy3M73kgiDZ24PQ9v0Ncqi+pgvMYbS/iJlnjEu8cneCwqQAaQZZSm2W5RfLHUd8nNaNprlXUfoQQada3SmIzj7Qy7hnO3PvVyDQYp4GjjlW28o/vy3O046ilKrKK1HGTQ9ZlskbzbyW5MeceZISoHQHArMtLeO4vEYksZCWck4wM01dXdrCu9WW5PLa+8yPzI4oxhPLXAYfWqN1IZJyzHJJySa68OtG2CIJW5zSs3GPXpXSMaGygqYDoKqImSiNtu7advrjitO28N63cwCeDS7t4mXcriJsMPUetKVSENZOw1FvYNG8O6rrdzJDYWrSPF/rSxChD7k9/arX/CH6uNcj0maFYbmVC6F3+VlAzkEZ9KzlXgpON9RqDauWtW8A6zpdp9qn8iSFWAkaJ87ATjJGOlaa/DdUtWubrX7CK3U7WlU5UH0ySBWDxkeVOKbLVJ3s2UdM8Cvfw+cdTtYEklaO1Mn/LbBIyOe+Peud1fTbnSNRmsbxds0JwcHIPcEexFbU66nJxsRKFlct6r4cvdM0uy1G48tre9UNGUJJGRkA8cHB/So9T0G/0qztLq9iCRXi7ofmBJGAeR26irjWi7eYnFoi1TSL7SjCL+3MPnp5keSDuX8Kkk0DVo7EXr6fcLbY3eaYzjHr9Peq9rCyd9xcr2KTW8ywrM0TiJjhZCp2k+xqJuBmrumibEGeTUZOZvoKh7lEc7hxgdM0rcItLdjLdrlwADgg5HvV61LrCCFJGGwfXGCcj8RXLWtfUS3HaND5uqWokGFeUbsdOOSKi1TWJ5Jd8kGVdiyAjA5PWsY2uO19CDU/s9m7C5X7VddomYqkK9QOOS3rzge9M0OS2k1e1lVDAyvuKAllbHPBPIrfZFpFuzto4FmkiJJKgYPQcj/CrE826WR51/eco+fp6fjXK5XV2DleBkrbyatdMA4QRrhdvTNVrC2LyzCViPL4Kk98//AFq0UrJxXQlbDjeTHaRI/lZ4QngVPdXouI44oomVVPGTkmhxWgmrMRpEQoSDjHzqo6Grk98HgQxuyoW5YnqR6/nUONx7kItSIBcY3GRuACeB1J/l+tJLaMZVVBIylAwVO4PUGmpdWF1cvuXmtyILWRI4cDlTlTjn9Kypj81dlFWpoRFIcimM2YwQeRWgySH51U1o6OIJtStkujtt2mRZWJ/hyM/pQ21F2F1PV/FWqf2Y17pep2EUeiSWm2yeGHOZMDAyOAc59OgqZTrZt/CP9kecbQwRfa9g+XbhM7j9M15EYxUU5O6f52/zOlt3sit4nmWLw14llsJPLP8AaaqzxHBJxHuGR75qzprvLd+DJZGLu9nMGZjkn92verS9y731/wDSRfa/ruUbnS5fC/h/xJcalcRumokpBHGScMd2M8def0rB085+EupD+7qC/wDslbRamudd0S9NPJkvhsReINHs9Mlb7LqVixlsJJAQkoznHv0/TPrXNeLLvULzxBcvq8aRXikRyIgwBtGOK3p29q091t6Mh/Dc9ag0m01nwnpemXTYKW9vPjvgAZ/MZH41i/EeCPVL/wANWsBDRXErAFem0lOfpiuKlJ+116Xf4Gsl7pJ8SLOK6u9AmUK6C9+zP6csOP8Ax00t5rGp23jm9RoL270mGNYnht4fMCkxg9PqTVRSlBKXZ/mJ3T0My0toLvwv4etZI8wzam7GNu6gycGq2uaxY6rBrum3sFlbiw3CzZcK7FSRgevQdPWtPectHs/1J0sebMeTUEj4Ln2xXezIjPGxalkP3BSQy1asVcc4zxmrUYa3uLeUOWHULjjuM+9c9aN2mT1LlldmO6/dQB5EVmDJ/ukf5+lUI50EwuXQO8YPlo33Q/QE/Q4/KuePu2ZWyRiyuzyuZSzOWJYtySavaGwXU4mIyAGGAP8AZIFbt6XKudQtstrakbt8khAI7Cqt7ZvHK7E+Y8i7slsZx1/HFcKlcz6EHhlStwN6kxsuGf8AhHPH9aztWS2j1FmgO4l2dm6jk8D8K1jf2jsUmVZZRIAnDHPGO1athEPsjJZKtxdNkbxwqj6mnU+Gw209yrZF4nkSVN5XKvFjLbqp3im2WKOVChAOU4yMnPP4Yq4/E7B1YkN5Nt2woxVBk7R2960NPvZG83Eh+Ze/JX6UTgrByo9O8DCPT9LFrDqFvHrU8QkgS5BwxkOefX5EX86818Q3b3usXNxNBFbyPId0UK7UUjjgfhXZBWRPQzc5BHpUQP3l/GmMdE5EX0JFXLIAhfMbapYAn0FCA9fj06/02K70q9kN/oAsjIlzOQShx0B9P5cVk+Jtc1Cw8GeHDpt3LbLLblJPLOCcBQOfzryqfJUmtNG9vOzOiV1Eq+C7rTtR8L6loGpajHYS3EyzpNMRtP3c8kjn5fXvWufEGj6f4h8PWMV+k1rpUMiS3ePlJZMDGPp29a3nCbnKKWmr/CxCasmZEev6ZcaJ4j0u9uMJNcPcWLbGO5txIHA46Dr6msqw1m0h8B6hpDl/tVxcrLGAvGBtzk/ga2VKW3mn/mS5Iv8AhvVtAls9N/tq5ntrjSpC8QjUkSDdkdAfQelc/wCKdVXW/EN3qEaFEmf5FPUKAAM++BVU6c1Vcnt0+buS2nHQ6LxV4o2vph0C/YGLTxbzMgIx6ryPYVvWOp6RLqHht5dQtlXT9PYvukAw+1V289+px7VlKlKME0tdf1LUk2F74h0rVvDiX0SC1Fnqkc7wu4Ln5wWYD33n9a04hNp2uajr0mowf2LcQiUBWzuYKoH8j0POa55RcE4yV9189C009UYWmSrHYeEUdgA8s0nPrgkf+hVymr6DObTVtWvjJbOlyfLidP8AW7m6g/jnPtW1OpyT9f8A5JkSV1/XY5RjzVeU849TXczJCD5ph7VI5zKo9BSQy5ZxNPcRRKQC7BQT0FP1IfZLt0XLIrfISeqnkfoRWdToJF3TYohPeSq3WykOB2yAP61UnikjEQcKTJF5uT+P64FYblvYraqAph2qqhup9T71bsZFS4jYgDaeKyknyIz6GjJM0z7QxGOQR61YuV+126rK+1U6sT/KsUtg2SOXivpvtKNE4hVyRtU4wDxzTruALqMsaSBgBnP1rqtyltWK4gnEiogI3Hbgf41u6fcppgKJsLDlwTyampaSsKTvsTzSNaX8832VhdTqrAnkKMdaz4WtjcLLJcedLvDk44z9ayje10SrkV/dxy27wQIISz7nOfvYHTA7dKtaNoo1MaclqHE0tyIZDgj5SfvfgK2inFK73ZWyPVr+7ttJsVvtXshLcae7TWbQYUYJKRq+ee2RjPAzXjlzI0sjSOcszFifc12oXQrE4cj1qN+GB/A0DCPhGHoauQHMP0NCA1G1jVJdNNmbu5ktkA/c7yVAzxx6dK09K8Iazfw75x9miTI/fk5HGeF69jWM50qCuXGMpkPirQxoV5HHDO1zbyICk+zaGOOR+GR+Y9an+H9vY3niWKDVUV7RoJzJkZwBExyPcYz+Fa0588FIiSs7Heaxp2nwaFcvoVqJYljQiaHT45S6eUPmZm5QEqTuHPNO8TXNppl1cDRZYbZZrW6DKoVSsqyAY9uS2PY09xHIeNdKzb/adNhE1pBM3m3EIBVRsiUZP1B/Ouj0/T2P2NbfSbKRV09JLFzArPNIY4vMOCPnALscnODn0qpMlbGnLoPh+a3WSCztpHFww8tUHzIZpWTBHXIQr9MCsC402w/sozXWj2djeXNwsXkSCViMxRHKbDhDly2G6Zx2p3YDvEPh3w/pF5cJ9ia4i+wyXsZS4ZcDzdqr39QPwqveeB7R2SOB7iErZTXDRvKr7iiJtYYHAZ2K4PPymi4Gfc+H7aRofseq3sUdvHDNmdQ3lebG0g24PXCj05NUPF9lrcFjHLqt+LiAOFRRxkneM4xg42Hn/aFQ6cHJStqilJ7HIMearMcyH2oY0OtxlmNOQ7pyaEBdtPONxF9mVnmDgoqrkk/StPxfZeQsEjLsMi5GCDwecZz2zj8KzqNXSGkV9DVDb3TLI3/HowfP8PPb14FO8QBRqRh83HkxRxhWXAwEA4P1zWT2Y2Ubie3OEvIzIhH7t4Jhx9Rz+VLbMShNvtm2sOG4OO+RUyXuq5FjTtlkhMkcgHmbH6NnsRwfrVZXdZhHISQBzj361gluNLZlRNDu/NVHSNAedzOCB+Rq5DpEVhOWmuFmLL0VSNv1qpVk1aIc3QtxR2c8xSUoNjAsS2PmqG/vLUReVbwKXJwJCOKyUW2tSVruYxurpTIolZWIweadZwiKMySMORmunRLQplZmzIXCjcTkA811fhWW+vJ4rqGeUyW7p9yPAjy4A6fe+g55q1FOUWD2NnXdcuNX8LXUmoJ8puwttnO4YLHBOeQAzDGOK4ZuQa6krCIZOzelNfkUhjIzw34VbtTmIj3oQM1NA1G5sNYt3tLhYCzhXL42FcjIYHt/nivXkUzQSuZVCTkMSMdh0wAT26ZrysckpqVjoo6qx5f4wvb641qeK+8xPKchISeFHABAHGSAMkdayXS6smVpI5rcupKlgVLKeDj26ivSpcsYRSMJXbbZd0HTr3Xb6OytnYBsb3YnbGvTJ/z7VPqmhmztTdW15Fd2wyPNUFckNt4B65OenoaHVSmogoXVzECyeWZNreXu27sHGfTPrVrTLa71C6S3tFeSTBxg4CjuSew960lJJNslLodLe6FcRWVt/ZDPI0bIZbgSkF2b7pVf4UXqCcE7s9CKg2eIrXV30eLVLhWmfe5Nw6I54yxzjPI645xWEa8Wtd9S3DsW7y0zeJAupCKGeLyZ7h2TbJHkP98t8zFgOBwOBk81oWer6gip9n1mBppJJDMSI22xZJ2nb69TztHqKlVpW2G4LuZ8utaVHHMlveSeWqrHh0JeUIpCkHHB+YgE8AADbisbxB4ml1nS7aykh8sQSFwfMLcbFUDnnqGOf9r89qfP9shqPQ5tzzVXOSxqpAiaI7YiaW25yTQBveFp5F1RbZSvlXQMcu7+71PPbpV/xZEraes6kOm8eW+/fltuCoPoMH+mccYTVqhS2MnwoR9paPcBIdyYIyMFT/WneJEc67cSSljH5gAzwoG0H+VLuUYEwVPmjPGSMe39aW18w3C+VwSfWqe2onodJb7rWdpZAdhBkB9uOPzqOxknuDLddfJUvt2+rcn9a5tGrg7SRlvPJMvEu5R+FTQuPLV1DMw+Xr0qmtCGi2IoYNOkjkQtJMdxk7qPrUay2U0+4iTbGuUjAwBjvWS5ndoT8incXEV7KrRx+XtGMD09TT0gYwL8oJBJ+Y8YrVrlSTB6EMpnlKQrAQW5AA5NbfhLXrnQZTMiLMqyD93J0BGemPr1+npW1JK9g6Eev6hDfm0+ziREgtkhKPjAYZLEY7Ekn8ayWIroAYwyCKhB4we1JjGrw7D1FWrM/u3pIbNvwzpN3eXCX8MMc8MEoDRlgSx6424P6jHBr02y1J4LWNZRHCdo8weZuduMdV/DjIrzcU1UlZdDemnFXMC9Wzu/ES3txbTTSOwUF2KKFCgDYo5P5np71zPjOSe41GFntJYhs8qKVnLCZQflI9OCOKqg37RXeyFNe69DSOqWfhzTk0wq7tNk3BhIWQ8EFs/iQo9OcA4NQjxNZwWsfk2chMcYWJCwVYjn1wScjjPynr3JrWFOU/evuS5KOhBHq1pHo7farWCVpWZre3BOEyeWbBx2OOAfTrwtrdXGh6c90JWhvL8bkSP5cJnrgcAen4Y7ir5Psvq/+HFfqY8t3dahcRrdXjs2cLJPISFz784q5ceH9RMpKy2twT/Gl5Gc578t711WS0RlfuQjw9qzZ2WbyYbaTGQ2D6cGpWs9WtbF7X+zbiFXYedJ5TZk5+UZx09h1PPphNcw9jNmt54j+9hkTnHzIRUDdKskhlOATVRen1rN7lImlO2MKO9SwDCCmA9jzWhp1xGbaa0uXZY5SGUgZwwBH/sxod2rIRR0y6+y3imNWZt4Oe/Bra8Xyz74FSYm2miBEW75Q6kpn64UfnXM1rqaI5eVHAwSACeTmrulxq0xy4Dhflz3oqP3XYmT0Nu5DPEitjcY2HP4U/SpI01eC3ziGZTbvkdQwx/M1itIhFpHN29vcbTKIysYHXOBV+KaaSzVd8cUZbYQicn1JqptMGxXSKUmKzVmVF+eSQ9foKlt7CJp3ke4j8vyDIDnIJ6YNZ80ktRq1rPcqRp5cwf5Q7jhQo5H0qdDuUg8KGCkDvVN3M2NupDawSy+YpnfCqFGdi+lQw/u7SNT1I3HPvXTQW7H0AmonU9eK3YDc5qKQbWzSGhgPzip7Y4Vx7UkNmz4b1+50WZjbRxursGcMOWwCAM9hya29J8Vxx3hXUVW3tmXhrZSGQjOOepFctXDqXNNbsuNS1kzQXWNMe8CfaoZY5U4UMOCT0yeSfc88VzPi/VBfXsKxKU+zrtLDAy3qP0/LtWFClL2nNI0nJctkYjO88xaRmd2OWZjkk+9TXJ2qFFemtEczIozVy7u572dp7qUySv1Y/oPYe1KybuO5bfQ7v59slo5TBO26jPH51LaaVrFhOLmKySQpzlwkij0OMkVTFc2IhPHEs+o6db28rzGLY2nPhgcHIZMc8Ecc8n8NGNYYIVVpYYZYmTcxmuoG+UgZIIwCfXFIQxLxzOyxXW3AHKawCWBAIP7we9ct4rZjqKb5ZZCYlOZJUfHXgFOP8mq6CW5gXBwh/KoYhk/Ss3uaLYcx3SVZXgCmhMOTSqcMMdapCFYskrZKooG4E+tWdSuXlh8kLlLb58jtvC/1/nXLKNpMtbGb5LzRO4ZBsH3CcEj+taOkQeYAgwJcbgMdQOo/LmoqPSyJeuhcnOyZvPbBjQgKfXjFZwmAl+0SOVaM/K3oamGqsLZI//Z) |
学年/背番号 |
4年/1 |
氏名 |
前田 一真(まえだ かずま) |
生年月日/血液型 |
平成9年10月2日/O型型 |
学部・学科 |
経営学部・経営学科 |
出身高校 |
市立尼崎高校 |
出身中学校 |
中央中学校 |
身長/最高到達点 |
178/320 |
ポジション |
サイド |
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) |
学年/背番号 |
4年/12 |
氏名 |
鈴木 弘樹(すずき ひろき) |
生年月日/血液型 |
平成9年4月5日/B型 |
学部・学科 |
政策学部・政策学科 |
出身高校 |
洛南高校 |
出身中学校 |
皇子山中学校 |
身長/最高到達点 |
180/328 |
ポジション |
センター |
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fxqtwkh37YpWPyqD1J+gH60czk7y3JY2zH2aRXg3iSI5Eqnbz6+1N8qVLzzkjb97yz8EHPU5qFztvl2KsWIriJbSZCIwAOc+n/1utaNle6bexJatfPYR7SZJzHuAAxgADnJ9cjitYWb97oLVJ2MKOdtU8QP5FrGJOCPJIiQgAe+B0P51oz6uvlxOlp5EplY7lYFdp6ADrgeueaqba3W5UkilJq8lrbiab5ArFxjueRxWRqvj3VLmGKG0m+yJEjRjyMqcE5JJ65J6/QV0YWGl2JI5i4llusCaQuuS2N3c9TVSX5D0OwdCBXcMFjWTkMyE9+tWYFuLdkaNwe4YHOaANePWJtm2cA56OTmtuDUpJ7dQsiYB4ZWIOPcVw4ijZc0SWiO8b7bIio8agEYBbBY45H51poNlmxuAfMU5IzhR2yPXtXKtI7Et2ZHGZ7iZBF/o6qD8wb5Tg8Ejr6VQvfNf96JkKxMSJVxxgZ6inFWVylYox6nApIeaRuBkMGQE/7yk1rfa7bfDdiLY7DcUQ5YjrkD8OtNRfwhZ8xE9zOLYTW0YDzA7sg5YnI4/L9aj063u3cOYlkDHIkLElSBjmiyhqErIs3upTqTxu8kbiyZ+UdOfbnH41Rs2lnkJg5gVNryM20Z9BUXsnJiXQeriWOZi8jqmSQnBY8H/P1qCKW5On3DuI4YuCqTjkjrhQeT61cYv4UXJWZVhv7mNEb5GVhlV2gY9+KsWVwkUztK+5gOEYHazYPXPpwcd6OSKegmrakt8kcgiC/IqDaD1JJxyaXToWCSNE24KxO1iAQMdf1/Ssk1ZXNEtmyxbxz2dwogi2tIrIgOGUZ9D61oQI0dqUnGJIz84De/X2qJXvaLM5aJWI5jBbQYkkCLM4O9mwBxjrUM0VxDNH5sSRiIErjlSOO9Jwio83QhNlafUjbSSLbgF3HLY4X3rOS+kuJ0TzpGZslihxj0OP51pCnde8UtSWO4vHlMUrCVVQqSFwV5z261pQwPFbgnbl+fmGSPp6GqfJErdGdPcpLcv5pZZdxHPJIzxV63uPKs41mdTKWJGAcj0z/Kny9HuCta5E/mXNv5Us7sMfdzgflUVmHs43Z0eSfoq8naD/KqjK94tCbbaHSN5ahtiqVZiwbqQcfmKjgv3dTA0bqu3eOx/Cmot63K1WxejvLWBo2wE2rtYocFjjv6YqxJeIPNiPlzyY42PtyM5AyKiTbafmS07nI+JL7z5tsI2rk5AORkVhmWSP7gOO7elepTjyxSK6C7nY8859qsxJMMEDBxxx1qx2FkglDbokIbGcCm+fKCQ6FT34pX1DlY9bk7PmyydGBq1Y3nkOP4lByVJ6im0pKzJsaMDRzzCVGMSRLlmY5Pfir8eqxBFRpDFKyAHncpHocVwTg72G0mVUuJPI86X5MhsHnsD24FVNR1aS4kRBdO8arwpHfB4P5YpxXNqFtbkawHUHH2T/XpgzLjGeOo9u2P8jp9PmENtGZYYjcxRtHtC5MQ9B7ECpraLQUtyIvdssaqY2REYtuzkdST+Qp1pLceVLIZ4IMqVVS/J9Dj1rOTuiGle6KkPiCONL1ZbVAfK8kkDAY7lbHHuBVCa61W4ZDAoWLGR8oAxTUNbvYrl5VqWbQXEEivctHGJOc5zj/Gke7srmQiW5MbH7iIhYKM9qG3zaEvuiw+m2/yRrcOY+HaTb6nofeo3ghsNUdkTfBGcPk5J/D6VPPfRD5m1YtXLR3bz3GRZW5VcE8EDrj9axbFrddSLC6kRUfKuVyW7Yxkf5NKEe5Sb2Ojs2zMEj1C7yhJ/wBUOnuSf/r0l1cTRCT94ZQ67dz43A9qxlSSemwPV2K82o2sNoz6vAJ1XiNB1J9c54FNstRGpLNbKIoUSMNGpZiUPHfPvWvK5LmRPLZGQn2t5HM7GNV3LluACOMD3NPsBbKgS4WW3ByvmRjcGyfUZrRxaTcENI27eS3tisuAyN8pOMFiO/rVDUNQuLi/PkFUhjfBaQ4DGueCcqntJLYpdShqjxTSi5jfACYLdASM9PXpRHrL2cuIY9yL8rbSA/54Peu6Kuk2rFJWWppz6o1zPGqtLbKQCRNIF3exyKt28x2bXMagqSzBsluO2KwkktTO99CnNMBcrMqxqM78ueBkdfyqrctaC7IileSb+ItyCe+Mf41UE2kN3uVpMiN2Mqh3cEAZPX29KmeGNFEkWemC47AH9K15byKkrMxLuQmZ3Q5Kkn8a1NG0C41KASuuEbpx1rpnLkiXThzysdFp3g9FAaRNx9KsXXhkFx5MRypGQB+dcbrNyO9UFyk6eE8kOV6A8HvVe+8HiQHCEGj2rvcHSVrGJqHg6eK1LxZ3KMketcl88T+XIMNyAa66c+Y4qsOUsxXHzKB1Iww9c1tQR2ZRLZ7nZMFCmYgbQR2rPEX6HNJu1i2+yGxFpeP9okj3BPs65Owjrj8utUdO00XcrNpkMxWMfOZpFO/jptxx+dYx0TBO2+xu+SkPnXOoeTbvNG4MO0KF3HJPpzjFYwnnuZpI7WExrGA/yHC4yF49Dkg1Hxp3ewk77hE155pB1IJJtKusrk4B4Pt+eKSfR4wxCyNdTBt0kiA7QMcAD6Gm5KOqW4+a2xkzSF/NiiZ38vJ3bcZPHPseKcX1G5glYeZLFESWLE4wP89K1VktTWVmytaXGxWSYt5ijoV4wK3760tk0yPUbZVRhgN24PtWVW6kmupMtVco6fKyI91LBm3U43lyoJ9h3p+9ri4CKzNuy43KRnn1/KltK5GxPeW891KqjLo2AhLgYNULyGRL9VBhj8k7XKHg4P3v1NVBpxRpo9ELLflMQCZwASdiMe+cD+