대충 파랑벨트 꽉채우는 전기용광로 조합들을 주워모은+자작해서 첨가한 콜렉션이다.
아래 설계를 포함해서 여러가지 들어있다.
소모전력, 공간 효율을 따지자면
종결자는 아래 녀석이 아닌가? 뭘 고민하지? 라고 생각할 수도 있으나 아래 녀석은 종결자가 아니다.
위 설계의 전기 용광로의 제작속도는 왼쪽부터
5.4 + 7.4 + 9.4 + 9.4 + 9.4 + 9.4 + 9.4 + 9.4 + 9.4 + 9.4 + 9.4 + 9.4 + 7.4 + 5.4
= 119.6 이다.
이게 무슨 뜻이냐고?
계산기 사이트 세팅 링크를 하나 띄워주지.
보아라. 45/초를 채우려면 제작속도가 몇이 필요하다고 나와있지?...
아참. 위 링크의 계산기를 제작속도 기준으로 표시해놨다는 사실을 모르는 사람은 아래 글부터 보자.
https://gall.dcinside.com/mgallery/board/view/?id=factorio&no=14301
그렇다. 45/초를 채우려면 제작속도의 총 합이 120을 채워야 하는 것이다.
그러므로 저건 파랑벨트를 풀로 채우는 "척"만 하는 것이다.
0.4 제작속도가 모자란다! 겨우 0.4를 위해서 용광로나 신호기를 1개 더 붙인다고? 전력효율이 갑자기 확 나빠진다!
실사용엔 큰 문제는 없겠지만 난 사실 엄청 불편하다... 부울편...
전기 용광로 청사진 여러가지 들어있다.
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청사진 문자열 https://pastebin.com/8PDBNV1m
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PQN/b7JJ+++7h1e3D1eu7H765uX31cNfBGpyXTC6lGOZJgQ1I2DxF8Gjs/SMQzmZwtpcD78ZmH5Lx/YocLBgB66HxO/Zyobb3627o4GQ/IkVDQYpGyLjw1+Tl1eb9ihsmVCFFJtopGXC+JsLUwkZ5DR4n0pL++U6VNscIiqirTzowDZGcn0yOoSt1ES7kU+T75LziBs6nDLQW+XzKQGuJz6cMtJbpfMpAY4XOpww0Vul8ykBjjc+n6K3ZJG1JCAOumWQaiWmm5bOReGbaIR/qddT2pGW8sSXNWtwqxmF3CQT/aEU2j+guWuUhvZcUxaxn0va+x9ueETTNrbOUZrBNFPWatqqJUJzrRbVJ7UydeRfYq80ApBAQdU3cWgCGXnT83M7GbxeZ5xlQFARvroxfIvGTK2YyDWK87DSc6Tx72WUaCov8u+xnnwkzh12Emb1yOLqVRdM4hN+ylTCxILXLTkE5m4I90LQWjIKRrcVPBrpaLj96YTobvbjL6JE4r5XBizQA6rKjt89K05JZyCk0aNks5PwcxHTWctF3qPJpHClVDO2Sgs9xUmsVhVLFaJcVe46ulvBJQxkuKy0d40XlnmNC69urIIaU0QJ3xXi5rHZ0rBfTjrbYLqkdbWlCyQKEeUp2OaFoS35RFWxLAaRCUAYuauVNwnqTON0nebmJ9TTSgtDraaT1UOVCE2UgG8iWIay+PIF0GYptk0s+lEnJLtdMCJOSg1YMIritxNJuerTLSaybkKgTslhYoAxk0VEOiEiz5Spdg85qDS7AL+Wf+aUsHwmmwvRIMPVl/aV/CYkcu04xdf3dd9cnL3VOEk11+J4QyqmV+9+ccwomjQLemMOssORTIF0chS0WKaQxG2uMQgZ4HWuMAgZ4GmuMwwX4WGNZEFiRGyuKMqjaWBVkSuTGmiJbqTZmEy/3oTdmgrKi3Jjzwhl6Y4GX/5PbirQshd6WoFInt5V59Qq9sSIIqcmNVV7kQm+sCdJi8jbNhA8fDIyUGrQPhnxnwocPbmbOhI8wGD+ciR9hMIA4+QoT6ghl0zaHf10s7Isb8tGseUTlWniaCRmWpfemm4+UTjRuvuDmpdeXEGUpYBc+J8GTITEQfWogCoQ7EZcei7BHBJoWPPSKcmevqG/ubr+/+u2rw5h82+2rd8pdZy+nqLletX+QpOmC6cLcisdO8BqUNKM/NRB5Thdc+/04aMASxEWkP93TEauSf3rdQUganurjEQOZakkP69iAEG4i7cmeO64XaU/20jPHMvx/MrcYtiIOxfUEL8EkuacnXYFYU7GLajxIwhbrEV7zSXNhl2W9JUSDB9nHFDobD/j44eKx7viqpqU63HqUPpUODFOP0KfR5qzHt6ExhTbZhUXR56q6cBZceEWD3fv8MpvihA1egqLoc5EdVZR9zmokykpBT8FnBWcqtozPCr0nW+rx5tCe3GXOmbHRoOZSz5xSOevwDBUNHhTkuFOGdBz4uIOLOV+tEDfFDXVnWrZU8NOSB9TnlUBUlFI8w5cdoSU74bPCKmhdtU5cqLQj144fzzhtQGutZ03YTfH8X5V8NKsuqik+FzkEVbz+q8BrT2G4wZOAtQwoDPDhhpB6xjOAmtSznsdstP/2MoSN9t9egnBGIoNmQzuRipBrxrNlAlkMnlBsaUAYQXD5lnUafz6gtUJS7iPTwT/54NtxU1xTTn8skc3AShVRkf9lfbfnunPqGcxa7FoLZCToBYIlFeetVYIfCzTVZj3L+DOuGLg9+RgyZ4vZcFs8NfszVhhwRgoxI00nvxcc1yZdmUBxXDNSmiBytDCY/1ovDzingsEcuHfnmLO/YJ1r3b6lAaZ9xWMFghgiWbFEEIMTgwoRwSrLlAotQEmPQM/+myS4Z/LtYU7wAq8C/LVhzqOyNSv47WTOqgKGhV7abk5WAprLXXMsfKKb8jRJsc70K7cJgCgi+28uSYrIjxkEjYfhKQQTgFGGv+ybBIxyOWdpQWJK1ZEEBMOFT8SsRNL1us+Qc2oJLDB4Ly1hNBCq+wxpktqa/rBvElLK9ecHE5BSBJLgjGeiMw/4a4NGKOHyq6BFPr3siRgkJb/seibQIvwI5JmYFXZP7kKDjAZCee+9wWggVBcHZZJol+v4hCXGh038N56ANAkzpSMaz0gfOvOA4xM0doegZ+4EHa9gxKQoL0FhIDOY4Keg4MSssJ7cBRPPGRtAc92MY2LhE10g9pxyYWsIibSZhIcKeu5PgkOFgdxmpjmb5vUhgP2g1c4ABRbGymsRxRuWk145s1IZmPVqFvsRJEeALa70USsYKMtqL9D6oFFPx9WOkFiXia4hWam0VIgDJrmuU0JDHbcGZRo0OFQIGy2uB7oSBXIEfUATXcixYoiv95mI5VroypCVbvIg40Z0swlcE/LcVa2qIOvOULWygiI7Q3WBT0Mf0EAXf6wYivQqi/gqq4m2HgjrfK3AyiAUgZ5Enztpg3bTl6aElvJJ9742CRQs8oDyeCqr+CprTpcDrHQz0Aj2FUO0z1ohvjcJjDb63Glo5DiwNiX8oyXZ/ZrC2qMPKF+C4PDi8GmiIfArfB28zxrRTacx4SvdDAIJ0iSTmAzQEyu+4BIK66qpruCUYtcTYlofTbp8NxMrrLLA75VONhYevUJJQyOU8Su4K3xZ8rSZdHHW781u2r1ZdgKKN+vKBkczsXjuFTvspXkilhfrqMROYKTUytrnN5pXTZ4yCWKlH4jcTWZxVpY/RWiVBoeSBWIRO4BHEuK70kX2ilyILmYS87rSxUKT7+kzplyO9QOJS/hJ/WbsYeLJBeXBDOwhm7kKBGcBrSudDCwEc8UOjZIMxMcmnqZRnzYJUZkHFqWEhZZvxB4EHkp9NNkLMZEcchyjZd1rQKQ9tRGddBbLuNLJwDN6ytMWI8/oqTem3IP1jKxHxcN94I7DI7gisb4qC1RcmQXWU524w6aJxe2t8IgK5K/yupQwWT6QEJLoq/RXM0+RZ7fVR5M9ahPvvo4TV3nrri8aoUXchlNlMWornWw8T7A8bXnieYL1xqTL8MDtW9LP0UEbntkrcSDuxDmyAL6VWRDZmm3ZWtYwZgbQG+ei9dQBZmYJyRX0YJybjJebgKEqkwx1M4Qm22Tz0+KyWUBwvXv75uZhBSP0dE35Mp0hOD96/9dv72/u7g8tHOzd33z/2+U5KEHEck6AUpKXSHxSKE/ix8teVZLkVStjrQMrERLyoqMskbBXqkzbHZaHow0QdTuNxXcNn/W07TkPWfYZPGsbzxmAKag8C453JmCOr9qSpj5CKMOPz6lG7fVUjD5a3kGf2qtAAv00dg64XlVA2AE3n5mJmi4yUeFkoryFXSZKCWKGj2SVed8h8w3yeIM9foYx28bYQgaFA8STeWQAmstk65B5JmI93dgvHbG81T0coUWazTl3Yn1TGK0zPjHC0eZpfiDzBXKDhLtBZRZSvMRCaqcRNUxll4UkXHg8oVMTpkmmmofMQ2cod3Tmw6REKMf7G2TmeMg8HxWm9agQJiUqGN5bJSpMuPnCOLFdxInrqROb7eDEQWBFO+K/oZEUYoTB23Yw6BTzZBBx4jnP2ebMW73AzD8G69OZ3+McEMxlxnloaoR4ZRk3H6GZz/jMCxHL8N3MFH5/fDczWqLDYid8G3OKsXQJNzA7dQPfJQBak2n9kYlx4RRj+LbtVLzyi0zU2U7lbY+JmiEft+smEI93JULhhwiPMnE/ZD5BwzHhwyFEKPwgoOhw4ucAp4VIaif6zTnlNp2qXcKn/Cz4hWkPn5rhKbe/NF/kS9vZl5ZdvhS67hXYWxStUfzwFIKqKgFZh85OER+LpCouQL0V4hJ+cArMVe8SLxWPnn3iAXGXg05QMtT4OCrJINj6DCiKZic68T0Sh6bpIlN+dsWLu1zxInZkgh09KicmfJJVnQvIOHJcwpN9kQ9KxGovosIEZJy42l0k3sWzs00Kuyx+PiLh20bir3V4LJ2BZLFo17vKC4qt+EkiEc9mFzk+xrPLZ9rl8pn42ISfcBISm+AnqJD42ITf41IRVTQg4xUYiIoPBHGPu8g1Lp29xOW0x+rMAl05vnVm/mUfv7lnFnlkvWenzB9QiJRLjqqmBmQ94av1Mpm8dHYXL77Lcs2Amxt+LBVYIIkUaxb0vvCDREaAPYbfxQWYMPHqIqCEiTeSGWR42wMu8uhwCM+nHrBLNqqwUkXWgeCEElVJD2hW+OwO8