数词在数学方面的用法全解
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drs7KWIpG9S4lOJM9Fk1RsiGYqyVF1RsiNSnDr33QM00iGa487SrVoXY3WKjXFJSy3GuCWlhVS6iMoHbMGnIBQGTglbtSnoRfpr7hWeQjJp91rRmk09HotSs3xI2CzlXUxeKAOUtaxv0eiD3AdFztV6MWkAGBhY0wZNKK2CmpjPPpRw4C1KmVlMHC7oVpdCTT4yMJKRll0wc1anklzWZ2m6Lesl8kAKBeDKuC8EduClqyNUbOEhZtR6GkHCbpc/Jr4enpiOAFc/Ileb9r3Xo4v7/AOivh7afVsai/wBV9zI/LyMJxlSw2HEud0wOJSD2Q0RKQMFXpo7Zic2pgYS8SmUUEt81AwmxSBhIRlA7ZEDB6mAh1n0VFA/GFn5FGSdlbA7ZlnBQSi6TKCZFAwk55Qdx8kDeagJfbaygXzPqrgPHQTARLgJlBEmEwDzKKYCJyBV3aSDjLn/NTBxkP1QDzyAgB1FZQM3UclbAfO5qAiZAwksIGDrCmQO12yQEiwqOyg5AwBrZZoYY3BCZQWklQUYaV1Z0pHLR6hX2sqrJOJYaO19IHEndAwkPVA4ko+qBxMFm+KKMlCllVRr+iiKMkSqu11qB2vyq1L8KAgjKGHY6iFmxc+miKX6rLPprhkBC5ttkBDm90oJh+ZAwab3Q1VsILc2s24A7SghOQyzQb4WhLysrXIPE0DssjVppfKKlg9LSz20LFg08PG21j0M8sPCenqt6jBr7Y8HkVvxRJ0pc0dlSVCR3ymsqz2m9sr/u3strekpN1WdKBZSDTp2nFrNajVG381mstsUgDa6LFjU+mnTajCzYZ1rB9qpQ/SxZ/H+ivjCV9VmTUvtvyqNn2QM2UjYoHbqrBtTF0zZtqVNO2XpSLs+DNlyiS0/nGt1MWeRhNxD3UkXVGajrmlLFOJT1woKtltA3FfNAzJLOeSBhIgZsigZktKhxMQpgYTn3TID59nJTID51UOaZAzZ8hTiB5md1rAwkz3TARJhBwepIDxZVHF2UBNrOAFxIVwAvU4juOgpgTi4c7LeAibupgYTi1OIo2UOOOSyKNffPCB2vCGqtegZrqSght81NNEGt0wMNlLFcMlQlOAr/AI2ZgyomQzSQmkmKNf8AVMNM1xvPNRTAkIKAoCHUd0FGurZBVkwtZ4s4qyRSzDtZkqzjS7H8Qu1PVwOx35LTUqjTYRd7Ox9ELFitEE1UspI1w6jN81KrQNUSFnArZ3N5pgtHrKUxMUbq7PJZw7JO/PqtRYkWjnlUO2HjOAgoNO4HYqbBt0MLm72s2j0YxTVytCzx8QVlHl+IstgHMLr4s2MYNR1WVplOuqLnyhIyjS6CRiyFWaZsXzDZRWqIYCxWvhRRPSjZeSIpp56O+FLFjJ9opeLTR/3j/BPGFfVZkh9V9zI/JyMJqKnFo7ZbHVZDiTiFdUDMl4QgYzfkgZs1gfogoyewgcTAn0RVGzbXzQM2dZsXTsn4eafLSrdVYTDTHUD3WQzdQD1QMJ+doHE1c0DNmQMJMhAfOtARNY3tATJndATLWemEHCdA4lsUgYScuiAh/VA4d3QMJMdFmwHiFoOIC0ELbCl/QU4PRJQhGNsKhfMpAzZAPVBRmornamCrNWOanFF49Q13NZwqrJQ5S/oijCCVJ+1PVq6CmmGAo8lOmpRGQstCyrV7DHO2E+E2nYcpvR8mBpRTjIRDtdQRTNdj1VoeIEhQUa3spaKM+6m6izPvLCtERUwUZ95JSVRu6mtadW41qkbvmWBojcsXoWbLQVkDcfplXKGY61LBRjuSyHa0uKCsems9VNTWqGCuWyzaq8bOyiZ9tEMOd1m1WlrcLKyOkYeEoXth1Wm4gbC6So897AxxGVthKSJVcQlbRWomJcGVdDBtJuovGFhrXPFoyP4UDQlF1l8cP9BGP7Svj7P8fVRkuV9t+I4lxvaLpmvKU07JFixZTtfYyVGg8zJVkBEhZsUwMJimBxOR6pgZmpvmmJqjdTYq1FO3VhvNA3xVOPRA7NUP9FMXTCa+amLpmz+yYclBqDmidsJi8oYajupimGormnFNMJ1lTiexk7pgYTZ3CBxMgHmcKB2y+6CgkwgcSEkIGbLhAwkvmgYPzzQcXlTADJi+aoHmgjKBDR2KBSSUAOSgF1zVHNlIG9hRMO2bdBVmqcy8lTIavHrnCrKl8VaI9de6zxsFmariUwVZLf8A1UDtNhShmED1TWpTcSuLoh22FMUwNFM6FGYQ1RgsKCgYC1A8YpBZgwseQdrbH+SmijGm00aIxjus/KxRjTYTxMOBTgs4ijRZQUYMo1vSrN1LD4UYcqcl04bxJyJdUjFFTVaIGhxWaNcMKzqZrTHEAMBRVGNt1bIHY3JO9YUFoxwnKlouw5WQ+6DLq22CFrxK8vUt/pDuukvTNRkBBwtQl6RlF780lJ2k4UVv2mOa02FUWjGPVc19icIWFc8UkR0T+itgyeNPuFmfxK+KWvqfHPWeS+0/IoyVBRktjogfjz/BARKR3UxdMJQRSSGuD/orTXF/NSdGuEllVeTvORLTefY7phpmz3VqYumZqD7KWKcT0d1MNUZqumExVPPsb5UHM1OUFW6i9kDsnvnVoHbNfNTDTCVUN5hI7KZGuR2z7clMWVQSh4F8llTNloIkqjZrIyimbNZQO2a+iBxIEDNkAH8UBMiAF9bFEwBJxVaDjaLrsIO4eYCAhp5hNDcPa0AIpAWbIlpxjZCU7RshFY3VzWKNEUmygux/RTFUa+0wlVY6yKWa11TtFqFhw3PRalTVGfdUrUqgABwoqjBRpBVjQpRoYwGlhMVayys2mKsjwpqqNj5I1uqtbS0v7pg0kqf6zbqjGWpSHazoov8Apw2li2lv0OykJFWnYo1FWboLQnhe3upfQ3wupYF2OQUYR9FKLMAJWBW8ICxyCgei9I6iqyr4s2PK1uHArrEqBK0fCcptqJPaL9luFFrrTEViOyzVCU3aiIvkABW8iaSKWrSxmVl8Zm/oGf3kkW19RGeIfNkr7T8cqrdWQCnS60R6sWirN1IFWQmUOZwfVQFsoJQOHg80DB6BS4WgLnX6IAJM7oCH80DCRAwlrmi6IlAARZTs1ClmnIwl4hus4vR2zq4ads9lZXVGz90Dt1GMoKCe66oHbPQ6oKiRA7ZVLF9nEili7h2S49Fld+DtlvfKuKYS3zpQO2VARJzQMJLUwdxWFQ8ZsIUwF9kZ2jRI9EWXTNRRa20DCO+SzyHeUnId5ZHJXUwzRhTYpmHkpexVjwzmmC7JMKCrHoKxu2Uoux177rCxRpsI1ijTYRVGbIKM+6gtEs0XjOyyLxfqpRdgtT4XFGNUhOvarWdU1v2dsdkVspazxWjjrZP2llNw26hyU35HeUU5Re4Do6AKuLp4zVLPEirHrKqg1SDVppTVLFg0CXASijJjag0xScQWbEVa/GVksd5nZGdw4fjdGpU9Q7iZvstSJb28zVvs+i6eJWfitpBWmSP+6i6lIVuJSg5VNWYcLF9hZ3UE8UrHLNS2wkyWicoMvjM39Az+8rEtfTWLV0bH0X27H4p5Voj1hIHVGpWmLXUcu9lMa1oj1ePdTs1ePV3v9FTVBPjfZOkmqNms4OVnGtUEuN0xR8w3vlMSCX1nkVFc51iwg4SfMg4S16oGE/F6ICJEDNk9kDtkI7oGD77IGEuUXVGzUcqYsp2TZzyUvj0qrJishxL3RVWzYBQVbLSB2yd0DtltTF/ZxIlXTiSlnEl7ESI1pxLndQMHop2usoKRPweaCrTXSkFGtBU1MOGgd0Jp2spS2LpmtsLIPBnZB3D6oD5YO6DvKA2S0DhLTtaQUieT6LXkLxZ3WKLt2U5fYdjiPRXpZVmPyFLGoo02sqrGbQUa6igvGbpYovFkqDTG1ZtGhgICm9NSrMUVRnNGFWNoeqNaowUFm0mOAzaW/C2naMeqb0plLibA4Bamp/jqo45q79taox1mkF4MFZo1xt4h1wpL0zacNICluptXhdSi30qDSmRNNx4UsXYBk9lrEI+X5CEWTK8+d1uK3EqKqA7YpBF/3lqXsDAVodhwpfQXUOwVPFnyedI/JPNdJGWcP4SVoZfGZv6BmfxJGfJ9LItSSvu4+fK1Q6n5qOVni0vFqMrJKvFqSOyNcl4tXwuq6tSzWtaodTxOyQpirRaigOav6qLRTqVrFRLfqrE7MJQpYui19Ec1Ka4nO6hA4rHdF0bwhotfSGmEucbIp2y8KCjX2gYOrugYSEIHEl80a5HbKiyqRyjmsZRRso9lFVZKgdklnGyCnHiwUDCbugo2bPJShhKstQ4kCVdwzZM7qEp2vwiqxyUaQWZKA7naC0UlmsLFotGcdVb6FGmwsijRQQMG2iW4cQqaspmw+6lqUHQ4SWkAwHktLpmwVuE1DxtLT2WbZQ4NFZVRrua1nwKsd9FkUYMo6LRfKeyUXa0OQVjYVKNELTjssUaosLFGmPmoLsYrrajIr25qf6lizYsKayYtIWbBzRZUakOjTgCUZ4jwlIgcNdVdXILdwkWNMB2WauNcHLupWc7XKyXxFruEosnWKteHBE7vTi8nbCYnRHv4cqLuovlz6rUjTNMcrbnUHScLkQr5MqqR2U8R3NavpFIcn0WfgqWtPC0lXxZteTM/5iusiIl+VWNrF4w+4Wf3lYWvpJBrOIey+5Y+bPJsh1IJBFHuo3rRFquRquXdSxdaI5xjKzYq8b76KC8b7IF4RrWqBxA9fyWbjTQx1BOmpVY3UQCp2XVmm+q1AzXZpSwxx72kpg3QSmO4sYSQ/wBEG+yyo3aKIPdAzZKQUZN7FA4kQEPQM2VA7ZrRZTtm5JYSqMn7rPFqWKsm27rKqsmQOJQUHcdc0DiY0gYToKMnvN0piy4o2b6qYuqMmWWlWyoa0RT1WVLBqhnDgsFXYUFmGyg0MZ6LnRQQ2mh/IIWtg7ySrkHCHtlSwcYq6qYB5fdOhwZ1QMByCZ9h2iglFYzVKNeK8Zx6LPw0vGUgvFk2lGqILI1wt4lmrGiOPZZXGiJn1SrKuxoIXOqcCkDtbjKJg8IQx3ldkUWxUgfysbJoBjBwiWAYx6FDtSJvCorXFgBZrN+17wo0mZCDuPdXGdp2S32Klh79qcROxRMTeVrxRGR99bVwRkHdBlefmKqAiuQcrqYLXlhwoWIaxx8ta8WHmS/eK7QSdHWyM8WTxSIvib6olj6KRagN6jkbXoHydXh1duUsa1qh1Y2tYxrWqHU4wcFG5WuDUbHcKWLK1xajiFjmsK1Q6nbkpY3K2QzA9ws40ux3CAkIoyUVjKfK4oHAi09H6Fr7Gx/VXPlbBBpPaR12pekH+KLruIg77IsjuPA+iK4OpWxm9G47WVlM2Qs5opmzWUTRbJaKYTUgdsqB2zYQUZKiy4o2bA5qZF5KCesFS+JuqNntZJp/MvmjQh/IIHDygZr/AHUl7FWS2qLNkNrGKsySlGtXhmIKlitsE/EBlYwbIZNkG2D5m2sWDSxuFBVsZ5BFwwgvn+SzyXiB0y1PNeJXachWecTiR0Z5ha6TC8AU/wAQQKUuhmNvKiyKMHNG8VYMILsFKSpq0JU8la9MfmWKN0AFLA1RNsI37i0TDYRMxaMcJ91LFlXa0ELDTuBDDNGUZMGIHa20U7YwSpaCYQU7TAGmpTQzIeFS1NWjjpRelvLNIqEkZBWpWJ0VporS2Lxv4mLmspZFYnkzk08LTFI7IWflUJG2fzWxNavY5ZAc6itSM6NrLSepZxNWoz5Rgkhz0W5WSOh9FdGfXwHy245pv2nk/PiLV9Tn+C9Hj4jTFqM4KjWrx6rmi7GmHV5BtSxY1wasEbk8is2Nytun1lHGyy3sbItSDthZsxrWqPWVWVGuTVDrev8Aks8Wti7NTw1lOK6u3UWVGpT+bi1ZUMJc53Uv2YPm/W1fgzsRJfb9VDB4weyh27jzSq1wr2Se00Q4ciFc0Hj7qXWXB1KNYPm0Vqw0wfeVMXXCT6qGnbL/AKCKo2au6CrZu6B2v75QOyQ80xqVaOXiKzZjS8eVkWZDxhBVmkc40p01xVj0blORxVbAQppIdsPCo0tGyqTRogYRyWbRsgu1kejojhZ8hthdlZrUrQwWs60eu6yOrugBQc5tjZNE3QghblTIUwV3WtTi4Mrso16MG0O6CjRgINDM0sCke59U0aYDSg3aeRYsGuJ2VG41ROttDdSxVWN+qwmKx4RVvKBUtXA8qimoKoZiC0bbCzfafKrGFwU1LqgisdFDKIiAFUi4drLRcVZHYUoWXT4SJrG6PgctaWOaeE9kZ9Oe8E9QrnRajK72T1EI53DSZ9iT3ClRCQrUrPkS8K6zpePPZaFI3B1LNjUrpHYTDyQewONrSYQwBEQ1sNRD1Vg/N6OWza9O+G0RTWBkLODSzUZ5FZF49RnY30KLq8OpvsUala4tXnfKzxala4dbRGeymNzyao9bQWcala4dcCMXlTisrQ3V2MFTGtWj1pFG7UXkvD4hZF+yzxai7NUOIHkoqrNSH7JV0zZcpFlN5l4u+6gLZAFdUQ+tir0ns3EFRwfxYyqZ9CJCCphg3dc1mVADje+eq0shg/GVLAQ6+yyaZsmOyJKo2TPVGlY5O9oKseUFonklSxrxbYCCRlYabdPRHLopVka4W17rDazWCggPl10QFpoixRWcFopWjDhRUz6F4546vClgvHO1Bpg1TWHYZUs0ao9cyuizg0xaodVLGuS7Jg8rPFdODalUW0oCHElBxYro4MtTQfKsK6CYOabRzIqV5Cg3Uk0OPlKvEXifSlg1RSbLNg16ealixZW6B/FlZrTTFkjpspqSrtjPTko0szZTF+Fmw8Y5LKEdBR2SXB3lq8hVraWWf2tGNkXVm5ARRIQcOyCkZ2UooRYWJU37ZNZFuukRicaPVa1NTMoIWjEpJ8FERdNjdXKzfIpm4hzUxNoF5RHBocO6BXxUtSjmCilvaw7hYS1qzUDuVqK5Zt+Gc+0Nc4CIeqsP9fmfHMSRfLsvUvgNLJLz0whYtFLWLU69q0RzW283yWb7F4p976KC8eo7osq8WpJCNStUWrIoLNi6vFrM75UytTyaWa8kjKjfJeHXEnOFLGpe2qGfi6LOK0RznhwaHRReSkWpIFWjUqzdXQzyWca1SPU0M8ksXVWzqYijZVCdGEnurK1pg9XSUeLkm9qIcQUuJTcQcph6FgyrU1Rg9VKXR8uutKF/R2MN9UWKsaOSKowUgo00UGmGYCrWK3K2Qanh91FaY9UK3WbF2tEWrrnamNbFRrReVFONWOZtMHec1wwVMAEuau7VFG6mhvSmC8OtUviNEepKyNEOrc3Ypg1afXkblZs+hug1djkVixrk0RSgnCljSzSCsgjdBQAIC0WUDCMFAfJQER12WtgJjvmnIO1lJotE4g0sjVA5YyjbpyQo38NsLqAysVI2wPsZys1pdsRkOApLg0xRFrc4USyqeUHBRUZNPwHZWGlQOx6jNijZKRNsOTxDGyLyI2TNI0uw2EFA+gs8UsQ1J4gtQtebOSxyvyzYzTOLTvhbZtQcbK1v0pH4yVqMYUGygYGsFSwhrWcLHJlTHWAUyqLnWAmNckzg2Qr2pJHYQZtY62Dra1Er8zWO4XL1Dz67H56ckVZkteyCzZN6zWN0SrRSGskLORVmyOAxzH0ToXa44ysischPNG40RSXz3RVmTEEDKzVlaYNQb6rLUrVFqCMdco1rQ3VGh83upjWrxanHZZxVmzXzpRZVGz5RZVhqaH6I0dk5s5QVbOeRUwO2cqY16VZLfNZLTtKHpRjve1Q7Rn1V0sVYchT/ABIoKI7hRtSPakDhAQSOaAiRARNRQOzVEHdTIuqx67vhS+K8miLxKlONXVm6/iPIqKq3V32CmLqrJ75pYbTsltTibVY5aNbhZa1eM8XNFUje5hx+SlmjRDqbNbFZsGmKfCg0wangO6lg3afWg86PRZsGyLVA1azY1yXbMHLONHD84KgYSUgYTCkFBOEBEoKsgPGmCrHgqC0TQ7slGmNgCxtGuDAWa1GyCiliem/TC1zrcvTdpcEhYFlcBa6lB0h4m4CFjPMSBt7rU7RHzirkU7dRSl8U07Z1mwyHDr5ol8V4pbH6IsUvFoqMpJBRMYdRd+q1ErLKLauniiD8UriJvOEvYQnNJiZBtS9GHabC0QHlSUJ5nqqY7zK2QyFLyUVOWSu6DNqZLaPVB+ZrDw0V6h539rsfmrpGlmEkg97QaI30T/igsx+QpotG4OO6zfsWjPzZO/dQWjcCMFGlmPoikVVj8WitET8eixVlXieXDuo1q8UmN0alVZNk5RqdrMnLiO6zitEUvERlTA/mBxAUXVo5DVYRuKscf80FGuws6KsdZq1pVoZMZWKLMkpFP5tIp2Ti91f0lijdQBzWQfiQDvSL2ZurHIgq4b9m+Kyoa74nuhaU6gnYomuM5pC0BOb3Q1SPUkGii60w6lFlaI9aQVnisrTDrbrupY1K0M1Ad2UVojkys4NEEw+qlblaonArNKvGAbPNZtGiKO8KVVmxEIKMsIKxal0fcKWDRH4hXZZyi8etDhuou1Rup7phtMNSQphyEas0kkNVj1e1pjXJoj1HEpdVaN1lQaYrUGyBx5hYo0xOobKLGmB1FNanpv00lVlc1b4JqNrFg0teDsVAUHWgV8YkbWyDLNpzGVuUIWkbqhxsiYeI8RpZsVohsOCyz8tMQ4gpemgmhBCSjFqoDRpalxNYZBVrZjNKKcrPpn0mW8Ss6XolZpaZwwYs5odrDSm2BJW0kozvcQVsK6QgbIJukt2UE3vPNBOS3NCD8zo5L2FL1DzkVY/IwLRqLx3fRFWYTzOBvyQXibecqaNETNs30WeVGiPDrtNWKtsEKNRVo9d0VeHfr6rFovE3sMqNRoYCjS0TDte+UakVjaLoJqxRg+VTVVYcqXEUZkgLKrRuqkblWY+9uSKsx9rFgoHfVXRQH5QnyoiYoacTFTAvxJ6Wrho/EkJhonVm9z/inE1w1Rrf0TiaPxZ/zUxdD4twzauRBGtI65TAzdd6qYadmrBKYsq0ep3NqJVmanCoszVZUXVotWOqNStMOtIWci626fW7ZUxrWyLUA+qzYsrTFOWjdZxqVqh1PNZsXGuHU1zWLCVrh1IdSitUfC852Sinw7TsFnaOOkTaEdpiza1d+xzZXxDOQnQozVWFMDt1AtQOzUAHdBph1IHNFlbdPqQeax6albtNMD7qK9DTgOGFzGqNtBZ1VYxndNjUmNUGBupVbNPIOqzRqjdQwsCgeQMEIFdKb6qmANTSGBLN5jdkgiTa1o4P4VdHCQjOEF49WMX9Qs2M2NMGradis2NasJg4KYJT/dKqVg1MVOsc1qVWOZuFpKkxGcAxW61dO4ZrK7poYNtRos0Z4FUsZZGq/KJOoFaQrmtcd1dEpGBTVwpbY3Ra/MZjrIwvUPNRdjrrFBGo0RyeyWqvG6/xfopsF2uDg2zab30NEcgBHVZtqtEbxWFGorCeJFWjO2FLpGmM1vRWHReGq6oNEZAGSiqtd0RdUYeyl+mlGOCB2yWaCm9CjZCHDCysVY7hyUWVVjr2OEWLB+EU7XHCxYKNkxXVMBbJsrA/FeAm96sdwXjJPZJaCIyTQFUrsMKYnA7JqCInVgJasdRGKUzoBwN/dU41ADlpXbJqCH8NKirNTQ5rPEVbqAeamVrV45sb7oZqzJDQ7q+0WZKa3WWpWmGUnmi616fVkEA7LNjUr0dNquKsrFjTbDqBzpZal+2qJ4HoVmxa0RSFp7FZxGrT6rhFKNN2n1e3NZwamPDwsh+C+aBJIbHp0QZpoDVgZWpRLLT0WgRKWlSwVhnAPdSwa4dX3WRu0uuzkrN8fpqV6mk19AZCxY09LS6vzPVYsXWlshFEBQlxpgmJ5KNxZkpG9hZRVmsLOdpi6u3WcVWpxgLtSAMJxXUnajvarLm6ohDXOmLjf5oloGQ0hyTMrgd0TQ+IcOaLvyePXG0sOTVD4nje/VZ4r7V/aAO/NOKhJM2RimDHqW0ey1CxmO97LW9MCX4yrizBZLQwpYmmbNnKiwXutqNMc7xsteIzSuorTNyE4ypiROR5BVa0HS4UyFr8xGSgDGSvUvMrRym7tGvldkoPPPqirRSAO5nKDTFL8vZTBZs5AwPVSyi8M5WW4vFP3FckVeKa+fdSwXZqKIFrOY1sXjn35+yjTTFLXcoLxyI1KrG/BRpVr1KDG4A2sizXX7KCnET2RYoxxBRqKxvoIqrXFA7Dn0WfJYrsRzWRSNlZKoqxtFKqtWFFwzGCuqKbyweSA/D9kCnTdQiZCO01chlXUsSfpj0V0xJ8R6FXULwmhuqjmkjugrFIQeyz5LrTHPXNZX9VePUbK+zPpphlrZSxfbTHJfdBeHUmMqY1K26bxDGVixdb9PrOhWMblbYdYDgrNjTVFOCO6zYl6aYJqIyo03afUlqz7G+CVr1BpbC14UbyC7QB3NNTijL4YHDa004s0nhYbsSFdZTPh5V0Fuge02CnIXiikYd1ka9M+RpGcJSa9DTatzd8UubevU0fiHHVlYsV6Onk4xghY9NxcScIUtVx1A5oA3UcOxVzUww1vVTDpztXjkrjNSk1lHJVxBj8RrfKZCYp8aDsEwA6ziGKTBN+qTGr5ai7WiM7hXjrKkev7gqWNa0M1nEN1nKcqpFrK5qYstaXf00VhZ9KxzMttLcCxHFdFqpYqIbN0s6nEr4C04V5EguBDaWWu2TUFb9J2yyOoqpScRtGSuBKAOYeD3Qfl+yY0RuvUPOKsfRRF4ZRePRGosyXhNBFXimIb0RVWT2d8FQWimo791LKLxy20VnqpV1eKbGMqNSrsmseqKuyXqdlGpY0R6iqys400RagqDSycAI1L9rMnGFI0rHJ9VLBVsgvos2CrHg7ZV1qVWJ1qasVZk8sIpw48soHD6PJBdjtljFi7HfmgrGeEbpVOwX1UL2q1uAixRjUSnai4IjHdATGeSJhTpyeSHZX6U3kIJv0Z6UidJu0hHJNXCmA1t+SHbiwhEw7GltUiqxlzQCtb9laY5i1ZJWmJ4ICNLsf0Uqz21aectO6w036fU2MrNitum1FndZal+G2CVYsG7Tz9VlqNmnkojKXsboNQRzWFlbYNSHDO6zY1Ku2pBVZU/all01jZXkYzSaUjkrrNiLmlpVZKZCDugPxThztA7PEnN55UyLrTD4uRzKnE2tmm8fc3Z1KXwWeTdF9oC7ej6LHBqeSw8bvlacTkI8XB6hOAR3ix5WrwA/a7h0S+LPIrvES/omRNSf4gR+JOK7PgG+LkHcJxOR2+KHkQnGLsP8AtMOGUnj9KR2t4grmBG68sK1xGjT+KCxlYvgNcXiI4hlYsWV6/hesa/F4XLy8W2maAXfVZlVkli8qW6wVuXYjboo/NaMLF9jQ/QfLsmiLtHhNGDxDQlmQF08fLeh50kPF2WwBBw9FNMKYRampgubQwFKr8smuqh/1Xq3mcUj/ANdUMWYbO3uhi7HE81NXF46IvnaKtH8uN1KLx49vyUxVWWR0VqLxjKy6LMB7hBdmG+ymizHX6qW/TWVeN11Weyy0ux/X2QXiea6INUbtu6jcVachOlVY/hWBaN5b0RqVoiOL6o0qw5G6C0bQVKKNYCOyyqrXdFcMUjBHdZLVmYARZqzM0jSjR1RFWNCJL2cAuNBGlGwEqaG8ogULQMITWbU36DeQHYVtAOkBTYvEj9C08klTE3+Hj3TU4kOjytamF+HIKmpxc2MouHYCzqE9rF4nEhRdaIpiyrSxZWyCcEVsVhr03QSYGVmztW7TT1zWbOmpW+CUFc0lbtPLxNCz8ttenkIKUa4nrI0x6kgJjWtUOqsC1nGl/LEowQVO4JS+HcQxkK8ksYtR4eWEmsLUZxklDoz2Ri7CeZdbK4m13HwnCYaJnNK4umZr3sO6cU2rw+LOCzfFqa1Q+KcW5pZ4rqvx4PNJDQdqx1SyhPjD1TiFdqi7HXurkEnSm91Q0eoc12TaDQyUkWCsUc7V0MlXiJy60EbpPE1NviVO3WsXlWmDxTuVOLUr0/DPG/KeAXWLXPy8WpX9VovEW6mAWcr818cbLPI1zO4Vi3F/CdYOMAkKeUR7cbg+P1XFqs8rWh5wtTUR1EAkatGxgn8Oa4HC1PKmMz9Bwi8K8kRfpeEqzy+hKWAt2rKuj8qWjhaeZ5L1bzaked0FmPo4UgtHbhvRCW4NDHbfxWbReN