VT6U9xLO7F2UbcorMdrc+/WqnFBLRCXy3eo6iyR28m0jCgZ2gdMU+OCfSJF+0SW4CjkLgvg+v/ANf8KXupcqHKzdkXRqct3ZFZBuRs8hsE/j2/CsaPUprdDFpsb25/iQsrH89o/WlGCknGWxEdCa21K8WVDcOZCyn5HGR/nim3pkVWe8CM43bAg52/QcCtIRinoXdNECgzdv3agN8pyCOwqezsHDG4hvITL9772CpqnLQU3ZFj7OSTLPISuN5+beQ3Tg1C7iJR5LuQ33mLcY/Cs7czt0Iim2SKBLAGZt7RkYJbgD0FNt44orve6yKzklG25Un61ombT2VhlzHNED/GFPykc/hUlx51vZRRllbK73Yd2PNVGzaIctkQaLp76nqMdsp4Y/MR2Fey6bpkNtbxxIoAVcYrLEy6HbhY6Nl9IFUfKtSLGo7CuRI7ri4HYConQ56VoiGU7lA3ykcGvMvHmjLZ3P2hExHIeoHQ1vRdpHLXV4nHghJ8ZyMgV0FzYQC2iliuElBONu4cn6VtWbVrHnN2I7MT2V35kQ8wADYv5k/1q62uKL1JprWKIRMTvjkw546Y71i482q6g1djXkh1KMSMSsj/ADPLIdx+mD0HsBTzeW1raPAk7S+ZxvSPZn9c1lOMmuUjyIv7St7bSv8AQIYvOcHzHcZbPsKxPtcpB8yUlTyUd/lz26fWrpxvdvc1ilY2fDqC4XydiwThgwfdlZE7/iOa3pre/u1+z21vHHbAfeZwN34DoKxqSUZXZla8rHP63of9ll57pi00pCxRLzx3PHUdqgt47ufSDYo6Y3gncTkYPStebmipM05vdQ3+yngijkkPJkMYQnIA4zge+a1Tb2gRRevt8tCQsbYZvas5z5mrGbbkMvZo4JUjTLsIxjaOADVDVbCcxRylOZM7So+8cZ7806b6lQ0epDaW9zDYG8N0baMSeWMA8nuSAOnSrljqQku445ZEkjznzPL2jP0+tVNKaduhpoyxq1ve21uPMkCeYTt2HAzjofesaWXzrZoSu5xjkAAtinSacU4jTsrotaNvNoSQFUNgbzwas2WmRC9MlzG8SbjuVyd3tj2pymoN6mTvdkWrwPY3JeyUyA8Ankrz0xUEFnNIVN0TESuSWPUDpVRkuVPqaQ10HGFfMIbatshG0q2S579DQYYfJ/0OIyNJJjGSxyOn86Um72QpO7Ipbe+OoGykUTTgA+UuCBx0JHpUluscUpFsSqh9pyTgjPOKtySWgPREl1cKEZFj3OvzgKcZGcVv2dpHFZhJiAZBjc1ZVNkKUnyoqtaRgM9yxGSFTJGO+Tj6Vna3CY7OCVWZoyxAZhjPf8quEryVyU7s3fhdbLLeTXBHEYA/E139zqtvaEqxLEdcDgVNRc9Ro9Sm+SkmQW3ifTpm2CXYx/vcVqJcLKAUYEHuKxnFxNqc1IZcXqW6s8hChRkk1gz+Kmlm2afaSXAPG4A4FaUrPVkVZNaId/aF4MSz2+Iz12g5FZ/i22/tDRJdnJ27lrR2TTRjdtNM8jbiUjuDTkCgFwjjnk9RXTPVHC0TXrgqigFNi54OCxNQbm2uNpZUAYkL90nualaIq2hqS29zDarIxjTauS7fLmmTyy3K24ijDBl2nYuQO39K57qTuZ6dCoSFaT5xjOC2evrVdgqqVHQAfTrW8TRbF3SpXhjbfHNJux5TLnavXJ9u1XIbgwhmMkkMm0/KjEknj5vasJr3nYzknexPDrkjIiyXciOPkWQIDhc5PPXv2qlBdajqd0EiunfYf9Y53BBzzg0owUU3JaD5Uk7mjOVa3+wyXsbTn5tzBlBboCBjAz061nXBhtIxBA5yCTtbqpwMj3P+FTTTva2+oJaE8OoPNfCZgsjFst6du3pSXU738ymd2JUcoG2hQPQelChyu66FOOmg77RFaxKl0fOijyIogM85yST+P6VQv2aaQyoyIpwdozj86uCu7honoEd3PNPumkeUKQ7qzdSP84zWjDGImlWTawV+H5yR6j9KuSUY6FdBFunjd/Kw7AjClsAHH5Zp1reXbXaNcoShUlhjP05rJwi9WTpsy7BcM9xcz+Uqvv8Al8xAQ2ewz9KrXksl1MC8Jz0Mcaj5h9BQly69iE9dCezkgEiW17ZMkTYCMAVK5/pWvb28cCG1sRLIYX81WIBKEgj8emazm9N9BdTK0g/Y5ru5LHe6fuy3LEk9T+n61miWCAywDdKR94nGAfWtdXJ2Kk+hMluUhFzIcOBlSox780uo37xiNjhzt5HcZ6fyNCSlJErVlmO9hn0uKJFjSZDgsx59ePTNUNYvri5yt1KTg4SPGABg9AKcFadmi2rM7L4WqBZ3eCN3mD+VdilvDEvzAFs5JPc1jWk4yZ6lGKlFXKmoR6fMhR/JkJ6jgmpNKgEK+VGTt6gE5rncpbM3UFuhNTh811SblfT1qhNr+jaRmO4lEZH8KoSf0rRc0mool8sU5SHQ6/pt+5ignG8/wMpU/rU16gFuR2IrdXWjMXZ6o8XnhMuoNHGOWkIAz71q3U1taOsHkrOy4JUucD64rpqpuyR5rT3Kuoai00hP2GBQvBYR84+vpWjYNbyWcqRxrCACG9SNpwT+ZrKcbRVmQ9tDIdLq9i8+5Z3hQglj29cCui0SWGawLfxhyM4wR6fpUV0uXToEldaGFLZ/aI2jtyWeKQrIhOBjON306Uy8sGgWN/MQjIU5U7R9T6VpGa2GpdC5Jd38iStcsu1Uyqodq8dhiktQojDXMmDKPuRrk469TWMoxS90mWuo42dtMrhUmCjnlgMH6c1VuF/s2CJbecE3QG9E4Kj0z+NVTm5+69So3sVFjjjVmG5lZvnz1A/xqM73dnOWGeM9c10dbs0fwl+OGaOKOWRxDxvRsA7gen9fypZTko64KH5nK9W/+tmsrrcLi3c8lqI5YTF++JbIUN/OnRasJomjvbOIqw2+agCn2oUbq63M13KtshBZ1O9RwCOuKv3cxeJBGdqsAC3Xb2x/LtRLVj1IIAjGWC4O0k45zwwxitjTnVbRY7sylHfchPRce/1P6Uqj93QKj0LUFvaPeNLxK0aDanbPPJ+npXMa5fbrwfZ2WMJ0MYxznvSo3lPUmJLp2oz7h50rc9Nxyp+orftdYltrE3UMgMkpMcyFfmB/hK/hRUpxvsC91lO2vAhZp2Qx8uICAT9CR9arWV4bW6muDBHMkhy5QAFKfLe41qXpdRjvImW3s3fHXcAq/ic1Vk0rzrX7ZO/lwPkL83Q9Px6VCbp+pKVijJay2aSwXaFZfKEgVcH5c9/Q0ywgOo6la7uVlbYRk8e1dHMrOR0QXM0u56J8PLKfT7u/tbgYZDGfrkHn8sV0er6NDqPNw87IP+WaSFQfyrjqv3+ZHpUoWjyswx4OtPtonhtpI2ByCZOB74ro7OBrfZHuLEDG49TWdScqlrm1OnGF7BfIxcHBVuRzVIaEm2MRxwPtHy+Ym4j86p3T0FZPRlyHS1XDSIhYdMIAKi1NR5Jz16VrG7V2ZTilsec6Fo8YvriS6iDr5pQMeNpz1FYepRJbazNZQw7ZIpGzI3Vu+R7Gt23KTOGrC1JNd2ZV1cOkzLvk2jIbcc81oW1ytxGA6lAcJJKCTu+tVJe7c5WtDVv4jDp21Jo5043RAgEr7YqPT72w05ZBdW8qu4Vo44/mGCM85I55rlkpSjZMhXsXtJENxFcag8ZiiwdqE9s8k/iKgbSreO2N1qlyY4zysbcHnoP/ANQzUxcotpavYSbRUaWxltJvsqO0EY2hnY8E9Md//wBdUppjHaJKwQKowg3cgir5ZN2kOzJ7WaV7Aqm55pWJweqrgevvVB7iSJtkkk6MuBjHA/CtIRV2luWrp6DVupyG8vZJsIz+5U/0q7Z3UMljdtI+yQIGhCoB82eRwPpVzi7aGvM7GjDozwStaySq0bj5iDwg7fpmsy4eGWSSKKIiKNtsZBOdo45HvyfxrNSvqjLmulYqNA6kMVKpjJPqKEjku3CIpEYHGOg+tapq12C1Na20iSCJrncj4ibBA6HHANSX7W1nZxwsgluGx5hU/dI9B61hzc81YSd5IgtLVpLkG4VplcjDLwT9ff3Na13d2FjB5dq26X6kg/XPFFS85KMdi5O+iMSe8uV3yW7tb5/5Zxnbj39azLa2kvbgKPmHViT09ea3glBMTVjekvIbG1W3to4kZRgtjcxPrWbDIzOyE/f+9zUJPdkK7ElLyAKqqI1GevOak0pJbi6V1XaF5b0x6Vb91XLWhuXFvcrYzLagDkthVyzn0/GrWjXEZt1sLq3ZAQDsdT1+9+lc03eLtuSpWvYra6iyXNxN8jyoFVFB+YJghjx1ye3ap9E0uGyu7Ayy/v2nQrEQMAZGePpRztQUTWm9V5HfWQb+2J52GPORR/3zkf1Fb6qoHPpWa1Sue3a0mkRTypEhPU1my6vaWbxC4ljWSX7ilsE/T1qG9dC0ird+IbJ7uO2kkVXk+5k8mtDTLsSBhkMFOA3rVtu12ZpK+hckmGOSKxdVmDRtj61tF6GVTQqWGnCawwcIGO8sByckmvL/ABddZ8VXlxbbcI4Qeh2qFP8AKto2cjkrP90omFPJ5rknALfNjtUkF1IkawqoZVbeQBya0cU1ZnHbQ11mMOnmJlAaRt25W5Udx+lWbdFsHW4ubhmkxtVTFuB+pzXJfoluZ6bDX14LbyCJVDMAAipgZznP5j9aoXs11fW5YtlerYGSa1hDlfMx8qi0RxWEjtDE0vlh3GSDnBJxmtXxBYC3tIsnPkjgqOo9cVMqnvxVg5rtGBaXMtpdpNy2DyM/eFbevzWd/YRTWzjzw20p0OMZ5HfH9a0nH31JDafMmVhBbzWX2qL9yAcP7NipLPSY760Js5RG6NuCg9T71m6koK76C5mkapcNm5mleLnart90D3x3qtd21iSZraZzGSSdq4IPfg1jGUlshJNIyZ9iy+RHIzxN8ylhg/Q1PYX8sNqILeCF5WYAs67jg+1b8t1qXbQvrPNGjmKQPwQ0YPH6VnRCcRhlYSmQ+Y4ftgccevJ5qYRjFAuxPDeqiGS43EcYEZzg59CeOlJeSR3lpi3jUOrhnb+Mj/Jq4wtK40rFSJHUfvlyqkBkbsDmnCFBkxyMqAcop6/h1/nWt+gXTGsuFYxJv/3RyPwoghL4YqysehPH/wCulra4WZdW38kb5CFQHftPQn0+la1petdW8a28CyzOMhU+6o6ZJ7dKxnrr2FJczM7VTemRbOSdFMbbyISSBn39farNrYXvnLNbTNKiDBWVycZzz1qXKKjqtyW7aGLNdSJejkCS3dkc44I6dKsSa3d3d5EG8vcnCuo2kVr7ONlLsaWSVz13Tda0/VLCznimhFzJ96MMN27HzDH1FaEly6nbXFO8dD24yu79yNm3uC54/nVa5sLZ5vOaIF8YBNZ+ZomU3021Yr+7H581oW4hgVUXCjoMVp9kzbs7C3LPjCk1n3qmO0kkc9FJ5rSmYVWec6d451OJfsdyw8k5UOq/OM1j6nCt1drLEcqy5Zl6Zycn6muu3I79DzalRytcsJpVqtr50qMxTkLu+8P85pttZiJm84RwvK58rH+fpUc/Ne5jd2J9VimvdRjtrBFbyI13gnA5H+FSXZuo2sxOoZw+wqhzuPOT+VZJx92PUVkxTp0FxPKYwZQY2dlB6Y5JB/pUVqLSCQeZvSCTIZQ3IPTIB96fNJ6IV29yG1mDBgyMmDxMFyQfp2rbnnTULONt8RDsYypbBx3NRPRpoVuxk6vossIaeLyUt+oAkJ/n3NV4dZa2iKJbxJgYB/xrVL20Fc0XvRJ7WQ6s4tSQjSrvkK8BiOlVfm07UfKd/s7o2Gdc8L3IxzTWl6dhpWVjstLhhvPDqxsFk8xDuJ7nJrmxDKIZ7Q5WVPmTB7jt+Wa56TtJrzFFGawLIQSA4HQDGKIZfIDkna7rtRh1Hr+gx+NdVrjt1LCsLe3R4AA45JLZIqC7nWabdKBGW+YhRgZpJNyuQtyZI1mg2rKHl47jLf8A16uCGKxEdxBKWSVTgNyV9VI781Tdi22Bi+0BTEpO85MeehA9fTms24gnnujb28T+ZkLtxjk0XV9RNpM2/wDhG3g08rJcmS625VI+gP171lWOnX8jybbeQFSVYvxg/jWcK8ZJt6CUrkupSL9oWGTCRr8oXdyB6mqukateaVJJDA6KGODvXIB9a0jFShZmnQ3INIv5bKT5h9omcv5hPBzjnP4VpxvJpWi+VIfNuF3GV1PGT07c9q5J1IyfKu5C8zlrbTg1wGeVUiHzO3cCo7oRPfLLaIQjtsA6ewNdXM5ML3NvTZdP8P3VvdPL59wHGdnIHPOK9dTy541kRgQwBBHeuWvd2bPQwb0dzO1GK8eUCyZEYKcGQZFUY7aVnI1C5ctnjjAH86yg49T06W5EbSENue7djn/lmOcUllYzyzgm7naND91wMn/Ctny2HXVtbm4QsYyxyRXPeMNTW10e4buUIAHvwP50UtbI4KrsmeTTeXNGHX14x2NX7G4ja2MTIBIgO3J++OtdUvhseVJ6Ekkhjf8AfM8BTOATikea8mvEDP5qEbo8YCgD1xWatqyEh73dtZJNNJK80ztkxxttGfcjrUmmuZLu2u52iWFWO4p0UMpH+fwqeVWcmUu4upahYLEDpQEZwQ8gG0kenqasaZ/ZEwiM07pMy52FM89zmocJqN+ocumpWhs5Lm+k8u7i/s4TCSR1O35SeR65wKTxdPbSXkcdgVaKNedn3c//AFh/OrjrUVum/qUkZ9laSXlnJIpWNogSSeAM9uO5qvLZFQA8gPPT1roU0m0Lms7G5b2Ya0gudOwtxEwDAHv0Ofz/ACrP1rzbqfzBaSggbGbacNz1rGD968nqhqfRmhp+si0srm25GAfLH4VYtp4rlFmfDXUKAMQfvKeM+5AzSjDlk33KjozEeFllOeecEGoBC2xFUneM4yffkVtC1gtoMtm2eYzcYAHPrn/9dPit7jUJWZAFROrHgCnJpe8yXpqWzawxpgkzOP4gNoB/Cpo7abVHWKNlMmMMM42+h/Hp9ay5r6voJPuaNrayefAhYwvj5gSB5bDPB9eMfnW4LRriWJQBbzkbXdVByBn5v1Fc9Sa3M7rYY1iumCWbe85mI3SOfvY9BnoKgvfIN7KdRn+zxIQPKLYLHA/SohPmd1uPW9zEvX0uW8X7Cu0IpLHBwfck9ahTSPtAF68nkwg5YkZJx/dHc11KUoL3jReYkmrXN/I5DS+SnClmwT9cd6is7uJJXgnkfY49eAar2aSsid9Cy3LgLsEGMmPdkHrzUVzHGySBSoRYmICnvg1nqmSZ9zbSWlrG8hyz8hP7or0T4e+I5bjTmtbjJ+y7QH/2T0H4Yx+VVWXPBs7MNK0/U7u0njkTdwajvLVZs4O3PXFeceqmZg0tFckSEc469atQAW68DNaxuKbMvVdSWMnBGa5PxZ5k/h6eaQkb3QLn0zmuqkrM4arujhLf7r7OzDIPQ1cDDyg8uyEnlVUbm+vPSumW5w2JbyK4vLD7Wz+ZgfjgVVtLuWECLftXBw7H7v0rOKUoOPYOjHJbiXZIh3jdhgf509TLA5hiG1ZFJd1OCfb6Z5p3voyEyHyGMxjjVSQmeRyfw9auR3M2zyoLNIiF+Z2XLMfqaJWa1Zbd4lrTfsFz5drfxN+86SKxGGHbjtjuahuLRbfV5YxE93BGwBCtg9OmazTkm03oTd9zUhitG8xbZJbeVoi+xxzkfjTJI7e2zdPFDLNEmdvmLuPvjpmsuZ3tchXM211S4urwxQKsYkU4Xr059vStOTUS4Ec9seeC8R5B+lVUgua19RyilZGXqdgbbEsYxG3Kg54/P2pbRjDMp2lDhSCeOPp6GtW76GjZp6zafb4V1C0IG0bZYxxg+tZF5FK720lvnzpGCgerdP1q42K3KlwjMHRyvmqcuV70jXcjQLEJG2AZCgYzzV2TFYsTzSRwRNgEuoJ9queF5rj7eZ4ozIsaneF9D2/z6Vi1HkbZDVlodPqEllEv2+dvnaLARMbiexrGbX4pNjxJLhRh4y/3+O59BXNGlKa8hQi2T3etR3Me4A7wu1QeAp9AO9O0iPTtQiaPWIVE7/MJZDguOeQfwo5HTj7u6B3TMfVrVbHUmtImXYzAq4PBXGan82bekckhfau2NV7fQVu3eKbC+lhnnW1o008oyWclI/esy4eS+LSS46fKB0FXHfmY13JzqSR2iwLAAxQBmz/LipLSUQ2v2gurHa2wdxnj9M0OGg2ixJp51OESWdzv4+5JgHPpxW98NrZ4dTvbS6jKs0ALA+xwP51lKa5JR6m+H+NHXiSbT5tpYlO1XV1dGGCR09a47X1R6idiCbVLdMncOecE1k6hrwYbIDk+oraEe5lOZTs7eS9lDy5Iznmq/wARCkHh9Y8gF5FCj1x1rohrJI55aRbPPbZGeIFF3ZyTikKkqTjkV0N6nE9xyXdxbx3FsjARyYyp5xkdR6GmBEm+UHBHWmklqWTWt2gkKH5QDtD4zx71q3DJb20AnjKSknzHJ+96KPwrnnFqVkZNJMLnWZGj8u1sYoowCW28k8cc1W0+0vr+AnziIANpZv4j6CoSjTi5S1YK25JbRss8ioiyFImQEHgEjFRJdXkSL9nOwZ+ZQoP86aab1I9S1Pdw/Yk2j5sjz5Oh5POPbtWXq0lu9/ugd2jAxuds5Pt6VpTWtykibTNiM86kmaAZVUGc/Wtiazt528yeZYDEoXazbctjJP0561nUvz6BK7Kd/aPYah9kuyWiZcErk9c8jNJdWiidWR1WAHC72yQPTGaaldJo0lGzsTWOrLZSKwUG3B2OpwWZSe47nFXpo4kH2ywKfZhG7hcco23of0qktNQiuhyiyAyDDAEn5sjr+NWotJuipnht2khjbO9CCPX61rKSitR9C1c2c97Kkdsgwg+dyRtT3JrpbW3XSLKKC1lRmc7ncL1OP5VyTa5VFmbeyRk6ze2yaisV3EmwoN6w4456/WkuLPTXgWbT8ICM4yefzoXtIJNbFx7mNbR/ar9bfBU859eKdqEmy5+zRMxjUbPlPGfSujeSRL1lYdb6fcSQLOqDHYOOtWNN81zHdllhCMCCO3NROSaYmyPXrIWrKVBYSctznBzUEZ2WwYEHGAKqD5oJjWqRSaRWkbK7l4HHBq3Mhjso1IZUOdoyDnOCP61szVEFrcGzkdllZDj8DyO3513HwwvrrUNauGuGBEdvgADkZYdT+FY1oJwcupdH+Ij0O7tFmTBFYV3o5bOxyK8yE3E9SUbozm0C4duZOKmt9Fihb5iXPvXTGpfYwcLGkTFZQNI2AFGSa8s1vVZtZv5bmcny1yIk7KtdeHjdtnNiHZJFfSFCsRIMA9D/AHf84qSW1337RuSI+GJ6Ee1E3aTOJvUj1NY5SPskOQpy8qjrjtmq6QuMOo2ptbLHuf51UW+XU0jqiB3SIYgHLHlz1x7elbaXY1Cyje7hSVUXkA8k9KmonpImfkTzCCLTVeCJpvLjKS44C8nGT16EVnW1/eXEMVpFIsEI+UbePr796yjFNOUuhMdmzTsZdP0qNklmJzznGSePaqF48m6S5tEPlq24hhyB6/SlFNvml1Fu7slj+z6jAhliMbMepHDH8Kyr+KGIlonJf7pGwgAjg9a1p8ylyjjdaCWFvFLE8jyNDIp4bqv5da21tra+MHnTozDhkQ8ueOT7VNST5tFsKTf3EeuXE97PCrhd6gnIPWop4JPsaSTKN/AOeuO1EbRSSNXNN37hqdshBmUqpJIbPQ+n+fenWy+bp8wiY5ZOn4AY/SppydkKJW0VpEWRJIllt3+/Gw7+o9K6Wx1GLT9PeGBNvUoDzjNFa0tDKWj0Gs0Kw2sUTmFFfznVernrz7VGb2QpumXaxyfZR6ZrO10NGBKou76SVvuKfnftgUycMzCSOMhdwVEHUg8CupaWRadkXbfw9fzAvIFhXGN7vgj2IqHUNFuYEHlES45O1vT2pe1jew2zoYru1t9A+0yjDMnljjo3Qn8K465u32JGpIiU/KOhPuazowd233FZbk9xqP2i0Ee0+ZkZYnsPSmRN5li4yAR1+ma2UeWNgtYZ9mZIPOfj5QynswzjP8/yp80m6F94JBROR2YDj+tXuUUlJluMt0UbsV6L8GvLJv2J/fEoT645qa/8JmtH+Ij0yq1xHnkV4zPWRScS9OCKZ5RB5ramZyOb8c3pt9NaJDh5jsGO3r+ledt8qBPfFephl7tzzcS/esSQzvxH6ruH+fyqS7kdtkjq0hjULx1wPWqnTu7o5iKC7fzv9FYNnkxGPH61ehjSZfJ3RxzSMQcn26CsJXQrNGfPpkiXAhcMrk4UkcGrM8sGmwGC1xJcHqff3/wptudkN3ehW0TVbi0kkhMQuEuBhoycZJ4qy+nyWETidsOxBEasCcevHQilK0JWXUtJLUoTJtcSIDJF6Advf0q9dT3NuT5mzy5I9oX+8OmcdRVOzsmVKKY/SJ4LfT/OJMtx5+1IhyQvB4H51o+I4rO4st0Ee26eYDdt25G33/CsZKSqc39WMteYqwT6RYWaxwhri5YclkIGfxqpBO8chUxoynkcYIP4Uckm25vcTT6lyd4olimuVYBCcLs5NRebLcgEDakgbYP6/nVR11CK2MmW4uDmOUttU9+5q7p92Y7hI2O3nA9z6VpyxtoaLob+mabbIzu7DBOfKJ4ANVtQnto5ZHjkwgXCqExz6iuZ3lKxn9oz5dREexooyXAOQ3OBTHuJ7mNowiqDyzM1bKNtx8pVDrPILWA4iGWdycFz/ntW5p76cYt115wKngggf/Xoq3taO45NXsKbG0DLcW0jTRTSBQXPKn0OaheK9e/M0UW+2A25Pes1O/xC3epFKkUkb201wI41bgMeRzk/j0H4Vn31jaKi/ZLtXYdiRzWkJST20KLehaSXlaW5RWKIWjiLD5z/AIdPzrNEV1dXErQxY3khgBhRk1rF88mK+poW9s0EP2eT99JJwI0yevany2klsDHPGYipw0bDBHsRWySTsFzKjtGBmZWTbtOPmq34c1a58Paol1EM7flkjJ4de4olFSTRcZcrue26JrdnrNktzZSBlP3lP3kPoRV9vmWvFnBxdmetGaauiuydTg1BKOM/zoiDZ5v43uhPqohz8sCc/U8/yxXMyruO7PGMV69FWgjy6zvNjbXLXmSP4T+XFXZAQCR6VuYhblTiVFXcR1xVKaymSQyg+YS27I4INZyhf3kFy1Jfme08q6ch1GUZk5J9M5qukaTxuIoTwSC5HQ/zrks4k7aldbcNcIWYhW43H1q1FYGKSZpHPlqNwYHH1qpT6FuRRuFcKlxEWToMjjmlkeUwZYs59Tzgeta6F3JNLvbq0ZvsrIjSD7+wFh9M0+WeeSbdcSySMR94nJrNxjzX6kdbEbQmaRRCd5xli1aOnRzHzniyyxjbkqCfcipqNWsxyK1zLd3UwMku4t8ig4xir+ng/avKd8+UUwB0AHX+dS2lZINjJvsNdTj+42AB7VLo7+RcBmhSTd0Ln7h9frWjVo2B6I379HljWVSzMy4AB59/0rn5hOZGjJ3ADnGMgduRWUEkNLlIYt7PiN+T69qtCJ7xAkQO37pfGM+9bOy1BtLU0ILWCJvIhCedtySTkgVX+ywi4McrEjG5ieOe1YKUm9TK7uWYHayiaBYxIhO5Tk5PPQH1pk+pyJKrWtxw3GzHT8P60lG8rlp3MmWX96wCl5ScbRzzVq00G4n/AHly4hB7dW/+tXZTjcbdjp/DOgrLcRpA8g3OIjJkZyx6DJA7dPb61v2ulaPp0d1c6jcRzG3uHjiVpQqvtYDlQC3Qk8A9Pz5q9aUJOnSWr6i31KUniDSoYlbTEuEkV/MM8QWLzCGYhT8vKjI7D6CuX17U21O+M7RojPj5Y1wowMf5NPDUJw9+o9X/AF+HQDIuRx06nr6GqrjPJrsW5TLGl6ne6Rci4sJ2ibuB0b2I713+j/E6BkCatavG/QyQ8g/geR+tc9aip6rc2pVeTR7G0PHnh9kyb3b7NE+f5Vl6r8RtIjiK2aTXLnoQu1fzPP6VzLDzudDrwscHf6gLi7e4mU4kcsUB5Pt+FVFd5pNzEgdlHTFejFWVjgk7u5NECshYc54q5EysCG6+laEiWK7Hlj6gNkfjVlW4J9GNAhslvHIQ+AG7HFKqFIXUnd3Ugd89/wAKxq0uZXW4mrkdnqpW5Fu9jubPydjViF5ry4u98CweSocwsPv89zXBOnyO7ZdtEivfzXUieX5SrbsQG53Ec9aSWCK0i8hyu4/ezjGKtJRjZEdLIgiW3nkWRZArA4C57elWb61jt2Ty8M8sQkHPT2p63SFqzNt4z9qcplhCP++j0A/P+tdL4cZLa0uULAuh3Sc9OP8A61GI+E3fwmFbIY3jZOcHO0c4HWiOffePIAU+ckYpfFqS2Wb+2t53W5XCiRSDgYBbnrVW3g82+EEagKvLFRjI9hV30FI25bgwRhJGRPn3BgcY7dKy9RQMzLC6gscnZyGPpms4ivcyrtPIkaJXUsRyVPA9qsWQljsmluZGWHO1IQSDIf6Ctm/dLVupb0GWL7Q7SKA+0qAOcDParkn2dlby4nY55YryTWE7pmTV2ZM000TFC25zzsjX7tOijhkwXlw4+bbwP8/StNldFpaXLVhCsN7I44P3vcZ7VpNMRxmu2GkQlqza0nxX/ZGktbQ2cLXIkaSO6c5MZZQOB64HBzXM3EpkDZOS3VjWNKj7Ocp3u5fh5AQFgAM8gDgVEASWduuOPat2BHI4iAEnKNxVSRdrFRyOoqSiPGaQofY1TEiMoc9DQoCHcR06CpGPGWO5qtQjjPrVIksAfLUpGRkdaYgt5CsrZGc/nVkkYbByDzQtgBHz+VSq/GD2piK8yrKQUOHUhkcdQfWrxZdVjWF5FikYnzCRjdgDvXJiI2tNCZjSW0sdzLFDNIyRHBO7tVrVrSS6FufOBEhHz4HTH/1qxcrSTaC+pZjsY7ayLW9t5hXJLN1P403w5PHO00VwAWY7lz/KspNyg5X1Etbs1HsYJLdlt3WKYdGwPm9M+vB61l2dosFlNJK5DzqQRnoOwq4SbVpD521YjWKWAblZCoIDFTkkdxV62gsLCdnmXMrhTsPPJGeB+NTKXSIN6aESu91czrJGghcDC+nPFYsUMi6mPLyZA+CG4GPc1pTeli4u+hpXSW8zSfZ2VmdS2cZ6DnH41ThvITaW8PlEzIzFyTjr0FKKbsNKyuyvDZOJZZdu+OIb8N/F6VatUm1VhGONuN7N/IVc2t+wSaNm50m0tJ7WQqAhJDYOCcd/xq+ES83LaIFReN3+H+NcU5OSUiV5mdr9k8NrDZWMJU3DEyTbTtAHqabfWtsmn2sahcxuCCB1wvP64rWi23H11HLR2RRjdEeWSQ7VBBJ/AUPcKWLA8HpXqgM38bmpN+4UANNHtSAguI/NjaM9e1VFRwu1z8wHANJlDDwacDVdCRCRUX3m579Pakxksa7mA7CrSimInxxU6DgU1uIicbJ0I6HipYmLMWxx3FCAcSARj0qCeQ7SM/eIWhgIr/MwHQEU83JjEiYyu8NjGeaiouaICG4d5XSKMrvbcoJ52/8A1uKdFZ2yLk6iqyZJ2srAfnXE20rJXEtmSX+rNHAlgnyRbPnkzuLEnPX0qtodxKLqVYY1kix8y5x9PxpciUHcdtNTRivoL1xFb70kJzhx6fjVm9lgutUlS6iMSYHEZ4HHp1rJRlF6vYjYx5GmniYRsVC8EdKl+x3Dw745lY8EgnqQOKtyStcd0i27yiKGWIKHclCuecj+nNV4bJby4Fs0yR+UvmTSk52r7ev/ANelGVldDirMgsLoQ3rCwdli5VS4BYjB/rziqfnzSTNNOfMKnPzDg1sopO73NXsXolmltvM2GMYPToamtWe3WX7OzKGxudlxyOtZ3TujNaPUsXU811HGsrqI4wSvzfMQcdqbZav9kmikMEixSOI2HcgH0qFBSVkTZ3Nh9Y/0YRzxAbzja/AP0HU1hXMqtO6xghFYhQevWqwkOWTZSM++JYMg/iANO6yH2r0Sh0pwFFSLjFAi5o+k3msXn2axi3vjJLHCqPUk9KhvbSayunt7mNo5YztZT2NZKrB1HTvruMqHiVh9DVW8JSRXHfrWjGROp7jnqKYppoTFPIxSKMZNAFmGPavv3qwF4piNrw/okmq3Kb2EVsGHmyMyjjknGSM8KT+FduvhHShbF1t5C5XC7pSV3YAAz8o++4H3j9w1pCN9yJOx5tMvK+zVAGMbnHrzWbLJ9wbBqtcnDID2bJpsSGQvznrk84pwkxM5z0PpSGKtyZbiVSjCQYKMqkgcUea1jdG4mhSfcOBnAB9a42kpcrJStoV7sy3jtIIwFY5XHaremskMJWBHDniVmA5Pt+dErctkOW1kMU3UGoQzAxM4OFX29/zps8txLqEjvxIc5yfemrNjVmSyT26+aqS8YGSB+gpFuWt7ItHGQ2clmHXPp+lZKN/iIS7lP7RIRlpGL9cmm2s/l3qZyUPDe471tFWNVoaWnwg30ibRt2tw3Wm61YDTYIGjkP71uST6DOam/vJdxy0silLd3csuRMiJ/dEgAqWW5kmkgxKztK2wk/Wn7OKtZCa6ssxWsyXommUsifxcANx0rXe7sbKwFxGoluGOPm+7GO/XvzXPNuTSiSuWV2+xU3zSlbm9bMCqCsRkyTnpj8hVG3ferMe5JrooLcIjbgZliPvg0o+9+NdSGwl5cVb0iK2n1GCK+maC3dwJJQM7RUTbUW47ge0abYJp1pFBY6XbCMKPnUhi2e5Yqcn6cc1gfEDTLWTTTdX8dvYyoD5MiAb5W/ukDGR744+nX5XDVpfWVJSbk3t/X9Io8sYfOT6iq96uYfpX1pJArEqOuBUR+VyKSBj8fLk1JGnT2/nTAtImABW5oejG7dZrgAQDd8m9VZyFyAASDgkqMj1qktSTtJru10OzQyBlhXbGqICDIudnGFTOVSQk5P8ArPXNbVvI1xB5iMfMkXmZDnax4zuw38csh5YfcrRPsSzyByGz6g1Wnz5oCjkjJrMoaGw5APTiobt8kc0hhbAcUkbfO5JxlqEBMbn/AEaWBWMZkcfMvUjHSoBGi2+YrreB96Nhg/hmueStLYFoSWjRsmElZGQ5KE5z9KbcX7wsURFwTkkjk/iKz5eaVmK12Wbe8sZIw0qskyfNnk1Yni8+3a4t4fMGPv8AOQQBnj0zUO8WrslXT1Mi8hCKr568Nir+najbGA291EzDbgEDOfr/AI02nOGhVrozUV5HbykZo1ONw5+lbem+HZZWhku38mN1LHHDY9PanUqezXmXfUXTpI/t5mXeSAwG5eG6jrVrWhbzxWsN2wt9yHaXBO3p+tRJtSVglraxgvBYwTukbPfIOjKCoWktZIWl2hMAONp67Rnn8a1fM1di9TfktHmaWJmeSNhlZM4C9Kzr+KGOOKaJE8vc0QjIzux1bP1rmi3eyM4sonZvZo/uop49Kls2/d4rvhtqaiytidB61KOCfatAGSffFKpwQaGI67wt40uNGtJba5NxcRBP3CrMV2N6f7tYerareavdG4vp3mfoNzEhR6DPauKlg4U68qyS1/Dv94Mz2602Vd6MK7RFRYztzTWhLDeCAF4wTyaQxyIWYD0qaJR5h9uKYjf0LSReOGnGUYYQK2TksFyQoJGMk9OdtddDMYlBj/dE/OkZbYM8OBjcg6mAfd/hz2q0JmVd+HLi7n8+5vk8lVC7xAVwih8YzhSdsefvc5HJOa6q1hZbOOEOWZEEXnDDYbGzduww+/LIfvgfJ24qluJ7HNL4EMyCeDUMxbSxLQnP3S3VSV6FByw5celZ+q+CLuKedrG/hkii+TdJhdxyRwVLL/C3UjpU8u477GLeeHNY0+KSW5spFWPmQghto9Tjp1rAlcs/6VAy1b/dZuwGBVdTkj86AHA/M3JBHIIpjfvZQx4BAycY7VnLe4WuGzyjgKWYj5WPGKdGsl7IIWMSFeV3Dk+3FQ+42aNnb/2dDNPdRByTs2NyHBx0/wA9q2bC7ghhkaCPYjpuMTdVbpx/ntXNU99Myd2zlZP3ke1ujHFXLNrfTrpXmQSRuMZIyVrSz5eVFrsbTJYPl7OBi8yciMjH1IqS51OFYSLhJFdgUdVI6A9AfeuXllKyluLUaniVAI7fT9PdpGwqIMAA1m6zFNdXLG6wJ04O1sgH0rWEFTnq9TRKxY1Oxj0vw9HDuVZpiN7Hr6n/AArnoGUPtiUDPBdjk/p0rWk+aLbEu7OoQz2VtBFPidWQtsLFWCkYHT6VQ1Wzkt0he5KhGjbyYgfuD/JrnjJKWnUjqZKJst3brkgVNbHGB6ivRjsWhbnPmQn/AGwKnJ5wKpAKkTzzxxRLueRgqj1JOBXZX3gP7NpzTx3rSSqm7y/LGCfTO6m9g6kMXhfSZFB/4SO3UkZwQnt/t/5xV9vh9GIvOGrfusFt/wBn+XHrnd0pAVT4GWdttlrNrcMewHPXHTJNY3iLQJ9CeJbiSOTzgSpQEdMeoHrVNdRJ9DDYYBHaoJgctgnAAyBSYInGEQkdhWloOnGaFrueKQ28bgFwvyk5yQTwPu54yOopSkluwNy61CO3g2zsZWZWG0OG55BwSzjq8p7diOvEQ8UyRS7ra3CDduxvK87iw4TaOuzt/AKu4hF8VSRSKYLWIKAFKt1IwgxuUK3RMdf4j3NdT9paeOG4LYklUYmf+8wAJ3MP78zn7/8ABz0FNO4GB/wndylyZIrO33o+RuJbgOCBuzu/gQfe6CtTR9fk1ld8gETwlVADlyMKMtk/MeRnqeA2RihSuxNWRW8a6tBb6K9pHKpmmIAjUg7R1J44/wBnIxks+RXmKAvKQP8A9VZspFppkjXygDnHUdqgjPzZ96Yx4P741BKzKxAPGe1TIEWoWCwI7EOW6Y69aZd2wEm9W+frtrFfEJbl9g6wQRGUiTOSG5wcc0XDP8wuXAcEFNg2jHfPpWV1chMqrBvUlBtPUelSzR+c8aEY78fSm317DuXDqH2CzFvEuwnkk8n6/WqUdldTFpyfKDddzdqmNl70upSfcntTJbESWrgTYwJRyQO5q2k9hJbqyz7Z926RHyAT35qZJvVFS2GavPNczpJMYXUDKojZKj39KqxWm2cSIgEQIZhgdew/U/lTj7sbIyvYbqN7J5/mW7Hy1AVjjIarMto9xpUN7dTiNiduGP8AD2x+lDtFJrcdtDPnA+xZXoTnPrTIW4Qiu1aIsllbzCuOCGBqQHmmM6nwTpjS3EmpMm5LbAjBONzntn2H8xXaeGE1UabKmrxlXM2+NvM3ZVipxwe2f1qn8JK3OU0zw15vi25hlj/0W2bzSMHDA8qvT/ODV74ja4Qw0i2IA+9MR16nC9B9fyqBmn4Ysrfw7oM1zfAR3JjMsjkjIHQL19T09a4HxBq02sag1zN8q4CxoOiKOgq76WFbUyXPUVFIVywYnLKAMDPNJgOkPyhfU16L4JyPh9qoDL/x+wgg56F4wc4IOMVwY92pxf8Aej+aGjY8Z2S6hp+qpNptqLjTNrfa7c+WxyoblSORgn+I815YWwfpWWVzcqTTk3a2++qTt5gMLV2enuEtrZI3EbGJVWThCSRjOfkJ+aVj1b7ncCvVTJZEfDmmybZgJ4Qcsqb+XG1nAAcLzhohwx+9nnpT5dN/sx5LewlaHcc7pwWHB2k7WVQCSpI/AAnJFCGzn9T8M6mjPNvS6LZZ334bPfdu75z9cGuZhkKg7QM+tSxoU8Ak8setSQrggUAIvMhPvSuqedmQlVPcClLYC1DBFC/mKzMqjcAwwfyqF2Y3kczDMYcHA9Aa507vUjdkl/emW7OxSqAbQCOfrRBOsiyeaxeQkKoIzxRyWWhVly2ElvVijVVh2tjIB44ptvqAY4kAyOQccA4o5LoFHXUuqySGO5KbyEwIlGST6nsBzTUku7y9WK4R4oG6oOhH1rNJLfoJqxp33lW0cMUSqsjruYAdFBwKwfM8uecJwSeRjJGe4/Sppa3uNFizWNysBJRwf3jucDHH+NW5wpuRZRt5qZDAA9WPFOV7ia1NGJEhngtGssGb5S7nIxjmsrxDcTJ9lhSIRxIzeSzH74BwDj04qKSvJahErXmWtmz1xVSFv3Sn0Neh0KLP/LUH1qRfvUxnRajr0cHhyy03SZJY3Q+ZcyD5SW54BHJHP6Cl8L+J7q01OJtRvJpbVhtcSOXC9DnHPoKfQk62HxVoSzFxcoCwOSImBPHH8NcTZXkF34oN/qDhYTM0zbsn1Kj+VSM6Px94js9R0uC2sbhZmeTdIVzwABgc+pP6VwxIK+9NARN1qKb7w+lMQ9hlxXd/DMTyrdRHRI9TtQVZmJRXjbttLYznHTPauDMGlhpNy5fP5jOh1PVisHiY6pZXWnm9gVbYTREhyqEfeAK56d68mdsk/WsMsp8kZWd1pZryikwY0nirMeq3sUSxQTGNQNuIxtyPm646/eP516wjttB+1wwP9pdZLlyGEMcezB+VtpUYJJdohyjDg46VDPdQjUktrdgWjUnMeMgAhR0wcnbu+5/Fkg4oQMx/FOuRRWclnbSDzGXZ+7PCL7Y6AjsDjHYZNcZCM4HbqaTGh5+Z/wBTUycKWJ9hQBGnDZqzG7oSY0VmI43dqUtmJ7CTLKdk0hLE8hVHA+tPhGUO/bycjnpXO2raEvTYWRBG77U8xt2Mj0pqqiKTGV3AkkF+QKSeg1sTSQLMCZAOentVTT7DfqCRuQyZOR60KVk0CkXtPsJILqcuzCBVLDB6+gNRm8mErbJCykEBF4I9CRUu02GkmOuI5ZIoZRMZnIDEZ4XngU2xt5E1MsUaUbRvcLkA9fw6UacrDfQ0LlrVrsHyvvY3RnsR/kfnVWVoJL+R7ZgrqQAoOM4rOKle4tbFq8vrn+zhK0g2o5XJ+96fyrNluY55E8zfKx4Uuc4H+FXShroCV9R0g3RsvqKzojhGX0NdpZcUhlRqkWkMWXlTWl4b0G+8QXLQWKoFiQyTTSvsjiX1Zu1V0JNg+DIicJ4n0InOOboj+lOn8BagbKW506/0zVfJUvJFY3XmSKo77cCpuO6OU5HFNY7eRTGNJxzmo5D8w+lMkk6sK7z4eRq/h/xFOhaO5tYBLFLGxVlO1zwR/u9K4MwdsO/VfmhnYalLfSadrNqt+zwx6YsoSeMOTvR9w3DB/h4Jz1714l1OK48p5UpqKtt+KAHPFa+hWK7hNLzlWBXGdq85JwGwdqydV4xmvbEauq619igEUJU3G4FoyoKIeWb5clfvNjG0fcFcsDdJby3MJYJjy3kxnrjj27c0AZU75yBz7+tOiwqc96QyRfXuaf8AebHZR+tADV6VIGYKdpwfWhgMtbx7WY/IHQ/eBp1xcCSf9z8iMR8uPzrBwV7itrcvtKhtRHIVSZkBKmooYGFo6REFmO1iR2NY7b7E9D//2Q==) |
学年/背番号 |
4年/アナリスト |
氏名 |
地頭所 佑眞 (じとうしょ ゆうま) |
生年月日/血液型 |
平成9年7月25日/O型 |
学部・学科 |
文学部・歴史学科 |
出身高校 |
市立尼崎高校 |
出身中学校 |
清和台中学校 |
身長/最高到達点 |
171/295 |
ポジション |
リベロ |
