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/8AP3/yWX+Qexn2PDqK9x/4Z2/6mn/yn/8A22j/AIZ2/wCpp/8AKf8A/baP9ZMr/wCfv/ksv8g9jPseHUV7j/wzt/1NP/lP/wDttH/DO3/U0/8AlP8A/ttH+smV/wDP3/yWX+Qexn2PDqK9x/4Z2/6mn/yn/wD22j/hnb/qaf8Ayn//AG2j/WTK/wDn7/5LL/IPYz7Hh1Fe4/8ADO3/AFNP/lP/APttH/DO3/U0/wDlP/8AttH+smV/8/f/ACWX+Qexn2PDqK9x/wCGdv8Aqaf/ACn/AP22j/hnb/qaf/Kf/wDbaP8AWTK/+fv/AJLL/IPYz7Hh1Fe4/wDDO3/U0/8AlP8A/ttH/DO3/U0/+U//AO20f6yZX/z9/wDJZf5B7GfY8Oor3H/hnb/qaf8Ayn//AG2j/hnb/qaf/Kf/APbaP9ZMr/5+/wDksv8AIPYz7Hh1Fe4/8M7f9TT/AOU//wC20f8ADO3/AFNP/lP/APttH+smV/8AP3/yWX+Qexn2PDqK9x/4Z2/6mn/yn/8A22j/AIZ2/wCpp/8AKf8A/baP9ZMr/wCfv/ksv8g9jPseHUV7j/wzt/1NP/lP/wDttH/DO3/U0/8AlP8A/ttH+smV/wDP3/yWX+Qexn2PDqK9x/4Z2/6mn/yn/wD22j/hnb/qaf8Ayn//AG2j/WTK/wDn7/5LL/IPYz7Hh1Fe4/8ADO3/AFNP/lP/APttH/DO3/U0/wDlP/8AttH+smV/8/f/ACWX+Qexn2PDqK9x/wCGdv8Aqaf/ACn/AP22j/hnb/qaf/Kf/wDbaP8AWTK/+fv/AJLL/IPYz7Hh1Fe4/wDDO3/U0/8AlP8A/ttH/DO3/U0/+U//AO20f6yZX/z9/wDJZf5B7GfY8Oor3H/hnb/qaf8Ayn//AG2j/hnb/qaf/Kf/APbaP9ZMr/5+/wDksv8AIPYz7Hh1Fe4/8M7f9TT/AOU//wC20f8ADO3/AFNP/lP/APttH+smV/8AP3/yWX+Qexn2PDqK9x/4Z2/6mn/yn/8A22j/AIZ2/wCpp/8AKf8A/baP9ZMr/wCfv/ksv8g9jPseHUV7j/wzt/1NP/lP/wDttH/DO3/U0/8AlP8A/ttH+smV/wDP3/yWX+Qexn2PDqK9x/4Z2/6mn/yn/wD22j/hnb/qaf8Ayn//AG2j/WTK/wDn7/5LL/IPYz7Hh1Fe4/8ADO3/AFNP/lP/APttH/DO3/U0/wDlP/8AttH+smV/8/f/ACWX+Qexn2PDqK9x/wCGdv8Aqaf/ACn/AP22j/hnb/qaf/Kf/wDbaP8AWTK/+fv/AJLL/IPYz7Hh1Fe4/wDDO3/U0/8AlP8A/ttH/DO3/U0/+U//AO20f6yZX/z9/wDJZf5B7GfY8Oor3H/hnb/qaf8Ayn//AG2j/hnb/qaf/Kf/APbaP9ZMr/5+/wDksv8AIPYz7Hh1Fe4/8M7f9TT/AOU//wC20f8ADO3/AFNP/lP/APttH+smV/8AP3/yWX+Qexn2PDqK9x/4Z2/6mn/yn/8A22j/AIZ2/wCpp/8AKf8A/baP9ZMr/wCfv/ksv8g9jPseHUV7j/wzt/1NP/lP/wDttH/DO3/U0/8AlP8A/ttH+smV/wDP3/yWX+Qexn2PDq9x/Z2/5mT/ALdf/atH/DO3/U0/+U//AO213Pw7+Hf/AAgP9pf8TX7d9t8r/l38rZs3/wC02c7/AG6V5Wd53gMTgKlGjUvJ2srPun1RdOnKMk2juKKKK/PzrCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKga8t1kEbSYcnAUg5PXp+R59qAJ6KKKACiimTTR28TSyttRep/QAepJ4xQBU1XUDptn5wiEjFtqhn2LnBxlucA4xn1I+tTRXXmuqlVUNu2/NzwcHIpka3cy+ZJIId3KxbASg9Cc4J9ccduepFs3WVpVlQSPjc4hXJxwMmgBJNQVJvKCjezbVySAeQDzjHUj61Yt5DNbRSsFBdAxCtuAyOx4yPeqzWBcyFnjYyAByYVO4Dpn1q2i7I1XjgAcDFADqKKKACiomuYV35kGUbYwHOGwDj8iDUtABRRRQAUU15FjALsACQo+pOBSJLHI8io4Zo22uAfunAOD+BB/GgB9FFFABRRRQAUUUUAFFFFABRRRQAUU1HWRdyEFfUU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK5rXPiB4W8Ngf2tq8Vs5GQmxnb8lBNAHS0VS0/VrHVNNttQtLhXtrmJZYmPykqwyDg8jj1qz58P/PWP/voUASUVH58P/PWP/voUefD/wA9Y/8AvoUASUVH58P/AD1j/wC+hR58P/PWP/voUASUVH58P/PWP/voUefD/wA9Y/8AvoUASUVSvfKuIQqyruByMSAc4I59RzTbciO6kdpUCNnrNnJ3Eg47cYH/AOoUAX6KypoledXEo2b2MoE/+sU5wBz249OlVlsrs2mx9WXzGiWNsuxCnK7yCGUnKjg8FSSQeaAN6isixS6jvBNeXkMimBVZUkOPNAG5wPQ9Mdtuf4zjT8+H/nrH/wB9CgCSio/Ph/56x/8AfQo8+H/nrH/30KAJKKj8+H/nrH/30KPPh/56x/8AfQoAkoqPz4f+esf/AH0KPPh/56x/99CgCSio/Ph/56x/99CuWtviZ4Pu9Yn0mPWoxfQytC8Ukbp84JBAJXB5B6GgDraKr2V7b6hbfaLaRZIvMePcrAjKOUbke6mrFABRRRQAUVzfxAvV03wBrt6dvmQ2chiZlDbZCpCHB4yGIq5pljo76LZTw2ULW7wRtGzp5jFSoxlmyzHpySSe9AGxWUbO2U/2c185llUvtbyi7KOD1Xkc9f1qX7Dpe5QbC3BY4GbcDn8qiTw5paax/ai2q/aecFmLBThR8qk4XhewHUnqTQBpPNFHIkbyorvnYpYAtjrgd+tEs0UO3zZUj3sFXcwGSegHvTJbWGaVJXUlkxj5iAcHIyOhweRnpSXFpBdbfOQtt6YYjIPUHHUHjIPBxQA6e4htYjLcSpFGOruwUD8TXGafpusap4zk8VanfTWGk20bQWGnZ2+Yh6yzA9Cx5A4IG3OMEHq9U0ix1m0NrfwCWM9MMVZfdWUgqfcEGpI9Ps4bFLGC3jhtYwFjihXy1QA5G0LjGPagCYSxtEJVkUxldwcHgjrnPpRFLHPGJIpEkQ9GQ5B/Gmi2i+y/ZtuYtmwqSTkYxyepp0MKQRiOPO0En5mLHJOTyeepoASGeG4QvDKkig4JRgRn04ojnhmZ1ilR2Q7XCsCVPofSmWtpBZxmOBCqk5wWLdgO/sAPwpYbWG3kkeNSGkOWJYnuT36DJPA9aAHLPE8rxLKjSJ95AwJX6jt1FHnxCfyPNTztu7y9w3Y9celNS1ijuHnUN5j9cuSO3QZwOg6UG1hNyLgqfMHT5jjOCM46ZwcZ64oAhnijLvC94Ue4O5EOzIwADtBBz75z1qLU5J7SzhMFwsSq4EjOm4lQD07DoCSeAAatyWsMk6Tsp8xemGIB9MgHBx1GenanTCPy98pCrH85Y9Bjr+maAG2kjy2sbS7fNxtk25xuHDYyBxkHtU1V7R7fYYrdPLCc7PLKYzznBA9/1pJNRsYpDHJeW6OvBVpVBH4ZoAkuFDQndKYlUhy4xwAc9wRjimWscYee4inMq3Dh+oKghQvykDp8vfPOakIiurfGRJFKvVTwykdiKIoI4IfKRfk54Yls5OTknryTQAQzxXEfmQypInTcjAj8xSxzRTbvKlR9jFW2sDtI6g+9Mt7aK1jKQhgCcks5Yk4A5JJPQD8qILWG3LGJSC3XLE8c4Az0AycAcDNAD1mieV4klRpI8b0DAlc9MjtSefEZ/I81PO27vL3Ddj1x6UyO0gineZEId85yxIGTk4HQZPJx1PWnC2iW4M4UiQ9fmOD0GcdM4AGetACtPEkqRNKiyP8AdQsAW+g79DRJPDEyLJKiM5wgZgCx9B69RTXtYXuUuGU+YowCGIB64yM4OMnGemaJraKd43kDFozlcMR3B5weeQOvpQA6aeG3UNPLHEpOAXYKCfTmllljgjMksiRoOrOcAfjUd1aQXkYjnQsoOcBivYjt7Ej8afNCk8flyA7cg8MVOQcjkc0AKZY1iMrSKIwu4uTwB1zn0pUkSRA8bqyHoynINMNtF9l+zbcRbNgUEjAxjg9RSpBHHD5IXKYIIYls565J60AQQ3NtHboy3X2hJHbY64fceWwNo7AH8qdHf20rIElzvztODg4IB5+pAqteaXpslosN2q+SH35lkJJbaRncxzkDvnjHtTJdNsLqM273LsG38JKFblw7YK4P3gKANISo0QlUkoQCCATkGiKVJ4UmjO5HUMpxjIPSoJ4bdtOMTOI7YIMkEBdg6g54xgYPtVkDAAzn3oAWiiigAooooAKKKKACiiigAooooAKKKKACsmK/32say2qPCxEZJkGMdM4bGfoM+2a0p5lt7eWZyAkaF2JOAABmqcF+v2eLmP7g/ib0/wB2gC9HGkUaxxoqIowqqMAD2FOqn9vX1j/76b/4mj7evrH/AN9N/wDE0AXKKp/b19Y/++m/+Jo+3r6x/wDfTf8AxNAFyiqf29fWP/vpv/iaPt6+sf8A303/AMTQBcoqn9vX1j/76b/4mj7evrH/AN9N/wDE0AV7jVxAt8T5Ci0lCNmUZIMavkjjB5wB3xn2rUqn9vX1j/76b/4mj7evrH/303/xNAFyg8CqEmoLviwU+9z8zeh/2af9vX1j/wC+m/8AiaAI7LVFuzZDEYN1afaRtk3Y+7kDjkfOOf0rQqn9vX1j/wC+m/8AiaPt6+sf/fTf/E0AXKKp/b19Y/8Avpv/AImj7evrH/303/xNAFyiqf29fWP/AL6b/wCJo+3r6x/99N/8TQBcoqn9vX1j/wC+m/8AiaPt6+sf/fTf/E0AXKpwPDHqVxZxQwxlY0mJQgMxdnByMf7PXvk+nJ9vX1j/AO+m/wDiajuNVjtraWdthWNC5AY5wBn+7QBLpv8Ax6v/ANfE3/o1qt1U03/j1f8A67zf+jWq3QAUjMqDLMFHqTilqlqBxLZHdtxM3OM4/dSUAV9ehsNR0C/tbuK2uoXhYmKVVdWIGRweOCAR7irbW8Nrp8dvbxLDBEESOOFQoRQQAFA4AA6AVlXjTjTL+OdPLxbDanmmTPXnJ7/5ya2rg7YsnoGU8fUUAZFrMJJlUG3Oxoxm3fcvfr6NWk1jG2oLelm8xV2gcY798Z7njOO+M1V+3pdyRKvBDqduQSOTg5BIwRgirbWrtfpc+e4RVwY8nB6++O/p2HPFABcWMVxcwzuWDRHIxj1B9Mjp2Iz3zRd2MV75fmFh5ZyNuP6jg+4wR2IzRPavNcxSrO6KnVQTzyD647YOQeOmOaLu2e58vZO0W05OM8/kRz6ZyPUGgBb2zjvrfyZCQuc5AB9ujAg9e4p09slxbGBiwXjkdeCCOvXp3pt3btcwhElaMg5yCeeCMHBB754I5Ap1xC01sYllZG4w/wBDnnGOD36daAEW0iSwFmM+UI/K44OMY7dPwpbW2W0t1hRiyqSckAdST2AHf0pq27CwFsZn3+Vs80E7s4xkE85/GnW0LQQCNpC5BJ3c9yTjkngZx1oAZY2MVhCYoixUkElsZ6AdgOwFFtZR2skzozEytubOOOSewHqeTk0lhaPZwNHJcPOS2dzZ9AO5Ppk+5NLbWrwSzO87SeY2QCT8oyT3J9cduAOOKACOyiivZbpS2+TqOMdvbJ+6OpPtSGxiOofbNzeZtxjjHcdcZ79M474zzSxWzx3ss5nZkfonPHT3x24wB1PWg2zm9W489woH+rBODwR64xznpnPfHFABNZRTXcVyxbfF0xj+oyOp6EZ75FTyIJInRhkMpBB75qGW2eS6jlEzKqdUGef1x9cg+2KsUAZumRTI7tIkwLIok851Yhh2GCTjk8E+mOpqvdK8lzKqsoXyzuEqZyN7/wCr/wBr16/w1d+1QRawbZ7iFZZog0cJcB32ltxA6ngrTJ75bRUQo5aWQojBQVyXxzyPXOPQHHSgCwIVuNPEL52yRbTj0IxS21qlrbCBCxUZ5OAeSSemMde1MRTcWLwh2jJj2B1JBGVHII781JbQNBbiJpWdsk7j7knAzngZwPYUAMsbGOwt/JiZmXOfmAHYDoAAOnYUWljFZvK0ZYmU5OcepPYDPU8nJPc0WVq9pCY3maUk5yxJxwB3JPbPXqTRa2r27SF53l3ngMTxyT3J557YHAwBQAQ2MUF3LcKWLy9Qcf4ZPTuTjoMDigWUYvzeAt5hXbggY7d8Z7DjOO+M80Q2zxXUsxnZ1fohzx+uOOgwB75pVtnW9afzmKkY8sk4HT3xjjPTOSee1ACS2MUt9FdsW8yPoOMdCPTI+8ehGe9JdWMd1PBM7MGgbK4A55B7g/3R0xRLau99FcCdlRBgx84PB98d+cg9B0xS3Ns08sLrM0YjbJUE4bkHsR6Y78E+tABe2UV/CIpSwUEn5cehHcH1p91bJd27QuSFJByAD0OehBHbuKjv7R7yBY47h4CGzuUn0I7EeuR7gGpLqFp4DGkhjbIO7nsQcHBBwcY60AI9rG9kbQlvLMfl5PJxjHfr+NLDbJDa/Z1LFOec4PJJPTGOvaka3Y2BthM4by9nmkndnGM5znP4596WGForURNKzNg/OO2fTOenbOaAKg0eFbaKBZpVEchkDIQhztK8bQAOvQDHr1NQSaJLJGYlvTAg3+WYY9rJukVzySR/DgcdDReaJJd2UUH2wq8c3mh2jEgHyFQMPu4555zycEcYjbQ5U+e1kgt7nD4n8ve3zSK3OcZwARye/wCFAF6901rrSfsEF5PZkBAs8IRnUKQeN6spyBg5B4JqaxtmsrCC1aeScwxhPNkChnwMZO0AZ+gFMmsll00WZw4CquXAOcY5wQR29KltIPstnDbggiNAnAx0FAE1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAB5FeK+IPhl47vtSun0LxZPbaXLGgggm1i6GwbFDArtbgndxuxgj0xXtVcHc+B9bvPGUGvweM9Rt7DfbyHSl8zysIE3KMSBcNtOcqR8x4JoA4BfhL8TIrKS2TxpIQyYQDWLlI1JxuBTyzuH3h1Gcg47Fk/wj+Jsth9l/4TNnAIx5msXJjKg5A2eXwR8uOTjH5ej3ngjW7nxs2uReMb+KxaeCUaaPN8tFTbuQYlC4faQcofvHjPNJpfgfW7DxtNrs/jPULuwkuZZl0yTzPLRXDgRjMpXau8H7n8AxjmgDz2X4SfEae2ht28XyqqFMl9auJFAC4JVPKHfkDdwOPem3Hwl+Jt1BHFN40dipYsZNYuZFY4+XCmMbec55PB9ue68K/D7xBoGtW97f8AjvUtWgiZy0Fx5uJAUKhTumZcAkN93OR1pugfDzxDpEOpR3fj3U9QN3ZTW0Ukvm7oHfbtlGZmGU2nGAp+Y89MAHEXHwl+JdzPE58aSII1JUyaxczMr9QR+7XA+6D6Yzz0pZ/hN8S5bqO4i8ZSxvHGBuk1q5kctk5w3lLtGD0wfxzx6BofgXW9L0HWNOvPGmo31xfW4ihvG8wPbMN/zrulbk71+6V4Qd+ar2nw98QW/hrVdLk8d6lJdXiQLDffvt9uY3LMw3TMcuCFO0qMAcUAcN/wqT4ktfC7fxhIXVAin+2rjzPunP7zyuBuOQMdCRnuVf4TfEr7XLdQeMpYmYKoDa1cs7DbzmQRD+IAgbenGeMntpfh34hk8HjRV8fanHei9W5/tFPN8woIthi5mLYLfOfmxk8AcU66+HviC48KjSY/HepW12L37T9ti84ts8sJ5XzTF9ufn5cjJPHTABwy/CX4lfbZZ38YSMjt90a1ch9o6ZfyjkgZH3R6+1egaJY6l4W8OLpWp65Jd3dvYNL52SzPMzSM3LZZwDwOnA6Dmob/AOH2v3ejaJZReOdRgm09p2uJl87/AEwO4ZVfEwfCAbRlycdxW9o0Ooro0dpcXlvdPa4sZJ57dmecLhS7Ev1bqevJ70AaclnNvi/0uT7/AL/3T71m6lcT2k9rDFfstxJeRoFcZDIRzx398HuKsSeH7XzIvm6v/wA+8Pof9iobxp9Js9Q+y/ZTHZ232pQ9uMs2H67So/g6gUAcpeeDfG8vieea38SxJpDSLJGhf5hwpZSnlkkFgw4kBAYHnGDh6x8OfiRqNtfWkXim2jgeXMA+0uo8sPkKcQ7lOMc72+7jndkdcvgrWJvGQ8QN4w1FbF3jl/stGkEalQuVX97t2sQcgoeGIGDhg/SfBOs6f4zuNbufGGoXllJcSzJpzmTy41fdiPmQqVXcCPkByq4IGQQDhLn4XfEa+0m306fxTCiQtHh1vXPyhSp6Qqx655Y+h9aNS+GPxO1bT47e68XWodJN5KXLgP8AKQPuwqRz2ywIbsV+btPCfgDXPD+qC71PxxqmsRruIhmaQBsqVw26VlIGc8KDkDnHBZ4f+H2u6RZarDeeO9V1GW8tJbeCaUyZt2cACQBpW+ZcZBXafmbJPG0A4+/+GPxM1C4s7h/F1vHJbFmUfaXIDcFT8sKhgSACCOMZ5zgO1D4afE7UDaTHxhHDLBuyIr2RCSSOQ6QqRkZGCDjGedxA7XQvAms6V4e1jTb3xpqeoXV9D5cN47SB7VgGw65kY5ywzgqCFHuTFa+ANcg8I6lpD+ONTe/u/KEeo7pd0GxtxKhpSwLcg4YDGPlHOQDg3+E3xKN/Fc/8JlK4WMghtZuRIrYIwJPKPHf7o6kf7R1rn4ZeOm0SOO18ZX0eoC5MjFtYuMGMxhSrSBMsQyKV+UYDMPQ10U3w91+TwYmiR+PdUivheC5bUh5hkKCPZ5fMu4KT8x+bGc4AGAJL7wBrl14Rh0eDxxqltfLdi4fUEaQsV2FfLAMu7b0bl25z2wAAYUHgP4h6UkTad4rSd5M/aRez+a3XKgSSQSZwCy52rnAOB0qa98F/ENrqJrfxJbPH5SLMVm+zl3Bbc2PIkAzlcYwBg8GtfVvAOuX+l6JaWvjbUrSTT2la4lDTH7ZvYMFYrMr7VwVGWZsH72eSuueAtd1OXTTaeNdQs0s7SG3kXM2bhk3bncxzJy+4Z7/KMEcggGvoujXtr4d06yGpySy2bvHLMwwZsSEEjOdg44UcAfKMDGNMWd+t3atHPDHbKT9oiwWL4Ubdp4x82SeDkVRsdIjOk2VvPdtM9rLIgmuQrvKRIfmY4HzEjORjn24qWy05POtprS7tUtoyfOhto12zHACZOeMEE++aANRoZHvklO3ykT5cHBLHOc+ox0HufQVHekLcWDE4AnYn/v09K9sjanHc+eRIibRHkfdOc+/J2/8AfApbtGaa0dVJWOYs2BnA2OOn1IoAo6nJC2j3oijVMwE/d2ngkYIxWs6B12kkcg5HtWFeWzx6bqEjrbmSS3wzQ2jRE7R3JJyMdPSt+gCqMSXrQOzt5SpKCcYJJYdh/s/rStHcm+R1lAtwBle5PzcYx7qc5/hx3NYul+II9Q8c69o62s0cmmw2weVsbH3hnG3v/ER+Braf7V9uTbt+z7fm6e/45ztx2xuz2oAWaO4a4iaKULGPvj8fpzxx1GM55ouo7lynkSBRyGycfQ9DnHpxnPWic3IuIvJAMefmzjHXnPfpnGO/Xii6NyNn2cDrz069s57dc459KAC7jnkhxbuFfPOTjIx64OOx6dsd6dOkzWxWJwJeOTwDg8jvjIyM9s027NwIR9mGXzz0zjHbPHXH4Z706fz/ALMfJx5vH5Z5xnvjOM8ZxmgBPLn+w+X52Ljy9vm4zhsdcd+aW1SZLdVncNJkkkHOASSBnAzgYGcdqQfafsX8H2ry/wCL7u/HfHbNLa+d9nX7R/rMn0zjJxnHGcYzjjNADLKK5ihK3U3mvkYP4AHsOpBPtnFLbR3CSTGaUOpb5B6DJ9uOCBjnpnvSWP2vyD9s2+Zu4xjpgZ6ds5x3xjPOaW2+1eZN9oC7d3yY9Mn9MbevOc9sUAJHHci9d3lBgI+Ve+ePbjGD3Od3sKXy7j7bv8weRjpn26Yx685z2xjvRH9q+2yb9v2fHHTrxjH/AI9nPtjvRm5+2gYHkY68Y6fnnP4Yz3oAJY7g3MbRyARD7wJ6fhjnPTqMe9WKrym5+1R+WB5OPm6fjnv6Yx75qxQBxvibS0g8d+FvEwCqIZJbG5c/885I22En0EgA/wCB11MmnWMshkks7d3bks0Skn8cVkatHNKJx9ksbi8SaB7aO5kwpVXRhyVODvBOQCRhT2FXbN58kWcNs1mZcBhMQFTZyUAUg/PxjI6k9gCAYvhLXrzX08RW5s47D+zdRl0+ApyDsUANgjA4KkDkV1ECyrABKwMmTyDnHPAz3wMDNUrTTjpyai9pHGk13M1zySQZCoHPT+6KuWxmNsvnjEnPBIzjPGccZxjOOM5xQAyyjuY4CLqUSSZ7c44A64HU5PTvjtS20dwjSmeUOCflx+PPQY7DHPTqc0WX2own7Xjfu4wB0wPT3zj2xnnNFsbkvL54AXPy9Pfpjt0689fagAhjuVuJGlkDR87QD1544xxjp1OevFAjuBfM5kBgI4XPTpxjHsTnPfGKIjc/aZPMA8rnb0x14x36dc98YoU3P21gwHkY4Ix7fjnOfbGO9AA8dwb2N0kAgA+Zc9+fbnOR3GNvuabdRXUk8DQTBI1P7weoyD6HsGGOPvZ7Clk+1fbY9gX7Pj5vXPOc/wDjuMf7We1Fz9r86D7Pt8vd+8yOcZH6Y3dOc7e2aAFvI7iWHbbS+W+T834HHY9Dg++KdcpK8BEDBZMgjJxkZ5GcHGRxnFMvvtXkD7GB5m7nOOmDjr2zjPfGcc4p91532dvI/wBZkdMZxnnGeM4zjPGaABkm+x+WJf32zHmYA+bHXp/SkhSdbXbJIPOO75hyFyTgds4GBnvilP2j7H/B9o2dvu7sdvxpIftH2X94F87BwD9TtzjvjGccZzigCnNa6hJbRKs6rIspZsu2CuwjGRtJySD7ehxVWS31ZFItSxmj37HuZiY3zIpXIBycJuHQeg9asXf9qmziMC5lEpLqWVSU2nvyM7sY/DJHJqKRtWhUywxyXEo35iYqit+8XZz2+Td0z+J4oAu3ENx/ZscaMzzIYixVypcKyluc9wD1POeaswKVgjUqVIUAguWI/E8n61Eyy/YUWR383Cb2TrnIz0/GpLfzPs8fnZ8zHOcZ/HFAEtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcPceCtVvPFUWtxeKbqC0863m+xL52AqBN0YxME2tsOcxn759q7OS2imbdImSBjqa4G5+F3hrUPGEHiOa9u01ESQXH2dZYthMYQLwUL4O1c4bufWgC9eeCdWufGR1uLxVdw2huIZvsIM21VTZujGJgm1trZzGfvt3wQab4K1ax8Ytrcviq7uLQ3M032FvO2lX37YzmYptXeMYQfcHTmqt58LfDN/wCOf+Ege9u11ETRXJt1ljK5j244KFwDsGcMO44o0z4W+GtP8by+I7e9vJNQM8tw1u0sZRWkDg9ED4+c4BbsOuKAH+HPAWsaJrFpe3fi68v4oN2+J2uP3+UK/PvndOpDcIOVGMDio9E+H2uaVBqEdx41v7prqwmtUkbzt0cjhcTfNOw3rtJG0L9489MQ+G/hD4X8O67b6lY317NcWm4LHI8OOUKfMUjVjw2evXBOaZoHwd8LaNHqaWV/fzreWk1hNvliJRZNu7BVAdw2jG7IHPHNAGnpPgfVdP0bWbG48VXk8l/biKCdWmBtHAf94vmTO2SWGcMo+QfWoLbwDrUGg6ppzeLrppbwQCKb/SD5GxyzY3XDNlwQp2uowBwecx6D8KvDGj6Fq+n2t5eXFrqsIgmkeaPKgbxlSiKM5c9c9AOgxVa1+EPhS08L6vpy6jetY6ksRmn82FdgicuCpWML1PJIPGOmKALn/Cv9ZHhkaWPF939o+3C6Nzm45TyvL8r/AI+PM25+f/WYz2xxSy+ANYl8Nppn/CXXguBe/aTcbrggp5Wzyv8AX+Ztz8/+sxu7Y4qn/wAKg8KnwcNF/tC++wfaxfi48yHO7yvL/wCeezbt5+7nPOabc/CLwk/hU6JNqN4lol79rMwlhRhJ5YTbgIEA24P3c5Oc80AXb7wDrV3o+kWSeMLyOWxM5mlJuP8ASPMcMuds6v8AIBtG524NdNomh2+mWMFvIsdzdW6osl28QEkzhF3SE8ncxyxOTyTzXH6j8IfC1zoei6bcahexQac0otpDJDmQyuHIIaMqeRwABxXZaRodlpemQadAHeG0jjgjaR8sVVFUEkYGcD0oA0pPvw/7/wD7Kao63ZWtxpd489tDK4t3AZ4wxA2n1pLpbGCe3jkRwXkABCuRk5AyRwMn1o1SytxpF6RH/wAsH/iP900Ac8fAt2PF51ZPEF3Hp3nRypp0ck6qmxVwgxMI9hZclTGeGI9CHaV4K1Gw8WzazceJLq6tmuJp0sy0wVd5bCEGYxlVD8YjHQHjvTk+GfhSTx1J4ka6n+3iWOV7UTIEDgKFP3d4yQpwGGScHIJBXSvht4X07xlP4gt72ea+kuJpTC0sRVZJN+4DaofjL8Fj09RwASeF/AOo6FqUV1f+KL3UUhUhI2kuF3NtK5cPO6ngk4CjkAjGMVFofw91TS9P1O3ufF1/eT3VlJaQzlpswlwB5m15mBcEAgrsx83qMV/Cvwq8JeHdUTULC/urubaUjEs8ZAJTGfkVSx2k8Ekc5xnmo/D/AMKvB2iWGqxWepXNxHfWclrNLJcxExxsBvIKKBnG05bOPbJyAauleBtQsNB1mwuPEt5Pc6hD5UVyrz5tiA2GUPM5zlsnDAHAFQ23gDUoPDGo6Y3iq9a9u3iKXge4IiWN9+ArTswLfMpKuuRjjIyYdE+GPhPSNA1rS7e8nnt9Rh2XMsk0e6NQGAI2KqjBLHJB5HoMVBa/CvwhZ+EtS0Zb+5NpfGJ5rkzxBlCvlMYQJjcCMlSTnGTgYALj+ANVPheLSk8V3i3S3v2p7otcHevllPL/ANf5gXo2PMxkdMHFOvPAOo3HheDS4vFF7Fdrd/aZbppLhhJ+7KbAPO3hfutjzD8wJ6HFUP8AhVPhH/hD49CXUboWSXn2vz/OhLNJ5ZXByhTGw54XPGevNOv/AIVeELjwhFoM19cw2kV39oNwtxGrtLsK4OV2D5SOFUdAeuSQC7qngLVLzS9HtLXxVe20lisvnSM9w32hpGVskrOr4UghQztgNjPGaNZ8BapqFxYvZ+Kru1jtbOG1KO9wfMaMt+8JjnjyzBsEnJ4HNU9V+FPhPUtK0XTZr65hi03zVtyksRMjOwL7g6FT8wHCgAZxjGBRrnwo8K64+myTX91CtraRWluqSQuGRd2w/vEYkkE9Dg4HHFAHSWenWkGk2VrNfXAFtLJHHJLOS0uJCPnP8ROB17mrkdtFcXVrdR6i+23PzxR4CS5UKu8EE8dRgjn1qrp+nabYaLbWeGjt7aWSOEEl9oEu0ZJzn+Hk/XrzViKwtXurS5a9u5JLYnaG+QPuUKNyhQGxjI9Cc0AXJY4X1OBmnAljG5YgxBOQwyRnB4J6jscd6uVWZQL9W+0SglQDEFGw/e5J25z179h+NmgDF8W6tb6H4T1PUbsSGCKAh/LXcRu+XOPbOT7Vo6fexalptrfwq6xXMKTIJFwwVgCMjseao+KtLfW/CeraVGAZLy0lhTOMBmUhSc+hxWhCPs8EcMcDhI1CKMrwAMDvQBl21i9r4n1TUI7BgbuC3VpvMXa5QyADGc5AYdRjkYzzh/8AaGpHxFHaf2eyWflvmZpE+cgKdygEnAJ24IByT2AJui+3XEkC20zSRgMwBTgHOP4vY1VGryPrq6eljc+WFPmTNGVUNhWGCeGGGxkE88dQaALs0k6TxLHGGQn5jj39e2Bk+/Sku5biLZ5EW/J54z+Htn16Co7q+kt7y3hW1kkSVsM69v8APfOOPWpLu5e28vZA0u484zwPwB59M4HuKAHXck0cQMCBmJwcjOBj0784H457UtxJKlsXij3Sccdcc8nHfAycd8Ypt5cNbQh0iMhJxgZwO+TgE9uwPJFOnmaG2MqxF24wn1OOcZ4GeevSgBBJP9hEphzceXu8rOMtjpntzS2ryyW6tMu18kHjGRk4OOcZGDjtmkFwxsftJhfd5e/ygDuzjOMHnNLazNcW6yNGUJJBXnsSMjIHBxkcdKAGWM1zNAWuYfKfPC+2Af0ORnvjPei2luJJZlmi2KrfIfUZP58AHP8AtY6g0WN093AZHgaEg42tn0B7geuD7g0W101xJMjQtH5bYBIPPJHcD0zxngg96ACOW4a+kjeLEIHyvjHp3zznJ9MbfcUpkuPtoTyx5OPvfh1z9eMe+c0kdy73skBgYIoyJOcHp7Y78YJ6Hpil+0t9uFv5LbMff569fTGO3XOe3egAllnW6jRIt0Z+82P654x+uasVQub6aHUbe2SzkkjkzvkHReOP/r5x+NTwXX2iCOaOCcJIodfMTY2CMjKthlPsQCO4oAr63EZtMaNRF5hkjEZlj3or712krkZAOCRkZ6ZHWtCqGoyN9lT9y/8Ar4e6/wDPRferfmN/zxk/Nf8AGgBZmdIJGiTfIFJVc43HsKZbPNJbBpkCyc8DjIycHHbIwcds4qFNRjlS9MUUzPaMUddh5bYHwv8Ae4YcjIzx1BFTW07T2wlaNkY5BU+xI4zjIOMg+hFADbKW4lhLXMXlvnp+A/kcj3xnoaLaSeRpBNGFAPynGPw9+3Pv7UWVy91CZHhaI5xhs88A9wD3weOoNJa3TXDSq0LR7DxnPPX1A547ZHI5OaACGW4e6kSSLbGPunH5c989falWSc3rIYwIQOGx16c5/MY9s96SG5eW6lhaBkVOjnPP14xz2wT746Uq3LG+a38lgoXO8556e2Mc465yDx3oASSW4F9FGkWYCPmfH19+MYHrnd7GkuprmOe3WGDejt87enIH4cFjn/Zx1IpZLp0vorcQMUcZMnOBwfbHbnJHUdc0l1dvbzwRrA8glOCwBwvIHYH1z24BPagBb6W4hhVraHzXLYI9sE+vcgDPbOegp908sduzQrufIHIzgZ5OO+BzjvimXt09pCHSFpSWxtXPoT2B9MD3IFPup2t7dpFjLkEADnucZOAePU4oADJN9i8wQ4n8vd5eQcNjp70kEkz2m94wJcHC/d3YJwfbPBx2zStORZfaBE5Pl7xGQd3TOMYzn8KSK4d7TzmhcNzmMdTg44zjIPUdOKAKc93fpbRMlq0jtLtYIuDs2k7sE8YOB79uoqGTUb23jEr2s0xG/fHFA2TiRVXb9VJPJ7dhQ+r3H2GOb7M0TtM0ZDIX4Cs2QMqT93HbHPpUX/CQrEzSTvCY1Dl4ogXkjCyKnOCd2d2eB9M0AR+LNcu9A8INqkbW0dysltGzXC5jj8yaONmILoMAOTy4HHJxWzp8/wBp022n+1W935kSt9othiKXI+8g3N8p6j5j9TWdr+uTaL4dGpx2YuJzJbxLAXZQWllSMcqrNwXzwpJxwK1rdp2tomuY445yoMiRyF1Vu4DEAke+B9BQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXAXehfDifxrb6hqE2nDxQJbd1V9RZJfNCr5X7reATgJgbeeOua7+vKNf1T4YaZ4wlutZkmGu2nk3M4QXZAdVjMRKr+7PHl9eM4zzQBt32gfDabx4moXs2mjxOLiJ1R9SKS+aAvl/ut4GeFwNvPvml0vQfhxB48l1DTZtOPiczzM6x6izy+awbzf3W8jPLZG3jnpiuZl8W/CHUNXuPEjXFzJfQyR3EskcV6F3oVEbMoHl9UTG4cnGeabZeMPg9Zau3iW1up0vvtDTPJ5d4ypLKGDEqR5YJDSdB/exQBueFvDfwqsPEVtdeGp9KfV1D+SINVaZ+VIbCGQ5+Ut26UeH/Dnwqs11X+wp9KYTWEsV/5WqtLi2ON5bMh2r0y3GPUVgaT4p+D2gm21jTpr1DCSkTMt7IkTeWRtAfKBtpK8dAfTmm2HiD4MaRa3DWE0/kXltPZSAresjRFVMiL5nAJCoPlweVoA6nQNB+GdloOtwaJNpjaXcxKupmPUjKgTDbd7Fzs6tzkfpVfT/Dfwqg8M6za2E+lHRrgw/2kU1VnQbXzFufzDs+bpyM+9Ydr4t+D2iafeWcFxcC01eARz+bHeSebECy8GQEgDfJyvcN3AqP/AIST4N2OnXOmvPdiy1OOFpDMt83mJG7MhVm+YAOD93ue/OADoD4b+FX/AAhgsTPpX/CO/b/NDf2q3l/atmMeZ5md2z+HPTnFPn0H4Vz+D4bOWfSDoCXe5HGpkIbgJjBkEmS2zHBPQCudl8R/BuHSRo8txcrZfaUvMN9tD+Y0RVX3H95jywB6YZfWi88RfByKxOgX8l1Fbxzi62Tx3yybzGqq24/vMFCAATjA9MZAN/U/Dfwqn8OaLa6jPpQ0i3E39ms+qsiHcwMu1/MG/wCbGeTjpxXTaBFb2WjIlp5pso3AtDG7yqbcYCbTzuXYBg85Fedy+IPg9fpZaLLLeEWEkiWiKt8JN8rBpBlfnYlsZDd+ldrpOr6TPZ6Z/YV6x0RLaGO1SIkBkDMm35vm42Adc/Lz3yAb90ttdS20n2sbA6ttR12vjLLzjPX0NVNWaW7stWS2M0mbMpD5e7Blw+QCOCfuirEl3b74uJ/v/wB8/wB0+9UdT1Ax3mnfZ7meIPcqkkZORICffJ/L1+mADAbRPho3jSHUrqXSv+EnE8Z2S6gRL5+AF/dF8b84x8uc89am0vQ/hxb+PJdQ06bTT4neecuqagXl807vN/dFzg435G3jnpVC61H4aJ49nuZy7eII5ozMDHcmMSEIsZYY8rP+rwT/ABBSDuAqjH4q+E+h69d6ylxNHqEd24ncxXbpHPIWDkAgxhjmT7vON2OM0AaXhXQPhVpuuRT+G5tIfU2VhEItSM742ndtUu2Dt3dB0z2o8P8Ah/4VWUeqroU2kMLiwkjvvK1MykWpx5mSZCUXpkjHbmsPRPFXwg8PiLVNLkuE2nykeWO7lWJth4XzMorbcrlezEZ2k0zT/EnwZ0bTbtbCVxa30MtnKWju2DR7MvGjSfdyNoIUjkpntgA6bQdD+GVloGt2+izaU2lzxKNTMeoGVQmGC72Lkp1bHI71BYeH/hVB4X1ixsZtIOjTNC2otHqZdQQ37rfJ5hKjcOBkc59TWLZ+Mfg/pGmXen2tzJ9k1SEpceZFduZYxlcbnG7A3PjB4IbHPVp8S/B6x0STSDLOun6iFllaSK83OqMCh3sPM2h842nGd3q1AG2fDvwpPgwWBn0n/hHhf+YGGqHy/tWzH+s8zO7Z/Dnp2p02gfCqTwdFYST6R/YCXm9WGpEJ9o8vvKHyW2EcE9Me1Yc3iH4OJoEely3jJYLcC6VSbtZTKU2hyf8AWnKNgE8YwPSrt/qHwrHg9Ib7zYtFhvgoZku1kNz5WRuYfvSfLOMt2wOgFAF7VPD3wquvDuiW2oz6SukW4mGmE6mY0OWHm7XEg3/MBnJPP1qxrvhT4b6xFpP9rR2UkcVpHBp+L10BhwSgXa43AhWIPOQD6Viapq3wmurbSLC+kmC27Sx2McS3iyh2cCQER/OXLgZ3/MTzySa6B9Z8AzW+mrLb2DweVFFZ+fYlv3RVjGEypOMKcD2PFAG4y6YYYG1BY/MS7mMDMcMreaR8vfJzjjsSOmasfZtPlvrO5kEn2q2J8jc5H31Cn5QcNxjqDjrxUXn20MMSz27TM91Ps2lcqfMbJGSD0JzjPANNgGlG8sWms2jvYy32T7S4eUblAfYdzdFxnnpQBqExNfBNxMqIHKhhwDuAJHX+97VYqoSh1TAimLiIEuJMIBlsAru69edv41boAKKKKAOR0OLV0+JXiqW7t2TTZYLMWchdSGCq+7gHI+Yt1HatyY/8VLYjLf8AHnccbzj78PVc4J9yMjnHU5nUbdVmZiAHhjC5PUgvn8sj86gn/wCRnsP+vO5/9DgoAtzxLJNbM2/MchZdsjKM7GHIBwwwTwcjOD1AImZlUZYgD1Jpkn34f9//ANlNVdUkKWjCMK0xVtiEMcnaQMhQTjJGcCgC158P/PWP/voUCeInAlTP+8KyY7hl0qW3/wBKE7I4V/IlOGOcciNcYyOgqlfCWe0vEjilDSj90Fgm/dgAZVfkA+bBz0696AOnooooAKKKKAIZ5ni27LaWbPXyyox9dxFc/wCIvE2p6Klo1n4V1LUzPL5brAyZjGM7jgke3JH1rSvXuEkma3tftLhlBGFO1cEnAJHXGOvfPOMVLfJsWExR7UMh81kg3sFCseBg9wB0PXj1oAzbPVbjU7vT2vdE1XTGEjGMTMhVm8tvveU7fLjP3wBnb/Ftroawt9yNrvGY8zqDiPZsxMqqAe4Zck8n8AcVu0AU9ULCzBVGciaE7Vxk/vF9a5m98Z63banZ2sfgTWminnjiednhKxqzAFz5bPwAc8kDjkjrXZUUAcV4JGvWl54k/tbSriNbnWJZ7ZvMjI8llULn5+OFB/Gu1piAh5CR1bI/IU+gAooooAKKKKACiiigAooooAKKKKAILSJYYWVS5Blkb53LnJck8kk454HQDAGAAKnqOH7h/wB9v/QjUlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWVqHiGy0y6+z3EGpu+0Nm20u5uEwf9qONlz7ZzQBo3AkNtKIiRIUOwjGQccdePzryx/hF4Xu7+O6m8PXEhmR5Zi9y5eSQlTu3ef7tkY5yOmOem0jx+urajJaL4X8SQKkjILmawKwtgkZDE57elbragILCO7W0vZhGjoYkt2EhKkA4VsE8g4PQjBBIINAHBr8HPBqzCUeFrjcG3YNySPy87GPbpTR8GvBinI8LXPQjm6Y/+166jQvG/9uarc2P/AAjmvWHkJv8AMv7Tyg/OPl5OfWuljn8xtvlSrxnLLgUAeZp8G/BiHI8LXPQjm5J6jHeahfg34MUMB4WufmGDm5J7g8fvuOnavSLm7W2ntY2KDz5CnzNg8Izcev3ajvb0WrQ4khAk4UO3LnKgBfc5P6UAedj4N+DFRlHha4w2M5uST+B87ik/4U14MCFf+EWucEg/8fTZ/Pz/AHr0exvBeK7K8bqCMNGcjkAkfUVQOs3KPKJbLYsSLIx3Zynz7mAA6YUY9zzigDiD8G/BhjCf8Itc4BJ/4+TnnHfzs9v85pP+FNeDNoX/AIRa5wCT/wAfTZ/Pz69Fsb43c91GyBPIfYDn74yfmHtxj6qw6DJu0Aef2Pw18L6fB5MPhGF09biGKZu/8TyE9/Wuj0+0fSbFLLT9NltbWMsUhijhVV3MWOAH45JP41u0UAZEk1/vi/0e6+9/dh9D/t1J51//AM+91/3zD/8AF1p0UAck/hfTJNQbUG8ORG9Ykm5+zQeZkjBO7fnpx1rmz8G/BpcsfC90zHOS12xzn/tvXqNFAHlq/BrwYhyPC1z0I5umPUY7zUD4NeDFDAeFrn5hg5umPfPH7/jpXqVRJMDLIjMmQ+1QDz90H8+tAHmQ+DXgwKwHha5w3XN0x/8Aa3FO/wCFO+DvJ8r/AIRe62bt2DdNwenB8/j+uB6Cu8e/uBK6mSCPLlFV0OY8MFBb5hkHqOnUdafNqE6aLBfQ23nSyeSTEDjIZlDY9wCcZ7gZI60AcB/wp3weITEPDN2IywYqLtsEjgE/v+cZP5n1qR/hJ4TksobN/Dd4beF3kjjN22FZwoYj9/32L+VdodYmSWSN7Y70Qg4ViGkA3bAcYOR0OevatG3neW0ilaP53ALIv8J9OcdOn9KAOJtfh54ctLSO1TwrHLFHwguYopyv0MkhP61dv9GdLRU0/RlE+QkYkWFFUdCeC3QZIGMEgDjORq+I9U1nTdNWfRdBfVboyqptjcJDlTnJ3HIGOKbpmp61eW0M2peHJrCYSKGhW7imIB+UnIIGBnJ74BwCcAgFrRrG3t9M+zIhaJJ5tokYvj96x6sSevT0wMdKtpYWkbxSLbRb4s+WxUEpkAHB7ZAA/Cuf1XUvEWjWzrpPhdtXfzZHGL6OAYZy38Xsa1dFv9RvtHt7nU9KexvJATLbCRX8s5PG7PPGOaANLAznHPrS0ikkZKlT6GloAKayB8ZLfgxH8qdRQBzfiPwH4d8Wz2kut2cl0bQMIR9okTbuxn7rA/wirNno1npWrWSWMZiiS1mQIXZurRd2J9K26qSf8hi2/wCveX/0KOgBb7T4NRSJLjzCkbl9qSMm7KsuDtIyMMeDkZweoBGDpXw78MaJrr61p1g8F+6FHl+0ytuBxnhmPoK6NbiBpzAs0ZmAyYww3AeuKloAYsSqcgvn3cn+tPoooAKKKKACiiigBjRRu25o0Y+pUGk8iH/nlH/3yKkooAYIYgQREgI6EKKV5EjALuqgnAycZp1UdSR2Nr5b+WRK37zGQmY3AP5kUAWvPh/56x/99Cjz4f8AnrH/AN9CsuOCWG6tnF4jxxRqjK0p+bCsDyck5JU89cZ61Jdq8tyzxTx7Sihf323aRvz09dy/l7CgDSWRHzsdWx1wc06qtoP3kpGApxgBt2OTxn9cds1aoAKKKKACiiigAooooAKKKKACiio4biG4BMM0cgBwSjBsH8KACH7h/wB9v/QjUlRw/cP++3/oRqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKo6jo9hq4CahbJcRhGTy5ACpDEE/8AoIq9RQBzeg+APDHhnULi+0fSktZ7hPLkxI7KRnPCsSB07Cug8iH/AJ5R/wDfIqSigCPyIf8AnlH/AN8ijyIf+eUf/fIqSigCPyIf+eUf/fIo8iH/AJ5R/wDfIqSigCPyIf8AnlH/AN8ijyIf+eUf/fIqSigCPyIf+eUf/fIo8iH/AJ5R/wDfIqSigCPyIf8AnlH/AN8ijyIf+eUf/fIqpf3N1Bc26wRM0bht7BNwU5UDPPA5PTJ79AaigvJ3tYZJZCjsAZF8gna2Pu4HP/6sdTQBoeRD/wA8o/8AvkUeRD/zyj/75FYz3+qkzfZY0mZAp2PGUwT5gxnPYhCe+M9yKItQ1U+X9qgWBGuJIy6oT8g3lWxnjgIOe+ccEUAbPkQ/88o/++RR5EP/ADyj/wC+RWdc3l3ChGMZkXbIIiw2GRVOR6gEn8j61EuoXjWrSSExTbogY/JJ2higY+pwCfp+FAGt5EP/ADyj/wC+RR5EP/PKP/vkVF5kr2MciA+Y6oT8mCM4zwenfrVUXN2q3ImZVeNPkCxE7vlB3dfUkY9qAL/kQ/8APKP/AL5FHkQ/88o/++RVZLqb+zDcOhDgtwV5IDEA4HqOailvrptRihtrZmtmT5pyoKqx3Y/iB4KYIx/GDkYOQC95EP8Azyj/AO+RR5EP/PKP/vkVlPe6ihUOiLIUiYRIjMCWchhu4ztXHp6+1X1lkmkR4nIi37SDGeRjPf34oAm8iH/nlH/3yKPIh/55R/8AfIqSigCPyIf+eUf/AHyK5ay+GPg6w1OXUoNEiN5JIZWlkkd/mJySAzEDr2FdbRQBDa2sVnB5MO7ZvZwGctjcxYgZ6DJ4HQDAGAAKmoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACigkAEk4A6k0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWVqdkt/f28LT3EGYJfnt5TGw+aPuKy/D/AIJTQNVuL7/hINd1Hz49nlajemVU5B+XgEdMd6AOheWX7U8StGq+VuUlScNk8nnkdOOOnWkkuWSwedIzK6x79i9zjOOahvbmGxCtIlw6kEsyScKBjJOWHr0GSecCpbhlgC4jnlznOyT7oHUnLDj6c80ASWsxuLZZCpUnIIIA5BwehPp6mpqoanpaanpV3Y/abm3+0RNF50MpDpuGNynsR2rAsvBv9iaVPEniPxBduy4WW9vfOKE4AKgrt47Agj1BoA66iiigCq8VwXYqUwTxl3/xpvk3PrH/AN/H/wAauUUAUJfNgXdLNBGvq8rAdM+voD+VIC7HCzwE5K4EzdRnI6+x/Krc0TyBCjhGVsglcjoR/WqUujQXCxpcHzI45nlC4xksWJBP/AqAFEjE8XFuf+2zf4+xo3ttDfaLfB6Hzm56e/uPzp0WlxQR2gRyXtvuM3PG0jGO3Xt6Cq0Ph+K3ngminkVo02sv8Ln5MMQOc4THB5B5zgYALGXwx8+DC8N++bjgHnn0IP405lmWMyNJEEAyWMr4x9c01dJiW/muxIwebPmKANrHaqg/UBf15zgYuTxCeB4mClXGCGXIP1HcUAU9z7N/nwbcFt3nNjA6nr0FCM8jbUngZvRZmJ6kevqD+Rp7WDPZNbPOzBoniLsMn5v549+T3NFrYfZbmSYSljIMMCP9t3459XI/CgBfJufWP/v4/wDjR5Nz6x/9/H/xq5RQAyJWWMB8bu+CT/On0