UxYoFiA5+UKkc+5zPtt8dM1VHeJogU5LDme/y+CHgN+iKiyogpknb0xeS8/VIk4dBH0x2PUOV1DuxwcK39eIlA6AjaaAERV4rx0EaDdo1+fzFLbZ5ayqpQCjSN/eiJwZRWKUvijbRWiFH6+aZMqtwJZR96gHIes0NrF3nv1bEIswPd5QcQYR4eHxsSCcpFYcHZy3AW9HQQ8NF5mEJoQC/BdmsFGX6TY5DE+n1QFTbvknhtyq3MYlhgFLDReZBQnU7VkIOvII1RwfCyInPNFasvCGTY37gKwj4KGdIj4vPD3OryyLM4Q2qC2TecRIzKA7HCJh4Z94kSckNNRSLhvCFJd8PklmhCFMm7d9Hr907EBimijgH8OnfNTFADP4XjCWbQX9fHwtfFYLWKOCv75aXbjcv/zzA9u3z28un24en33wzc3t68e7u7XrZ0zACy58dzv3t18f/vqzeOfHr/y4fqHLxa98NHY+9uHD056dNdH12TKUw9+v/i9RRDISSLTSrQqqMforSl6J3JrPgliIHprJshX6K25oO2gtxYENQK9tShQ9eutJYFcXm9N4F7XGys8Y7jeWOUJtfXGeCZouS2KLHYwiASjSX71tpwnwdUbCzx1q95Y5JlN9cYSz8epN5Z5Pk69scKTLOqNVZ6DUG9MYM6TG4sCc57emJCDKU+n7+27VZTvOoez/cuPn3T47Tdv3l+/vb+5ffznb14dfnf4s59+/4evXt+9ubv/zePfvvybr3794b9efnXzw/e/efzdr5eG4eVP//Iff/7jP//nv//ri7/6r3/6g8U//+lPP/3bH0v5xYvwZXnxt393aOF3h/P9h/6UMFlLKdX4gZjw47H9A5Tqc4cOnb55/eHwvn0heHt/6MVJj8IXP85uBL/atHG2Ij7/3JGfL8/C/PMOw/5hGm+u381vIZ+kiphdO8+Epj8tz+VhWGF2ZFpLbbA16tSa8mBr1Kk1hcHWqFNrmgZbo06tsQy2xh1b42Br1Lk12mBr1A14rhAttWbUFXguf601x4n7jkYT49Q+R8OJUfHER+MJp1DkowHFqIjioxHFqJBioyGFy6rZaEzh0mo2GlS4vNpoUOHyaqMxhcyrjbZGXYpHG2MCyuiSpLJqo+5GJdVsNJZQSTUbDZRUVs1GdwEqrWajWxyXVxt1Niqz5qOBhMqt+WiQpLJrYTSSUOm1MBpKqPxaGI0lVIItjsYSKsMWR2MJlWKLo7GEyrHF4ds3E0vSaCyhsmxpNJZEJpak0VgSmViSR2MJJTCVR2OJUK1/lWfTt5WyTLr55f5KUul5RcgJAFQIhEfzSdmC+lR9fBYVCaJEmp/TooDF9vAkiTM/h35z63CfZCPTb7w0jSQ+dWxw4vFMKdB63aGzHJIkpp5dXQ6SlPoxZBqt1oLrTX3KnQMqKolmYcy2LuuRqjQmk75kpRCQmuqTGRaV+/SkAEyCUK5+lWAdnlm9OqoU31NXEgrWr1KBOxvpzpZeZyUnTVmMCVnasVNSY8KpGFVvmDK+HGlqwpTWY0LWXFTeNou0TSd925xVmG9OQoAnoQhsfclRNyv01pu842ZCOfdVMrizie6s9TqrOekkxoRC+OiELw9pp41NjTSzUmswJsS2HhM0+alYZR+tuI/GAk9ClQ7MsaihTah9vooZdTNFFyom2DrtxDF3nHhWYIya610la5FmMooxoVZ8OUZ8OfI+GtZ9tGk+GtQI06TrbnQ5JjTNe0313hbwSTd40pvitRPqtY332qnjZoo0UmhwZ1kl5aPtlc7iThoqPl+a0mNR3comTeqxiqHNJqOFGTtCoTZJXhqyHBZsCgNanEJcsCniCy3BC80UQaMQUWezid6BQ+x4m01F1o2Eulvp7oZudxs+aXg6zkzzVjWJaVIJ67E4TwlHxuu2dhKOZpqz6hlHk4pcj4hAJTxYgleaN2KlZVn9EvE3K7IKImSedmfvJTVtBmtD7fXyjuaSH7ucCTSXHNnVTKfN0GubqxJPPZoHmja/k3s015xVTwaaSxlnl9Od5vi7kAdiIoqsDYn4r1dZbREyz7tzL79pM/gYas+69iRvNTl9Z0E6Rrua9LRA+7F18oUW8COy40lUC5Kzmp6HtCAln01OGVrA089WiJGrsvYg4r+KNovBmU6LtDtbLxlpM4wWai917Uneamo60iKemjI8H2mRVui1TkLSouatckbSNACW6SlJi1Ie2uScpEU8yWVGzDy9//YycZZ4f5269kzWUUTCiyBgctVw6/TW2suvaagpPR2pwabkbCSBmsJzuJYkNx3ISWrAKj0lmfDsFpGRFEQ/rvCEpIKiwvOHPIqqm+3MNACjm43M/E7biQkaakrPCWqwKTnnSaCmiMxtVlx0IA8p4ar0g0KBkY/EMUEQ58A9VkBQ4fkLGkDVTS8UFvXYDQZFcV/57iDBqfQ8Z2EBy730YIFPv8StpyiOOXA2kMBUekIBh1IR6YTqogAc4quV9dXuS4EAk8LP9jRKqnttqoprmpzzq/C+akSOrir7qumHERpFZb2jlISiMv01QEJRjWQsGvwOZMTrg6DsYPhNobHbrXXP8i2pEmNQZ1mcRT+12JSrq+n3/Sa5r/ws2eCLq+Gvkj6xYt7WSbn4JPmoDCBwCUI18MjhE5xOtkZMQlTVvgA384ndeb2XYfQpqzJVUGdZpGP3NdInxUddzqv7pJyQXb3vu7He651XCDf4/Ot49sBN8VGXE3wu4aYGcBFu8AuuJ2LYkqoAhbiZsVuv914J3WivLV1zVdUVg75d8lEZoOASYMrVdwF33IvxdwF3Wt6sA3pwV3x0ANroDvtoMGJQlHRUkDOV7qzXdoG+7qzXBu+aq6ouFuK13lSFJMR6gHPAAc+XeWALBkInpecS0Cmo2U8Pko/K6U8PksSOnl10CSIV5PSiB/jBNhRijfFoRrzuyAMLRg69DKML4KcAZ0Odxj51i6Q8KpfZqOYYPbI7bOxk5xzHPUU8Y+lR8dEoZyw9wgUCMRBfoSSPo5y5dAn6NFD+6QIfVYy4m7EIqNjLMXrioRN4bbYnFr/YLaZ2iUgqqjk/T7gXEzk/CRgV5USpz4BRYGTr5Rhx3FMkUnAS7mmAtsEl3FPUU6WJ9dou04gLgKeEpywz67Wpm7LM/BsszuHiGXbSRKTNaNxT6qX2JNxT0vOgEu4pyXnQrHjvADGSS5CopCc1M/z4k4gcYxGcGM+zCRAonE3NC4taTN0MJo166pKzeVG22CTn/CRcVNJTmgXegxORY+QBUL0co8QjlfXkXIFdNBMpRgkCNUA76ZXdenM3KVhZN+0SobrAE5XxHKMAgMp4jrHyLzoZv5VV2CUzkcGU2KOyngSsLEFj7mVMa5N5mU84pvOizMMks0ojY99MNg/13gdIn5XI0oKgkjcgwhFZVuHlkMMTRT3Fd2iOaaqZp9gOGS8spe/KCFRBcHBg4jRa1dpfmKsxJ2g0Uk/nP8ERwmSCpOKAPoyzVLq2bIdnVk3oWg0Tz44cceOJ5bFdGYEsqFMOTJxUi5dMX5haLZ7LntcE/c0B6aKJ5atdXgZG18THBq9V46vxKm48sGSxKyMQBSnTgYmTqvZiVtelSVV7McmOZ4pY68B40iStK8uAroWPAV6rTlfGR8eNG8tYujwClNLh0dSAHJrECRcn1RE0kqnQZEegJA+PVJ4D45lZItSVZcDzsxZ8rfL8jhk33liGzuURCIpG8oBSn0buGFVH0EimgnxZDpQW4ZElc2A8I8v5ubIM6MtygC/LIfC8rBNuvLBclCsjUAU57YGJky7LLl+Wo8b+qF+Wowl64QOinDT54/IyiPRl2fHLcqQvy45flmNiWRdXRiALyusDEyddll2+u0bpruz65Tw2QVp+QC+WJ6bCL7nJWNLD5TWW6Muy4ZflFFh+wZVOUpdlG70sazRUJl+Wk0Ylp1+WE3VZttHLcqKP34Zfcgk2KuvdxDPvrfhlORvLpLfSSeqybKOX5Sxdlk2+LGfpsqzflTN1Vx69Kmf68I3fcAnaqt4tPNOeit+TM0sbt9zFQl2TR2/JRRMeUh2gaJdk2QEKdUcevSLTTFZX+M22JJK3bWV1sT6KX49xrb/eDlCYy/Fo/JfYqvTVKCG15OtHZa7Fo0eg6hyZ2PLk02RV+IW4Mkfs0QM2zWSF7zI4iKt34ZBAW3JGSGKx0k89lbkG2+gtuE0k8dfyjDT2xdjwvaOxd2Di5I8L+1kvFdQY97TRTFBTLsAD99EmcdHJp6zGXH9tNB+KSwVaLx3a2Jdig28PcZpITqbFLsaJ9tGKd5G5+drgm0CUZP70zGSclIuvq/fsODH3XvfRwcwkKdLK6qIZcgK+uipJQLTSRdZH8UeFaMy91wfvvVGS/nM1Axo1hiv5SSwac+/1OjqYkeQTWl5dRrPQNXx1ZZLdZ6WLNB/OhHeRufkGG50z6eqrXkajxHClgyOiM5ffMHj7jbgeYOhcf6Oz198A338jQW9Vel1kfRQHGkVnnoNDGZ0z5QocquwAyh1Yh8lFZy7BcfASHHFyrNi5BMdAU3HAl+AYnCSKWeki66M45DQG5hIcw+icSUoJ8iU4Sup/Ub0Ex8BcgmMeHUz2YSnit9fQSIqX5ZUbJ5IVZcUM7aP4JTgyl+A4egmOyiU4yZdSiRlLL9WJkbkEp9FLcMwkxcnK6mIP2Am/BEfWR/H6sUhBr9Lo7TVNJNfH8mAn5pCcRm+JEjGWXkMZk+Te8hU/sY+/Cb+9pkSSaazMN3PAzqM3zFRItouVTrNei5c/xySpFcmX4MykuPLopVSQBFwp3V+0TrN24HdVnC7rE1fCjy8/DtPhJ9+8eX/99v7m9vH73rw6fOjhz376/R++en335u7+N49/+/Jvvvr1h/96+dXND9//5vF3v14c2pc//ct//PmP//yf//6vL/7qv/7pD+3Pf/rTT//2Rwv2ixfRvowv/vbvDm387vr+3YcelTBZSynV+MjGcXMYj394+sDPXTp0++b13e1hNr/6X1+8u/n+9tWbxz87Lp3HL/j07e/eXh9G9NM0f7ZpjzY3fny2wD7/3JGfL6+Yz0bC44h/mLib649fc6pGQiFvnvhAfrbaT75/hQuAasbVZigc0VHYg2+GwwFntRkKFniULuKboeD9R1ksvhkK7FvUVqiinai2QiH4TW2Fe2uRW6GOl3IrTASocitMADB9YigYhLzKjAkAJruMMQHAZf+nSuNdjmbU+4zLsdkERqqjTMfyDjnpBgMiliKYL4vmlxU0BqoJr05YriIiMjBQLalwuuuTs8I/TRf+dVkv88DwT2uj3+NIlNrLMidjHVleEscZjuPGeVqDVnMbVRY+rbh+S7KrwzLBKrx7XCf9C3jVHqFiJomTXG0Ju/WK3KT2grxyQxZCFcyRLYiUXOEKh/TzzFVXNDDQrDZdwUStYn5LFLODRpKaq2qwoGVLjm1Ny09teKkhzu4vPc5cmbzvRK0EV9938PeZK0IcNgpei2sVCyIlV7i4MC1SctVVQhaq4Xs6Iklz0iDGhMT7qK/7KFMXj6vyJM1HXY1bYpn8pMYEsUze5JiAv9BcEaL1SfBaWMErCbdjWMuML5Hv3cRohZKrntZY1riY1bWvVcYXMfrQSiZXeT34ZLxSFhfRy1mvkxZCQdZ4XeVIkAm6R3zMlEwW6quCMMkVTMRfaNftSRLQOiRXPb2EonjmpMaBou25YhworAzYtB4GCnHghZd0KXIFtxAFCl61g3+BAnnQjxiVd1PYSyufeYavHrQoSe9qQJe196JJVTxSPgdUSTZIdP9ZbTso7bHu/hU+2+JZVqmOvareX+FMMS6g1JRMk5504Ivae2kyuoy9d55uvEyQwenGxr/qwJeUBh9vDd/XGut5vdt/UzZJ/ZreFK809YgiSY+YfBEwSXrE9Cy/TTCVm+FXAZt4fU2DdQRtEpw54dZZZK/1XlRtYl9ou3lCm2jX7STXTRIU0Z8GTNITMTXPYBO8pxqeGzCbdHYDJSZIxevW9JhgcO2cT8Sw8V7rcH7AjN+D8ddK42vVe++JZiwtm3vXHCuT2XsuN1N81NWXCJMq03UogzlcTOP4W4Xh8iGeCasSj4SeFzQJDqXDcczZvdZ7IrvmSYZXAQKJ5lkAuSsQ1yJj7KDPqLJ5aNG2AUyXsmjxavSrHt2N0eXoBIm+BT4rHHDjQSiLUFDRkYVSrYy0Bmaa9CWSn4Obf32TCUUoIFEmpD4f3b2FxkJvlmc78lAJPNpEY4EuK510oRZHQfyH5yDHX1+JItIpyq4WlWojZSAzCzpZmfjyfET5FisLuVjpJA9egqlSLE1C4ZZShSJhnKq8EqUK9C36/XVPS4EvTFNGMT4bp70lFkuxvFpTJuEFK2Zoz0z4lwr1fcpkaWdhecnn6RkI99eXfDa+flGpK/PnYrG3HEjYwPJSzZF7ul+xQqeK8e/MdAmoMlFKOlk/auS6P59/Z7E3ur5VKW6cnotL3opxb+TLi5SGN+Fn+RK4J/CVDka6QliZJ4lTXL/Blrw/qf76Wi+Fr39WBrGSj9srM96ejfDeKuuPuNaXVfbtdfnzq/NV5Eo9dHgGFv31JSgBn0zPIlahSF4ZxfxspPKGg6B68oRWK/n8t2KG9kqYIcvaxFMNKLX5Em24fnxv/gw8/esu1gLPpKCMYnw2GnnD4VE9aVprmSd7UEaC5vzHb7S4LkdPptgkwNMWdf3TEhwl7fr5IC+zdaX8ixeWMbKutA9Z1/+PqbrgUgqCIESwjvODUDm2sMUytActV3CtkSSowtONZEEqnW6kCLLedCNV0LqmG2mCLjPdiE2CWjHfignSunwrzivO8o0EXiKVbyTy0qF8I4lWu+TbyLQOJN9GodUV+TYqL+vHN9J4HTq6EZ94fTa+EeMFxfhGnBfa4hsJvDIU30jkFZP4RhIv8cM3knnpG76Rwmu18I1U/WC6bLDpBpeJgLTnNZmdTuPdCnoFF49SC73iB4J6K6Rnpt4KOvuZhFYLu1BvbQ4bwVhGP6eHLikWDT0LE8axtQktJHiepgF6R4X7yi7MLxgdHzaC5ynQYNVe0VKMIrB2xRyOUiEg/DEPEPopS6UMQFKlpYJj0YiyHgGZ1val1ar702rJ9fMJd0ei4iyNYEYlpigc501UhSaaq9Z6zAgpi8DNFXMEO5aNsGPhpGLKAmw65lFiEsJrL3DaAp5Kq2BUWhRgcsUafqTFT7Q56nRTCttX0lGC0iLBz7P4cTbzuO3etFYJYrhiDC87xol8JpmKSOGBMhlZpyyQgot14gPGnmF7J9gSJVTeirEk88ooUwk7X3leXix9kyFgYpPCjAXCU3rxg4eJ9c4i1XTWEYX1CXY/gr51BC4mUY/BZ1aC8LjSiOzeSUTFfq1YKzoNhbJIcCfE8zO16YAniaEKL/7HTyI07VU3u0HTXnnAeK+2Phg/rraoswQojE9JhyRJiwTeMZ2gYqOhX106M/a42s29Nvi8GozggFJOrMF1biHpzDpCnQVvm4GhzqLZI/t8UezJNaBsVlvfTDAqTUruNQzQUEm511BlHqo68I