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4bFFtm850GANuCSfUfWicLkSiaGhWe5Df3gD3MgwNw+4PQCrtyZJFKQwsT0yF4rnm9TGTuzOnsTjddQAhclgxwAPX6Vo6Xo1jNcJLNCvCg7F+6az5nfRhdm3eaRbSW7RXduRuJ2s0eGHuDXOHSzHJ5HGTk8YztzjOKq6cVygRyalY6HGQqie5P3UHQH3Pb6Vl2dxLfyvdXTlnYkew9hWvLaFy7Wjct7AeMgLTZDBEDvKKCP4qx1bsiEzHuZl81mtogflxjHX8K2tK0uOG2F7fvunf5lQH7n19TXVstdzfoWFuJVuPMgvnjB6oRuU/hUmsl2XzFkDwnBQfxKcfMp/mPrWfKudNEpK5y93JISQm4+oqkzsAQcg13G5GGfcFOcUsUnz884FAGhYzI5KnA9yeasS46A4PagC1aTLM0fys0qcFSeMeuK34reHUN0QclgoywThfz61xVE1IiEE52bMW/ilgc26JGdhwSvX61FFeTQv5gQO6+3f8OarcL8sjoEvTuWGOMTy7cvsOBn29araPBcDWLmaS3dEkzjcpx1HrUx0TN/apyt2Lf9i2WXLIxZ2J+8QB7VWfQVjBaKUlwcjcOMelTzMp0YyV4l5AVjUFAuB0HQVHIMjp/9apNlsMAOevIp38/WmNC5GMA5qNxmkUQsMnjio2/CmiW7bnPXkyw8RED371Pa+W8Xm7FDOxYgDpWyXKjy9olTV7VIysqLhX647GrvhuwLI1wyFuy5HQetNy9wbfunT2lzLCubgqIl/iyAfxNUZZry4v8AdYSvI0hyQDlFFc1k3qYo1L60nvLOKOe7aN4uQLdAoJ9yeTUZvrrT4D9jZIX2hc7Dn68dKznyyXKxc1wufFMkEEkccRV2j2vK8pySe4xgAcelVdM8RtMnkWsbXEg+Xe+EUe5PWpo4dx1TK5W9RqaOt9em61Of7TIe3IUewHpV6/tdKsrJ5pII40jGfk+Xn04rZybfKgb6I4Rrq81C4byWMSHoiHAUVs2fh/O1ryQklQ3ynqK6XaGiNHaOiM630TU747oLdoos5Dudo/DPNb9vpV8luI7qSJ9v3ShOfx4qZzjaw5SVrFc6fKjnBDKfQ8iobwyQIYJQVYnIzSpSUpWCLuyisUQyGOSRzVG4gG75Vx6d67DYriPja2c9qY0WMlOoPSkBLa5VsDAJ65qd5dvynp70wCG5ZHO1trEYBq1a6zf2aFIJyB6MAcfjWU4p6iu4u6NJZ5b9YpYYFUygxsiHow5z+P8AStG10qVEZ5gqsAdqDnn1JrmdloVGlzu/QytCbZrCrOxUkkEk45rtVKsMZz3B9KVR2dzlnoxCnzgsCqn1/P8Az9KQ2s0rskMTORz8orJ1IpXbN6FVRTjIqMhDbSCGJ6GnC0du4GPX1q1qdFSsoaFWWMLIyk/dOB2oHTnn8KDaLuriN1xURI9fzoKIz0xn61DMruPk2jHrTM6iclZGDe2UgKoRh1HzE9Bxkmtmx04FFdseWwBAXv71cndHmN6FPVY4Zn2DgpwFHTP1p1pey2VoShhYA4MbE7sdzUtvRC3ViO1S/wDFFx5UaiO1jOWIBx+Pqa6a38PQWEeHeRuOGJxj6VU5KHuocvd0RD5S2t0koubnapzsaUlT+BrQkmhuEJyrcc5FZNRepBlpYy3kk5EOUlG35z9aebCz0ixkZ9qFvlzjnd/Ws+dtqCC/Qr2+qW0KAhnkPQBQck1FeyR6wgiviLeMsduTjaexq1GUff6hqncfo2h20OFiuGuFb52OwJxwPXNdLAsZUoRGFU/KMjIHAFUpuS5mrDbu9SDUrwWyMQhcKMttI6VVjlW6hE8Z+Qj8anVhuZN9dDPltbs0efmxJtJH5ViatdIzbYQyRKcKGYscfjXTSikzaC1KgUvEZOgzjJqaO2eUiJQSfQ10cyN+Vmzp3g69vFUhSqsa6SP4cssALnLAZPFctSvbY6YUe5x+u6Bc6VcS70wm7AwKw51mVQWB29Oa3hNSVzGcHF2I4m+dfXNak0VnMiyQTiOXHzxODjPsac79DLRrUvaRdQWCK853bMsFHJJOAAPwzWhF4jhkcCSCRB6hs4rncW9S41FFJCarZQXLRXUR2s3Jwp+bHQ+1V7fUbm1uXSQu8ZJKhuMVDipKzMqyizTm1P7WgUORkDluMfjTH1q+8qNJbgXUQlwVfvjBwCOcf/Xrk9kpaSOaMd7lu31n7XeyCWG3hZe0Lc5OB+P5VqrKp/dxAnjlmPSrjH2aUbi6mXMd0zdD70Y+vFbHrU/hQx1b/wDXUZXjnk/WmaEbDaetNKhs5/Q4pCaT3K0t0HctcqsT4IWQLwQaqafLcSSPbW2WXJIweEHtUxvJnjpXHS6fKJPnDPn5Rzjb+dY+oRx28rR+Z5jjggZwPxraLfNZFRepsaL4tXTLNYEsY1ReT5e4Z98knmt2DxLZX0W6SCWP/fQHP61FSk273CUWZus63GoZbOBWcdWk5/QVS07VlB3XIMbdGK9DRGlZb6go6Go2sNFGrRTloOAxCqcHsM+9UtX1Fr9ImuNoVCTkdDn/APVUxg73Dl6oq6VcoqXBDGNQwAU9cjrxT5LwSK2V46ZA6it7BZmn4cbyyZlVSSTFIOh28HP510mnQx+YZriBmR/lQlwq/U85PTt71x4iTjC6Ie5R1eSxa7EUMqhnTcUBBXbnjknIJHanXE0SWix2yBRGuAuOKdBycbzHHQwJra4lJknufLHouSaxI7GfUdSS2gBZ2Pc9frXbCSV2jope9KyOlTwbqSyRRPF5q/wrEOp9ya7fw58PWhiE93Hvndstg8Aelc7rc2iPTjT5dWdtpmhrboA4Hy8D2q81siqV27vwrFmiZy3inQob6CSNVAMnzDcOFYdD+gzXm+qeGybaYCEpgHggZU9x/wDXqqdSzsTOF9Tz54/Lkx3U04AN1bn0xXpPY8xkhDFRjjHTNW9OgWdws0vln0Azn6Vk3oStWdhAyRwoGYKuMDJ70XUEU8ZVwrjr9K5OfU50zNtV+xytCYjLFKeDjJH1qDVUMdzjov3l2jgZ6/yq3q00dN709CaG5beFgLNLjk7clatDVLYW8nmTDzIxyoGCTnHQ81i6UnqYqm2uYqwaiTOzTOiwbfkBGDn6d6u295BcPsikLsBkgAitlF2O6lNWSe5MR6n8M0xh/wDrpHQROBke1MbJ6cGmJmTbwNqCkwEomOGcfe+gq1pto+lyyTSzoRtwSRt496blyuyR5DdtDRtrqPV7eVY02xq2zf2Y+36fnXKavptxZyu0sO9CxwytkH6962WjKjo7MXR1lvd2VQRIMbAv3j6Vqi3mkbYiFckgMw2j/PWplaLCVkzPv9OuAyGNRJgkELUX2C7Py+S2TT5la401YtWek3kbMvy4kGGU/wA6sLaS2ww7jHesvbRbdhOSZLa2CyLkAInXPrV5NIiA3bmOP4uMCnfqyWyultNYXDTGQyI4wccY/Crk5F5bJHIzMqNlVycD6elRKzWotGVIYJ47QhI2RzkFscsB0H6VHBeTSTrFKcBOTxjPf+tTdSuF7lufypoHOAWUZDAfdNVvAhY+JIjjI2sSfQCuhfw5HVhl76PZtOQk7gvvnFdVZlPJAZsVwU9z2J7Eu1c8GmTNGg5atmlYzRj6iA4O3muK8QI6JNkEEqaxWjLex4rqKbbmQDruNVfavX6Hky3L9g4EM7SIrsq/Lupun77m8RdxRs8FV6VlLS7IvZaHcqkclnHE6hto6nrn1pnleXwj8fnXlSm2zjd2VboNCjSqyhlBIOeM1StpvKs5ZpdskpIUqzZAySc+9dEG5ROim3YpC7kRVW3PlY5LL/F9fWoJJprmRXmRN6cAgYJ+vrXWkjTnbVh4hkuEkm25KfeGMEDHWr2napBb2hHlqJM9AT8341MtrIqMuR8zRo6feNeKT5RRR/FnINTken41m1ZnbCXMrsjcY6/ypjA46GhFMzbaZt5CfKf4cVna/PcSSrBK+1cBvLAxn3rWCTlc8iO5p6BdLDpxiV1VlcsVJ6g4qS7uvtLlMZBOP5Com7SJl8QllaJZWlwwJRyjM2RjBx0FWbKGW4gV7hmPXAb0pcylqG+rLBiA44/E1HHJElykfmKrMcY/rSleSaQPU0rkQW0XmzOoAHJNctfXj395HFbgxxE8Ejl+35VhRg78zCK6nRQxpCgCg8DHy/8A6qfErSt5BZMnJx3HFazbsTuUNS1Czs1cvcJIV+VkVgSfwrKstetCzKC8BJyCQCMf0ojTm1exUYNosSaibUPJDI0isuVOcrnv1/D86y7eeSeVmkfljucgfpWlKNlctK2ptASThYLWNmaThVRdxJ9qtfD6Mf2lcSbc+VAT+opt/u5I6sLdTTO307U/Et5uSwtoYlzhS/THvUx1PxVps4+3tDJEeoRen41l+7irI7vfbubNh4lku4iDG6uvUVmar4lvBIYrWLLH+JvWsk1fU11toUIrTxTcRmafWobcNyqFRWTIutQah5d9cJdwSAglf4T6itnKDjaxjyyTvc891+zki1yS3xhnkwo+vT+dalpoltA4guNt1E7/AHwTgHpweDW8p+7E4K0Wk5LuTaj4Yg8gyWMjwyAbvKJypxjj681ztvBJFKcNjIwecUKV1qYqV0a1n9tMBYXTrg8Kecj15qKbUr22l+eQsueQQBWfs6cnqiVGLY46gLstEXKo4ABc9D159u361EkEkzFEGVYAHHPSiyhp0G7LYtyaZcYAYBQBgAtUT2MkIyVz9KSqR2J5hm8rGxVQ2B0IyM+9NhvPIk3SWKiQgDA+UDr2/GtNHpc1hLl3JI9VuFmVpHUoDgxgDj+ta893BHAJZJBsPQ5zUNa6HVSqXT5inJq1qGChy2e4XgVdGGXcMEHkH1pNNbmkZxlsY0QMLH7xOM88YrB1adn1Fm3critKWsjzoass2F0kjqhHz9BW7YX81jdb1tFlZQfvL09wexrOvFSVnoKa11G32sNfzxbouVOG+bcW/kP0qnN4rvFkMcUMQCnHzqc/ocUUaSS5QjHUgn1vULiMruSPPO5Rg4qCCSWOCVi3znlnZuSK3SUS0kiSyuZbnKGd3RD93JwCauN5kaBoZGRhkEqxGRSkknYTWtgHiKfAt7vcVU/fQ4Y/X/62Kk1DUraaw8iyaUO5G9iNoC+g570uUnkszCeBFQ5IUVAlv0Jb9K1TNUy9ZxSiCSJUdwRuXjuKtWdvIi4YANnJrKUkmyGzpfDMa3Ooi38zZIIiRg8kgjIH4ZrpfC2jx2XiTU4opPMiBUZHoecfh0rlcmlJdz1MNFOjF+b/ACN+/wBE1AH/AELVfscODtxH/X/61ZlhpGtiVhf63FdkkbUVTgjvxjrSjKPJZrU6HGXNdbHa+H9Fjti4Ybht53etZV9pKzXE5Q+XIM7GxnHvjvWaKtqc9e+C4Lm/jn/ta6CLjfDkkuR178Z9K1NN8NR6crOXmkU/dErZxWs58yskZqnyts4bxFZxw+MLSeSEzJtJKL229/1FP1xIoJiilVBAYL0ODzTlJ2icmKVqLfn+gtvtktRPLMqo+QCePzJ4HSs9bS1R5J4tlyxPBUhlrKFVuTSR5eok6hmL4KZGMYrPuLVXBLD5ffgGtFNphdmc9mEBkRvlXrmrdvcR2qIGkLx5yzjO1fQCtpfvFZGj1Ru2skcsAaNklTsetDRRv90hTXArxZiZGr2ixfvQNrngDsapjdcOGuCPlPBHBrug7xubJq1xt0kXlBraPJ6ZDcZqp8xiZFzsY5Ze1bRGmySC2mlCxwg4J6npXRRKLa1RHfhFGWqJ22R1UVa8jMumVZFDOPMcYX396bHp1vGC3liRjyzNyTWcZNK5wJtIZDZ2xYOkCl16Ecc+vFLeT3EULAP8oUkhPTHrRfmeuobvUz4X8tt7cEDP6VQhRi7SS/KucknvXRHS7Nl1JCrM7vyFPAB4qNtwUg5I9KtDQ22aWCQtCWQnrxmtJNQ/dFWUhj0J6UpK4NJleT5lZv4h196ZbxyyrkAqvbNLS2oPYkNiXILuTirFvabJoy2HQMNw9qTnoTzHTNGpjBUAr1BFUNRKWcEs23d6A9ya4ldysYrV2KnhiWS01a01LzWLRyh2x6Z5H5ZFeyWttHbaybiDmK8h8wN6srHP6MK0rbnsYSV4yj2Z1enPHLEVk2sp6AimSrDCzNGqJj0FZaWO+2pa0d9zNuyMr3rL1Fxb3pbB255IHQVnb3UL7RpWRt2XfhSfXFVdWnVUPpitdLCa1PP2jF54jZ1wwjgIwfUn/wCtXFa7qkV/qd03noqxkRgnjdjjgU0m1ocGLf7q3mZTXpiQrCwfaQ+SvHPt3qxo1zI7mQrtQsfbP4VfKoq73PMatHU07meCPG6VGduig5rJudQgBK5JYHoozSjBvUSi2VftRkbBTKnGV9vrUtwgkiw/CHlVUYArZe6y9itbzvZFlhdow2QcdxUkes3MTBF5X/b5punGWrG4pk9zqT3sYjlVcK2cqai8wxpgHjPbrSUbaISWlhjSsxfbEzeyjrTEKj5vu+qnqKtLQaRItw8Z3ZOF6Fe3+c0hvi+C5OU5yTRYq7toOiia71NXkOOCWbPCgD1Na6Np8LATXcTbR90twP8AGs3HRJGTXRGVqGrGaTZYARxj+Pb1/CmWiPM5Z5RK5XG1h69eP0pSShHzC3KiSOKCC0eS8QB8Eor8E4HSsaKeUfMEVmPC5GcfQVpBN3bKir3uXtKsZLne77mYnBB71NdWLQ5LROAO5Xj86lyd9BN6mfKyRn39BW3p2mwT6Okl1GfncsHAwUHA5P4Z59aptpXG20rlG50ySOXbDIpVTxvP+c1q2tozxKGQY6DBrOcrxTRMpXRDLHFGwDso3dAWAzUc+yEZcqq+pNSm2JXZTGp+VIVjkYJ7MRSXN1LdBbd2Lxk7gSfb/P51qoWabNFFLUjjRhIsKMwB5I9utd94R8ZC8jsdImgKz25ZI5w3DoAeCPXp+VTUjzK/Y68NPll6nd2mqtENhq3H5t1udm27R8o9TXJfSx661KLeJtS053NzYgrnCtEd2fwqhJr2q6pc7oIFhgbhjKOT9BVJCa1NCO5nslQIWZWGCD61Bqd9NKm1c80k+hMtDitS1C8sri4FtPDCsihXeQ4Yden51xd9Bbqd0bb2PUr0rane+h41epKU+XohDEyLuz14PuOP8K1bS7gdWhxHCVGSrcVU489jnkrmcxie5LIwAHHWoZ4o4MNGN4Y4xnkGto7WKQ+PYLjbkDtjPOa0o7cHgnIrOTFLRmfqEaBwoPI54qhJAzMDG2cc4JrVPQpEpbYMKpz3bGAaUfMB2bHOR0NC2GrEtvM0THaTuxg4OKSbcwysXzE88ZNHUQwB0YKBgnqP8almghWDLSRh+OBycUX7FJXIw32hd0ccqBh1boauWrxmNo7y3LN0DxjkfXNQ9NDN9iGRrSIn7xPsKfpkjyXDyQqF8sZznkVLi7XZNna7LGos9zYyRzythQXXvyBWTFFtjBJ5pxl7rHF6Gvp8ggjJM2CQdkYGSx/wq29zIAwdvmwScdOn/wBahdyTH1XTVY+bbAKxPKg4HP8A+ut/T1SLTooiwkZEAOBn9KdSV4jnK8SncQgSHaxC4yn+FPtmCuFk+Td2b6Vz81lYi+ljndXRo7sNHlg5wMdc1ds9JecBr1yuedoOT+JrrlJRin1NnKyuXLrw9btbs9tIVlUZCs2Q3tWPbW9wWRMbdhPXr9PzqVO8dRKV1qWnEiMXXGSu0cdKNJ1J7TUbaRowDHIu4j0zz+lFlJGkHqn2PbLJEuIklXDZH5ipNV1G40iAT21o92uMNGn3h7+4rgSu7Hup6FJtV1K/tZ5Us7RIoE3sDKS2Ofb2NVr99Z06NpXSzQL/AAglyeCeg+lWkP2kNral3wwmpXq/a9bjjhHJiijz09TRqsqRmRuMDpUv4tDN7anjfiu8+2arJtJIVtox7UzT7G4cL5rqinseSK7dIwR41WSu2bQ0WWaEfZ7lS69Ny8Vzmo21zYXLRXKnzOoPUN7g06djODTKwkkHJPNWbZ5PKknfBWMfKcdWPStJJFrcrSys0asOGJ5PvWhpmpT2yttk+Zl25bBxyOnvxSlFNARyTMHz19c96rKx2u5dgoPQUISFjlL9GLfSnjcFxt4HSmw2FTzpJV8sEnptA5JqztdJCJdySAcpUu17CZJuiaMKgCuxzk8/hUkETPcv5yrsKYKqOvpSZUGk7MsZtrbG6QYx161Wu5XeUQ2C7jIRlugye2axhFt3exgk27snh8M3kn+uliBPRVOP1P8AStDSPDjxXLEOgOPmIf7q9yc061XlTHKd9ETeINPs7a3Z4p/NVWKSDcM4xnPHTvXMQyifLAYA54HSsqEpThdijexb06RJXcL99SNp74q75LzM/lKX2DBC9R+HWtZPlB6MSGJbnzMkgxcbcd/8irVgZjO0MMaMANzbuw+tRNkssRXkNvdxtLD5yA52su4A9jiodT1mG8u0lMCeagAYlcBjj09PSuZQlOfNfQUVdFAabOVW42qQOQCeRx6VPbgvks3PQ+1dDqKWw3JPYuqViUlmVABgk9hWTNPDPcGS3XYD3B+97+1VBNjiRSjMmexqGG2E1+qj0yTmtFojROx6B4T1V4ovs0h3CHC5z0HbP5V6HpsqTQ9A2RxXHLSR7VCfNTTZn3imykdorYtk/wAJIxVdDdXsg327KmerEmrvpc7+eNr21NK9dbW0x02r+tec+JdTlkVobY/MxwW7CoT1uedWnyQcji2002pMzuJCe/TFT20cj/dbaPVuma35+ZXPEbvqbGmxXEL53rj+6c81N4htEvdMHmsiSxtmNifzHTP6VUJWEnqchLZbDzhvUCmahIkdvHBDnaPmJPVmP+HStk+Zo3TuV7aNWXk5OelSPb7TlQTyMirb1BvUdKwQBmGQTiozH5pIQlVzk5FSn1Eu5PDbxxjG4k9yBiiVGibrlTyDRzXYr3ZPpksAn3O4VuhY4GB3rQaTTHSR1txctgg/vSHwB1ANYzU+a6HqZahSS9sXaIngP1xUkEzeazRSHjsRxWj8w0e5Lp9g1/OA2ViXl29vT611IihtolWAIu0cAGm2ZyZSvZbln2wpIcdcjFRw3GoRNuUkzhcZZgf0wawqKMlqToZWqWl/fLNcX84IiXGWPHHpWLLM0aCKFUCjrsOSfxrWk4tWjsjWLT0Gw3UlvKky89QwPeuis76It5kEwBYDI7iitG6uiakep0p06P7NDMJD57pl1VOPXB/Ws/yWsZ3nSRt5Ujbjjn1rkhzSjqjIzDPMjyuMOWJYM3RT7Afyq1pNlBOiSmQSsAQ5z0I6ginJWT5QeiujYmj8hTMvzw/xAclff6Vx7a0I5pRHH/Eep96qhDmRUI3KF9qk91wW+X+6owKdYXgU7Zjj0OOK7eRKNkb8tlZGl9qtCuTOn51lw3Egaa5yVJUjilCPcUV3O4+FdrJPZ6hNcKSk5VULfxYzn+dd3ol+dNuPs9037on5HPb2rhr61GevR0gjopdY08LmR1zjOcZqvNrthChIZOlZK9jovocr4g1z+0G8izbIP33H8q4jxgJtPtLa5hzhJcP6EEd61ppcyTOSsuaDRl6lqSPbQm3IzJ85B7D0/Oq0eqzIOifrXQqdlZnkKGmpa0j7TqNy8sk7Qoi4XbwN30qYJeT3kkcu53hO0ux+XHUYqZOKbiuhLsnYutpW+MsxAYLn5R14rC1qz2WvmY5U8UU27ocXqQaRAqW7XEi5YnCA9vetKCBZIyzoeecg81tJ6lSepkXKfvHiIO1XJWkjYxkBl3D1FPoUJ5u6TOSvt0qCaQlyGdmC9KpIaR0uleFxNZCa7leHeN2BjKr7j1rIv7M2F1tUsUzuRjwduev6VjGrzScQTuyNmkS4ADg4OVz0YVZ6oWwkLFsZUnH4ir0Ki0nZktrrEunSq65kjPBjz1+nvXUx6pazRq3m7M/wHgj6/wD66GtDCUeoy6vrOJTvuI9w/hQ5I/AVjrrUK3nMbCLaRuzg/lWbg5IXK2Y2rapNftt+5Ep+VB/U96ztjk5GTW0IqEbGsVyqxoaPpUmqXZgLiNUG6VsdB/jXUWfhnS43RnR2AP33kI/lisalVxajEic2nZG9I6GPEGDxhQBnP0xxWRPaSs++YAEtwo/XNRJq9kZdTL1qVLO3ZuAXPyLXK/aniZjDIwY9SpxW1KOhtTV0LbX93A/7meUbj8wVyM1K1vNK5kLKc9GPBP1rV8sWaOyYjWkkYyVyvqKYyA4C96d77Be5LFbADDcDOamMYZDGBx0qkikeyeDrNI9FtliAG1O1XdQtBKhBUc+vSvHk/ePXjaxy+paZIQfLkkQjtuOKyk0ycv8AvXYj3JrRSsiWb2nWGxBxgepqn4ut0k0S4Vhxt4z60Q+JES+E8yt5TC6ttVtvZhkGtuH7DewZEaLJ3Xof0rvqpr3keTNPdFyxdNPjLJuKhg+NoOenHNX316C6KB4/KJ5KhB9Oo5PavNqU3KpzpmLV7sbd6jFbrICTkrgYHrxWD4gvFks4kUgl2yT9P/111UlezKgrsg0+aMxxhssD155HNat95tucx+XKxX5VQ42/nUyfLUswfxamIfPyvnxMu/5gWBGfpU5hTyy2cADNbt22Kb7DVg3pllx3qGbTZCGkMwIxjhelNSsNSsXtJ1RdL0x7d13SSyk