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVpNRsoZDHLeW6OvVWlUEfhmrNRw/cP++3/oRoAg/tXTv+f+1/7/AC/40f2rp3/P/a/9/l/xq3RQBU/tXTv+f+1/7/L/AI0f2rp3/P8A2v8A3+X/ABq3RQBU/tXTv+f+1/7/AC/40f2rp3/P/a/9/l/xq3RQBU/tXTv+f+1/7/L/AI0f2rp3/P8A2v8A3+X/ABq3RQBU/tXTv+f+1/7/AC/40f2rp3/P/a/9/l/xq3WV4hvptP0xJoCQ7XMMR2gE7XkVTjPGcE4zQBleONSsJPh/4kRL22Zm0u6AUSqST5Tcda3/AO1dO/5/7X/v8v8AjXNeMYb1vh1r8st3LzpNwzJuQj/UtkZ8sE/p+Fa+oPd6fZPdPeXDIhXcFMecFgCR+796AL39q6d/z/2v/f5f8aP7V07/AJ/7X/v8v+NQ6BeTah4e068uCpmnt0kcqMAsQCeK0aAKn9q6d/z/ANr/AN/l/wAaP7V07/n/ALX/AL/L/jVuigCp/aunf8/9r/3+X/Gj+1dO/wCf+1/7/L/jVuigCp/aunf8/wDa/wDf5f8AGj+1dO/5/wC1/wC/y/41booAqf2rp3/P/a/9/l/xo/tXTv8An/tf+/y/41booAjhniuI98MqSJnG5GBH6VJUSgC4kwAMqpPueR/QVLQAUUUUAFFFFABRRRQAVFcXVvaqrXE8UKu21TI4UE4JwM98An8Klqpef8fWn/8AXwf/AEU9ACOQdXtiDkG3lwf+BR1Te+1tb60ih0mCazkx5t0bza0YxnOzZz2HB71l6PYXceoRBL+cWsiXTKuVLRN5y/KuVOVI6cjbtwMg/LvaLJdT6NaTXkscs8kYdnSPYCDyOMnkAgE9CQSAM4ABNNE04QSwxsFYOAZDjI6ZGOfXnvg9qSWAzKivGMKcjbMy59jgcj2PFWaRWDDIPGSKAM3VLvV7aOA6bpUF87yhZFe78kRpg/Nkoc84GPelM9xPZ3YubYwNHIqgbwysNqnKkc4ySOQDkHjGCdKsLVI9Tls9Wa3vQJVOLSIoqoD5akByQxPzkkkY4IGOMkA07rUrCxIF3e21uSVAE0qpksdq9T3PA9TSf2rp3/P/AGv/AH+X/Gq9nbG0E0TTyTv5kbNLJjcxJzk4AHsB2AArToApnVdOAydQtcf9dl/xq4CCMg5BrG8XXE1p4N1ue2RpLhLGYxIikln2HaAB74o8P6oLjw1pE963kXVxZQyPDJ8rhyoyMHnOeKANmiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo4fuH/fb/0I1JUcP3D/AL7f+hGgCSiiigAorw1dR+JeufFa+i0u5n/4R/T9Xjt7lVaFFjhDDdw2Gb5MnjJ5+lV9J1X4jf2zo15dX+vuJ9WWK+06bRHSKC2MmC5m27SNvp0654oA96or5+8I+M9fvfGltBc69rM3huW4lXS7uex2C+kHCRu4AyAVPTrznbnAl0fXvE15b6nbWvjbUr3xOLKVl0O60c20sL5HzFj8u4LyB7igD3yivANd1zxbo2g6vqOm3niaGwh0y3LTaxBsZLtrmNW2FwCRsJHAI5PPSm+JNW8c+EdV1bRJPF9xfkWFvcxXRtUjMbPcpHwOexYdec0AfQNYXiz/AJBEH/X9a/8Ao5K5fwS3iPTfHWteHtb8Qya1FBZwXEc0lusW0szAgAE+nrXUeLP+QRB/1/Wv/o5KAIPGn/JNPEP/AGB7n/0S1XvE3/IvXX/AP/QxVHxp/wAk08Q/9ge5/wDRLVe8Tf8AIvXX/AP/AEMUAM8Jf8ihpH/XpH/6CK2axvCX/IoaR/16R/8AoIrZoAKKKKACiiigAooooAKKKKAIx/x8P/uL/M1JUY/4+H/3F/makoAKKKKACiiigAooooAKqXn/AB9af/18H/0U9W6qXn/H1p//AF8H/wBFPQBz+h6kJvEZ07aQILaZ92OpabkfgNn51p+Hr9LixitFRw9rbQbmI4bdGCMVznhz/ke7r/r2m/8ARqVr+Ff9Zcf9e1p/6KoA1tO1SHU2uxCGH2a4eBiwxllODj8c/lS6ZeLeQzFUZPLneMhu/OQfyIrI8I/8xj/sJ3H/AKMarugf6q9/6+m/9BWgCXTdXS90JdUZHSPa7FSOcKSD/KqU+qKfD2o6j5bLs+cxnqGVVyv5jFV9E/5J8f8Ar3n/AJvUFz/yJetf9dJf5igDdtp1u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All specification & dimensions are subject to change, please call your nearest Foxconn sales representative for update information.
Row No.
5:5 Row
7:5+2Row
PRODUCT NO.: 2H1* * * * * - * A * * *
Colum n No.:
22:22 Col umn
Location Peg:
0:W/ O Location Peg
1:W/ Location Peg
Plating Sp ec .
1:Gol d F l ash
3:30u" (0.76um) FPT Plating
5:50u" (1.27um ) Au Plating
Extension Code
N, S, E, F
Option For Tail Length
and Hot Swa p
Selective Pin Patte rn
SPECIFICATIONS HARD METRIC CONNECTOR
2H Series
Hard Metric Header Type A
Press Fit Type
2.0mm Pitch
5+2 Row
Mechanical
Contact Retention Force: 0.5Kg min.
Electrical
Electrical
Voltage Rating: 500V
Current Rati ng: 1A
Contact Resistance: 20m
Ω
max.
Dielectrical Withstanding V oltage: 750V
Insulation Resistance: 10000MΩ min.
Physical
Housing: PBT, UL 94-0, Gray
Contact: Phosphor Bronze
Plating: See “ORDERING INFORMATION”
Oper ating Temp eratur e: -55
°℃
to +125
℃
DRAWING
ORDERING INFORMATION