1EJrUWY8uFBRcWjJIRV4xnCDTE3GclS1rK0xQ2ByrKzqyLxwXWFFaItL8qDRHpTt0U2C7NNjI9U1rFhEprWKtjPRS0VjirKgqxnqiyNEbKRuLRxceAMqaKx6dx2wmrF44HUs6uVaOHhGwtLSRRkajWKsi7IHjishBZsdDZExRsRA2QkWihdvSitETbqwsNSKiMI0PlApuJgfD1spumCITe1papvIPRNNEaQO5JtZB3h/F0V2rkSf4YQNlZU4pu0LgPunC1sTKU6auRTpmyuEdDalTDMjJRcq0TXtO2ylytf62aeRw3GVirG7TzLFit+ln6rNivQ0r6cK5rnV8XpaQglStN0cPGMLIvHpTfRS1riszTkHZP20vCxzf81m3Ro8x0YwVAkh8zfmgzT6FslmlqeSWMGo8MrIWp5Od8Wd2mcPbqrazlL5JtWGUfJJ6Jpld8M4jCavYcD2Hmmwy/ItncN7pLiy/CrZXdVlTeYSNiiaIeUU7DxBAwab6IKNfwH1TB0o8xiDztWXMtWDL8Q4uq1rINGn1bgbtZsGuLWmgQaUXa93wDx8tIa449Vy8/Bvx8nvHVcQ4rsFcsdCM8Q8iYK2bDZH9B4V4q3UQijZXDy8WjanV8MmSkiTfgY9RxDBTF/wBdI6wi7IyamQNabVZxhkm4jgrSM82oN9SrIPyrs4ohesebUAsBBVmKGCpf0LRvUwXj3zzUo0M5cqUbkaIWEnkUVrhhLjVKbFkbYNKNiAs7W2yHTNrIWbRqi07Q7ZZ2tSNsGlbWQm1ZI16fRsdy+ilrc8Y2weExP5uys8lyLt+z4ItrrTkvFWHwIh3zNtTkvFqj8AjrYj3U5VeMN+wYwcfxTlTiozwMclL5U4rR+BdGFL5LxVj8Cff9WU04tMf2fkOwATYvFRv2dkHIfVTkuCfApW/gv0V2GKR+CvfmqPdTkZVW+Bv7JyONMzwZ4TkvGqxeCvrZTkcKvH4Q4VgLPKLxaIvCCpyWRUeDXzpOS44+DOrGfZTkXxTPhzmn7tK7DjXfAOHJNiZRGife1pLDMUbpDzCXyFGaRTRVuis7Us6uGPhxI2tOQ79m/wBlXkjv2Q1+4TkYQ+ANOwCc0xM+AlpwArzMMzwt7DsfonKLirNFW7VNFo9AD2TkLx6EtrKzyWVpiY5pCyTW7TTOCi3Xp6TUmhilitSvR006zZG5W6ECQjNWsqv8GCFNHP0Rdt+augjwxxzSmg/skkWU5Dh4MH7hOQlN9n7yASryTIzSeAFmeA/RXknFI+E1+EhXknFzfDM7Jq8Tfsu92pfI4pu8GFWAnJOBP2UWn/JXTjTt8OB6qahv2cAE5CbtAWHCcgWQcPJL5Augvkk8hF7Cw9lqXRKaAStKDDqNCQbpa0QDXRPyPVLYNEJo+qyLxSmF4cMIPe8N8XMkFE7BcfLxdJVp9bxR2DZCQ1s8A8c8uYNJWfPx1rxvw9vW61sjAQVynjW4WDxKtyllNWf4iOAZWcHn67xGwbK3PE9MJ8TFLfFNQd4hbiQQnFLX5g0QMBepecPRBxWfqkocjGyzBSME/wCt00aY8UsrF2PRtogkIcMosr0dIDe/uudbejpc8gUGyIbWBf5Lms9tcMILhjdG2yJoJrojWNemgsbrNrTfBCeLBWSN+nYWgZUrcjXGcBZxV4WgAJaNUULXHJH0UGiLSMdsAjXFph0gacLOrI0xacnZTWpNaYtLW7QVNXIq3TDoQhtH4UFDaLdBxHZORDDw7Oymxp37PI2TknZ26N7eSbCavHAay1ZtVZunaeSbQ7dE07FNob9n9MhQwToCNxfqmjhoeIVw/kmmOHhgds1ORhm+D2RjKcjB/Yrv3U5HGuHhLm8ipqYdvhjx3TYnFRvhrubcKclxRnhrTuCptOlG+DtdWCm1cO3wT3V0H9hgnLFNTHH7PNPVNpgf7vV3V2rgjwJwOLTTFYvB3N3CnJntePwquRTkuNEXh5btzWdWeLRFpXt5Ka1JWqEOZyWWnoaOU7HkpR6eljbKMjK52teLbDoGu2rKxrSzfCL6KcjDt8Hrm1OQD/Da5XSTyMTdoqP3ceiupU3eGMl3YPYK7U6L+xmD8P5K8qdOPg7a2TkZC/sdo5JypJE5fBWPxw17KzzpxZ5vAS3IWp5pYi7wqsEK8kxOXwk8tk5JkZpfDXN5K7E4pHSkGiKVTjSu0dj7touJv0NHZNOKMmjDsUrKcWPVeGkXQWp5JlZRpyxyqKeUSEDQTO0zsKWasq7fE+WVOK8ix+IGOYOCcTl2/oIPG/N0wzmt1yx10IvFD12KvFJa2N1/HHeVjGpWPX6u2nK34+OM+VecZiU4slje4uPNOI/NdjjdL0l9PPna75jzCuCjckLMFoqseiCzMEZUWLMRuNERrNoPQ0snCRYWa6PT0r82sWaN+nN53tYajdFsK/6I0sEanb0NCOFucjks+TTZHJWyyNcEmEsa1rjk4lixpRhwoNkD9soN0Buso1K2RGuaw0tFJR6piytEc+QFMWrMltqCjTZHRKRRu+FhZ6WbxcrUVVt1lBRlUgrFG155qVY0x6KMjZZ1rIPwLOVj3TlTHHQUcOV1OJmwvac5U6MO0cO7UhdWjawiiENWZpmOUTV2acHZCKDTHphTV7O3RtPJTkcRHh4PZTkcTDw49k5nER4b2CcocTDQEJyOKseiI5AqXyaxVuja7dv5KchZnhDXdlOVFR4LYxRU5AjwP+yR7K8lyiPAuinP7JDx+COacg+wTnDGiHwoNG31UvkZVWeFtO7RSnL6XitH4YwbAhTlTi0RaTyzhpUtaxqguM7KDdDMHtGKWLBZreIBQONNY6qaOOkJ5JoHwlbUqCNNQygPkx1lTsgfCMOxCu0Tdp2jFD6Jom/Tt2oJohN4e1/RankMz9EIzstazZiUmjY7oFdZZZvDxWwPdXkuayy6cMBwtIyylo2pWaIv4SCtiMjWuwUGTUaMOyAkqYiIKKu0kJPCOG1ZUsjFN8p3WmRI4mhBbTaktJFqWNSrQ6k8ZFqWLrbD4gWMq1ixqVPU63zQcqpajFNfNEjXo6cSSs2tyR+acQzuF6Ty+nnVWNo3taeQduSFBaMV9FBWOrycovteI31RuLxgAoN+iyf1WL9tyvU0o25+iivT02CubUa9O0EcrRpYdEaka4JCGVlZs+WmuB90sjVE/hKLGqKRGp9NMb7WLFXieWe6g0w6stO5wrINcOt6qY1K1Ram+amLK0xTAlT2srRDOKpZsVZk+eyEmrRyXzUsXVWSEH9VldWbORvSmKdkwPqgvHKOuyCzZyFMjXJVk9jJpZqbVmSXzTVlUY/KWNLRU5vK1EqzY2u5BE37VZpw7bCnJMO3TkbFTkuVRrHs52mw7UbK4YLVMWVSOcFY4qtHI1wwpYLREKDSwNIGBStgtHGzoAosWZC0iys2rirdO3kFNXIdkQ5KKrGwDuirMia8ZClTVWaJjtiR2U0VZ4fXQpyFWeHNPUKbRePQMZyCmi0emjIrZNrWGOjA2AKk8kxw0Y6AJyOjDTVzU5IdjCwZKloLpA3BKs+wDICMGir2E81wKoRz7d0QdaAcYQI8XsUGSeZ0Zzhakh/iD9UXHqtJZqMmpDUxOLPLrhS1xSXGHV6trhgrciPPmnHJbGd0xQKZ+qYmh8R1RSTEFBlneDvstRm1jliFkgrTKbZfLGdkHDVNDrQN8W3isFMFBqzwqZAjtZRTFimn1PFlSzFjbpJzR5LFdJen5vRZb0rZeivt51QChySh24H+Kv8AgqwlZXFor33RYvHkKNLRcuqqtuksVhYqx6ekeQQTuo09GB97HdYrbdA8tpRWlvJG40QEUpVa4XY2WBpjdt/FBqidaNX20xHZS+mouw791gUYcjKDVCdkGmB2PTdKNMcnD+iliyrx6gVupjUUbKbtOqurR6gjqs2DQ2c4ygo2a+6LKtHJY3WbF1dk/CsqvHPYRVGyJiasyTvlYsXdWjlsYTFXZMQoaszVEd0XY0R6r2SxGiPVhZ4rKsydrlnKuxZnC7ms3VUEQcFNBEAV5BxGR1WbQ8Zc045INEMrjvsrgtHMQourM1Dh2UyGqxzWRazY1KqHlMUwmI6hQVj1ZbztMGiLxIsq9lniNEXibDvhTBoZrmuG4KgqzUtKLKrFIB3UsXdUE97qcTDeYxTKD8p2KhgEWMocU5IgOdLUqYk8lu1FaLs6TfOMAggoSJPlI+6dlcRB/iJZgq4E/alpilk1gkbkAhMGaUi7bhaMY9TKQcrcZ8o87VyuAsHC3GGGbUcPPK1BnfqCArhqL9TlakY1J+srmnFCO8TDd1OKzyTd4uOqvGG1KTxIO5q4iD9ZxKiT5eLugXzO4ToMH2rBRshA6qVcKX2d1FntfSyU3cJ5NNuinFlcx+dDSLwF6F59RvspSKxsB3wi4qYwNiPZGva0bPRKqzRsp8isZyEo16V2B26rLcelpnWNlFbtOScrNWVu07qA3WW2xj8BBohfwnso1K1RPws1pphk/NQaIZFWp9NUTxaiytETrWLFVa7hN3gqCsc2O6ujRHJagvFIdrPZBeN5IQWjkpSxqVdkin+tLMkrbZSwWjk5hQWjk6KCzJMdVmwUY/ODSjUv2qzUVuhmrMnB5oTpVk46qWHJaPUe6zY0uyfupoqyWlcXVmaj/QURVmoHVBaOeuaC8Wqc3ZyzfGLrRFrSd1m+LUrRFrOoWeKrM1YJyFMF49RGatRZi7HMdsUa6q8YYRg5Wbq4q2MHais6SG8rsjXEC0t2JHqqljrc3YAp0giYjdp9kDNmCi9KCXFtIQqserfEcEqZDF4vFTfzbKcTF4/E2O2dSmHSzNeHcwVMXVG6tpHRTF7VbqQdnJhjjqhWSExcI6VrhghEsZdQ4tGCqzYxyTuBvBWpNRGXUcSsjUjNLLW/5K/4zWaTVubsQt4W1J/ixbumRnkX9ptkxaYsqb5GPG4VOqyz6dr+isqcWOfSGPutzySxjnZ83RblY4sWocW7/VU4sz5KWrUsZpZ/ZJEQdqyDSYB8XeLTBRs1jcLIbjQPHJnKsGqMcTVHTE3jgciYAm8sFFW0Ws4XH0WfIfny0VQyvvPPqNb8u6CrBjJRTMxuUaaItv0Uqrs2ws5RWIUd1asrXBt2U1rY36R2MFRXoack1SlG/TOINYWHSNbDte6LF4ScY3RcaI2HkCFNjTRE02MHCyNcW9lQjTFsEW1ojdQwpW4q02B3WKKAfMKz1QXhsAYQXYSrRaJ7lBeJyC8bjXNRqVojNjZS1pojFN7rIq1tYUFWNzzSirWlYDhFMwOBwEFkNOxxQ7VjkPujerMmcKzazxF2vOOqzodspvZNFo9SVRoinDlBZkwQWZqK5rPFrkvHqm81i+N+F2LxztPNZviqsb62IUF4piBuqNDNQWjdSxeS0fiLm7rPFqeSrfEAd04nJVmpa9ZxuU7XMPOkP8N5bXZ4gibTDTg5oexQ0DHwcyEJR+9zaUUeEXkfQoijCAfvexWairZiPxAqYo/FEDekympS60sGD+ash2zv8Uez8VKzxVP9uvZu6/VXgkqb/HGkZq+xTimxJ/jEZxYKvFeU+GeXxBjzYNehWpE1ml1tk5Dv4qjLNOH/AIqPQozYxaiWSM2MjqMrrMrF1H9rPZglXhCWj+2CeefVTgu1x8Zed6Kfji8qlL4gJdwP1VkxGSWcEnmFoZZ3AZBUhjFPKCei6Ri+2aaShvSqIfEcJ3QUj1PQ0lg2aeQyBYsWdrNbSjUmLxTcIAKKE83NIMeo1ga+rVxNdp9e0E2aTDY+iMUJcfVfbfCkXi0pI/VZ5LinwZenIxRugKclxVmkI6VupurhxEWlNMp429laZWvTw8eQSouN2khzRKjT0dLELrjWLVx6MMFNB4wVNbkaoor2cErcjTFA5nMLO601QtcOh91KjTC4gqDXCexKlWNDDQ2WdbWY4EbBBeFrXlQaodPG7GfRS3Bqi8PZ1crqyNcHhEb/AMZWb5NcYsPCGg0H/kpyOKjfCejk5nFeLwdx2IKc1xePwp97LPKE8V4/DX4+Un2U5RcVboHD8JU5Lh26J17KaSHGkN5tEyqt0pHJNXKqzRkjZTSRRnh5PJTkuRZnhZPJOROlW+E9bU0OPC+HZTVEaFwQM3RvJ2QP8K/ogZkLmHYq26najAQdiFFO00eyB2urZBVt3jCCjZHA1Zwsya3KrHM4/iOFmxWiKY4+e1iizdU4CsFQUZrOrQiyrR6xlZaQjWxVmradnUpirs1bK++Cs8V1x1g5fxTimh+0HEfeKvE0Pjv3i1OK8q46sEYx7pxNIde6P8VK8U0P24WNslppTicgH2hjcfmsehTj9HMJPGYXj5ZOFJ435L5RF/iHHdPDu1q4mseq1pF8Ta9AtSazawajxOsA0VueH2z/AIxzeLPbztb4wm/KEnjj2dfqnGJ/iT/tHLzbxBOEXkA8fkOKcE4w5HZ4zx4IIP0TFLJq2y7EAoIOlrmoF+JcO4VDN1QPr3UwLI6/umlZDEJi4jN2qMkziN10jNjJqHEjGyMoEm1ZWMpowbFKWtSPQ0Ly1wCl9NyN+C29lz6bxDUT+WLCsRkn8THB0K1xTXnanxD+ku1pi1lHixDyAVeLPJ9OWAj2X1tfJVbMWGt/0WcDt1QHXunEW+JvYHKsgdsrq3UuBg8kqyLpo3kBWzTV4NQYz8pq91LPldbItc4u5YWV1u0+sPTfNrPFWuHWOBrKWLPJt0+rNrLc8m2PVcQHzI1yaY9XgdVMa1q08/HzWbBri1BHMqG1pi1Hus3xXk0RSg81O41K0xPrbKarVBPwqYN8GsJHVMXWyHUXSzYsrdpTxV1Kx5NNscYNYCw1I0RxcqUtXGmGOiMLOq2wMB3vCg2abSNkO5+ilo2Q6Bg6H2WdWQ48HDj90fRORxU/YWfuBTmcVI/BS38ACc14qs8HJyRSXyOIu8L8tORxKdNw8kOJHQgcgrqWYTyAOQV1A4QrKOBHVMBAa8pdWOkYGpKUY42u/EEtww79I4ttvC+um6k8ovFG81sVpkQSED/EObzUyLtd8Y7r+SnGHIzdZ1TjF5HbrRzBHus8DkvHqm/vrN8a0ozVA2C4N9VMAfrPLAoggphpX+Itji4iWjsCrxpqI+0MTbsyN9FrhWZ5JP8AtGyzTn+6cDmlL9qSD95qvCF8qlJ9rC45quxV/HC+VQl+1DCd3FangzyRd9p4ufErxL5IS/aiIbA+6vGs8md32yMYoY/4lfxrySd9uHRn77233tPxHNl1X22Mp5Ovm5WfxpfNnP2rIzQ9irwOaL/tgWnax0Kv4znQH22iJ+aNw7gp+I/JGqL7Z6SQC5HD+81Zv8Van8kbNP4nBq2hzHxvB6HKzfGz21PKVQ6iBrqLuE91O16K3xDTmThE7C7pxJZTYuHXzCyouYCN0tXoDHwcxhXTCiUGwSKCGpyhjhuCk0rHKGtJytSs4RsccjqsWrpkWZA1g7LOrI0QsaOYWbasjYeHyt8rOtvL1cgaSLXTWK8nVagNO9lbc68nWa4lxW4x5MDdWTIclVmvqoJDXNfTzXy1I22paijG1tiklFo2/MlqqsaRy2UkFGMJPVa+BRrc7bbpKKRR8btiVPgaIoTxWBYHRRca9OztuVG2uE1nFqDVBJmrPVYXWuCajvujUamSDrVd0a1q0ktO3Kl9NSt0ctjeisK0QHi9UWTWuO2Ke2r4tUMl/wCCzitMTvRQaYZS0Ug9DRv4j6KVrxj1dGaFnZcvJ1kejp5A4DusVW3TD5srCtcUQc3CI2aaAY3pS3B62g0odRpc7VketpfDg4A0s2tY26fw2is6rTHoW4sZWdBOiYByV5CM8bIxSso8/Uzsj2WpBil1g4uq3IzyRl10bW3xK5Wb5M7/ABWLYOCvET+Oa7YhaA+JCDvia5pdHHU3+LPcoOE+PvBAzdW5pwSSeiZA7Xveb4d+vNBRhLhfCgDnkDsgmZnNdeKQH42twCEwI/xMt+63PdMNZ5tW+X7xodBgIEOrc0YeQgm7XGrt1q4M0mvcfxFaxLYm/Wv/AHkyM8iO1zq+8UyHKpv1JcNyqak6dETfqO61IM82qAuytYMc+sAJyjO4xS602aP5rWJqLtQSd7VwuEdN1VRJ+oAbshqEmpJ9FdTSOmvmick5NSObgE1OVKNWGG2vojNgqNSjJ4w8mzM8nu60kOV+03+Mm8ybd1cJXf7zTx4bqJgOzjScJ8rzH/ffWaX7mok9ypf4/Gn5K1QfysayGLhc2KTueSzf4PGtz+akd/Kfq5HWXMHYNwn4Yv5qLP5R9U7dwN/2U/FE/Mc/buaX7xtPxRfy1XS/bR5dlx91L/HCede1oPta2Vgs3fdcr4Os81dT9qGQtsPA91J4rfNkf/KAxg4eNa/Ez+V5mu+3he4gOK3P4mL/ACV5Gt+1z5T9/wDNdJ4MXzeVqPtTgkv/ADWuLN/kx55+14MmHH6rU8GL/Jr4MjHOl+qvwKsaEXpdoHQKKrGygcWoLtYOHumCjIuIBa3FxeKEEjbKmi8MDRnkVCRdjARkcvojUqjW8O38FNVRkg4c7kIapFN0BpZsGmOc1kb9lFaYdQMfwUajXp56/VVqPQ0kxkA5WsV0k1v08oiG6zZrrMjQ3UcZyM9kkxm+WtEDjjfKqNURJGyyrRDJZUsHoaGcNws2N+NeizVAAEGlzzK6a2aTxANPCMlZsVvg1+RkhYwejpdaAN/dZHqaKYPeKWfKK9/w5wAG2Vz8mo9jTahjQCaXOxprj1bTzCmUjpvFItOzJCZTWOXx1tk2AFqeKa8zX+PtyQdl1ngzfJ5Gq8e4rza3xZt+2DUeOktxutzxZ+GSTXvlJ+Yi1cTSjUcVZKtXVG6i+qzjSjdU7GTSgq2RQVjBkIAQbIdFxUTai40R6SjgDKWrxaY9EAFi+a8TnSANWZ5LxQnjDAukus2YzSNytMs0pBcUChgdvSBZnNbiwgyTTji3G6uDNPONgR7LUS1nk1ILd1WUHaoc3AV3Vyok7xGJu8sY9XBXjTYm7xrSxg3qIRX9sK3xpsSk8f0lX8RD/wCoKzxprHqvtTpI2mp4z72rxrNsYJ/tPA/aaP6rXBL5Rlk8egea85hPqtYlqbvHdKCQZmX6plNI/wC0mkYa89lnknGpsQ1H2o00TbMjQFeNOUYtV9stKwX5g9KV4VnnGJ32705cQ0uPSgMq8GecD/e+OX73G0Ve26cDlEJvtXpw/Z9nYcNFXicojN9r4mmuF6cU54kPtTHMXYfjqEw56hqvtjFpowX/ACDP3sKzxT8kRP2xjmBLHtPSjurxT8kTP2la81xOsi91eJzcPGuNtZv+KYcwHjRvAd2TDmcfaUw8j/gphzN/vkwXeK/NOFX8kTl+3zIs3+aTwp+YP/ik3TNsktHMg2l/iP7GFk/lUZLHxGVpBxV5Un8Rf+iMb/5VdPxG5DS3+Os/2Iy6z+VjTV8ry49NlZ/FUv8A0R5cv8rsOflksK/ic/7Dz9b/ACqt1H3WuAHe7Wp/Exf5tZtN9v38RPAa7lW/xpP5H1Nh+2Pjnl8B1mrcHb3O4fqtul4fYyfarxrUycR12usWB/Tux+aZGf8A5a9H9rPHWtH/AOoapgFj/vBv+KuJb4r/AO8PjWorh8V1hac0/Vkc+eUyJ0aX7beOzxeX8fqyWnDjO4A+iZDWjTfbv7RNa0SeI6h/k0Wf0xA/Lf3TpdjtZ9q/E9RC9z9Zrnvfu1updV/VOjY7Rfa/xXSPa9uo1jHgUT8S4n+KdJr0j/KD44WAt8U1f3q4DMdvVZ6Oj677W67V6Vod4jrHODc1qX0eoVjWzCabx/W2wDW6oDnc7yQPqmEx6DPtDrgeGPXavp/XkBMXpv0H2i8WjAa3xCZo/wDuXJY1MelovtT4zGRfiU1f/ckqcY1Mf0Pgf2tk07QZde8k5NyuNrn5eP0342R7cP8AKCGNNa3P/mFY/HXT8kc77aSyjGvALufnKz+Nm/yRn/b+vfISzxNoB5/EEYWuDPNZ/jXi8gpnjBB2P/bSL/NMnzE5LaOfxRkljxSEXk/9sKXIcnveG+L+JRANHi8LW7H/ALWdliyNTzf0fhv2j1UQAk8X00hHXUrnfH9N/kj02faOaZtO8V0ddDqVnj+l/I3+H+KyscHt8T0LTvfxIUsh+R7Xh32m1QeCfF9CfXVBYsn03P5Hq6f7X6uPbxbQdr1IWOM+l/I2QfyhP0Dw53i+ksZr4gELN8f0X+X9qv8A5fWeFO4v2rpS7c/0wI+iz+LfhPzYUfzpJIh8uv0D/UhPwQ/s0Jf52GpaPl1Xh1eqv9eJ/ZrFN/Ox1D3Hj1OgI63+iv4PFP7Jj/O904jaJX6Xi/FwuV/Av9iIP/nf+DNnqZxEf7zcn6Kz+E/seKGq/nj/AGWiGZNW7qBGP8VZ/FUv/R4sUn89f7JxuONe4doh/ir+Cn9jx+k//ng+yTfweJf+03/mT8NP7Ph9Fd/Pn+yUYB8nxM//AIh/zJ+Ck/6PH6Tk/n6/ZGF1fC+LH0ib/wAyf179r/Z8fWC3/aA/Y9pzpPGb7Qs/5lP69P7XgtF/tCPsZGc6Lxv/ANln/Ml/5/JZ/wBPg0w/7RP7GM20Xjf/ALDP+ZZ/reX2v9nwa4f9o39iw3Oh8dv/AMhn/Ms3/m8mv7Xicf7R77GA/wDcfHa/8mP/AJlL/wAvkX/q8DH/AGj32Md//B8eJ/8ALZX/APZP6vkv9rwI7/aQfY/hxofHv/bj/wCZP6vkn9rxZtV/tF/spKfl0HjvTLYx/wD6Wp/zUv8A1eLDL/tCvsy80ND46PZn/Mtf16zf+nx+mSX/AGgX2eH3dB419Wf4rX4Kzf8Ap8fpOT+f34E9orReNe5YP1SfwH9mfTFqv59nhErfk0Xi49Xt/wAVqfwz5Zv/AE/pkl/nteGyHGj8W/8AW3/Fa/Gz+dnl/nleGymxpPFc9ZGj9Vr8afm/SZ/nfeGyOH/YvEdsnzRZTgfm/SUn87Hwt9n9n653/wCRqcKX+b9A7+dT4a4f/t+r/wDcanBPzT6I7+dD4e4/9w1H/rCvFPy/oGfzlPC3i36DVf8AuBMp+WfQP/nF+FvqtBqR1+cJh+WfSb/5wfh0gxoZu3zhWQ/J+kz/AC9aHdujkYBj79kplT8n6K/+XXSubfw8tn+0mL+RN/8ALZp5gLhnHYP2RnnqB/la0znsJbqOFm1myFdTS6r+VbSatuY5MisjPqmlusz/AOUOF0fCy29D5eVeTNlQl+3EMjRckoIP4WEfqnL9JlVb9voQwh8052DSB/jacv0uUrvtzG51/Fak+3NOX6Mv2h/vlEJXP+I1PE7nR3+qvL9Jx/bj9sYwBc0zwOT2cQ/PZOX6ON+yP+2obKXCeeyK+5YTl+meNZn/AGua91meer24Kv6K8/0l8f2eP7cN098Ektn+yTX1Kl8v0pYvt95JJdJM683RBTl+iaaP+UkwgkSSk/2mcWE1drPqv5QzqBwmSQVvTCP1VlS6xO+14LiON2c/1ZP6q8qzxTk+0zXEniftyZSvOpwZ3+OxOH3ph/wpzpwiL/HGH8cpbv8Ac2V5nEp8biYCQZj6sTnThEpPtEwN+biJ/uUryOKZ+08YJNOxt8iXzpwMz7ZAE/K7P9j/ADU5JwfXxrsYJWOTvxijL6kUnJOMVaTV2U5HFRry0ZJTkcVWuPRS+VMO0mtyVeVXjDNsbJyOKjX3zJTkcTgk+oU2mQzHEptOMVikyPmpNMjTp56dXEfYrU8jG2DXcI++fqtzyVoZr7P3zgdU5CrPEufmOHe0vlBVnipGPNd9VOQo3xisCQ9sqchVvjZ/fP1V0VZ49w/jd9U0VZ9pCDiR4rupoqz7TO3Ej69U0XZ9rXN/8aQEZ3TYLR/bV4P9dJW+6aLR/b17BmV5B7qXBcfygvibbZpL7lTpdZpf5TNRX9fJ9VOkeZqv5R9Y8m9RIB0sqDM/7dyuNmZ5I7lTQP8Afqb/AOqfqmxMgO+3EzjfnP8AqmwyAPtjM415ryPVNhkd/vXI4ZkfXqmmE/3ie4j5nGu6mwwp8ZMp3dZTVd+0A4XaWpjvjcc00ww1NtOd/wAldMcNQ0jNqWqLZGj9QmphhI3JpNXKo2Vuymh2zN2yoH4wK6oCJARSAmRtbY2VMHzG+qaO85oG1lNXBbM2tk1DNmaDgK6uNHhrRqNYGkYyT9FNMegY47LeHdoOyajX4d4UNQ8/0dghS+TU8dNrfC2wtBLKzSat8UGaZrtorCazlUigaHf1ffdXTKo4BkZPBsL23UMZ2+IxkZZz6BEUb4nE133OXZXRSPxWEbxn1LVNFD4rAPw3fZAR4rpwRhw64QMfGNOdwRXZAf23p2trY/3dkV37ciLbvblwog/t6GibyN/lNIB+3ojkuIv+yUHf7wRDAca9EVw8fjcfv+1KoUePxcJ+fIP7qBD9o4x/4n5IFP2hYRYkz6K5CozePtLf6xpVZ7Rd48wNw9UvoHePNq+MHsiZWd/jods5EwrvHTwfeBtDEHeM2R84HugV3jJquOlvYuJv8ZOTxgKahD4zQ++Cryi5Qf42HEAFOSZUH+LcQPzpyi4g7xVhJ+dNOJR4pHdcRKaXxfFIbRpcZWzhtHmroow2d6C0KAZqyoKMtpHP3VFWWD1CBwTWEBoh3UFTQzbdti+qmhxYwT/mm0EuIN5S0OyShVH1TRVsoab2TQ/m5uwroLZANjt1KaHZIKwQKTRzXmxTjlNDiZwJzY23U5B/iHYoj6pyBGpeDvZOxCcgw1UhNJodusdw7HG6chw1x4tj9E5Bm61znHJTkrna89/qnJE36y2WeL1TkEE3H1FhZBFF25wgYUDvd9tkDtbaB+EAYooHZG07/hQO2IObvSBhGNtkFBEOXJBRsYIo1ugbyRvaAtY0Hc5/JA4js3n6qhmt3yoHAJqqz0QODQ5YQMBtz90DD0pFM0UNtu6Dg0ON8P5oghuc4ygYMaMZQMA0jYoGgkOnla5pcCMWEalb4dVpRK4vOscOXC5oPupYssEeNTRTf0TtT5YGAZACnFdi37bdKKMU7vWf/JMhfJnfr9SZDwF7GnlxWriaZmr1b8h7gOtomqHU6x7eEu+X6oWlGilP7uUZczQyuzbfogf4SV3NuOdIGZoZu1DmgPwE1UB72gYeHzvbgEgcrQH4F4qhlAXaKQADN88oA7QSEbHugU6F7bNOFIlL8G9xP3soOOiIblrvZUB2ia274vpuhU3aRpvD/ojOkk0Ia26fv0Vi6i/SxgfNxWriak6BjuoStWkMLOaSJtJ5TM1xWqbS+UOaJtKYW3sK9UQjtNY9OyLqbtOL2F2htI7TA0cWOnNEc7TByuGoyacB2Rv2TF1CTRMc4YCdryIdCOKqHVML5Pj0A9Fyb0zAW9iiHYTaKYMJvryoqooyxjortFA4tOCmh89QmhwDXIdEBze2EtHcRA55UD8WVADxDHIICJDWQf4oC2Qb8RHqEB475j6oDxi+SBiSBYweyDuIk7hAbJ5oCZXAUCQgbz3O/EPZAzXPLhVY6FAxmkAuiQEB80k7EFAWy9QgbzQMAEBBzZLPPPJBVrgOZ+iBsEYLbPUIGYRQstx3QOx3HtweyB245AoHBLTkDHdAzHH90m0FGPybBtBVpB6j2QMH9ihhjLZ7oGz62gPmHO1IKMkz7Xsgo1w35IotNIhh83I5QEYHRAwOeX+CA3tkZQHJIzaAg4u8IHaCfRFxRrT+qB47q+6CrGk9a7Ih2tNemdsoLNjoCxv0CCzGuAJq67FBVlkZDT0sFBWECxYG1DdBXhBBJDcoOBaW0GNHe0Dt4QQTH9HIOoOP9X6Ug7gaSf6N2eyAeQJKGQEDthjDcEi+6BHxNLTTzjugZmnAy55s90C/DNJy5/Y2gDtGLFSHHUIEdo7J/pAK6qom/RChcjbu1dZ/bPLp3NP3mKoidMayWkKicsNAW1hCDO+I8X3G4Nd0Cvh4RlgQRe0gn5fyQT4Rd0rgVzePGcIFfW1UAgANtwCFaJyjhP4gkEJGiyMqwTc26vjHsp8j424SuLrDNabQ6OwWdkQ7WAjmEDAUKulQ7I8jYnsgbg4Tse6aGaLG5QMLOyAh2ciwgYNDuyAcBGVAYyDuKQMWAjFZQcIgN/lQdwAnfHRB3k0LBNDugIidRySgbyazt6IBwGsFQFocGnFhAQQLsBOg0VA7DfkVRQfK3Ad9UBDyRku90B4w3G3TCB2u7tPqgcPLcgD2KCkcoG4cgcuab5X1Qc0hp6+yB2kDljuEDscCd690DtcOR3/tBFVY/bl7Wgp5tHf8kQzHgYu0Dsdg2DRRTsrbhCBhEGDYAoadrR/oohuEVv8AmgdjKG57IGDK55QExkDc2gIBQEC+lhF0waTmjYQc0HpSB+CrOUBaOfJBWOMEY2CG1WOM2KdXuiLMip1F/vaC8cTjVvAI2N0g0QxPGeI/VBdrHk75HLCC0LHjlg8wgoGFjQKJ90DMDXg4/NBRsR2DMdjdIos0/E2+BxPTmgLoQCSY3XXRAWMa/wDDw9bamoJ00JabcRfZQAaOItGW1dbKgfs5tn52digA8PzVx8R6oFf4cSWkGPGyBf2fK8uA4N+qaIv8Peyy5rTXdWM1F2iOLY3PdXUxGbQOe37megNBXEZneHFrv6uSuoNqib9LVkB9t5lBCXSgvG4ygnJpCQaeRSCTtMQaLq70rAr9PjBBvKf6E8i/4X1VkBGnLBg7bGlRnmjIJJyClECziJxvmwoFazhPI/opvyPjUMXJ12GDKQFra3QMwIijaJ2QOyIEoHZFQwfoqG4CD/kgdrcfhKYA9gvYD3TQvCW800MMg2oC2O8DYoDwgDIKAFosV6eiAtbncBA4YC3mMboCGUNyUHG8Dl3QcRxmrCAhhLd1AWnr/BUEBpPL2U0OyEDIsD6poYQi64891QRDRzR9CgHklxwfzQMICb6jmFMDNaWjcj2tA/mFxr5SE0M0CwS3lyKBzwEAjjafqqCK/wDqEeoQM2I4IcwhBSOJ97AgoqgsE2119kR3EwOyXjPNGp9KR0TiSvUILRsdmnNI7ORD/wBI1p+Rx9DaB2y4HEHN9WoYLZW7cX15oYdsgNC2/VDFLNbA+hRBEhqgDhA3HfOkDBwzn6opuLN2DzpTQweb2onodlUPGX75v1QUa52LafohTtAoW0g/RFWiDBX3voCiLNkDTnhP95pCC7fLcy+GO6x81IKxQscwf0bv/WgrHpo62laD7oLMhaCKkdnNbIKiFzWg8Yz/AGrQONNMBYsqbA/lSB1ONeoV0cBbiDwnuEU3zMdguof2kNOwuNfMQeWVBRvFxYLjY23Qc5vC3BafUbIgBri0/wBUR6IF8iQZDIiOfz7oFLZGmvJYazh6oVz3kD+hkbfNpQI6YmwWT2eyCck7TWJG+oVQjpWOaKdt1GysSxnc/wCb5ZG36bq6lDgJNksx2VRJzbGQ3HT/AKoM0kRc44Fj1QSfpid+Ph3sD/JBERiiKN9VqXAHaQGqdnorod2muKyRjAVGKWI3V798IIOgrke6BA2j0WbvwlfGXAVxdujNbjZEN5YPVARGKwcoHbGQEwFgz0KYKMZZv+CsTTAlm90hsOCCM8uydLK6rxgq5g7yx39lB3BagAizzQEcJ/FXqg7ywbzmkHOBBFG/ZALI9uhQOwniFur1QMG8VYsHvugJZQ2dhQdx0RvvyQM13EdyR3Codzg7doKBQ9g3bV7IGFON24dEFGRNc/7w90FG6bG9/ooO8lzW3RBVDMJYayB6KfK/6bjAOQw+yqDbNyCK6FAzWtIHz/UIHZDexa70NIC3SgmyEBOnDju4EckBY10e0n15IsOJZA7k4d0Xow1AJ+eNhvshhxNCfwOFdHIdqtMTj95zURaMWLbNugq1j6riYeqB/Kc45jaQg4wNO7HDuLU1Sujj/ekb6i1diCyBrRiblzCi/wDh2wOaMSMd7qhhHKPwgnsp2SwxbKzeN2VTI4Po5BHsoh2yAuuyKSH+LwyEn+s26qmLNc4AU4HplEWhc9x2HraCzbDqIv1AQVa9hBHltr0IQVZKwOFBw9HFBphlaBfG9ufW0GiNomqpGm/3moKtiLCKEfsSFFxQyyCiA4AdHWiCyRzTkS57XSmLBZqLPzGh0dGmAHVx3ZGnPq2lYRTz4qBEcRJ/dcRX5p2rg1mRwOFH94qIcwNr7z2n6ptQWjgwJWf8QIQK5ksh+V2nf7q6Jv0uoLrMMZA6EJsEnF4d/wB2IzycQqJyauQNFsmbW44rATErO6fiFkvF/vNtWE7Se8EZDSf/AC1rERL2ix5cTvYilWSF8Z3iYPSQoIvhiebMcgI3p6CUjI2jfUMvc4KCJYzcSygEc27IEEYBrzyOltV0dNG9mGzMJ5WEwZJY5uP78ble0Zn+a3HA32TVIdS5rvuDCkuelfHIauTYhoQMG3tugLQgYCz3RBB+qKcYKupKcOvurp0NixjZOizTNaH2eanRDCLAtDS8AJ5oO4awlUeDiOf4KGgYQef0Qd5WM8t0ALCBf+ggBHDuPyQEUcXXNA7XkZsIG46wRlAtAO3wpBRhrFgqjnFrqu2oOEYrDgaU0MHuid1CCkeoabsfRUUGoachxagcTua+wWuHSlOww1QA+Zg3VBDtPICSHNJ91LgLdKzdkrfdWAt0zxkFp9EwGpG72PZAzZHAfeQO2V1/eB6IqrZi05a012QO18R3YB1ooSUfJhdR4iEoZuiaCSJB/BAzNG4E0Wn33TF07dNK04A7obFG+YwgEH1Uw6OzUPHMiz1QxUakvbV+tpqYbDuTb9E0gjTtr7jfqmLafyaP3T6XshpgSNvNHvaQUa8E5c//AImoioia8g8UR9RSILtHZsNYQejlcURoaq43j3Uw1VmjbwAW9vNVLVmaM8pP4oNLNLIQKeHD+/8A4oKQ+HzuH3A4bYLSSgvH4fKa4oXf+g/opoqyBrD8zHNx1I/RN+lw408RrhfM0/3gQqWOdAbrzX13b/goKiKVgsTt7A2KT/wFh1OLcw/8VICJpRgsDrH7wKSQkB0zQ0AwEdcJ2AZo2mz5jD1tO0UbqDxEea6+m6CjtQWgDzT1UwIKfY4gRvkBaHMHECBwB3Z1IFc8MIy8ekiAHVjhsvlPLcGkRKThkBN2O4CCR4BeBj2VT/U3PbWHWP7ysrJHM4q59Mgq9iUkTRuBgc2Kib4YpLtkRrlkfqgm/RQOx5Q9pCEEToYLOJmHqJAUCSeGR8X9ZOKxnKozyeGhooTO92pgyP8AD3tkNO4xvasgmNC9xzZHopg+M1yddHiH+iiDx2g4SZQcH0hg+YiYYPyrMKdklfX6q4yfjDueVMJRaDiiizyMJS3B/NI0cS806QbvYomiO2a/NSKGWoCCNyhv2YEURhDXEXhFDygRypB3kC8EXyrkgPllozSDgz5dh7p/oIjplYwgZrReSgIhBFgtCBxCbOQRthA/DZAod1ICIRtYSzQTDzxZwmAiM1kpgPlZTACwjZxHumCjHOAw72TsVbqZGi7Bs9FQ7J+rWe4RTNewtPE0g9QbQkM1jSQWuI9QgMYLebXXtRQ04fnMZHekKdr2V+70wgvE6z+H6oKMdwndA7ZjYu0Q7XgjICnaiWsDTgZRNc2OMH7pBHQou1WNjQTT3D1T2acQudhr7pF0wbI0btI7hO0VY0u3Y2wqhmNjeSCB3pyKdujDx8hcPZDTx6Z7Rud0RZrZb5H1KCrbIFNBAycILNYQQBQO3ZBWON7DYczbA4kGnTTzsO7h6OUxY0x+IagMzI6h+8LTFizNdqCL4YnjuKWel0x1jy4B2n0z+WCAriKfENJp2jP/AAuUUw1cNWWahp22TCwzZdMTRkrH4mgqILdNp5DYli920r2OPh3F9ySM9PmTUwHeFSubdRnrsnSyEf4Q5hvyWk9gE1O0H+GvJ+aIjPRa1CO8PAFGMuroU0I/RBpH9HMDuaFqhHwsGKlFcy0/4IIPYwkAOFdThXQh0xcTThfY3+qus1N2lkJPyE0c4SVKk/TkOvgaCPUUqEdxcWBns9VCu4muJLZPyNoJyO+XIeD3jP6IEJFZLD7EIObTRR8sm8U/dBm1ALiaD96w4FBmcC2wOMctlr5Ei9xdji+ilo+JRLYxa5Oh2vtAwcQgdu3qgZotAwag4NyjPI4bXK7RdghnQ1SqZPgWgt57clayo19isFSQMGh3ZF13Bw7OCSrmuD65gZTENdt3TFlFjuHoUalG7O1fmohg4cI2QlEEdCbRMgt4XZpFM35Tg37opgfl5IC1oPK/dBwHNA45WAUHeYOYAQO111RBHqgcD2QM0EjYGkBonesoHBJFEBAWMoi27oCYwRfLog7yQ8YQE6ctG5QM2In09EXTNY/hyMbWChKcMxZaR+iBwwO2OTmkFGtvAz6FEEMI3rfminjjBGwz0KgoCLGTjodk1DcJH4vqm/Kj8zT+E+6hMUa88WWHuQVew4kabHCcKbimbI38J/RXkYo2aiKU1GiPUsccgj9VdMP/AET6yb26qp2fyoHD7zmjqi6pFpgWjy525zRciNEek1FY4HgY3QVj0s7N4b9Agfh8t3zRuH1CgeN0dZF1v8yaNUTIwB8tdFVV8iPFcJ6kk4U1Vo4w0jgrrh6zap3GVpvgdQ51aYGa9pGQGphpo6e7Dm1scqIbyHPGPLN/2lTHHRyFx+RpAwdjaIEcHlbxEVzCaGbJVi3NvuUX0Yue7aUEd6KhR82bgrjaB6Ig+bMMtmZR7qzCfojtXOP3HVztqvSJ/HzD/wAC2nciv0VEz4g3id5mncL/ALJVwT+K0JHzxtB7oAIdC8W0Af3X/wCaaYT4aC6a+Ztd7RlM6aOx/TPs72L/AEVROTQxvJPmxk+gCsuInJ4aw5+TPQ/5qyiZ8LYObwHdCSqFd4NG/PmEY5jZBkn8EZbgJWHpyKoySeDcH3Xj0BQTb4bLxGuI+6lHwqyQ0uboo1/F6oKMNjJQNxcKBg4oGDiESjxozYcPwgdsmyIcPvdF0RlvNXQdtvyTUwQ7tebTATt0Rrk4fNQBGyh/g3Q2GMq4g8XQ2oujxg9lT25rqOPqopiTvhCdu2xkIejF5FHcJ2SnEhoYCKJmxlAwkBrZA9lvT6oEunGhXZBVj72o+qUMJyysKBhOHAi00OHdCqGaSOd+qBxIQgZzuLl9EBbKANyKQVaSTYLT7oGotbsUDRv4DZJ25oHbKH1YG6GHaAfw0T05oGaQcWQUFGu4jkgoacQcIJGB0UgLbacj6KqIIO4P0UIZgabogX1TpTtjP7zT7qYhuGhZZ9VD/B4ATgcNoelBCbFYpXFtUbC4jYUFU0ww48v4JUO0BwstaT2wVA7AWtA+YK0aI5pg4cMrjnkVNG2HxbUtH9a8+uVlda4fEpnC3RwvvrGFqeItFrmuu9JA70sKLF4tXpmu+bTSM68LzSuUmGcdFM8f18bu4BCl2KZuhgebZqa6W0j+Cuh4tDI0fJqGOB/t1/FTTD+ROSfka/plpUAMRaTxQOs9GqgOlZENnt9yEiUBqnEENklbWdwUxMov10zQPna4dHM3RdI/XODiTDA7rghUd8a0g3pSP7kiYgs1cQu452+wcEw6CTWaVzcyEesZSaEL9OWjhmh/grqF8rib/RyA/wB14V0LNBKQLDnfmgg7TuBAcwA94wgi+NrTXDGPqK/NVCmFhJIZk9HkKs1N+mLRh0gO+9q6iR8x1gSbci1Uc0TNOBG4c8oHbJIBToQT1a7/ADQZdRNuKeM7dEGKXVOZni7/ADNQJ8e8SX/Rn2QfCTZb5Lk6KBwcgo1qobhvmgdjaIRTXSGD/FEFrh1Qw4KMUzZERRrr5oGsWhK4G0URbiiOAo0gNd/oquuc846DqoYLKut7zuhrtkalEuIPKkTPkeKyAhpmvo1hFPxUKQcCAcgppK4AAmgpVNxEjP5qppuKq5qap2yAu/TZUPQI2I9MhAvlZFOb6FQEte02bvsbT0HExFWdlnQzJu99VQzZc7G00MyYh25CuijZxXXmmi0UoFZ2/NUUEvTKBo5bG22+FLVM14PPPJBVjbF3Y3CEOMHATEM0nrSQMX4HzDuUtDtdYrBHJN+1EMAcUMFoBGefdZq9nac0HOHNQUD3Bv3uLlkIh2kPGQPY0tTtVGVWfMZ0CZidqte4Af0mB+8FUWiAe7PDlILs09gfKQR0KyCNKTg2AMixlXBSLSlptslDp2Ugu1r2g4xyINK3VUbI5pHEH/S00aWuDxbTVcinJTiyQSWV0TyU3E29rcP9c1Z6ParXREfja7uN1OxSIsAH9KL7hQUbO5hw8dlFV+Ne5tOcD3vn6Ilc+e92sN9soVIvjdXyi+xKIW4i0EFwPqtXTOg4Rdh7gO4tRAdHwm+Jmd8EKygP0/Hn5eoDX4P1V0Z5NGQTxNfXM8IITUSk08Qb/wCHfdpaqJmNrACw0f7MhH8UCieaI2ybUNA/tBwQMddM80ZmuB/fj3RKmdQ8uFx6Z/pYKuspPnxToHAjPyu2Vmn+JOmZf/jNvfAKvZ/gCdrMiYf8TCFUK3UA/wDiRH0NIIzvLhYLD6OCDLO2S7aw56IISRyh33XH2QfCjXi1y10O2Zo5ZVFGy2EDB9oHjfZUxcUBwqhmkHsgIbxZwUVyGHBIRi+J2SDmAiZTsc3GaRDNcO3VKH4zWEHAitt0DGidkKIDXbIOMfFtVIOLC1ADnsUXRY0Ebg2iyx3lGve0TTNviwi8jcfIovVcCSdjsiZTRkO5i1IumPFdUD35ql/RuH5dj9Eiw8bhXO1AS4O6Gu2VRxfw4ygdtPb1G6zg7gbWBVpIO8rh5g/qln0CCTjJF7qBmyBxNiiVZYHjkbf3k1VWO4RyI6qkVZJ8vqqQ4kJG6iqRykYoUhVBLxEb9k+E9Hi1GacMqaWHdIKxt/BRcFhA7JqSKsOMUmrh29CE0o8De7aQMI3EW1wx9URQcWLpIqkbyBVegBVlDxycuED9U0WYBR+XlfRS1k8U7mjciu6DVF4g40MWE0aotbbfmYPWlZRojmHCPlHsrqxeOcEXbfcJVxRsUcv4WOJxjosEP8BHtxOB7I1DN8Mo22U+4GVdTsx0TxuQfRKA3TuLa4W1yzVqAu0T27Rv7ACwrpiflOYRYLa35LVDFjgQQSa9LKyFdLNGDQ4jW1A0qg/HENp7W9dqTDHR6pkg+6Dja0yib3xuIogA7kjZWI6SQNPyuquion8Q5jq4m+4TEE6qwa4Xf8SCTpI7+aM9sWgk4RZ+Wic3kIJuhicLDng/3kSwjtO5pJEmeVjKqYDo5mHZrr6FEK+Z7D80biOdZViJPnYDlpHqFoDz4iw/M36oM07YpGGww+hCDM7TMDvkxXdAg08l0xzqrqUNfBTXWuXp0Uac7qSirXEDutC0b+JF1aNhpC1VrfYqdJp+HCewW1aoYkFAKGaQD2pDDB1IzxMJUS+IiWjhDDCWjufdEM2St6QM2QA9EDeeHOzyQN5o/NBxkFKji5pPRQcbNnZFAOzuMIYYOzZFgoGJDgDZRZXVgGweymX4BYeoN+qJpw4gb7dVL0sp2yF24Capo5KFEWtKJIecYQEuI2HupQzXknJodE2Bi4txilRzHgE0SOy5h2yAu/xCtDtz+EKB2hu33VroOxltw4Y5pinaC1X0txVhFbqE/R2uo42HJP0qnFQNtv3pTrE6F7uIYBz7qLoeW5rRzvltSGiyd0ZpwcCPdBobMHDiPLdFxQSEnBx3RnFGzcJ23RTtmB3AKJVGT8RO+eiFjRG5pbsPcIhmURef4qlqrYgWbtJ7oijI6qmtcOSg0xPaLBbVbILRgObYON+lKri8bmsxV9irurFWMvI5DqsnpobqJIhVh3akaUGpIIuhe1omrReJFmHMaR1HNFWbroJ8EUexQWbPFw4tAfMjkBzXqgV2hjk3DHeiJiR8KaHGmkdwbTTsknhdtw8mv3uSH+ssvh7mEnBA7ClrkzUnRtN3HY2waV0RfAzJYZWO9bVRANngdlzpB9CPZMC/M/kfcUg53HHXDRroUEXamVp27YRnsj5STkd9kW0heNz+eFWAE7mu+VxIPdFcNZ5Y++4dbCIX40O/EDfUVa2OMzaIcBt6qDPM2F4oAG+wVGKWBjnE8Jq8UchMXaRrHB2Hv2/eWbiPg1pFrlXRRrxzKgdswoZK6CjJdqQUbqHd1Fisc7uip0sx5PPHZTS4o2nbm1UEMI2KLpgTzCIO6Due6DsIljiRaJlESAomGEnoiDeds+qAtlA5Ecgiu8z/AKohg/iva0AsjNUgLZfdAwk4uWSiymabHT+CLpwc5o90QWlpNfqgYUM2UiG4+HFhQMX0BYHtlS9q5uobxZwSqvJRszQclXTkcGNx3z3U1dNVUAR7c1R3Fwm7+qmqIlG9WU+cQ3Fe7Qf0VV3EPwnPdYwPx9cpgYTiuagozU07CoqNQCQem6aGbK1xw6itbGpFPMJio19FL6XIXzXAYN1+ainZqwRRJv1UDnU8Z+79EHcWBV8XMdEBD3B1EuFc6QWZqTwiyCOV4QWj1Fi6QM14N7dUZyqMlLT+9fO0aWi15GCABsiY0Ra3pWUTFWyNeReCOiJjTHq8W44P5INDJWvHUddkWLwva4b2OlqqtHGAQW8Q64wopxqDGbOSN6RMXbrWuBJZ+SB2zQyDBaCcXSquEYvdpCgYQgO+8Wn0RDxsIIFkgYHdFM0UcE36oGZqpI8AlEVHipyS0OrBsIpv2hE8EPhHeiiUkh0sp2kaBtRtES8nTHact7EbLW0wrtLED/WxnoU2picmljc00+Poc4TaIS+ElxyGnG7SrqM0vhBacPeK65VEpPD56w9p6cQRLGeXSvG7WEN6YVZxnkiobOB/giJObf1xhQKG5rBI7LQa2kfNj0TRm1MbcgOPqtaMj7bYDrHO1m3F6L57uLO3Kk1XwM2c9Thc5jrijJyea0KNmJF2iYo2e+ZWbO2VBqC0DKoqyaue6C7NQcWVVVinaegUxFROL3SCglHVNDB4caV0HHZB3D6IFdi0Hc0SuDkZsMH9LRDBxLa3QHl91ApfyBIQO2cbXXLKM7TOdWwGUXfgLArBClUQ+zX5p6DtlzjKaH8xo3BtUHzABgop2ScRJwURwfw7tHsosMJWvFG77pYh+EAClFwjngGtlModkgJ3RqURKReb6WrFc2QXRF+iRDl4YLBcCtKZsoeav67qShrPKiqCyb0BWQ4fxcsqYGZgGh9EFY3AEZ9LCjWqtkI/yV001udkbgclFK5x5jKKPGasYAQVZqC8/McfVBVs3CBhBUy8QG23og6N7SKogoLscGE1n1QO2QNNUTeUDgtcdjR6IKxloHqgsx5ZkG0T2rHq6bluOoRMUi1bKAuh65CFa43jg+V1kokq0WsfpySSaroixZvi4k3AdeNkLVmayOgKc30RdUbqmggXjuiqtmDhYJ+tojn6iwaIPYoFOpcw1W/RyKca/i3vO9ohxrABRcrgPxPEMEWoUwkF/hN87VS0vEAbo2FcptTmmGxabVkxEXyChQulRMzM4stIBRAZqmsGHkdAUHDWP343Vf1QI/xGZgskH2RHHxdzhTmA+iHIkmsbKACwfRVOkJZI/wB0D0KdJU/Mj5YPdDBbwSCyyJ3fZPaM+pEINGKRv904VlGOeGBzsSOHWwrsVP4Bt22WOj1UxX15Ycbrlre1RpsBalVWMqlqrXCkZM01hA92P8VOxRj6HRP8FGPHIoKMlrZ1UqunEveyUFGzkdUXTs1R9UMVZqCealSma/iOynIpjRV1Nce+E2Ja4FVijxdzaIbzMboODg4c0UC4GrtDHeaB+iWMyO8/GVGh83iKofzwRdrNgdsvEb2V0cX5HoqC2ccWRjqiynbK1wrKh0PEG5VQWzEAUQKStcj+cedEItAvDqws/JgB3CLBopYotmJ3INqYg8XQV77KqbzDwqBhOSbxXqgInJvCaKNn+vJX4BE5Y5TFkXj1nGcgouKOe1/C7p7KJhvPLXCnEI1DGdziLo90CfEHi+Ye6KIlAPMIKx6kgYJ9N0FGaz5uSC8Op+TbPOkFWamtw4ILRTFzvvD3QXa8ncDHVBRkjdjYQPwseRmu1oHZbepQUj8uSuK2oH4fLNscAETWhmtc2g4OBGxQUbqWOBtgv6FBoY9jjbcHb1RP2PnODsAeiGnZqiDW3oiw/nue40TXZEt30BlcOYICGiNSSBRcChulOp5m76hDTCezh24pDPozg+QfvA9CrEwBNJGRTrHqrIDJrHuabJFDKqJvkJ2N30VsCve5BJ2oFU6gg5rx+F4IKIV0vCdwfRArpmgnJBRKR+ocHgine1IlKdUC35wUJAMsbxjCsOyPc1rcVZ9kwQmLiMP/ADUVjllfd8QNq+ulkTbK4HIb/BRH19ZLlYxrDCeyUNOJ6VlqxRmprYq6hxqC4q61MU85Do4mpDIInx6IcVY9R3RMXEuU1Dsk2yiqgcRwh0s1tNyR9Vm1FWOrmsgmaghjhMCdlYk8RLg4eiapfNx3tWVL4j5tHZXUweMFVLKIPdDHWR3U7IHmDZJdXiBcCDWVTPt3LBQ6pmvcHbgjupiWGZMdqB91cQzZgeRFqXoOJeYx7pods4rJCuqPmkEVSmhg8EfNj0VIJeCeqjQ+YCzeimjmus5yAntXNYGmxY6qWJp74RkWsq4Vw3Wf4oC13Bu36IGDjyyEDtmHNXQ7XAfvAqLDiQgYNprXTvMDtxYPTFICx1m2vr1RTCWQO5OCB/O4DZFoHjkaQCOWchBVrg48vZA7QW54kDsne0mwSi1WLWXVnnzRGiHWloHET7INMEoeLDvl7oKsmANHnzQWY8OOHBA4k58X1QMJyDt7hBWOYnc2AiWLGZtZGUMUY/FjIG/JBZuoZWR2OUMMZGXjmg5kxad7aeqJFGakYAIQgu1TS3O/VAhkBxVg/kidA54vGD3QD4hzRbSRhB3xz8kt4v4qyoB8UFU5hCugDVxuIu2k9eSaFfO3kbAwtCb3NedySgl5wZZNgnsiCNSOqASz5Bya7osTMrerm9UA827Adfbe0Z+UzO0PPEAi4b4hvDg1Xe0SxGbUcLvXkQqsjLI4OO1HsoYWN3zHmEV9dRJSxFuKMJxa1EUa6juraHD+HO6CjH8SyHY81av6gqyT5dwmrLh2nJ7qqqyM87I6qaWqxQuxg+5UtZaWQuPMUnIUEVc8dlLQzYxQskJoqwhmFA4cCg4xg1WFR3DRwSE6B4uROVACa3H0VXpzX0aOFrDHB9jCTpDNfhNB4uLks6FLQFZYOAwmaCCRkFJRxeRSsqcYIlrsicRbJ1ymzUzoeME5aKCpxHDjmx7qUw7SRgOOVJKYZsziRZaU0MH3yCNRwwcki9knRFIpDYpw91b6T2ZsprIUs2rDcYvfdQNxjqFFAPLOlUgcSh1bgoHbJR3u+6BhJxYoIO4wAP1Rqehbte6L8mZKQdroeqGn8wPGbFhF0WOAAIrOEFA5wJ2cP4oHD+LBBaLQUjn4aHEQRyKCzNQHCjRQUDhe+EGmAhgxm+SDQ3UxnnRCCzZm7A5QWY/plBRr8fogLSC7/BA3m2KvCCjHkbHKBvP6twEDeaO1hBRs45mr5ciiOe4WSDntyRSidzXYRDjVkk2DnoiWa74ocghgOmzhApeSD81EKskdrHiw6iOaSKD5G4PzAkK/pC+Z5RwTjKvalMgcB8wuh2VQjy8WWuPdADM85u+9IA+VwPKhn1QJ8Q7iIN2gAluuu1oA6Y9SgQu2qsb8kE5H2N8dCghI8tqwD3QBsl7lB9d2yutcxSNzrVFG2R95NXFGtz95W3tDhvdA43w4psDMeev0WRVkxFEErXwKt1zgbtToVGud6+iYKN1riBlJFw41bh1Vww7NUVlFItWbNqhnaotqxjqoKt1wIrNqh26oEjZQUbPxK0Uscv4qAFgdzoq7TcDy+pCbT/B4MYKRnlRDT1tP0vIS0EpilIo+qgHCtewLtQFri3nurPIEHI3tX2YLXX7KRKNUrqchBo8yFdXbXcQP4q9VnEw13s4IdwrpHM6hXNpNc155Gln0YJnffVDszNbQzaa0szVgi8Jobz2ub27ICHi6BNIKCQ4qj7pgdmoIwQb6qBhOCLtF9O8+t8oC2QF26HZxNQwb90aMJiOW6GGbNZ577oRTzSMCiOiKaOat8fmgu2VpKBmt+YkEkb7oKx6sx/iP6oLM1pkF4cgrFqgd2/VFkXj1IBGL6Z2QxdurJO1BEUZqsCzgoLCWxycgZk4HUFAzZiDvugfjqjugLZGOF/NhAxkAuigR0vALs19UDeeRjiJyg4agcwbRMKXjiwa5IoOmrmSU0wvm5yKWpUx3ncuXJKnTnvDr7qymEdsDuSmiZmLBuQqjhP1O/VDA83ugXzhebQwolBqjaJgGVoNH8kXB4mOPLCInK35fldR6FBkl1bowAQ0hB0c7ZboX24tkXH17ElUuZhuOj/FA3n90QzdRwkb0rMFRL0PsrboZsv5c0gZkhzsmCgLrsUVkOyQisV1pAzZa3PdBTzLGD9VdXT+Yf0V0w7NTwgj+Khh2yi7uqVtWVXzCL5rLJmy2c4VDtk4RvaQO2enbkJoozW97V6Fm6v5cjJUwM3VA3uD6KDjM4G8G+iBnagjlVIYI1Ao0coG80noeqv8AqjYOLpQLtzBKumfThkIh2gBPQ4Hh9FZQWubsrcZsEb7YWcrLqBV5LLhHNtXWtDiLU0sESjYhS0heKtjVpn0ruMnZZDse127UFGNY7Y1fdE13A5pNEH9UU7HuH/VXSHE7xvzUU3xBNWOaLoNnrYlDpQSnFH6hGhbIGuBtv1QOJrGM/mUDCZoNGwUFmSgiuIGu6mi0brGDY6JA7JA01f5KirJwHbge6CnxQNXSB2agUMCiOSgowxu50SqLNkAArdFXi1ND5gChirdYxxIwe4OyLn2tG4E4d22RlUS3zuu26CnmtG5pAfObfRAeIcODgIODi3YhBweRfEB0wgII7oDdEZQcfl/CSgWwSd8IFNDnaDgQRVhACCD3TEA4G5ytwSe9zb2JVOkZNSRgswOhtMMAazi2dnoUMcdbZNt25goYk7VAbX2RSHVuHJB3nOINdMInpKXVSNF0M7ZyhjJJq5OLIsHvaIUasc2Ug+A2yUd1zUwkIQMybYFGcUbIOdhUOJKO4Q9H84mkQzJiAoGbOWnda+exVkzsd0uCjdQar9FA7Jga67KCjZaO5pUMD7ophIAeiFMyYjINqIq2V5ocJ/wQVY1zuSsFo4Sd036Fm6YPO/uoKMhDQCMoHoN3H5IDwtpA3lgD/NNHUOY3TQzWjkgcDCIahWyEtccHZS3FKBjAV0HbakAJtACDWCmhg40qmO80FNTK4gOV1eyuZmrypkUpB9lB1Fp5q6CPmOfdE07asCyFFMD0ROzeYRR5+qKYainC9xyQ0wla68i0ClrXnA/NFgG2jdwvuoabjJFEgo1oiSjtXoqp2TEcygcag0RQKBmagNOWkd1Bdmp424cfdTBph1Ft+airooJqxQAVFI5gTsEGhrmH94IHb2cEFGyuN7EIrnSFz9gQpa0qyfhOA4HfdVMXGrwDbrKEijdQ07mr6otUZqWjpRRm+1BKHZBH8EMOJwdiL7FEM2UGj3QDz8C7IJpARKCd0AMlc8IOdqA3rXVAS/5bxaCZLW8qJVA8xwH3qzS1kCulIwXgpAjpDRyqE89hJs561uglJ5bhuPZBHhMZttFpQKJnx7tOD0ukB891/wCCIf4umEGj6hFZ5n8Y2/RBnlLX2NjfVGbEbcD94EIPgcxjcOXMuuDS1A1kjuiU7HcR2v2QO1vF+E2EQwBb19EBsjlaB2yH91A4a/8AdPsqKs43ECjhNFGxvOzVBRjH7EUCgszTvo5QWZBxdEFotK1pBpBpjDWDACCrXNd0QHHog6xW6BhIQgYagj9EB85vOkHN1DDzQOJ2+qnoHjA5jKSh2zCqVDCQIGEndAeI0bHupgFgne01cCiqY7Kn+I4i9kXQIv0VMLRGymI7iJwcptg6yOqug+bxbj/JADRRMoDIu7CKYP4eaA+YLzeUDNkocqQMTfK0AdR24h2QcHuYdzjkg4yjiArPZQN5vc/RF07JmuCLphwb2jR45OHY3Sloq2cED7p7rXoOyU3jPuoKsnI3P1Cooyc2PmCmi7JTV2ElFopzWTaouHEtwN0DMmxW3si6cSDrXqiyn+ILc3aLfR2TtLgSwIh2PaboEDqhDiWmEXlD2JeeRBKDmzyizwn6oGGsLW5sHc4Rk8eqa+tkB4wDdke6Bsvdh/8ABUc6SVnK6wmAO1ROCACfoEwKZiXDJHotWBS82aIcfoUwRkfRo4I6FUT43XyCAEnsc7IOLiMcX+SDiXMFWHXzQcDjYHuiYW6FhFTlIO7b5IlZnRi7Bq+SIR1t3yiWvgRrXOHdcd+mtUbpT+8FpLVI9Lw5v80ZXY9rKtBRmpbea9kwN58d5IQO2WM192ggox7AN0DfFsYNwgZusYgYaxg3KB26xnUIGZ4g26BQ1Ruvt3qgoNe0Gs0gYa0V1QEa9u2QgX45xyD9UBOucW7ZQcNaSLtARrXgYNoHGqLhn80DN1AJwSgcOI9/yQOyVw57bKYH87iHNA7JqGS5WdizJw6soLRucSgoCSUxR4ARYWezXAkbqyrmucBSMgW2FM+gtJrWhWeiu6YBwcqYzYBFptHcJvkVoKW32UwEWDjKoPmVuEtHcQJvb0QFrqIKDvNPU4QHzzWSgL5gSMZ6orvNaTRsEdFEM1zHNwc2gfhs4oqNQzS4AW0p6htc2Qg7keqkXVI9R3tNirsnHDnH6rWwVY8E3QP6oKNIsUCD6Wlgox/Di65dFMGiKZ0Z3Ppaoq3VF1Z/LdUUZqS792ztaKcTWMgexQdxh76BcD+SF/Rmvc38Q7hRZ2p5zgTgfxVWfQt1HDu0Z5on+HOpHQhDo7p6GOI+qJHCXib90bojnCxu4FAriW7OPRArpZWn72Ag74uRrfma31CugftBzNmn6Jo79pC7pqsoB1bJBvhWUd5g4cOPuqJmQx5GaQB2uaHkOFKdjm6uN+x/NUETcNU4ORB841yyhpJZjX3URldqw07UT1QK7UcW1IdPr+7WmxRXGRcKNY7eyrhR+Leb+YqpgjWOG7iQETFBq+t/VBzdSK3KGHGo6EoYdupcMWTaGGGove0BEx4sYRDGY9d0BGpI62qHZqjWDurkoqzUm7/NQO2ctN2SoKNmN7/mgfzze9d1cFG6ksAohwUFGagk0goH+iBwaOMIGaXVzQM17uYQVY9yCzDYJooKtN+6C0TLqws4LcAYBVK6HD6G2VQwn4UD+eDuFAPicdP0SzTXebd5tTvGtcJBw9D/AAVMld5grqESxxpwTPpYB3NmlNpvQFtuwqYHCQfRM+kx14yk/ZjjX0TYAQDulJAPy4TYmBdFOQ4uJ6hNjXFxyd0xMcHGkTHB9dU1cN5hHQqoZspINKVTCfbc10WT9HbObzzSijZm5sV3Rfg7ZAQKV1Ybziw2LsKaq8etsi6HVWi0eovY/mpIKxagg7A9cKzRUagO3CaHErR0+qSimAOIWFoEXd2b7ovRuN1AnbtlA7dQB3Qh2zBtfNg9UNNxivvX2RDHUOA+8bHRAPiTWceqKPmh/wCIoji8s2J7YQD4rGc2gB1bSMkIAZWO50ECksOxo9ikEzwuvNdtlqaAAWnrfdAQ8DcUqD5gvBNfVVNI5ged6RS2WnkaRC+ZwdWn12Q0H6kkXx+yM1nfqHXVAnuiJ+cWn7rh6FMXH188zi5rjGzCXhrmqO80HqqGEvMEoGEhHMImGEhAyPdBRk3JD5UErUQwkqvmB7IvyaObOSMofCvmeyM2D5gtEM2XCuhxJlNgcOJyrA4J7LIs2iMlBWMC9wVRWO29hags0Gt0FIm8LkFonFpQWjnvBz7ILNcwna0DAjhr6oGEoNY3QMyY0go2dxUwMNSSM5We4O8z2talB47VDBxDBV/VAwfiqrsgW84cpi6XjN8k1d0S85IrCRcc3UO4uVHmqz6P5nFuM9lnFgteQbtTtdUD7rmrKYT1GVc1MLhpWe1cTjsluqFgndMTA4bCWGO27po61VddCkwdYKmmDwhXWbHbf9E6Lp2vPDj+KQ/0zHkGrKli7FPNzyvlhLBSN/U2oqwOB2V1MMCBzromqq17tw6/dWB2yvG4BWRRkoPLfotUVbKDsaKYKNl/tFJQwn5FXRxkYbND3U2BmzNrCugmQAUKyqVwL7wcFATM9oAtBx1J50gLdXwg2cXlBx1LXk7Z7oEcQRv+auBC/GDXuoBxG8G1RxmIbnNd0lHecT1CalpfjHA0mmj8WDvzV0jviGuO4HvaWo4PsijutAcR/eNeiFoSP4BuO6IzveS7HTmh6TMhAxV/VB9f7vouDp05pIPRTUMHEc1rQWk9BScgWv4bwVdBZJ0IVFmvNf5ojmk9LQPxVsima7OPqgo15FIKB18kZv0cSjohirHjNA4RMVjF467IRVgvFojRHpy7fCC0elyM0grHGBYtBaMhtYBQU4gSMAoCG7cuxUDhhB3vsmizG3uqHaL51yQcbvdAw+qBmuvbZA3mkbgUgYPsA8OVLAcHIUl+wGvI54WtHOnLTugYarqM/wAUDCcE59kHCUAHJUxrSX6GsZU9dLo3QBsH3V0z6Fs5HI16KphxqRhMKDtVRrCz6Vw1eyquM4ds6ilg4y2eVqcRxmLcgXeEg4arItM1TCcE9uSmJjuMH0UHGiOSoI37IOFqAq6nEQS1XkYo2