5X0wOfzp0k8WooTISzgBemMVDh7zmbR5XuXbjw+vkpIswhcpkK6/Ln0zmqMaOsHk3CDzRnbjnd+NTCfOiYNSu2tCtpsBcmWXnYfl+tW5GCIWb8AO5rSTM2Y91KwlJH3vX3p1oktyQp5+laKyVyuhZax2sN3anCIA47/yrFyuZ3ua+jFLa3l5wGO5vfAqY6l9rlWB1ENtnLOzYJA6cVhbmk2zO13cuQajZwbvssgkc4DMvOBVS+1sy7hAhU/3mq0r7ha7Mi7Y3Kv5+W3DnPasaOz2yMHOQDiumDsrG8XZWLtraoW4UDtmtDCRR7TxxkZrOV5SsiXduxCZVAIVQfcj+lVQgB+UAe9dMYWNFGwv8JwKjRsuRVFnr3w41JLvTY4mI3J8jfUV1d1BzgDOa8mrG0mejTldIybyzyOlU49PXdnaKzRoTyQbFCgYrmPHswtdHdTwz/KB7mtqSvJGU3aJ5d6+9PTI6dq9Q88si5lIUFydpyD3FTfbJmnjZCCw5YyY5/wDrVhOlF6mcoI07ZnmlMkhU5P3c5xVq602C5h+dARjuMYrkvyuyML22MSXRru2JNsquq5P3uWqCwvI1bM+R7jJra6qRvHc0vzLQvXmrw3Fv5CQGQ54ZjjHuMc5qkGnmRUPygdSO9EY8q94ErLUiWR4pSjsxAPrU63DSSrHt/dk4bJ5NXyp6lWTZqw2MRjLSQIqfwuxJJqqbIQXLSRnbjOBnpWak72HDWbiWW1Ga4gjt/NUvFwGzncPf3qeJ0kgKSZQ4++p5FSocuiE4y0SMnTryN7MDjcpORUM1zvckE8dK2a1E1qZ938sxbJ2tzV/TrmFSq5K8Y54NVJNx0G1eJpxQm5n2xtkA8mq2pzRaeuAN8x6DPSuWN5SUTJJt2H6Vve086diSx3Y7CoJ99xPsiGB3OOgrayTZVlc0tJSGJ3i2jLJkE9yKWa1GWA9cfkKnUnqV/szPGMAisjdvmbHTdxWsdTSJajYouF4460MSeScn3reMUjRKw0mkzziqGLxyKqyZV8rSGdJ4L19dH1ESTKzQPjeF6g+or23S9Q07WEVrG7ilbAPl5w+P9081x14O/Mjpoy6F2Wwz/CSCKhOlhBwDXGdRn3EMcJaa6kSGJOrOwA/WvGfHmvrrOotHbDFrAxCN3c/3vp6V1YeN3c56zsrHMqtKTgZruOQWJievepQKYE9vcyQMCpyB2Nai6/8AuseT+96A54Fc1SipO6MZQvqO06VpAzTMcM3LZrG8Q2v2W+BjGBIu78cmsaStUZENJFGEjGd3zj9Kv2l6y/LJGG/2s4rokrmzVxr20s0bSxZYrzIO/wBQPSl0g4mYk7iBwGpdC0kmkbUrzSr8ztjqMdqpFrqSeWQ/MhYjB9PaoSRSSv7olnpztjGUY9QT71LLE8Uvl7WYehPBqeZNma5ZbbmFZIUJA5zxU5QhsHj61rJ6kN6kN9gRr61BBA8kgAPTv6VUX7pSehv2l+bNTsh8wgZGW/WsbUHa4dppDhz2qIRs7kRVnc6a1gb7IgUEnHFONsIUKg57k+prJszvqY9/ckMqwNgqc7ge9X7DxBbuPJvh5b4/1gGQTjHIHTtWvJeJpy3RY1G9tk0yZrOVJWdtq7T0z1/TNYMChV561dNdxwRKGFIW71saCZzQpzQAoOSfao5QOpoGVWuhGcR/N/Kt7w5cOY/tFxK0dqkgSR4uWhz0baCDjr0NS3ZAes22l+J7WJDY6jLd25UNHLDeZDDscOp/nWiknii4Xy/7MkU5/wBZLebR/wCOkVyxnSveSOmUZ2smec/Eq4nsrw2FwbSS7KAzeWWk8odhubv36enNcFM22INtJz2rpjZq6MJXTsyMSOfux/maUo7n5sAegqiSRFwKeKYhaQ0DNHT72OO3ljlBZjjaPWmzRyXkb+ZycfL7VzNWkYtWdzCMZXJ96mt2YEAnjp0rVmnUtyuyR7g5Rh0YGktpjJOr7AHVCSQPv/hUFvc1LSeOGMG5uVeRzjylwQufpUznbnYAfQdKxd7kU23O5FZXjx3PlygDHt2prSSNO4Vi5PAJo5UncSSg2zM8to+fQ881ZeJXUMv4U2+qMmypPGD1PA7e9S2aKIjnu+M/5+tWti+g7PzY7E/lQVjfhwD2/Hn/AOtVXFcuXGv/AGNVghtg21QBI7dfwrOOqzXUjCd9gPQLwKSprcFBbjZB8pbrVCZGQhj1br7VaZaH2ZO7ZzjrVp2wPxq0ikLu/WkLHaR71Qx6HNOXqaBCSRh//rGo2t0I6UDGG3UdqiMZU4HQ0gOr8H/ELW/C6LbRlbuyU/8AHvN/D67T1H8vavStV+LFjJ4TW60kFdSnzEIJOTA2OWPqOePX8DXPOleV0dEKtlZnjN3ctJK89zKXkkYs7ucliepqo0/mZVV49TXRsc5JGMCnAetMAFA4NAhobLE+hxQWoGMEnzbh9K0NPvBgrIMADOaxqLqZzVzMf5pGbB5JIApfL/dq4IHGcZ6UyiSEG4RgWGVHGaVI0VG83epQ9cZpD8yxaizaZThg4PRuBmtTr3xWcrmkUmvdI52QHJVQx4BC9fxqtMNg3qCRjkdcGpjcxV2tSdtPDsQjFfQNzUcsMkQwG+YHByeDWKlqYJlC4EqYMowSccHNLv2pt/EV0q1tDXpoOj5wKHLROc98NzUrclblK+bcqetVkJzW62NVsaVlE0kYJPDdKfc24aFuOVNZOXvGbepVhQIpb14pzH7tdCNRVOQR3FITw1MZJEeBUi0CH7SR0NNoAKYVzQMa0YI5p11HPZpCphZPOj81GYfeXJGR+INICqIizbnOT71MkYFMCTGBRQA2l7ZoAhU/e+tBOEJPU0ARj7hqRDkVL2AepwCW6VWc43IrEDPQmoQtSzayD5t52qF4+U9asnceDudT26ipe4rsZJB/pKEDGTmtGOYCMeYwyP1qXqVB8rsxbhEmXa2N2PlIrOhmcOcYVCMNnvQthz93VG5cxTO/EmPwFVb6BhBh5GOTwFI5rnuk9EcaaOdlnk83C/Kqdh/U961rW3UxRseWcBmPtXRPRG0tETfZRIMphSfyqG+t5FhVmQZXg4Yc/hWcXqZp6me9u8gwBgds9aS3spDON2MEHBrfmsjXmsjWgQCFFwAQMEVHcKFjd/Y81z394yvqZzDair6DmkboprtR0oVThqQ9SB9aYD4zxWx4d0q41bUPKt40ZIlMszyttjjQdWduyj8+w5oEen6Ci6b4L1zWLjVBd6PJaSWUNobXyY3nOArIvcDP3sBuueleQE02JCZpe1IZDK5xx2qzfXl1qMiTX0plkSNY1JAAVR0AA4AoGQCloAKCaAGihjgUAVwcsQO5olYHheg4oAQ/6s06M4FJgOjlD7gRwO9QrEXXcBkZ6ZrNaC6GglusQB4Kt1AOaerqGZFyNvGTWbu3cl73HZDKcgtjPIGcVASElUAlgByPQ0Dd3qOWYsSOVx71A0Z3H0znA7VSF0OvJPm5IzjnB/8ArVT1IFbVp2+8BwPft+tcdryRzLc5OaHywCTksck1q6ZfQwoVuFJG3CkDOPrXZJcyN5LmQkupQ26q0L+ZntgjHpmqkd2bifzLrIY9OMgCkoW1BR6mjCscwYROGKjJxTFSQkOqE49Kyk7bkPzEiBZiN20Z/i4/nUF67SSqqSK0R5wp9PWimryHFaleTrTTyldpuMz0NCk+Yw9s0gJUPFeqfCq98Jp4S1ey8S3UcD3EyGVWdlaSJcFQCvJ+YHIFMTMT4jeNE8Ry29hpUP2TRbAbba3Ubdx6byB+g7fia40mgAFI7Y4oATaDjNK7DFADO5p2eKBhmkJoAaWqIk560ARbsMx/AUp4AFIBzcRgUq9KYDY05Y5GOwpmDtz2rMTLVq7bME9DSp5sTs2AwJPQ5qXYG1pctLIoyQR7kGqytDtcBQXAzlu9RZkWdhEnAXJ65xjNJ+8B29QRzmqtYDqnuVizbxESSsDuI7ZrK1q/knjS3A+RTl2Hc+lc8I63MktTEmH7ts+lSWlpPMgbGxT0Ld/wrpT0Nug8WG2VEkYc8jirgtohwnzcd+c1lOfYiUizpmn5Z5+ikFAM4z61f8kKhIHG3IBrnqNsyk7mL4iQJdpDH1AycHjmoBCkcKtlvMbrnpiuqk2oxRtHZET9aaO9dJqMHIx6Uij5z9KALNvBLP8ALDG8jZAwiknk4H609LednZRE5ZPvKFOR9fyP5U7MVya0s57tJ2t49/kRmWTBAKoMZOO/XtTtNsLjUrxLS0QPNJ91SwH86EmwuXvEPh3U/DyWzalB5a3KFo3HKnBwRnpnoeOxB6GsRPmbJoas7AnoBbHemFyeKQyTPzA+tLnrkcZoEIeaaT/nNAxrNgd6YGJNICInMn45py/M1ADpOWA9Kf0WgBjEBhx9aVMBeQDUiW4OwRcjj6Uqynywq8dyalq4pIRXIznO32pp2kkr+tA+giNlsjnHYVOjNIyhAN5PQ0MlkcF68bs0jMd3Ug81Ye4SQYhVnbHZcYocUDRNplo02XnXgHgetaRwo6j3P+etZSZm3qUXBklMjcD+Qq1YSWyLLK0iArgDd6VnJO2grXJ31m2hgjigy56scYAzzis3VdWe6uj9nzHFwFHfirjT1uxxhrdiaXB598pmJYnJyT1NO1J1a4IQYC4H+NaR+MtfEUnPFM6CtzQaeH+tC/fP0oA7v4P3MC61dWUoVWvLcxo7HvkDbjvkE/lXWajDb2Pjme5muY47XU4RNBMSgEjpglySygHaSQwIG7B6jFdEH7qIa1MHw7rGkeHtR164cQ3VrIWtoJmRDPJvcBioyV2hd7ZwATtz1wKGm6inhjxJcbdThuY7sqVvLIoqspbOGyjbF/vLtzx0IxU3SCwfFHxRaa3qclrpsafZLeX91LFI2yTChS204GeB82MkAZrjE4FZyd3cpIRSdvX8MU0n3H5VIBngU/PFAxpNIeaBDWAFR9s0hkf8RqWMYoAF+Z81IRnAHU9qYh+qWFxYPGJl4kUPGw6Op6EVWJxipkrOzC4mRn5sY96VjwflPtUgxEJ/h4NSYQ/eIV+3oaBDWHlSgFefWpMKSDigCqgBI3DOa6CyijSJkjU7f51M3sTIuIgihVfX1qG4UiIjHzPxz1x/SsWzIRoj5eAPmPC/U4rMvrb7LII2IJxk47U4lRK7EBM9KgLHcCOxzW6NUa1m4NsZvusDjiq7ksxY9zmiC1YkRnOKRhwBWhRE3T3FH8YoGAYhutSoSx5NADjy2TUTtl6AFqQcLQAg6VH3oAXsKQt81IB1FMBjcmkfoKQEQ5Y1JnC/WgB8a4FPVikiunDKcg+9MRa1fVL7VpRLqE5mZQQuQAFHoAOAPYVnOSuCKmTbd2IQAOBnrSEsTjP51ICnkc9aVWDYDigB28KdrLuT09PpViGEOeNzIf4h1H1pPQHsU/uYbGcHNdDBKpjUqBgDoKmXciRdTayqykEdqik2hmd2+Ve5P4/1NYmZlXmoRu58t2wvQL1rNe4MjcDA/Wt4xsjaKshSd6gUqx5qhlhCVQJu+UHOO2acfp+VVHYEJj/Jpj8HmqGRuB1FRg/MKQwPBqePpmgBGbAqMctQA8cmpD92gA7VCT89MB/UUwjrQAoPFLmgBBzTJTyKAI061KoycnpSAlB9BRj/ACKYgOADmoJOEHoTjipYg2FYeeoPWmNkVKAcSuzOcUAbgOxoAa+5PvDPoadC7qd2cqeCD3pjHXZVML1I6iprK7dWC7Rt6ccVLV0S1oX4b7yrlGBPlk4dT0xVK7uJ7pzhgI852iskluyEluU2jYsSoz3zmkKEDc3Ix0HrW1zS463kAJ3dz1q9GgbvQxMSYpGpJP0plrNGwImypHQjoaNegaktspnDFTjHqKsS6RfNEs8cBljI6x8n8utJ1EtGXFOWiKMilDtdSrDqCMGoW+8PrWgDX61On3KAI3NCCgCRBzmnE0wDtUJ+9QA+mE4J9KADPNGaQBuwMD8aY5oAbGKtW9vJOcQxSOf9lSaTaW4blxtIvI4WlkiKKoz8xqgXI68c4FSqil8ISi47jWBDYY/jSrHvi2t8pB70tyAIdUYE9uDRHIM/OPxoAGiD8ocj2qMq0fDfd7U0wuBYEYPOaYCMYFAz/9k=) |
学年/背番号 |
4年/29 |
氏名 |
山本 岳(やまもと がく) |
生年月日/血液型 |
平成10年2月27日/A型 |
学部・学科 |
経済学部・経済学科 |
出身高校 |
近大泉州高校 |
出身中学校 |
能勢西中学校 |
身長/最高到達点 |
164/270 |
ポジション |
リベロ |
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) |
学年/背番号 |
4年/マネージャー |
氏名 |
邑瀬 有希乃(むらせ ゆきの) |
生年月日/血液型 |
平成10年2月13日/B型 |
学部・学科 |
短期大学部・社会福祉学科 |
出身高校 |
法隆寺国際高校 |
出身中学校 |
天理中学校 |
身長/最高到達点 |
161 |
ポジション |
マネージャー |
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) |
学年/背番号 |
3年/15 |
氏名 |
山田 一仁(やまだ かずひと) |
生年月日/血液型 |
平成10年8月20日/A型 |
学部・学科 |
経済学部 |
出身高校 |
神港高校 |
出身中学校 |
大池中学校 |
身長/最高到達点 |
188/320 |
ポジション |
サイド |
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) |
学年/背番号 |
3年/19 |
氏名 |
島津 悠輔(しまづ ゆうすけ) |
生年月日/血液型 |
平成10年5月25日/B型 |
学部・学科 |
経済学部 |
出身高校 |
高川学園高校 |
出身中学校 |
城山北中学校 |
身長/最高到達点 |
188/320 |
ポジション |
ミドル、サイド |
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) |
学年/背番号 |
3年/20 |
氏名 |
小林 優太(こばやし ゆうた) |
生年月日/血液型 |
平成10年7月1日/ 型 |
学部・学科 |
農学部・食料農業システム学科 |
出身高校 |
洛南高校 |
出身中学校 |
清和台中学校 |
身長/最高到達点 |
174/310 |
ポジション |
サイド |
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) |
学年/背番号 |
3年/21 |
氏名 |
澄田 季雄(すみだ ときお) |
生年月日/血液型 |
平成10年4月13日/A型 |
学部・学科 |
文学部・哲学科教育学 |
出身高校 |
市立尼崎高校 |
出身中学校 |
ゆりのき台中学校 |
身長/最高到達点 |
180/320 |
ポジション |
サイド、ミドル |
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) |
学年/背番号 |
3年/22 |
氏名 |
藤田 汐音(ふじた しおん) |
生年月日/血液型 |
平成10年12月8日/A型 |
学部・学科 |
農学部・食料農業システム学科 |
出身高校 |
小松高校 |
出身中学校 |
中萩中学校 |
身長/最高到達点 |
183/320 |
ポジション |
サイド、ミドル |
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) |
学年/背番号 |
3年/25 |
氏名 |
青木 大星(あおき たいせい) |
生年月日/血液型 |
平成11年1月20日/A型 |
学部・学科 |
理工学部・機械システム工学科 |
出身高校 |
坂出工業高校 |
出身中学校 |
国分寺中学校 |
身長/最高到達点 |
176/310 |
ポジション |
リベロ |
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kE+vzt/jSDRtN6G2H4u3+NAFS00yze+vIjbhkjZAi7jxlee9W20nT1BP2ZOOvJ/xoAzfECWGmaVPd/ZYz5cZYBjxXz/AKldSX188srAl2JJHAqkgKscTzuxjTIHT6V0nh3wlLqcXmXDNGmenc1FSfIrmtODm7Gjc+Bpt4FtFtQdWY8mpbP4fh/muSeOwrB19NDoVDXUdfeBIgAI+Bnk1zet+HrrTOXQunZx2qqdZN2ZNSjZXRjeQxUnHB6HtSBCBkEg+ldO5ynReANRXTvEls87KInOx9y5BBr3xIrYqD5MRB6fIKliJUt4CeYIsf7gqtqkUXlQlI0H79BwoHGaLAaH2eHP+qj/AO+RSeTF/wA8UH/ARRYYghiB/wBTGf8AgIqnqEMf9o2A8tcFnyAo5+WlYC59mtz/AMsIv++BSfZoP+feL/vgUWEItvb54t4/++BVFLeA65IhhjKfZwwUqMZ3daALv2O2/wCfaL/vgUhtbbtbRcf7AoAaLS1P/LtD/wB+xVTS7aBjeBoY/luWAyo4HHFICfVlA0y4LcnYeatW+fs0f+4P5UxIeh4wRyKXPNAyhqXN3Ycf8tv6Vf6kg+lADc44FOB/E+1ICiBnxDjPP2X/ANmNaJz68e1MBrHn6mj14HWgDNsj/wATPUMHGHj/AB+WrjtkEHj3oA86+M2pT2+hQ20bKgnkw3qQO3+fSvG7c7i4PUDFUtgO38D6RHLE086jaOcntXf6fbpbxKoULxkj36muDES1selh42Vy7uyMdqeMAcVzJnTYhkIwciqF5FFOhjkQMpHIIppi5dDhtd8Lm1jlk09gYmO4xN1Q+oNcZOSpZHGCK9KjPmR5laHLIWxn2TRvwdpzg/yr3vwRq66poMMm7c6fI2TnpWrMTo0IIyefpUOqMPs8R/6bJ/OpAv49P504YAwaYAM8VSvwDqFh/vuP/HaBFwjPTNDenekADnvWeoA158/8+w/9CNAF48nI5/GhsHoelABVDTAPOvR6XB/kKAHax/yCp/8Ad/rVuD/j3jH+wP5UwQ/3pF6dOaQFDUyVvtPHXMxP6Vo8j0oARevPX0FLkg8YyaAKAP8AxUX/AG6df+BGtEnAGcmgBo4JBz070gOBjBPNAGbYH/ib6l6boz/47VmZvmB5ODQwPM/jRH58Vk2T+7ZsKB68k/pXldnHlyfeqWwHqfhCDydMWSUYBwV3VuJfwLIFZj9ccV584ucnY9Sm1GCuX7aa3mOElRj6Zq0Yh61Dp2NlJPYgnWNPvuAPUmsyea3GSJkI9jQqbexLqJbmdcESblzkEdK8x1+38q9kGMHPeumho7HJiNUmjHU7XA6jPavUPg9czrLPB96Fxu/3WGOfxB/Sup7HGeqo2QRUGrti0j/66p/OpA0s+hpRnbz+lADu4NUdQY/bbEnr5h5H+6aALx9qaScjPWgQdCelUQSfEHP/AD6/+zUAXm4xSA8/WgA5HTFUdOP+lX4/6bZ/QUAGsTxnTZ1EiFtnQNmp4bmHyYwZ4gNoz849KYIc15Zr/wAvUA/7aCj7baYybqAf9tFosBn6hd20l9YlLiJwshLEODt471oi+s+cXUBPr5g/xpAJ9us+pu4M+nmCmtqFlji6h/77FAFT7ZanWhILiLZ9m2l94xnd0zV7+0LM5xd2/wD39X/GgBDqFkDzdwdP+eoqN9Qsv+fuD3HmCgDOttRtE1K/d7iJVYx7W3cNhe1SNqtg2MXkeB1G6gZy/jlNM1PR51E8bSquY8E9a8z8Eact9qgjmGUTLt74pSdoMumrySPUkgBCrgBBwFxxVg21tIm2RV6dK4FKx6nImVVsII5Q8OQQexrTi3+Xyf1pObe4KHLsZ1/B9rco7HaOuDTItNtI1JOSR6mqVRpWE6abuyCe2iz8gCnsRXIeNdODWv2xFAdPlf3FaU5e8jKrD3Wcn4esEvtWiWYsIVcGQqMnb3r1Xwq2l6Rd3wtvMEUjKyZjPHAz+tdjPOOoi1y0/vSH3EZpmo6rb3FsEQSE71OSmOhpAaI1u0Hab/v0acutWvbzjn/piaAHjWrY8FJ/+/RqtfanA9xaMqTHZIWI8sg9O3rQIsLrEB48m5H1hNKdWg258q4P/bI0aAMOt2x/5ZXOR6Qmqh1WBdXWdkmCeRs5jOc7s9KALn9t2rZ+WcfWE0n9t2w/5Z3Bx6QmjQBBrdsekVxn/riaqWeqQRXl4zpNh3UgCMk9P0oAsapp9nFYzPDbxq4GQwHIqzFp1mYlLWkXIHJXk0CHjTrIH/j1hz/uClWwtCMG2hP/AAAUDKOpWdul5YKkEShpiGAUcjHQ1pCxtBnFrD/37FACfY7Xj/RYQf8ArmKctra5wLaH/vgUAUWt4P7fEfkRlPs2dpUYzu61f+xWmebaHPtGKLANa0tduVghHP8AcFN+zW+P+PeL/vgUhmVZwwNrGoK0UZVSm0FBgfLVma2thkiCEf8AABQBj6wgitEEUMeXkCsduOOa4zw/pX9n+LNQX+AoJF/4Ef8A61c85O7Xkd1OC9nGXW501yksilIZPLJ7gcisufwraXSk3H2udyc7jNnn8a5oTcXc63TUlZk+l6F/ZbZgaZYxnKO4IOa1UnZY3HYUpu7uXGCSsikY5LuGRI5GRm/iQ4P4VjN4U097kzXJuw5bd04z9RWkJ8q0InSU3qWLXT5LFtsU88lv2Wc5I+h61W8VRB9Cujj+DNODvNGdSNotFHwLpn9i+VdSiRprvAKjoq+9ekxYRcgdfauqMuZs4atPkS8yxBknJP4VHq2DZDj/AJaJ/MVaMDSXIPXI9hT9wGAO9MBVaqOqf8fmnn/psf5UxGhxj2pP4e1IBvOelUXYDXojj/l3I/WgDRB4pjE5wO9AC5/E+1Z9mMarqH/bP/0GgRLrO1NLnx/d/rVuM/u1x6DrQCAk9VIz0pwHWgZnark3un44HnH+VaOMjj/CgBT0x3pR04/SgDPPHiEDv9kzn/gdaGT1OAPegBmCcqenUU0nHbpSGZNoM6vqPbmM/wDjtWnyRg9BxQBn38Ykt2z/AAsDxXMhmbXTcEDbJAIwfUqSf61y1Pj+R6FDWj6M2LaLzDk81ZKFeMVz26nctiCeRQMM/PoKasWbdz6ila7HexSsWEcxRmCn3rUKkjOBzTQtGQ3cQ8rkc1z2uru0u4jxksu0D1J4rSCtJGNXZl/Twlx5CohTYwyD1FdGmMVvR2Zy4veKJ4hn04qHWCw08sTwGU/qK3OE1McHHHoaOcADORTAkUd6o6lzdWHcef8A0NAi9gHnilyAMdzQAnH1xWfPj+3bcesDfzoAv9D1GKQjJODQAo4OB3qhan/ib3w/2Yz19jQA/XP+QTP06D+Yq5EcQJ3+UfypiHDA60hye5x6UhlHUiPtenjGP339K0exx/OgBD94H1pQSGOB196AKB58RA9M2vX/AIFV9vm7fnQA0sSMdDio2BwOpqRmXaENq+oZHH7vj/gNWpQWVucZpsCtMm9GQdNtc1dWjRKkiE7Vk3YP8PbH0wa5aukkzuwz9yUTRs5AvJNF9eEDbHyx4ArG+h3QehTf7RArOYxMx6A8YoGqSR25WWMI5/hHP5GhKzG2rGfHcyyhkktCjnlWzmtWxuZYdsdxzkcGh6AtS3dyBo65+UNLdRIE3/PuI7cdz+OKtdzKe9jS0a3eOVi2GxySBxW0q7sZrel8Jw4p3qFqMcmoNb/5BbZ7Mv8AMVsjlNIHC9evrTx97P8AKmAhUE8c1T1PInsSf+fgAfkaANAj0zTTn1zzQApHOe/rWfNzrttkf8sX5oEaB9KjVdvT8aAH9+9Z1qca3e/7kZ/SgCDVtUtJ7CaGKbe7AYG0juKsprOniNQZ8EDB+RuP0oEOGs6d/wA/GT/1zb/CkOtaeDkTHBPaNv8ACmBUv9UtJruzeN2IilLMTGwwMfSrw1myz998f9cm/wAKQxP7asRj53/79N/hS/2zZk/ek/79N/hQBVOp251gTAv5Yt9ufLbOd3pirX9r2ZH3pMZ/55Nz+lAwOrWnP+tOf+mTf4Uh1W2wf9bj/rkx/pS0AyrfUYo9SvZPLndZCmNkZJ4HcdqnbV4NmPIuicdPJNAEB1WMpzFc/hAao3N1HKx/d3OxjkgW5zWc4c5tSq+zb0GoMgEZH1qWGIK5kk6jp9K4tpWPSi/dI7vULeNvL3hn67V5IqJr2Ff9bEykf3k61dne5rGNyFb+2eXGdh/2uKubUnjxkHHIIot3Ja5XoRzFlQBjzVNXMUzOYZCgXJkVCQPXNKCclZGU5RjK8ti5ban5cOUsLuQNyGWPg/rV2HViRzp96D/1y/8Ar12xXLFI82pLmk2WU1JgP+PC94/6Zf8A16i1a9ebTnT7HcxqSPmkXAHIqjMvrqcpXB026P8AwEf408ahMOmnXP44pgA1K5J40246eoqtf3kzyWpaxlQpMCASPmPPAoAtjULo9dNn/wC+hR9vuf8AoGzfiwoEJ/aF3n/kFz/99rVOe7uF1OCU2Eu5Y2Aj3Ak+9AFsaldH/mFz/wDfQo+33J/5htwP+BrTAPt11n/kGzf99r/jVOC4ujql1JHZFmKIrIZACvpSEXdbUPpk+AOAOg9xV+Bf3KdMbRxj2oAkGM4FAINAGbq//H7p3/XY/wAq1M84pjG/xGlzgZJ+mKQFB/8AkYEY/wDPsf8A0Kr5PHFMBj5I4x/jSKTg7ulSMy7AgavqPuY//Qauyngnt9KAKh4HvnvUUrdhyaQzBjcmSdWzxM6g/wDAjV1CtzAUJwR1rhqK0mepSd4JlGTTvs05ntFCyEEEjqf84FX01e6EcSyGM+X03xc5/OrhM6lSpVV725karv1FikuHBOThAoHOat6daC1jGDiMDoTk0pybRM4whpEguZRLKzA/KOBVwxlNInB4JhYn8jWlFHn4l6FrSh/xLLXsTCn8hV+MHtiuk4idQ3rwKr66P+JRMP8Ad/8AQhQgNIZ705Tnp2pgKD830FUtW4lsT63K/wAjTA0Mj1xSDPY8UhDSDkc1TuTjWLU/9MnGPyoQy4p65pG/KgQgPGBzVG1O3V73vlY/5GgQ/WWA0qfaP4f6irsOTCmOPlHNMBx5+7njvinY5pAZ2qfNeaec8edj9K0f60xinrxikHBpAZ8xz4gjBGf9GJ/8eq+QN2cCgYhOcAdQeaQkMDg55oAzLPA1bUR0AMf/AKDVs9eegpAV5F3D8eCKgIO3ApDOfjUtBcydSt7Kv4ZqS3k2OG7Hg1yVl7x34d+4aIAZQeoNRTWSSfxc1nHU60yIWYjI5zzUWoS7I/LU8nim+xMmUbRRLdRxfw5ya27of6DPkf8ALNv5V1UVoefiHeVh2l86fa47wp/IVoRjbzWpzky4yDmq+u5GkTcdl/8AQhTEXlPy5Gc05T09KAHjGTg5PpVHV2w9j/19IP0NAGh1/wDrUcLx60CEU846H0qld/8AIWsj0ysg/SmBbxhs9qMg96QCc5xVK2x/a94P9iP+RoAdrYP9kzjP8P8AWrcBxbR98oOv0piRLkCk4JPJPtQBQ1PH2rTxjrP/AErS/DFAxqjGfUmnZ570gM6TH/CRR5/59j/6FV85wAKAG/x4HQjP1pp7gcc+lIZQtBjVdQOBk+Wcf8BqzKAynNAETD0wFAqA55/T6UDMO1A8m7H/AE/SVBcRtExK8qeorjrfGd2H+AsWV4qja2CK0EdGX5Gz+NZpWOm9ivd3MUK7mbGB0rn57pp5Ts5JP5VSXUlu5f0mPbcx55Jzk/hWtdKRZzY/55tx+FdNHWJw1/iHaQo/su0DDnyU/kK0EBz1yPQ1qc5LF90+3aq2ug/2TPg5BA6/UUwL4+6ox2pyg+ox+tADhkc8VQ1nrYn0u0/rQBoke1NIJHr9aAFPAqhdErqtj3GJP5UCLppMHPegA4zVCD/kN3QA6xJ/WgRW1TUHlsZo/sVzGGXG50wBVmLUJRBGPsFy2FAyFGP50AiRdRkA4sLv67RR/aMpBxp9z+CimBS1C+drmzZrKdNkuQGA+bjoKvjUZu+nXP5D/GgYo1CUn/jxuh7YH+NH2+Uf8uFz7dP8aQFKS8lOsRyfY5d/klRGcAnnrVs39xg50+fn3FAw+33B6afN+JFNa9uCf+QfNn/eH+NAFGC8nXUbxlspGZ9mUDDK4HepzfXW0L/Z0x4/vLQBC17cBQDYzE/7y1FJe3W3I06XHc71/wAaAMzTZXka4RoTH/pLucnOCe34VekiDLzzXBW+NnoUfgRnXOnFz+7YqarGw1BeFmqFKxtchbTbhm/fyE1Pb2qq2AOlU5XQiyjyQzK8EJmcdEDBc/ianmu757aUNpu0bCCfPU4GOuK6qHwnFX+IfpNzerp9uqafvVY1AbzlGRjr7VdW71EdNK/8mV/wrc5yZbvUs/8AIMH/AIEr/hUOqXF9Jp0yzWAiQgZfzg2OR2pAWludU24+wxZ/67CnifVMf8eMWf8ArrQAGfVP4bSDPvLVbUn1BzaiaCFcXClQr5ywzxQIu+fqRP8Ax5wY95j/AIUGXUs8W1uM/wDTY/4UAAk1QjHkW3/fw/4VTum1E6hajyrcSKrlAHO08c54pgTl9XH/ACxtP++2pd2qn70Np/321ACFtX/552Y/Fqpwf2kdTuGU2wlVEVgQ23HUYoEaOt86Xcc87f61btwRBHySdo/lQA/vSLz60AUNY/4+NP8A+vgfyrSzk+1AxpJ3UbsdOf50gKMuf7ct2P8Azxb+daDHPXp60wI84J7U1n4wvJpDM+3IXVb3PdY/5VaeQdA3OegpgV55Ao3MwGOfwrmta8W2ViPs9pIt5fOQkVvEc5YnjLdAKRSjJq6RNotrPDCXunWSeVzJIVGFBPYD0FaoTIwa82T5pNnoRXLFIZtwaVdoB3YH1oQ9ylKfMJPQdqiSMDJNMCvdtNEhkttvmqMoH6E+hqbS9Wg1bR5Z4fkcIySxE/NGwHKmuqhs0ctdapmnpAB021I/55L39q0ASE9DXQcxIDz7euar6yc6Vcf7o/mKALiN39aeSe1IBV49c1T1Y82ef+fpP60AXVbDfWh88Y6HvQIAccDJqlcfLrFpnklH/kKYF3PPNNYkdqQACTwBiqEGDq14uBkLGf0NAEutcaXcED+D+tWoDm3j/wB0fypiQ773UcD1p3A7igDP1U/vLE/9PKj8wa0M/lQMCQW4PTqKQccCkBQnJ/t63B/54tV/PPt1pjGZDZOcikJ4I/WgDBn1K1sNVvGu5lQbU2g9Tx2HesbU/GZJK6dBjt5kv9AKyqVFHRHsZflk8U+eekPz9P8AM5HxDq97NYzT3Fw8jDAUZwASeuOlYHg25ij8UWT3TYUuRuPYkED9TSppypyfU1zZRo1oUYK0Uv1/4B7ZEgAH6VMBiuNI47jG+8B61FNEWHIyKdhrRleRNvGPwpCnFMCpcjCknoOprxuXV57bW7q7sJniEkzn5TjcpJ4PqK6MOtWc9WVmmemeHvFwitoYb2L91sG2RByBjjIrsrK8guoVe3kWSNuhU5/D2rWE+bR7nTjsC8PapD4X+HkW1IXHOPrVbWjnSrjH93+orQ8wvRHMaZyPlFPLDgc80gHZwDj+dUdZ4Fmf+nuPp+NFgNDPfpQWUsBQIDgdKoXhP9r2P0k/lQBe75puQegoAXuBWfbnGt3Y9Yk/rSEybVgW024AOfkNWbY4tYu2UH8qYIkB9OaXA64/GgDP1f5TYjj/AI+06fjWhQMTHBAHegYOMdjQBnXHHiG2yf8Ali1X3YYOcY7nNMZh6n4m0+xGwSec4/hj5/XpXLal4svrokQMLZDxhOW/P/DFc9SrbSJ9Ll2TuVquIWnRf5mE7PK5ZmLMerMck06K2eaQJGpd2OAAK5dWz6uyiuyR1kHwzutS0edL6YWrypmJSMkMORu9Bn8a8Z1SwutKv5rO9iaG4gcq6NwQRXp06ThDU/P80xcMViXKGy09T034eeMk1GOPTNTkC3aDEUjH/Wj0P+1/Ou7xXHUhyyMoT5ojJo9x4ODUJ81eC2fwrKxqmRGM7tzHNNYZ/CgGzhPiJ4mjtYX0yycNcSDbMwP3F9Pqa85srWe+u4ra1jaWeZwiIoyWJ6Cu6jC0TiqS5pHdz2M1http4mjaIBCGGCMU6zvLiylEltK0bDuD1+o71wttSP0RU6dSlyPWLR1+jeMI5AI9RUROf+Wq/dP1Hat7U50k0ed43DoUyCpyDz612U5qaPiswwMsJU7xezNCBsxJ7qKl9DitDzRQRjrkVR1rhLMj/n7j6fWgDRyR05oIwewpCF7YqhecatYkekn8qALufypDgccD8aAFHvWdB/yHboD/AJ5J/WgQy/fUGsJw8EKpsOSJDkDHpin2k2om1hMdrCV2DaTJgkYoAn83Usf8ekA/7a0nm6oetrD/AN/KAKOqS6ji3MtvCm2dShD5y3OAauLPq2T/AKHB/wB/aADztSJy1pCP+2tI1xqSgkWcGB6y0DRmXF9cC7S5kSMSIpQKCSOax9Wvru6BEkrbf7g4H5VjOTtZH1OW4CEGqlTV/kc5cxtnJNQqoz6muRn1SWhKFAYBs5/uj+vpXsvhzwtY6IgeNfOuMczMOn0HauzCwTk5PofO59ip0qUaUPtXv8rfmbhXivH/AI5aNDeajZzLtjuDAVEmOGweAfz612VpcsLnzGAw6xFf2T6p/keOyxT2VxtkVopUOfQj3Fem+AvHYuTHp2sOBN92Kdj9/wBj7/zrnqJTjdGdpUqjhPRo9Bk5GRVdmOTXEdKIZ3EcTPIQqgZLE8CvPPFvj0Ro9nojZY8Pc+n+7/jWtKHM7sirLlR59HHNeXGFDSyOc+pJ9a9m+B/he1h+1ancost7EQkbdRFkHOPf3ruhJKaiZxw0pYedd7K3zdz0bW/D1jrEGy7j+cDCyr95fx/pXlfibwpd6JMS6+ZbsfkmUcH2Pofas8XSv+8j8z28jx9n9WqPTp/kc+VIPFWbXUbm1ieKGVhFIMNGeVP4V50ZOLuj6evQhXpunUWjOq0jxBd3u2P7TbwOOAJUOD+NdAi6uQMz2n/fBrvjNSVz4LGYSeFqcktuj7kgi1Xtc26/SM/41U1OLUAluZrmJ8zptCx4w2eDVHEaBh1PGReQ5/64/wD16Bb6kRzexfhD/wDXpABt9S7agg+kA/xqndW17/aFqpvgZGDlXEI+XjnigC19j1LH/ITHv/o60otdQ76iD/2wWgQotb0j/kIkf9sVqjFbXX9rTKL0hxEpMnlLyPTFAGpfn/QLgdSYm/lT9MUf2dbnv5S8n6UCLDHkdqAT36fWgZn65/qLc9/tKfzq8WwOTn+dACE5HTmqt07PGFHTHPvTtc6sLHmqq/QyLqLPHesi9hIzxWM0fYYaRly2UkqyOkbssal22rnAHU12ng7wXp8thb6jdk3BmUOsR4VfY+v8qmjSUp+8LNMdLDUP3e709DmviDELXxVOsUapGUjKqowANoH9K9bsJfNsbeQ/xxK35iuihpUmjxc0blg8PJ9v0RKzeledfFxA02nkjqjj9RWmJX7pnJkv+/Q+f5M86ubGG7jMVzHvUfdP8S/Q/wBKy7vwRqaaY2qWUZuLNXKM6clCADyO3Xr0rkw0m3ynsZ9hIqKxMd9mbfg7x1Pp7Jp+v7jD92O5YZKezeo969A1PWtM0zTvt11cJ5RGUKnJf0C+tOpT10PnadS8dTyTxT4r1LxNOYbaN4bPOEgT+L/ePc+1R/8ACD6naw29xq8TWcdxkxq4+dgMfw9R171tb2ULlYak8XiI0r7mnaWVvZp5dvHsB+8x+831NesfCe3MehXEnQSXJx9AorDDNyrXZ9Pm1KFDL/ZwVldHabeKpa0kZ0i881VZFgckMMjhTXpt6M+MpX9pG3c8RsLC71GdoIIWllVC+U6kDrx3qrJA6SbWGCDXhNO1z9QU4uThfVF2zhORXS6Vf3NsoUOXT+63OPpWtNtHBj6EK9PlkdJZ3a3KZHykYyDUWs/6q1I/5+o/511rU+Eq03Sm4PoaW89x+tKuNoIGB6CmZAMH/CqV3xq1lx1EnP4UgLw4J/lSE475pCEGfoKz4mxrk465hX+dAE922bOfBz+7bn8KfpJ3abbnOf3YpiLPU4wAKXKrx7UDM7W/mt4iR0nQ/rVyZtvYY7mgBkbF1DbtwYcY6UpTJA9auC0udmGdpGffwsrbh9fxqoLQ3boiLlnIAHvWco62Po6NRRjzdjp7jSLfT/DN9bxKCz2z73xyx2mneBDu8J2B9EYfkxFdCXLJJdjwatWVbDTqS6zX5M4r4oxqniBGfA326t+rD+ld/obk6JYbgQfs0eR/wEVnRX72Z25g75fhwvtY03TiRfXsUJHJUtkj3IHSuP8AifNDcQ6XPbussciyFHQ5DD5eQa0xC/ds48mf+3Q+f5M4VgQcdzXqXwxXb4bcEZBuHyPXha4sL/EPps+/3P5oy/HHw0sdXikutHjjtrvqYMYjl/8AiT+n868y0LwFqmt6q2n+VJClq2JWuM7IOegHqfTvXoONz4RNo9l8LeCdF8NIjW0AnugObqYAtn/Z7L+Fct8VZjLrNvCpyIoMn6kn+gFY4nSke1kcb41PsmcLLGc5FeyfDyIReErLjl9zn8WP9MVzYRe+z3OIHbCxX979GdH2rE8bztbeFtQdepi2D/gRA/rXfN2iz5HCx5sRTXmvzOH+EsMkmtXk7DiO32j6sw/wNbHxF0qwjtP7S2eXcNKsZCD/AFhPqPXA61yQinhnc+lr15wzhKHWyfocrHZvDIY5FKspwQRgitG2gIrCKsezWmmro0LUmJ1ZfxqzqxAitmBOPtMZ/WuhHyGYx/eKRpg45p+49Rgj2pnmC559qo3pJ1SwK8j95/6DSAvdDnv7UmTnJFAhsg3gKeh64rOi/wCQ/OF4xbr/ADpAWZhmGRPVCP0o0dj/AGVbAf3B0piLgbI+Xn3NLkjPQe9AzP1xv9FiH/TdP51Jds7kqnrjIpS20Gty7ZW+Ymc9uFHpUkkPBIHK810wjaKNKU7SK1/D8m4djz9KZ4fhA1FARnZkj8jUNe8j2FP/AGeXodBqw3WFwvrCw/Q1leA2C+FrYdwzjH/AjWjXvr0PNh/uU/8AFH8pHF+OY5dU8ZJbyrtVDHCvuDz/AOzGu+1bUbPSYI45d7Szfu4LeDmSQ+ijt9e1Z0fjm/M7cy93DYeC/lv99jlfGPiO60XSHsptOtY31KJ4oLeGUvIrHAy/GD1PTv61meIdLl0jw1oFjPzPFFIXGc7WYqxH4E4/CqxH8NmOTf79D5/kznhBjnqx6mvT/hyu3w9g/wDPdv5CuPDK0z6TPX/snzR0nWozw5C9+p9a9JHwrBxmKvK/G7mfxLdZ/h2KP++RXLif4fzPoMgX+1N/3X+aMRbGWdHaKJ3WMbnKqSFHqa9a8LRGDw7p6f8ATBT+fP8AWs8IrSbPR4gmnRjFPr+hrg81z3xFfHhplH/LSVF/r/Suqr8DPnMvV8XT9UZnwrt9ltfzEffdFz9AT/Wr/iax+2+ItDhc5hE0krqehKgEfyx+NY01eil/W56WLqcuZzn2T/CBH4x0xGkS9iUBnO2THc9j/T8qw/K+QKMgtxxUzjaZ24Ovz4WN+mhYWLaNoHC8VHqxIsYPaeP/ANCqmrI8vGvmNVW6VIpB9vWoPLJOuOlULsY1axI/6af+g0CL/egn1OfwoATisuMj/hIZ/wDrgP50ARTW2oRxOx1HcApJHkjnimaVDqDWEJhvURCvCmIHH40XEXBDqYHF9F+MIp3kanjm+iz/ANcRRcZQ1lL+O1VprqORRIuAI8c59asG31PGft0XP/TKgZ0tlE8FjBHK2+QLlmxjJ71YCjIP4Gu5LSxmnZ3K93BmJl9iKqaKQNQX3U/yrFr3kerTlehP0Ny5Qywso/iUj9KxvAm3+wERfvRyOr59c5/kRTfxL5nPT1wk0u8f1OdvWW68aib+EXUaD/gJA/pXMeI9Y8SQfEO6n0+xlmnjLQ24aAuvl4wCv16/iazpP4mu52ZmrQoxfSJ1ngzwde/2j/wkHiyU3GpNzFCxBEXoTjjPoBwPr0l+I3N3aA8kRtj86db4GZ5R/vkfn+Ryaw4r0PwGu3Qf+2rf0rmoL3z387d8L80b4OATTEGcn1r0D4skx8uK8o8WL/xU176Fh/6CK5cR8C9T38h/3iXp+qMzUZ5bDQJ7i2kaKUXMKq6HBHDn+lel+DNSe+8IWN9qDxxsYyGfhFwrFQfQcAVpQ+Bf11OXOJXxk/l+SKWo+PdDs5zb287X9yfuxWq7s/8AAvuge+aq+Mb77f4Y0+4wALiQSfKcg/KenqOetXWt7NmOWf75T9TR+Hcfl6HI39+4Y/ooqC4a4u/HttEuVisLdpCfUtkf1H5VlH+HFeh21mvrteT6KX5W/U29bQSadJ+B/UVyypiYHGdq5A9z0qqi95E4GdsPJef6IstblFVDywG5z7mqHieyZtJtpFlePE4U7T1yRj8qbXus469TmY2PTps4OpXRI/2hUw0yQ9dRuz9HxXPqco4aUx66jejH/TWqt1p7Je2cYvbpvMZhuaTleO1Goi6NJ9b+9x/11/8ArUf2Wv8Az+3Z+s1F2A19Kj73N2f+2xqh/ZEL6jMhmn+WNDnzOTknjP4UXYGrOc28g65U/wAqh0Q/8Sq3A67KBGgDnvjFBc9hmgZn64h/s9ixyd6f+hCr8CGSdI+xPNC1YGzNxtpynjFegYj3HmL05I/WsmyHk6qoPA3MP0NZyWqO/DSvCcfI3VYY5rC8LL9mu9WtwCI0uNw/HP8AQCpkveQUH+4qryX5/wDBOW0tZL3xTEwBEYud2fXnNelqgQYArGjs/U7s3fvwXkKePrXGePE3Xtue/ln+dXW+Axyp2xcfn+RzWztiu88Grs0MD/po1c9H4j2s4f8As3zRstxHRH0Fd3Q+RJD0ryrxON2u3b/9NmH5cVy4j4Ue9kelaT8v1MLxY3l+G4l/563YP/fKH/4qrOlabrGtafZW0drJdxwRKEiZzHbwg85Y5G5jnOB0BHXoNaOkEcGaO+Mn/XRB4v8ADU+gaPFPqlxHMZpNgs7QeVFwM5YgAt09j710GpXD3fgzQXmRUcxDIUYAwoHA9KdX+Gwyv/fIf10Os8EJt8PRf7Tsf1x/SrIt1j1O5ucfPJsXPsB/9c06SvFCxc7Ymr5tr8R2puBp8gz1IA/OsbT4FaWSeT7kfT3OKJK8i6MuTDN+ZYMRK726yNuP0qv4lg3+GiVHKSrJ+R5/Sra91nBKXNIpj7wI/Gp1PGTkVxDHjJ6EYqnfrjUdPI7O/wD6DQBeJbHGKRifxoAZuzz/ADqlGcatPk9YU/maQiRyDGwzyVPeq+gMTpFueg2n+ZoA0AxPygE0/d9OKAM7xFIRpTkHJDIf/HhW/pNuXVp+hHCj+ZrSkryE9i7cLmPOOlMz8qsO/B+tdpmOWTbz7/rVHUf3N9HMv3SQ3+NTPY6cM/ft3NJJVAOSKdDboGcRqFDtvcj+I9P6U33MU2lbucroUSrrcIUAAOT+hrt81zUtj1c0d6sfQTFcl40G6+h9ov6mir8JGWP/AGlfMwBEOprtPC426Mv++1ZUfiPWzaV8OvU05TiMU+PpXZ0PlhxNeYayPMvJpP70jH9a5a+yPfyXSc36GH4qtHufDivECxtJ/McD+4wAJ/AhfzrvvDvi7SvKksJP9HktHaIoiE5CkjOBzzitqKvBHn5mnHFyb6/5HGfFXxHaa3JZWOmMZjCzM5UZyxwAB/nvXT+IbP7H4X0exl+WWGNVJ/2ggB/U0VdIsWW64uH9dDf8Gt/xIbdDwylgf++jVyY5nkA9v5VdLZGWL/3ifq/zM/WJCsUcZPU7j+H/AOumWaFrdF/hJ3N7n0pr4y5vlw0V3ZNcn94EH8IxUt9GrWSQsMhgQR+H/wBerZwnOgEMQcccVMu7gYGK896GxLnj/CqV+2L+w/66N/6DSAvFiPeoy3IIPHpQIRm5yeR6CqKHOrS4OP3K/wAzQB//2Q==) |
学年/背番号 |
2年/5 |
氏名 |
伊庭 将麻(いば しょうま) |
生年月日/血液型 |
平成11年4月12日/0型 |
学部・学科 |
文学部・歴史学科 |
出身高校 |
大谷高校 |
出身中学校 |
洛北中学校 |
身長/最高到達点 |
176/325 |
ポジション |
オポジット |
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) |
学年/背番号 |
2年/4 |
氏名 |
花浦 拓哉(はなうら たくや) |
生年月日/血液型 |
平成11年8月4日/0型 |
学部・学科 |
政策部・政策学科 |
出身高校 |
崇徳高校 |
出身中学校 |
安佐南中学校 |
身長/最高到達点 |
174/325 |
ポジション |
リベロ |
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) |
学年/背番号 |
2年/10 |
氏名 |
西畑 一聖(にしはた いっせい) |
生年月日/血液型 |
平成11年6月8日/A型 |
学部・学科 |
経済学部・経済学科 |
出身高校 |
市立尼崎高校 |
出身中学校 |
天王寺川中学校 |
身長/最高到達点 |
169/308 |
ポジション |
セッター |
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gRPoemscGF8kf8APRv8awvFOlWdjpwmto2Deaq/NIcY796QHlHigP8AbG8uNo4Rwu7gnnk4yayIY8cnsM1aGKib8n8anW0JAJ7nFDZSVyzFprbnGM4xUJsiLrYwwcZqFIrlGTWhjIODg8VFLDtwMdapMlojMfByOlCAOCrdaokYVKdRx0rZ8PWEWpXS28kxjY/cJ6GkwPS9J0m4tZNNtLu4n5LhJEl6KBkY9K6ldHxj/iY34/7b9KkRMmluB8up3uP+uoP9KU6dKTgapdD8Qf6UgKeuWEsWkzu1/cShQMo+MHkVPDpd6YUZdWuFyoOCoOKYDxpuoqcjWZT7NCppzWWqdRq2f+3ZaQDTY6rtb/iag8d7daoaHb6nJpcTWt7HHDltsbRA4+Y96ALv2XW+1/AfrDTvJ1nGBcWefeM0AaiNyQ3FKTzQIZct+4kz3Q/yql4eO3QrbjHyk/qaYzQYDINCsSeBx3NIBw44HJP5Vl6AP9J1Ig/8vTUwNbnODgfhSMcHFIBAB6dKy5yf+Elgx94WzEfnQBplumepqMttkIwfmoAhY4GGzuFc/wCMjEmnRtKflWdCx9uaAPIvEMj3941zsENszHyEA6gd/wD69ZE42x/L9DVoontrctGGIxu6Vr2tsZIsBfmU5xWc5GsImzZ2gk3ELz1+gqPUtL8lo7rbyjDecdun9awUvesdDh7tyHUdNzGdq5Aw3Hase7tAjJkEA1pCdzKcCo9t85x0IqrJFslz2rZMwaFZQwPAOataKswule2bE8XzoP72O1Mk9gsbk3U2jSFWVv3m5W4IbbyDXTK5z0/GpAlQ7xnGKeMH0BzSEUfEYxodz/uj+Yq7CdsKAgnCj+VMCQYPbFNYZGDxjikAHiM/Q1m+FzjQoMg/xH/x40wNLIJ4zSMPWkA8YzxSLyTnNAiO+YrZzv8A3Y2P6VW8Pn/iS2uBx5f9aBl9iTgEHPXilAwB3NAAp4wB7ZrL8Pf6zUiP+fx/50Aa5PbOKaMtkHkigAU8NuPfrWVKf+KriGM/6Gf/AEI0wNOTIHA7daZ/CDnkd6QFeSTORtPBxmuf8UxiaxijkwQ9wikZ+tIDmvF2hQ21q0qIu59sUa459ePT0+lefm28y5MKjcclT7mmnoUtToLezgWGOOZgiI2TxlifStywXS5XG2dY2/2xiuVqUtjtUox0NpNNhOJLeRGHqpyPerNzpcU1uU7MMVnqnqbaNaECaTEIwGwSoxWLrGhxrASWQBOmTVRvfQmVranK3FoASYWVscgA/pWNcxnc4IwRzzXVF9zkmuxWjY8j3rU8OoW1WDGfvhSR25rVmJ6448vUtKHGf3mcDqdlb0ZA68e9QInDELkCpAeQcEg0AUvEf/IEufTaP5iryHMak/3RTEO4AyAKQnoevrSAU42H6Gsvw0T/AGJbgdtw/wDHjQBphRnqfXrSZ3DkUAP2kdzQD+dAivqpI0y6yOBC+f8Avk1HoS/8Se1AyB5YoGXW64A/WhRjjIoAUfe29j61m+HwA2oe95JxQBqHHXj2zRtBcnPbGKAGvheeMfyrLcL/AMJTHzyLQ5/76NAGjIe5HTpTDkdMAdxSAryKMZYAZ7VheIxtSzTn/j7T+tAyHxE6eVHGEEkjNhAe2OtcSdDNtrkRA/1pZiOuP85rB1PecTshSXs1PqdFZWkMXzOilvU1b+xafcgmSKPeOrL1rDmaehtyprUijsEtH32rHA7A8GtGKZmXPtSc7sqMbFO8jluMqJWQH0OKpf8ACPQzZa4ndz1zuqo1LaIiUOZ6kUuhWQ4VTkfxZrO1LRYZLVxsG5Rww61Sm2xOCSOP0vRptRunjT5EU/M5HSuy8JaDBaam2ZTINucOuCDmuiVVKXKc6ot03M6y7ONb0vHrJ/6DW8mSPbp1rQ5yaIDnbxUqD5PegDP8SAjRblhx8oz+YrQi/wBUg/2RQIdjnPr2pFBIOR+VACOD5ZYZyAaz/C3/ACBIP95//QjQBoODu4z9aAMH0oAzTo07HnV77/vugaVMCR/at6MerU7iRBqGkTx2NxI2qXThImYozcHA6GjSdOuptNtpE1O4iDICEUAgUDLh0y86DV5wf90Un9mXp4/tef8A74FADv7LvQONXm/74FZ+i2t9Kl0YNTMAW5dWzCrbj3bmkBoix1cDjWAR72y0Gz1YddWBz/07LTAT7Hq+ONWT/wAB1rKkg1H/AISIRi+T7R9mz5vkjG3J4xQBdNnrgOf7Vib2MAqNoNbL7RqUORz/AKkf4UrjIJLTW8f8hKE8/wDPEf4Vka9DqqfZftN5FJuuECAR4w3OCeOlICee0vY3hbUJknbcQrIuMAj6VBciKbUEZBzErKT+Vcc9Js9KGtFf11GXdgt4m1iwXuFOM1k3vhuzITa00LIMDYg5578UqdTlY3BTVi5pFtLa7YxLI8QXAEnUY75ratnIiYYzxWc2ua6NIqysULiSVoZCmBIDgelYk2mXNzLuOqTwkgBgpbGfUYPFXSlGOrRE4OWiZbg025jkzFfSyL3D8j9auyxfuSrcnHNJtN6CasjL8NQRRO0bDaxmZjx15wK1zBOuob7RFMiqQN3TqOtPeZatGm79hJm1b+1LIyxW5mG8xqCdp+XnPNa6Ta9jH2W0Ix/fP+Nd55JMk+t9fsNrz/01qVLjXAf+PG3P0lo0Aq65damdJmF1ZxRxsAGdZM45Harcd3rYVcafAy4Az52KBD/tmrbudMjyPSYUjX+rqf8AkEA/S4WgBrajqjA50U5xjInHH6VR0LUr2DTY44tLlnQFsSK4APJpgaB1a8xzo1yD7MKadZvQOdGuvwIpaAbLHkHPHtQpycjBBoEV9YONIvCf+eD/APoJpNFONJteOPKX8eKYFwcnpjijHOAcUDFHA7nNZfhgYguye93J/SgDXzwe9MJ+QYwfWkADp9axWz/wljH0tB/OgDV3ZGeAKhIw54xn0oGQu4x8i56msTXkyLEEgt9sj/rSAs337+BlX7yHNYaRPBeuHOVly6H+h965avx3PQoP900a1rGMVM8adGH6VgbxRVnCAYAwO9EKAxkqOgqepRUiZRcEMOp5FaCW8Tc7Rn6U0FhZIlVcADHtWZdAKDimiJIoxxb/ACPIGZA2XbsoPPNb1ip3M/djx9K2grzM6ztSG3eP7c08H+7J/KteMYOV6eldZ5pY3ZK4705cg4x36mgCh4p/5AVwf93j/gQrTQjywPbvVAKOSdpNI2T0P1xSEJkhWJx07Vm+GW/4ksIA6M5/8eNAGsTkZFREknGQMUMCQAsCOKduVcDnOOOKBFXVvm0m7448h+/saXSONLtf+uK8fhTGW2woZgBxSAkAt19qQEgHQ1keGObOfJ63Uh/lTA1s4PA69TRgKSfXvSAbuGODn6Vjr/yNTk5/49B/6FQBqY/AHtURKsxwcgcmgZDIgBJAxng46Vh+IE8t9O97xP60uoF6RBkkdB8pPtWdfDapXjKnIrGrG+p00JJNxfUls5BtBNTTTBUPU/SuV6HfHYzWLXMrBW2qv61oWgjWM7nHpSSGZd1CWldonxtPBqxpt6ZFAkGD0z60DLsjgqfSsTUH3NtQ8mqRnIs2FvHGmyJec7mPXn3rTVNoUA966KMftM5MRO7USrcDGv6bknkSZ/75rcCZTHQ54rc5R5G4YGQR69qmRcGmIzfE/wDyBZwD/En/AKEK1AAQMDtQA4fLkk5/Ck4ODnrQIRuEPHasvwuN2ixEEZ3Pj/vo0wNQDggnBpuDz2FICUE87Rmlx83Q/WgRS1vK6RdkHjym4/CptL/5Blp2/cJ/6CKYyyBycjrQqnHNAAoOB1zWZ4ZUrYz9/wDSXOevpQBqnkdee1J1BzSAGUleP/11jQ5PimcE5K2wH6igDVwS3P0qIr8uFHegYyQZIwMgH86w/Ea5n00H/n7SkBekyW5HaqVxGCJPUrzxSew1uU4CVOO1WAQ3Brz5Hqx2M/ULYSI2yRk3DBKnGaoKjwRrHDcFFHYnNNFJ3I0ifzi/nvk9Ru4P4Vr2Zie3TYCrAdGGDTewNksjlY6pwx+bcrkZ74p09WZVHaLNaJAiMRj0GKnVfu8nOf0rtPNKl6P+J/p3+7Jj/vmtxCVAxxjsaYEiD5iT39KVlB9zTEZ3icN/YlxkcDb/AOhCtcAECgBOc4JyDTQMoQRx70CCQ7Ijk5AB471m+FgP7EhOOMvx/wACNMDSkBYfKetIgwMelIRREuudPstnj2kNBl1w8/ZLUn03nmmBU1afWDpk4ubW2SIxkOyOSQKmsZtYFlbiKygaMRrtJlwSMcUATm61lef7NiOO4nFC3esj/mFx/hcLQAq3mr99IU/9vK1Q0K7vo7FxBp/2gGViWEwXB9MGgZpfb9R76O+cf891pP7Rvxx/ZMn/AH+WkAv9oXuCTpU3/fxayYry7GvXEsWnSO5hVWiMgBUcc5/CmBeGp6go50WbOe0g/wAKYNSvCx3aVcr7BxSGMfU7gcNpN2fTpWTrGoTSz2DSWFxEY7gMAw+/jsPehAWDrUm5i2lXoAH/ADzzVabV3Zh/xLr5R6+V1pDEjkDANhlyM4YYI+tTSSBELZ4rgkrM9KLujFivZdRvxbR7YQW2BpDj/wDXW9D4SuZY4pDfRjzH2/KM8c+9aqmxusqbtYrah4bksQ7PfxhVkAy6joR/jWDp19ci/aExhogeJQaJQstRxqOor2N+c/LVKPUILK43TiQ5GBsXOKmkveRjWfuMtjX7EkY88Y/6YmpU1+w3gF5R/wBszXYcJXudYtX1izuAZPLhVw2Yznkela48RaYwBMkgP/XJqYh6+INOX/lpIAexiNOHiTTM/wCtcZ/6ZmgCnrms2N5pcsMEjF2KkAoR0INaC+I9L6faCD7xt/hTAd/wkGl5H+lA/wDbNv8ACk/4SHSk4+1qPqjf4UCBtf0t0YJeL0xjaf8ACqfh/V7C20qKGe6SOQFsq2f7xoA0f7a0s/8AL7D+Jo/tfTj0vrfH+/RYRpZ+bHalB5xjvQBQ8RkjRLs/9M+lWNO+XTrYekSfyFAFh+VwOtH44+lIBQ2TwDisrwzgac49Z3P60xmrnJ+9+VNcE455pAKmQOenuayLQ/8AFTXx/wCmSD9KANYnPTt7VCTlj/WgZGzBVySOe4FY+sDfeaaSOlyMA/SkgLjjLsRghuM+lV2BIwQO4GO1MDI1MGF1fPDcVFFL5i4boK4qq9476OsEUr61xIZEXKH+7wRQlyQqg3kuB0U9qcXdHo0nCUUpq7RHciKYcSS3Enbcc4qextfs6l3+83X2pTfQirONuWKsMnuyWPNa+lJiyViOWyf1rSirM86v8JoKSCePfipEyxAIwf5V0HIVLzJ8RaeQM4jkz+VbSdvpTEPXB6YOO+KcoG/twOaAM3xQANIkOBy6f+hVreWuB8q/lQA0xpnJjXp6CmvHGekSdM9BQIaYoTE/7lOnTaKzdBtbZ9It2eCJ2IO4lAc8mgDQaws/+fS3/GJaYbK04AtIfwiWgC63zDofxNPC/pTEZviHB0a7A7JmrdlgWdvjtGv8qAJ84ByQM0mM8k896QDlJPT1rI8Kndpm4gZaVsn8aYzWAx/gBRndgg8CkApOR9T1rJsx/wAVHfjjAjjH6UwNIjt702T72Bj8KQyArtPqOxrH1tib7TVPAac/ypAW5QCoAGccYNRMeOccDtTAytWG5I1PUFvyrKVntpMnJQ9fauOo/fsd9H4EacBRxnIINEtraPy6A474rE1uKIreNMxqAMdhWdqN2FG1Tyaa1YFW3hZvnf8AAV0Omj/Q4/YevvW9F3kzDEfCaKDI96lh5IJ711HEUrkgeI7E/wDTKT+Va4yFAIzQA+PAwvf6U4AhiTxQBneJ8f2Pg/8APRP/AEIVq454Jz60AC5ycjilPXjpQIa4HlN67TWZ4e50W3OM8N+PzGgDSTkdOKaR6Z60ATbgP/rUfKW5wTTEUPER26Jdf7mMfiKu2nFpCMf8s1/kKAHsMsN2Mehp2ccnpmkAKeO9ZPhTH9ipz/G386YzWJyeOlIvVh2WgBAdq4TAway7P/kYNQOP4I+v0oA0mOehxxio8BF7kn9aQxkhwwHfPNYut/Nqel/9dm/lQBbkONx/Kq0rDHmcYX1oApai3mXCKP4VyfbNV5Lfcp4rgq/Gz0KWkEUmglhYmJiPY9KRLy7jJDR7x7VN+5roRy3V1L0QIPei2tt0m6TLN6mi+mgF14wq4xV7TWItUwNwBIOOo5rah8RzV/hLyNlgykHd2q1GcH5cnI6EV1nGZ90Q/iKxxxiJ+K1yO3B9KAHoVPAbJH6U9Dz8zZzxQBl+K+NJzn/lqn862cFe9MBC2Rjkf59ab1Ho3TPWkAsjAId3oeaz/DvGjW/Ofvf+hGmIvk9qQHgZpAyguu24H/HveD6w9aBr9sM/uLoe/kmmIpa3rNrcaVNCiTh2AA3RkDqO9XLfX7FIYlbzhtUAnymx0oGSHxDpx4Erj6xN/hS/2/p2M/aCf+2TD+lACjxBpnT7Vn6xt/hWd4f1ixs9LSGefZIGYldjHv7CgDROvabx/pa/98N/hSjXdNzn7SvP+yf8KABta04tkXcY/OqFpqlkus30r3CLG6xhG7Ngc0AXl1jT9ozeQ8+rU1dUsecXduMdMyCnYBp1Oxx/x/W/v+8Xn9ayNWv7STUNOdLqJkSRixEg4GB19KVhliTUrIuAt1bnHP8ArR/jWJ4i16O1ijt7OaGW6upBHHtYNs5+8RQNK5atUYn52LnoWPU1eVPl6V5r1dz0VpoMaAUz7MB2FJodyN7UdTimRwhWJAosATrwTXMXOujQvEQM5drW4hAdV52sCcNj6cV0UPjsY1vgOw03U7HUIke0uY5AeRhhn8uta0bA85rrOSUZR3Rn3BA8S2hzg+Q1a3Aycg+lBJKDx296UMM44475oAy/FRH9lYzwZUx+dbPbvQAnOeQelKoAyBxSEMlz5cgxxtPP4Vn+HONFt8nPB/8AQjTA0cDFIOOx/KkIkz2pFOeh70xGf4m/5AV1n0X/ANCFXrU7bSHI/gX+VMZJIcJzzRn2470gEO3pgfl0rM8KKv8AY6ZAPzt1+tAGk8UZ5CJ+Qpoij25EaH/gIoGDwwAZMMf4qKybK2hbXNQDxxlQseFKjA+XtTA0GtLQDm1hbHX92Kils7Q5xawZ9PLH+FAEBtLJeGs4Of8ApkP8K5nxHc6Za3lvshhfYzGWOMDJHYHtUuSirs6cNhqmIqckDlNf1PzLSWS3torZQwCiNeRn1NcrFcyR3Udxkl0cMCfUGin76bOrMKKws40Y7JX9Wev6VPHe2UVzCQUkXP09q1EUgVwNWdiU7oeUGAacIwVosO5FLGAKrhODQK5BOoCkmvJ/F98t7rUhjOUjHlqR3x1/WujDr3rmNaXu2H+HdxgnyTtUgj61vaddQwS/6XAZ4yecOVYfTBonNwqNo+iw2Eji8BGMt9bP5nS2UGk6jqMSWwd4fIZmRmO5Wz9a2k8P6Y4/1Tf9/GroTTV0fMVqM6M3TmrNEo8PaZjmN8f9dDQvh7TpODHIMf8ATQ0GRW1jRbK2ghMKP806IcuTwTWh/Ydmz433GR/03b/GgBx0O1x/rLr/AL/t/jTRotoWwJLn/v8AtQIS60a2jtZXWe63KhIzO3XFVdM0O3m0+3lae5RpEDHbKQM0wLA8PwKeLu+H/benHQ4un2295/6b0rsDV3Z+6fxFSAYoEZ3iTnRbkew5/wCBCr1ucQRk/wB0fyoAkPQ0wAkDsMdqAHDavPP41l+F2LaNGw7s38zQBq5z649KZyc4yOaBilQFyeT71k2j7tc1EDjAjz/3zTAvuzZHz8egFY+seILLT1KGXzJv+ecfJH19KmUlFXZ04fD1MTUUKaOQ1PxDe3xKxn7PEf4YzyfqetZGz1NccpOTPucHg6eFp8sfm+