XiyVU/RmOF4Wf8ADVYqsFKcj2Wj71eqLKeN1H0UVRkpaqKNmDhVYSA+YAa3CtDeZxHBr9EBMpZWcXzTiCNUT0P6JgZupI3baoLdZwnAKob4zsaKBxrRtn6oC3Usd+KkCFwN0f1QKXlvQoB8S4b2EB+JzRF9EHGYXzQK51/iKqBVEUSmKBfwje73SRLNKZizYA2rhPRRI6sNTsoGRx/eFqmuEr6OVUB85Ls0hqMkx9vXdE0nnOByp2PhM6IgdVwdNqb9ITsEIB0xO+EHeTWAcqyoIjcBzVDNjDSCRukDDsCraGbjqqH5fooGbnNJodkZvAVFY4XXVClNTpUac2bpT5S1SOJrdzYWkWjLWUAL90RVkzeQx+aCrZuLb0QOJS6sgFAzJCLQWjlvqpRZkgIVDB/+ggYT0VPQpHMGiu+yqnE3RT4DtfeeapgtfRRMN5udt+yKZslnoiObIL3QHjNYBQESm+gWcoBfXNJftcASgdFpMMH3nFIO82uu/RBxkq7oqDvNBCYsATcJTtdd556fRVegM1Cse6JYIkbWApiwfNaOynpXNkB2OQro5riDgoGMnomAhzLuh7Kaui14Kvs6O1wAriUxeJrHssoZrieaspsPeaRBBrkgIooDwiqCGGaCDYRMMx5vmomKMnrf6qwUbKHXRIT9Kpx90Dto75rodk0ogWSMild1XEkHl9E0AkEG69kDX8quggm8FUEh3ZyIAPA7Fe6K50nCNkHCSuqAiQg77ICJShrhK7nsiaBm4T927VNBuoFVw16qypo+bY2/PZXTkD5BXp3TUpXuz17JqO4wBniHoooF5AsXSqOEpPXI5oEllFXjCoh5ubr6c0Cmeuan6Hw18SbX5trvkM2YlWJYIkB3rHZVONUZwkbIhxC2kCvjDEHNawJoPCCKH8EHCrH+CBgc8gUDB5aSUMUbOWomHE9t7q6mdiJcqyrh2yAmqCupxP5oJ5/VU4qMe0e6Iq144Rf/AFQzs15obFBRkh7pUVbqOEnBsIKxStdkkqdhg8BxzRQO14quqqnDhw5KEN5lN3RREpPPZD0bzs7ohmSAZz+iLhmSXyooYfjx/oImUW11QcWi6H1UwgEemFMrROKryrpjjMQ04yFUwo1VEdUXDmRpHKkZ9Bxgjf6IphJXUlMMKZsYrCKLX2UUHSADoiY7zBaA+dZ3KmRR82gfm+oQFsthUHir0WcHcWKBTbAzJnDrXLsp0uqN1RvfPdWw6UbqSOSmFijJw/selqHZ7whpr5qrkML6KRcFrqyriYdsndXC+P0LXg8hadpgkj0UymGa8jKRB+IIddm+6uBhqC7d2UwMJrAyLVwMZaFXnumIPxauK5+rI5FDCmfiO+PRExwmF7ouA6UDeiiZ274kdxXQoY52oBaaNE9UMd8UK3HugPxV439CqZ8g7Ug9R+qYmlM7SNzlXDSulxefVOKew826INUrxgB1BbgFML9u+IdeCLTAfiHnn+SqJumd1Reky4nkizHcZ5/mpp0+JGxDqvyOxmwi+iugiEXurrNtO0tbdZpOSXR41dMI4gpqObVBFweIHqFTBBo7IY7GUQwIAxhA4Iq8ICx14tAavoroZrjYTQ4PWldDggBWB25wFQ8bzeCSQmigkIGyJhmz1uPdFUbJZHP1Rk4ms74QsUbMTuULDedjmoSfJ2y4yUDtm+YKobzSUWUzZWje7Q69CNTXNFE6q23uN0QW6rA7ISudqiTm9uqL0A1GM2igHk2mA+YWg5CzYhS7iGR9E1XF5AV0wfMo7kKlcJjteUAEhpAWajugczWgUSZ5BQcX1asoPm5QMJhQxt+SCjZByUoIlo/qmhhNi8K0EPBOQsWB2Frj6dDlF07Wgm9ynS6q22gZIpF4qNe8HNFRnK5s/FypFqjZwTnakTThwIB6q6sv2IcL5BNNEZV00w2GcJo7iJPIptTp1Ct6V01xbj/WVUG8oOa6u6A+bnBr3QHzTzaLQDjrsiV3mV0Q7B0vEO6K6wa/xRO3fKUTscN2V07C+loWV3F02TswL7hXs4u41dOLi5T4OIV3VxccLvBwmGQN8IZClqmGFoN5fmpVx8TX6r8mug3ebWgSy7KAjB5oYZuTzV1MGgD2T5M6cTYTSQBgq6Wa4O5DdXTHE8kMAAn/AKKmHY3siWfJ2tvkhn2dopGTtFnmgOx22QM3800OD1/6K6Gbv6qyirHVzV0FruVNVDtbnCgY2LyMoC2+W+6koLXuDuZWg4eaIRMOHkkgolgmU/vIl6MyUuO90i4YOF5yhRLmgZpD2DJG3/mhhvOAdWfVFz6M2YAXdooCaieg7ohjPjfkhHNnB3o0oGdKCFMUA8Obsm2DqaRg3+qs8ggIVBBAQNxcI6i0HNkAQMCHZ2UwcGg/iKl6XRot/FYKbns6G6AytFhhWds4UxDcxlA973upoIwLpN+1OZK2tMMO3UVWapTDVBqeLoVFlONSK5ounZKHfiyhkO0t7eyGQQ/O57qpxO2S9iphxHirYg1vlDDZJ/wKHEOLuFYY4P4T26qmH8zqmrkHjtWXTBNdimp0W9+SqXAL0rXGOvi2GVNSyOAPVNQaKuoHDe+3ZTR31TRxfQ5lXRwcOppBxcL3yg4kAKgF4AUHCUDug7zwUTCumDeyKm/UgnKBPigeS1IPiz1tfhdBGQrKGarKDQvdXQdue6o4v6IAXXSBSScIDVGs2roYCjsVAwx1VlDDa6V0wwFhNTDttVLFG4rmqYY7dkTHAXmvoiHGP+iA2AUDMeSc7Khi8cSBg48kBLqcSr+wzXgHCdgGQl3Iqhg/CBhJVG00MJRxBJdBZNZrogHn10pVMcdRj+KKUT5xdIOdOOJEcJ/7RUUPiCCqHGodw0KQAaktCCo1VDY+yAt1Yedt1Ew4la44JHoilMuTmgp6DB+N0HOloXvZxSuwEaji3JyqGbOCOn8UDNlAG9oGbKCOamBvNHXfkpZiiHgjdTTTAirWuS8RwOarJmus4dXTKzxFBIT37qWAg3tRHopq64YdstadKMdQ9kyGGD7J+allB4sbq4spmvre/qo1KcS0bKaa4PG7TSGqNkLRkmyrq6I1nD3UTTfEtI5WidmbO0UeKiVTXGaudpIgtnu9vRXKUfMB591c+0BxBG6mKBc9pFKkB2oLetpiANWSaJtMXXO1HoFUHzsXdqYObPQ9VQTqr5IO8+wRj6IF88XVD/BXADMOQVwL5pBNDZMAM7mnA2TAj9U7iyqJnVDfYoFGs52qPjVrl83Y70eLstJjuME9E0wbJ5ppgjPRWVMM3PVXUHFb7KjqsckHNBVD2eYKAtPb6oGaSSgcOsYCBg7sgdjscldBuirOk7MKvorsSQ7RZTR3DnlSqYLWY3RcB1t2yUWSCHmkZxxkyiDxnnhBxeB1QN51Aq6OM+FdHOm9kg4TZV0ASmzm00DzeSaCJjXcKaAZQT1V0HzeIc00DiA5/VAeMEbqjhL1tAfOwclAW6jnZwgcTUOqzvY7zBQ3/wAFQS4DJ9d1KOL3BooqWYCJjWSUlXDDVEGrK1KWKfE/MTeEQ7dR2QMNUCBhT47DiZrt0gZsgI3vupYHElFJV0QTv/BWVcg/EcNCqSVLFBPjmmIcTADdTA4kDtiFAQ4gdf1RrTCS8clZTJRutikpY7iLealplHzqOd1flOzecXA8wVci7TCUHn+aYma6ySmFHiDCLGysww3HxD+CLY7zbyEMcZHcOcemypI4SnqUTKIle3mRaNYImJu6UiYHGCc1hUkA048ghgmji690MjuCtycoYV1A7omO4iTuPcojvNoclYsK6fiH+rTUd55rdXcg5018/wDNNEZHgH/BNEJHN4jlJRIyNJ2tNH8GHWN181+hwde+6A8WeqoYEE7K+hwwaTUsMMLRg8RpEoCQVlIlFrlZSnDyBztNTBDqG+VZQzXGwLIKodho5yqGacIHw0bICTZykBFXfRAzX1siY4voopg/iP8AmrKOySms4YHnSu9GRzpLPomtO4seq0zIAcEOLiRVoy7iHsEA48oODxxK6O8wg5ymgOkwoOEloATlALsbIF4yEBL76q6OEu3JA3mUElwc19lXYGD/AJSg4OS0MJO+FKG82gM5VmBvMqipTXCYVsjWCJLF/wCiolmGZMKG61IijJaGbVnYcSAbYPZKHZKKpN+g4l+WzhSh2zE9FkOJiT/rKutRzZKSfZYPmigqyZsw90n7VRs4AUQWTg81GrMMyU0M4RDh5PP/ADV9tGOSd7UTQcXD1/irq6PF2VQWyY/RPlrTAnCW9MaPFzuvRTcNCy4b30VlNdxkYPNX2aYShua/zU02iNUA26NIabzmOxyKf4gte3PROwC4OymheNzMjZNHCch1EX3tXRzpb5YQK+UOrkqWkEjjgFAplfwkmq5oF80kXQKBfiM4CJhHTEA43VVB85a5RLSnVC8gj0Q1/9kA一、表示编号
1.单纯的表示编号，可在数字(用基数词表示)前加number，简写为No.。
如： No.1 No.65
2.用“名词+基数词”，“the +序数词+名词”，表示顺序意义。
如: Bus No.65 Room305
the Sixth Lesson或Lesson Six 第六课
二、表示倍数
1. 倍数+as +形容词/副词(原级)+ as。
两倍：twice 两倍以上：基数词+times
如：The classroom is twice as big as that one.这间教室是那间教室的两倍大。
He ate three times as many bananas as Mary.他吃的香蕉是玛丽吃的三倍。
2. 倍数+形容词或副词的比较级+than。
如：This lion is four times bigger than that one. 这头狮子是那头狮子的四倍大。
3. 倍数+ the size/length/weight/width/height…+of+表示比较对象的名词。
如：This river is six times the depth of that one. 这条河是那条河的六倍深。
4. 倍数+what引导的从句。
如：The length of the road is four times what it was three years ago. 这条路的长度是三年前的 4 倍。
三、表示约数
1. 用”dozens/scores/hundreds/thousands/millions+of”表示“几十、几百、上千、成千上万”等。
如：This mother bought dozens of eggs.那个妈妈买了几十个鸡蛋。
Thousands of people died in the earthquake.数以千计的人死于地震。
2. 用more than, beyond, or more, over, above 等来表示超过或多于某个数目。
用less than, under, below, almost, nearly, up to 等来表示小于或接近某数目。
如：nearly two hours 将近两个小时
more than 100 years 一百多年
under thirty years of age 小于三十岁
3. 用 about, around, some 等表示在某一数目左右。
如：about 50 pens大约五十支钢笔
四、表示分数
1. 遇到分数时，分数的分子用基数词表示，分母用序数词表示。
(当分子大于一时，分母的序数词要用复数。)
2. 分子与分母之间加in, 分子在前，分母在后，分子分母都用基数词。
如：one in ten 十分之一，five in eight八分之五。
3. 分子与分母之间加out of , 分子在前，分母在后，分子分母都用基数词。
如：five out of seven 七分之五 three out of ten 十分之三
五、表示百分数
在表达百分数时，用“基数词(或者小数)+percent(%)”percent用单数形式。
5% five percent 0.7% zero point seven percent
25% twenty-five percent 100% one hundred percent
注：如果想表达几分之几或百分之几十的人或物时，加of，作主语时，谓语动词的数与of后的名词数一致。
如：Twenty percent of the students are girls.百分之二十的学生是女孩。
Two-thirds of the money was spent on food.三分之二的钱都花在食物上。
六、表示小数
小数点前的数按基数词的读法读，小数点以后的数按一个一个的数字读，小数点用point。
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