5Zs9HuNXD2ltC0hkXg4OAexrktX0u70i/lstQhaGeI4ZT/ADHqPeuvDp8l+h85nrh7aNnrbU1vCXiV9Gm8mfL2jn5gOqH1H+Feradcw3tsk9tIssTjIZTWVeFnzI8mlK6sywV4xULM6jjFcx0EbB3PNI6FeKAOQ8e+IV0+3Nlavm6kX5iP+Wa/415oitI4ABJJwB6130I2jfucVWV2e5eH/htaReFraK6MkOoSDzZ2HIBI4Uj2HHHvXM+JPC99obhpU8yBj8sqcg/4H2p4nD2XOj6DJ8xTthqny/yMeGR4ZFkhdkdeQynBFdNpHixo8JqKlh/z1T+o/wAK5Kc+V+R6+Y4BYunzR+Jbf5HUWd/bXiB7adZB32np9R2q6rHGQRiuvR6o+InCVOTjNWaM/wARMBbW3/X1H1+tahyGGD37UEDnOVPOMU0N0xQIZff8eFwc8+U38jUGinOj2pP/ADyFAFzdwMnFNBOcAg0MRIhAFP5/vYoEjO8QYGi3Rz/CP5ir9uMQR/7g7+1MYpDEgBsCl6k4/HFIBCcRk4x1rL8J/wDIEiOf4m/nTA1HyAMcUucYGcmgZDNcRQKzTOqKByznArj7rxFHZ6pfzQJ9o84oEOcDhcGolNRR34PBVMVOy0Xcw9R1/Ub8kSzmOM/8s4/lH/1/xrMyBXJKTk9T7bDYWlhocsEKpZzhBmuo8N+DbvUglxdZhtm5BI5cf7I/qePrV0abqSsZ43GQwtJze/Q9N0rTLbTLZYLaIIB19SfUnvXP/EzwvZa7oU908ey8s4meKZeuByVb1H8q9hxUYWR+fuUq9a8nrJnz9dW8ltKUlUqR+taPh3xHe6Dch7dt8LH95Cx+Vv8AA+9cjSnEucJ0ajjLdHrega7Za7Zia0fDj/WRN95D71faPdXnSi4uzOuLurjkhx14rmPHHiOLRYPKiIe7cfInp7n2qoQ5pJEzlZXPIrmeW7nead2d3OWY9Sa2dF094GjvJcq6ndEvQ5HQ12VJckdDXLcL9Zrq+y1Z9F6Bdtf6RZ3Mn35oVdvqRz+tXJ7WK8t5ba4QOjjBVhwa9C/NFX6nmTTpVWo9H+TPGvGGiJomsfZopMpIvmIG7DJGM/hWIwKHkEexrw6sOSbifo+Dre3oRqPqhYpHikEkLtG46MpwRXRaZ4ovoQEuQtwn948N+dFObic2PwFPExu9H3NfUdVt9RtLcQFhILmNmRhyBnrXSK25ckdfSuxNNHxVehOhLlmhXkIGMZ9adkEdKZzkF6f+JfcHr+6f+RqHQwRpFoDj/Vg0gL2cDgfSgfSgRAl3ank3MLf9tB/jUou7bkLPGf8AgYp2EUfEU8baJcBZUJIX7rA5+YVftpongi2yowKjowPagZKzKBwc/Q0dSOMDv70AErbYmzgEjtWV4VO3QoQcdWP/AI8aANRsBT7elUb+/wDs0Z8sEysOM9hSbsb0KXtaigchqbTXLl5nZz7npWNPHgmuWZ9zhYxhFRiVWRc8mtbQPDl1rNxstosqv33bhU+p/p1qIQc5WR0168KFJ1J7Ij8Y6V/YWp/YllMieUrg4xknrx9Qa9e8Hpv8O6ZI/JNpFj/vkV3YdclSUT5nN6vtsJSqW31/A2JotxyOtZ2vQk6JqCEfK1rID/3ya7H8LR85SdqkX5o8BlhWZNk6CRD0Ddvoe1Zs+gNK4FiSzMcCNuufb1ryaNTldmfbZpl6xEPaQ+JfiV4G1Tw5qPmKkltPEcMrqR9Qwr1Hwn4stNaiCkiK5UfPCT+o9RW9aH2j5ClPoS+L/FNvolluXElzIMRRf1PtXkbC/wBd1EuRJcXE744GSxPQAf0FOhDqFaXQ6K58IzeHZ4k1RFa6eISiMHIQHPX34pVDOCTyc9a567bm12Ps8ooRp4WMlvLU9p8C/P4U01j/AM8yv5MRW+ABL+FetT+Beh8Vi1bE1F5v8zzn4y2GPsOor/eMLfjyP5GlsvA1vrHhixu7OTyrt4AzLISUc/zB/T2rinS56skfQ4fHyw2BpT6XafpqcXqmj3ek3ptbyIxyYyFJzkeoI6ii2j5FcfK4uzPo41Y1aanB6M1baHgcVr2Lzwf6tyB/dPSt4nk4uEakWpI3Le4EybiAGHUVOrDOQc5rY+QqQcJOJBqGP7PuT38pv5Go9FONJtPXyl/lQQXeuO/1oJH+TSEUBpWnZwbOLn0Wnro+m4/49UH4YoEU9c0jT4NMuJobZVkRchhng5qa20DS5IImNsCxQEne3p9aBkn/AAj2mDlbdh/20b/GkPh/Tm/5ZMMdvMb/ABpgRzeHtPRHIEoIB6SGs/RdEsrvS4Z51cuwOdrkDgmgZbbw/YKhI80Y54lNM+zKkYRc4UYGTmpep6mXr3nIqXNqCDxWLdWJZsIM56YrGSufTUZ2NeLwHdLo11fXEnkyxwtJHCBliQM8nt06V2vgGaOfwjYtGioVUo4UYywJGT7nrXVRp+znr1R4WY4tYug3HaMkvXRnE/F+1P8AbNlMBxJAUP8AwFif/Zq7b4cSNJ4Rsi/8AdVPsHIFKCtiJBi7Symk/P8AzOk61T1lDPpd3CP44HX81Ndb2PApu00zwJkwee1LCp3hhwQcivE6n6k9j2vxB4a0rxPYp9uhCzMgKXCYDrkevcexrxLxj4M1DwpfpIGIjLZgu4eFY+h/un2/nXsyjdXPyy/LIwobXUNd1SMT77u8nYIkY7+n0Fe8+AvA9n4ZtlnnCT6k6/PLjiP/AGU9B796VONgk7s5n4sJ/wAVFbn1tF/9CauIRdsjL2NebX/iM/Qcsf8AsdP0PYvh6d/g+zHeMuD/AN9tXQsf3iGvUpfAvQ+Hxytiqi/vP8zjfjAN3huAd/ta/wDoLVr+CsjwrphH/PBazj/HfodlRf8ACbD/ABMxfFMdnL460uK/t1mjubZ4TnscnB/z61k+IvDX9kTh4Sz27n5WPUex/wAaxqQUuZrdM9LB4mVN0qcnpKOnqmytZw5AOK0kiCpntWUUdlaRMySIhMDBHKnaSMj8qhEWsjpd2v8A36NaPQ+bxa9+5Depq/2Gdprq2ZAjblWMgkYpNNt9Z+xQCG6txGY12BkOQMcUHEWxFroPzXFkf+AGnFNZH/LWzB9kakBc3YwcZ9qmjIzkZyeaBFTxEcaJdAnnZ0/EVctP+PWE4OAg7+1MZIpJAyc0oOHPpQBFO37iQjjAPX6Vl+Gm/wCJDbkc5Df+hGgZoMpZGI6KOfc1VWMs7L/s5otoerg9IlUqXjPqpINXPBdlFPqUjzAHyPmUH1JOD+HNKCvNHo4io4YabXY7HYJY5oW6OpU/iK5b4Wuf7FuLZusV03HplR/UGuqX8SPzPFo64Oquzj+pT+MESfYbCUY8wSsg+hA/wFb/AIAwvg/TwP7r5/77aso/x36HXVbeVU/KX+Zq3eoCBjDbwSXdwP8AllFj5f8AeY4C/ic+gNYNn4nu28Vf2Bq2nR2slxCZIXin8wEYPB4HZT+VdJ4aep5VcxlJGQ9QxFEceMCvFtqfqSd0e56S3maPYv8A3oIz/wCOinarZW+oWclpewLPbyja8bd/ceh969mOqR+YVVacl5nO+D/BOn+Grq4uYWa4nkYiOWQDMUf90e/qa6mPlifwqrWVjM82+K6Z1m0b/p3x/wCPGuJlj+YMBXk1v4jP0LK3/sdP0PVPhmXGgNFIrLtmbAYY4IBB/WummG0r9a9Gj8CPjMxt9bqW7nH/ABYG/RLVfWf/ANlNa3gRw/hWwI7R7fyJH9Khfxn6HXVX/CXTf95/qY/ipPM8e6GPRc/qf8K6DxHCs+jzBhkrHvH1FOK+P+uhFSTj9Xa7f+3M4q0TamPQkVeZf3QH+0Aa5oo9isy3JH8sY9FpbuEwsrD+JQf8a2kvdueDiXdlLVTjS7n/AK5t/KptMP8AxLbVh2iX+QrI5C2WyBjFMduOaBEEZw2c5J96nV2zgLx9aBFXXMnR7rOB+7NXISfscIyRlF/lQMSBhKWYgnYcAnvUyliMkcepoT0Ar3BPluoGflOc81l+HHH9h24wSMN/6EaBnQwQlrDcRjcSarrDiRT6qRW1vdR34eVrIpGLFxKvZsMKteHl8jU3HQSqfzHI/rWcNJI9Gv71CS8jqs4lVh/GK5nwDELe712I8eXeEfhk/wCFdEvjieTQf+zVl/h/MwPidJLPqdqrE+UsRZF9ycZ/Suk8H3tvp/geG6vJBFBAJGdz2G81jD+Oz08SlHKqSXf/ADIG1C8v9Jl1nULx9D0naZIYoAvnyr2ZmIOCeygd+tYfwyhv/EHiC48S6oxfyYhbwsRgM2ACR+HX3aups+dOe1a32avdpj7k7j/x41XRPmryGtT9LpyvTj6Hsfhh/M8PaefSFV/Lj+labjPHqK9WL91H51iFatNeb/Mjf5Ep8QwgqjE89+Kce7UbQ/8ATH/2Y1xjRZXpXmVl77PvMsf+xwNW28T6lpXjXT7UXTtY3SWyvC5yo3Iqkj05yeK73xV4r03Q0WOVzPetjy7SEbpHJ6dOn416MHofE11arJeb/M47xBrc2u+H4J51RGF467Y23KuFHAP8WN2CfXOOK6X4ZysdDeJukU7BfoQD/MmsU/3/AMj2JK+UR9f1Y3WkEnxF0kD+GAk/+PmtvXjt0qX3Up+ZH+NVH7X9dDmq6vDryX5s5GNAmWPRcsatwx4gh3/eZt7flWMUenWloaAhJYA9QAPx6n+dWNctwLBJMcoQPwNdLXuM+eqzvM5zVmI0q69PKbn8Kk0ps6barkg+Uvb2rkILm8Acmm5B59aAKqOW/wBn6VYRuuW4PagRV15/+JLcj1X+tWQWa2jVf+eY7+1D2GTW8flwru5IFSMRjBJH40logIZcbJHbgBTj8qzPDJ/4kdtx13Y/76NMDtlt9loiY5CDP1qg0WCpx0auxx900oztIz5o9t4ue4K0gJgmWVfvIQwrm2Z7cXzK3c6iJhLEjryM5H0Nc5ojeR4o1y2H/LZ1k/z/AN9V0S+KJ5eHX7utHy/JoyPiVH/xMLPHaDH/AI8aw/FxvB8ONMit0c273LmdlHAwTtB9s5/ECsI/xpHo4l/8JVL1/wAypoej+JvG7W0WozzppdsAolkXaoAGPlGBubHf9a9j0rT7bS9PhsrKMRwQrtVR/M+pPWuldz588t8SQ7NdvzjrO5/M5rOji4rzJL3mfodCV6MfRHqPgt93hy1B6puX/wAeNbh6ivRh8KPhcWrYip6v8yGY5YD3qYVZzHCfEpN15an/AKZH+dcgIsivOq/Gz7fLZf7JD+upjeMXNtrOmXC5ytrE4x/suw/pV2LQtV1uHUb4QKVQPLe3Up+d2xuaKPIOMfdyB1zzjiu2Ox8hidK8/V/mWbSf7R4O0rbEsMfnziONOiqNo69znJz7133w+j8vQ2f1uGz+S1lHWv8A12PXm7ZTFef6sfcJv+Ilq3XZak/o3+NafiVT/ZpI6LKCf8/lWi2kck3+8of4V+bOYdRsVT/G2T9BWhFGXu4YyOETe/8AP/AVnBanZXnaNzRjTlc9WOTVzUYvMsJVHXbxXU1pY+ebu7nDayTHpdwRnHlkEdqs6c2LC3I/55L/ACrgNSxuGMkflR9OPSgDn00uYY26pdj6PU6aXcjpq1zn3OaLsRBq1ldQabM7anNMqrzGyjDVbtdPv5LaOQarIoKA48sEDj60ASGx1RORq5+pgFKtnrGc/wBrL68260XAjmtNYMZU6nERjn9yKq+EoNTnjsvKuo1tTJgxlPmxu55/OnHVjPUHHy49qz5EyHA69a7rXRnF2dyhqEXzrKv+9/jVeZQeR0IyK5pI9ujO6Rr+H5fMtjGTyhxUNpZKviTUb0fx+XGv4KCf6VqtbM4HL2c6se6/VMwviHF5l3aH/pmR+tb/AIIUL4dt19Gcf+PGsY/xmehiHfLKa8/8zcpa6DwzzLxfFt8QXQ9WDfmoNZix4FebP4mfdYaV6EPRfkd74FbOjMn9yZh+gNdEe1d1P4EfIY5WxM/UhbmcVMK1OQ4z4hJuubU/7B/nXKLH7V59X42fY5e/9lh/XUxvHFtvk0e4I/dGM27H0KyFj+jivU9M1XRZdPlt4riGGIK6SRyMFIbJDZz1OSc/X3rtpaxPlsYuXETv3ZwENm1p4W0e3kBDATOQRjgyHB/ICvQfBcW3w3F/tszfrj+lYx/jM9Os7ZZBef6shtv3njmRj/BZ/wBR/jWr4gXdpM4HXKn/AMeFaLZnHUf72l6RObgiEt2q/wAK8H6Dk1rQRbInmYfPOcD2UU6aNMZU0sWoVzMg9BV2UZiYVueUeZ+Jb6aIX1obCfYAV84D5cetRWmszC1iA0u6ICABgvB4rglZM2LI1mf/AKBV5/3zSjVp/wDoGXZ+oFTdCP/Z) |
学年/背番号 |
2年/2 |
氏名 |
藤川 昇太(ふじかわ しょうた) |
生年月日/血液型 |
平成11年6月29日/O型 |
学部・学科 |
社会学部・コミュニティマネジメント学科 |
出身高校 |
天理高校 |
出身中学校 |
高取中学校 |
身長/最高到達点 |
177/325 |
ポジション |
ライト |
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) |
学年/背番号 |
1年/23 |
氏名 |
藤目 龍之介(ふじめ りゅうのすけ) |
生年月日/血液型 |
平成12年3月26日/A型 |
学部・学科 |
社会学部・コミュニティマネジメント学科 |
出身高校 |
徳島科学技術高校 |
出身中学校 |
椿町中学校 |
身長/最高到達点 |
175/320 |
ポジション |
サイド |
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) |
学年/背番号 |
2年/27 |
氏名 |
白川 凛(しらかわ りん) |
生年月日/血液型 |
平成12年2月5日/B型 |
学部・学科 |
理工学部・情報メディア学科 |
出身高校 |
松山工業高校 |
出身中学校 |
中萩中学校 |
身長/最高到達点 |
185/315 |
ポジション |
ミドル |
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) |
学年/背番号 |
2年/24 |
氏名 |
徳田 剛士(とくだ つよし) |
生年月日/血液型 |
平成12年3月23日/A型 |
学部・学科 |
農学部・食料農業システム学科 |
出身高校 |
添上高校 |
出身中学校 |
三笠中学校 |
身長/最高到達点 |
174/305 |
ポジション |
セッター |
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) |
学年/背番号 |
2年/28 |
氏名 |
長岡 恒陽(ながおか こうよう) |
生年月日/血液型 |
平成11年12月24日/O型 |
学部・学科 |
社会学部・コミュニティマネジメント学科 |
出身高校 |
桃山学院高校 |
出身中学校 |
大正中央中学校 |
身長/最高到達点 |
182/328 |
ポジション |
サイド |
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) |
学年/背番号 |
2年/26 |
氏名 |
渡部 凛(わたなべ りん) |
生年月日/血液型 |
平成11年11月15日/B型 |
学部・学科 |
理工学部・物質化学科 |
出身高校 |
小校高校 |
出身中学校 |
丹原東中学校 |
身長/最高到達点 |
184/315 |
ポジション |
セッター |
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) |
学年/背番号 |
2年/3 |
氏名 |
中西 翔太(なかにし しょうた) |
生年月日/血液型 |
平成11年10月10日/0型 |
学部・学科 |
文学部・哲学科 |
出身高校 |
天理高校 |
出身中学校 |
大山田中学校 |
身長/最高到達点 |
173/330 |
ポジション |
サイド |
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) |
学年/背番号 |
2年/マネージャー |
氏名 |
植村 萌(うえむら もえ) |
生年月日/血液型 |
平成11年11月5日/A型 |
学部・学科 |
短期大学部・社会福祉学科 |
出身高校 |
橿原高校 |
出身中学校 |
田原本中学校 |
身長/最高到達点 |
158 |
ポジション |
マネージャー |
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) |
学年/背番号 |
1年/11 |
氏名 |
馬渕 航太(まぶち こうた) |
生年月日/血液型 |
平成12年5月18日/ |
学部・学科 |
農学部 |
出身高校 |
大塚高校 |
出身中学校 |
|
身長/最高到達点 |
171/310 |
ポジション |
リベロ |
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) |
学年/背番号 |
1年/16 |
氏名 |
久保田 拓(くぼた たく) |
生年月日/血液型 |
平成12年6月16日/ |
学部・学科 |
文学部 |
出身高校 |
大阪産業大学付属高校 |
出身中学校 |
|
身長/最高到達点 |
175/320 |
ポジション |
レフト |
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) |
学年/背番号 |
1年/6 |
氏名 |
山田 樹希斗(やまだ じゅきと) |
生年月日/血液型 |
平成12年9月8日/ |
学部・学科 |
理工学部 |
出身高校 |
坂出工業高校 |
出身中学校 |
|
身長/最高到達点 |
173/310 |
ポジション |
レフト |
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) |
学年/背番号 |
1年/14 |
氏名 |
佐藤 翔斗(さとう しょうと) |
生年月日/血液型 |
平成13年3月12日/ |
学部・学科 |
社会学部 |
出身高校 |
市立尼崎高校 |
出身中学校 |
|
身長/最高到達点 |
182/315 |
ポジション |
サイド |
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) |
学年/背番号 |
1年/9 |
氏名 |
足立 康綺(あだち こうき) |
生年月日/血液型 |
平成13年2月6日/ |
学部・学科 |
法学部 |
出身高校 |
市立尼崎高校 |
出身中学校 |
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身長/最高到達点 |
178/326 |
ポジション |
サイド |
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) |
学年/背番号 |
1年/7 |
氏名 |
立川 雅貴(たちかわ まさき) |
生年月日/血液型 |
平成12年5月18日/ |
学部・学科 |
理工学部 |
出身高校 |
高松工芸高校 |
出身中学校 |
|
身長/最高到達点 |
182/320 |
ポジション |
センター |
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) |
学年/背番号 |
1年/13 |
氏名 |
片岡 聖(かたおか せい) |
生年月日/血液型 |
平成12年6月6日/ |
学部・学科 |
社会学部 |
出身高校 |
比叡山高校 |
出身中学校 |
|
身長/最高到達点 |
190/322 |
ポジション |
センター |
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) |
学年/背番号 |
1年/18 |
氏名 |
駒井 怜(こまい りょう) |
生年月日/血液型 |
平成12年5月28日/ |
学部・学科 |
社会学部 |
出身高校 |
近江高校 |
出身中学校 |
|
身長/最高到達点 |
184/338 |
ポジション |
レフト |
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) |
学年/背番号 |
1年/8 |
氏名 |
楠本 竜也(くすもと たつや) |
生年月日/血液型 |
平成12年8月31日/ |
学部・学科 |
社会学部 |
出身高校 |
開智高校 |
出身中学校 |
|
身長/最高到達点 |
172/310 |
ポジション |
リベロ |
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) |
学年/背番号 |
1年/マネージャー |
氏名 |
有馬 夏海(ありま なつみ) |
生年月日/血液型 |
平成12年10月11日/B型 |
学部・学科 |
文学部・真宗学科 |
出身高校 |
厚狭高校 |
出身中学校 |
厚狭中学校 |
身長/最高到達点 |
157 |
ポジション |
マネージャー |
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