4nyCrNia9YFN6zMWAdnwolRiobaFDi3JJqh0OSWZACS4keuhxOkX14XWGWolO2Acdu0yxYxzdVyLjm4q6vmMo+2q4MueK6OJOZa64r1xgoeoFhwj9H81O9Dk8UDFTFm+YMWeC7+CY1FvoGixceeaYF23qslE6ndhl6qnpZyUFjJAB7lRlBEfbEaU+DIuwZcfM+ICGoMDCFAYlEiWIqsqiEXbmxZP7FwPtuhwzaeJSR48W4oQ7whim+Kyj/4ZwMcWIBGSvkQILnGkxA/jNmLFquUGGsCsLnVPxz4oAc4ighFq39Jzg0Q4xVMGIsVCOuI9Awp8JC32txagsBhZQkfiyaQk2JOslY+M0KgZJQi2ewHouJsCSZgCUJ4tmGM0iL+n96tfeQAKAQGHiE08qyqnRg6Ag3zTmyUN8l+J0mTZUPsj3AZ6eEhewk1mqFZUrYXwvsRRqUqcikTALjMy40ockA6mnOER1AISAQMoC9JOEM7gTGg17qkibAuooKAxYl9AfZdp3qT4kGJZCgum22LHhThR2oJF1PUKGt4jXr8VSjBHoaIPyqsnKfEAoKCVlcofyZWCGKTiCoNKwCJ0pySaEPMh1kCkQlCuCopy6DmC77pzB78V6Kb9mV107Ac6SSIuAAJRm7sfaS6gNagEI8acahTlfIiFg/xZ8sWtD5GxVHpUmw2jNwYHU5xhvvloafBBrvl8TdfUQUUCFOa7rkoRAIfGL3VeucsF0CSpn6wOAT68QGH+h9CiRy2ZZHZIBrUggGrmoCQkOSSRz0ypAI/gon4V3TAay6A/GgCoNzHi7BoUzNefiIHqDgv0YDkuH0nNOwJ+9kEh1HPfX0alwV+4M+OOuMokqksUIC3leGhKdmwbEBPiIBqEQD55EUDj+LuJuunyhEA6fdE35Wc00OUM1HOo516um4+QzqBAaVzrule9YkCqHxlUp45BcE90pWNqwMML+bOow3cIlkyVW4gQu4Jxyf6BLsSYcnemA31NBJwXmgiwfgHJxLOKegJjgd51QKnQyn0/AmHLLsEropyLlDxymXQid56JHfTQOcz3MB3BQSbl1yTzXz6QK0aaVoYtE6/5QT8EtOZE/FAU7GOQ5ZCqW3ElnEUugkTD3qdISOzJZeooOY50T9woZe0SrBpQlU2XwrLnBl860EgSybbyUKbNl8K0mgy+ZbyQJfNt9KEfiy+VaqwJfNt9J4vmyeEHbi+bL5Rozny+YbcZovm28j0HzZfBuR5svm20g8XzbfSOb5svlGCs+XzTdSeb5svpHG82Xz1MwTz5fNN2I8XzbfiPN82XwjgefL5huJPF92v5E9tXOWlXNK+cULq182RDkn76OccxVI7Zx3D9fXb67evnn1wMrmvL0/tHg4MP/uME9LrYcx5Z6Ii+58c/3qMFYdstpKC0s5YHxSjYdt40fWI954BIxH1XgCjJtqPG8br6rtsm07qbYrsFZU223TtjzcszfWNdvyOrFt55QXuG37psmuadu+aXJQsW3fPDKpCca3ffNIIyYY3/ZNl9e4bTuny85p297pclSZPbO+e//Nu4dXH6wuvD58eez/l2lLzwbOXD2Nd0aegwcYKs4aQJ4df558xOkcThvDXmh+3hpKhnHaVtwQteHVB4SRSyPqCll4ssjQCr7ydFzCaWUJl4Eie2Wk6gAbgTRSjV/UJi/qMPGt+UZrjCgOWu6OhB+RqGKSp0pjqrCqrsVTogq8GF2ZrDQiXaCMZua/LusLvwhrMeJrsQ5UWCtLg48apkeNyEcNk6OGpszT1JEUSTP0KDJ7Wu5ujWVjZ9ToMbLe76SXvCrzwoeHKC+5QrcVdGeqevmpNG9NrRtFAp9EuTGpi+KUbwOtsxTWRHJdWEGYpRTYL3N5BQr0HPhOmPQKRWVB0FGi6MNGR4ksL76qC08oi6/pKhH8nM1evXsboE0bG2AeqI5Suu16KZkyKZmOCCuHcUj4h75qmLzbSqJGph9cJG4Qk3MtmQ4T1uShrAOqDMpQ0teOles2JCZzfrR49/bNzUNXW+ExVpx+1nc3bx5/cxjH+7vbq7v7x5fdj81+/fb+5u7+0OjhL+9vvv8tKrG0CaLHk6gSG8lmvmldZIg/ZyR1dZY4IAchrM6S6G/TEwoCg8laPhXTbQILN5D086lMEwznVxaBzpJ9FTcEnGiDaRuPW01/M1k8plT91SLSOuSVfbQ4NpUACaAoPoik7fU+4zX5GK0BDukPdj/+649AjiM85ZOpT/H+x5d9kadNXqaKjxIFgj1+ys8gRcsImBWQAIWGPe4benONVnQGxmwu9rQ9+3GX2cd5Tz69gCBfwgHgbXA65qJRmwNnjRm4J+jWy76qFDBd016tUkj546uLPrQ0OS+0PgozYXWvocPpA493SORbKIj80bA8IXOZKmDswk5jN1erAprdJzjNFauQsfXhscU5Cg2PhnNNq+2xazsNXcI/ZSI+hSqhacMTQh0j8nBzlZiovNNENVagO3GKV5vqPoRVrnxudDpmWEQg5uwV6Yw5TfhurTII/Gl4ZBOp+J04fazNgZt2GzeYMIZZ58x1YnyZN3zc0l7j5sQxYqfd3JnoMRzLHWYfz/jCcCI27LSR4yQzlfgO5hYxvIs7VYU3fIpz4nZhvtMsVVaSHJomnOWYOBsEpgBv/MISiJuDlb3iWyDODpZ3a5Up1hu+nM81vECezdpJ0c6lvEDJdGi54fLUxGEjFI2Jb+3TmR1/OGE11+naXJ2+U4iKVN3taIp0rvK1/YlxLweMzurHI4stEtu+7xbCIk4vRxxhIrP1Dyfm5+peoJ92Q1Qk9nZvu80EdR8Yvp1FWt8+abJg8IvhSk2c6RbDbgpgx/Fe6WPQLYbtd1JJ5CsMiXytoz8+De70ZUJs572kjuOGfBc98ptCXuu1wJ/Hlq3wbED5dVOt5wmwnmXrQLn+jBGdtQ7U68+kBljrQMF+kY0DBftRNo4U7MvGgaJg2fZ2TXCSbW87aZVtAwX78oCXbQ81eamUbQc1eZGXbf902T3Ltnu6HFnKtnu6HBTLtnu6HM9Lls8+jqizFdk8JP5W5b0ZIHM0Ce2Gi2TWSQAX6cfxagK4aKA5BTwz0FwQACUDzUUBLjHQXBIQBAPNCc/jA60Jr+MDrVX+8XegtUa/h+qNtYl+7xtojH8GG2jM6YeegcYC/84z0FrknzEGWkt8Zn+gtcynowdaK3xmeKC1yicgB1prfOpObm0ufMYe2yKilWV8hbYvWcdEqFz+mCBooaEg/QiwiU88Z8jT3EeeJX9KamlDWKts6M1KHqCbEpiApiInOLOmrIaaT8gi0+tugCoZt0mdeoWKy0wrPck/buikUf63TFBlIk9YQgjW4gBvl0JGZWmAmEzwMaNrcFYmofD1Q+ksBg08Ms+F1zDGszXCM0lj7Vhto5DqTQOMZ8oac+OrffadKxwhdxzX5anyoHK3KUHQo8rdlgWxusSWR6UtUTaWAw7ZREV6wElfvJWvuFIWb+dRfq7qBtdf7d0HSfvtmEQTolQwlQtPWPzB+Sqt3Qc4sPVnaUsZjqTZkzhTR1gEFX8MmS1tS1tycTyBn7Keq8xHiMRFBmZ3tLvvHhuFar29fSiaypKorP3oKktiHhKoAwv2lte9xiJo+gaq0Qg21c9iZqsB05ZiHVrJuLM/VY42cu16EZtOG6nMt0QQeJXU+U5GFzLuO0/JyarGtKVxx9FfCrEkRZH+UomSKZH1mWlT0Y5l0ZSWcVFZNJHtOlW63nPvvTI1uvhz7y7kSWP3FJa8xB04qUEpO1d0mrb078Aq090nKGokpUqckFgCg+zfOXPVtGlTEI9iVkWChET2J2+kma7N3Xu1FbpQd9+dvJjGLaus9uIat6wQ+krgyoPTpm4eSRkrLMaSZD5cJRiUzBY777zyClf5vDJFlePZXVVgaWSF77KZOtHFyfuOajWdwFdZRdV1fmJFuEblC1biVY1kffbKmkgi7bAQ9+oADbAyHUVnOZZWW6XLvvfesGuj69337sIMz0jVhS8vT5wj0HoIgeYiI7Swylsga85Xuhy1IvMVa0mkjVZCU8s6J7ak31XoivZ997VWVX5q5NbRGs/CrZNwv7n+bkW3bKKL6neOLYHHIHoS3ThMA6zggpoUTv/nne08MHR/Xp5nkhJJHbDyJVmnLle00KYiUpdLGoBVpS5HlNBmwEOK92B5ImxSidDzsj2jaRT2XqLmIvu6osAYSEKFlVmIsCi6IFsOSAwfYSyK9QzLoivWC6yLrlivsDC6Yr2hyuiCcZ9QaXTFuKHa6IpxB8XRFdsBFEdXbEdQHF2xnVBxdMV4RsXRFeMFFUdXjFdUHF0x3lBxdMF4mFBxdMW4oeLoinHnxNHLY1rz5cdmHjv05v314cJx+7jNvnl12G8Pf/bT7//w1eu7N3f3v3n825d/89WvP/zXy69ufvj+N4+/+/W7h+vrNx939Zc//ct/vPj8Nx8/8PEP//zHf/7Pf//XF3/1X//0B8u/DH/+059++rc/5viLF7n9sn5ZXvzt3x2a/N3h3PChk+Vwn2gppRo/1OB/PEWUxw/+3MPDl9wcjH88aLy7+f721ZvHPzvu+o8f9Hksfj54n23ao82tHz/c3V5ffXM4o/397JcO/HK5SOyzjQDYOCtP+/zz+DhzH1bAzfXHYTgtc+Of5Y98eAWootlRYRpQbwnPqpcddetluyIoCdYrbD1fVnlbAXt80q1akk3R7QGDIyG6BgT1hDvZp+aAzzFFNj7BbmCum0d6H3ShccR8fFYdc1PcOODms24eGRzFb3GpPqu6eaT3mh+bGuRccWODP8cVN55w89gx8KptqMi64K/4rugSvFpX8nXBf/FdWCnmKrB7eZGtI30XnDfjfW+ydaDvQfBUfEMMJltH+i5st/h+FRSSU9x6lK0jI5PkkUGsZxWwDFkXfBXfCZXiKHwbD00eGeSWxfsqYdxU48CoR95T8e06BtU4Miy8n+LLJfJuikeYmNWeI2Ne1J4jxqsIdYaGpanGkUwF76H4Ziowg+N7aVLyUbKQvUAgjh/HBPZw/DSWkmoc6XmGLh51494hFBQRyTjeOfFbQOKdk7g2ZqVe0Cb5xpSFLRXf9rLLYwWs88x7KJHuyFG2jowM76NEoiln2TrSd953iQxirrJ1ZGQE78X31jLJ1oG+F8FX8fxDEXwV35NKkK0j4x7lkUGsC766nMNaemQTCMWJdymBT5x4l1LoxI+dj0vHAoVA/LMm2dLTE0UZbqOyR9WeQza94kX1nyXtluwEQQh9yQ7H5T0qKTYrk3lzd/v91W9fHU5E36Ly51tjm2njuAJ4LfiAW2/AKQpuG5Wpozi4r0bVDGdFK+AM4J6Dl7Bc9eTHZiUsYBdxYTaKPPtqVJWzwZVrV7E3IImXGV8yQ9HmjwrEzkpVUFfHZ7GStifcNOONwwqV00Trai+agR3Pu2YYGvth6cpZHQg2iYSU5Kw4BLNNSDviVR+lO9iMNw4LRE4M+bwNaytOuFBzVzB2Vt+BzaMRUo1GKTSPC9Ab+y1OfAvO+tLbacwocYlh+XiLvPT2op3EluLmrjn2mEpcL8woVxyWhTfcFbuasEa7IqFeLcGDWk+RVEIEtZ5qqjsjEnoE5mIioT6Axl1W8XQdgYvIjjoiyiirGzpSRiXrMgJVGleyYh1QpXEla+0BVRpXskogUKUhyxsCRRp6v7dLqOQBD9slVPJKCdslVPoaD0ANleyeQedZR1QZJbwPLpsY6kChhfFaMhb0NCui0xiVpOuAbLoJ6ciB5lxIxg00F/hk3EBrkc9GDbSW+PzPQGuZTqQMNFbozMVAY5W+uQ801viLu95aEq7EA60Zf9kcaM35e9dAa0HexOKywSgbXL7PpCRvS4CKniX9kBAQ8/ohIS8PR5UNLl+YU3tONRrL+pUZuZFLpMW65opll8sWM/I5+yicWI4D9Y9K+WNO7Gs0NLtZrkuE1mbhhVKATj+rjInlJtcLIubLJL6rLy/EYnJ9INRbH6gPFNy/BPbtHlkxJYpwg5UxT1wZ4Aoa10rW3uBXrBW97E+JSKWSr/zQTDW1Hg+qpZ00RMHygFdT6++gvrpaIQdZDyQiAZm8GtXiMqjLSS2Mg6xnWiIEGBC5Yg3qcn1GeRCrTcNtLPtKUyvUkK42k2AgKz1VK9Kgngax9AoyHjn0B7KCm1qIBnWY1r8AOlwkNMnKWqjPJ61hrYlVW5DQ9yQBX5bZCiaTS8AUhggXC6mgcQkcaAdSPY9UcdYaJ8SU9CIkhbVhyiQ2BxqLotYekfL1FAxoZcCbWq+D9FUgLMLvZa6CiBIkTr+JGkKWgkBKRIiNGi8GAXQ5qVVQUJezWo0DWS9qNQ5kvWrAqk25eQpXtSL3PanVNvnHDa14CuG00jsncVfIQh3ACUE0R/obQ/lxQ9mdZeqD+pvlpDFkvsjcc5D5KidhIfNNTpci5hWeoKdtFDKv5zch8y7zkUHmg8xHBpmPKo8YZF3m9YKsy7xekPWi5uYg61XNzUHWm5pGg8jhJjWNBlk3NeMFWXc14wVZV+mCIONRTIBBxtUsDWRcpQuCjKvipZDxKmZYIONNTFMgxgW6IDw2CnRBeFhPLlLMQMaDml2ArEeVlQWyntR8AGRd5h6BrMvcI5D1qiYKIOtNvRdD5KSTeqeHrJt6s4Wsu8qBcWZ9XOrgkxbAptTB2d/ZT7//44tHAYT0Uf7gcAZ5cWL6pf/0v//PFz/93//Xf/4//+8vXnhDdBGqrotw/d131ycAQSfVETr6BIhEwodUw8lszgUScIUDACE8o3f6BJJcHIJljCSH7G5jjVG47jnVjtIYx9gRxhqjUN1z8jKlMYpCoIy1xWC65zS+Slsc5cdYWwyie9DFqBLnNNgWEzzqYFsUlntwvria6MGFaEzssEEPMyZ2+GDoMCZ2+GBQtNLdEhc2s3wkygLgPazttGh7Q5cBtB1h2z6xWpBHncUz68g780ylch07dDxDROTxgwUmPQktL5OfeaDNTT1zEfncz3Rs259L61h/0iCKvJR35hsr+tIo0FjhHumVxqyl3lzyELjYMTd7KQFY1IDPDcbPlqtLIzjfmMlLY/Zw0hurCR8rGgLeY0wMNDle7VnLyMcW/FtpYeerLC+LSreV9FXRkIGK8EBFGg8eOtMYjd5JetYc8gD8WwM7UZO6JmJkm9IDxezpY5PtDBkltiSjuyBYLGpv95g9ZmxSoyEf2tg5kkNEos+b+pEiIafNCo9SYs+avU0jsSdN6x00E3LQNDw+JPqcqZ8lErLhGR7HE73hmX6hSTQINfemkYbC9U6smXY1/a6QEVcz/NSS6QPmyi0KmcSMnC8dP15m9njpvb0/s8fL7g03I97m+LUj0962lpwAFhmZY1lJ3+S+KAFmGs/elEnrNQD9LCYmtALQbRdtL6ftA59mSkd7tEOXKCbMAiCjkETby+OSWWsB7ylNtnw0DhByFf6q577cdUANuzFpQ99QIYD7axsLcLW/s2JgDCD/qa1FVpbKZ1uOu5XgPJV31TkhKVl5VKkU6ZY4AeZDVmEfErQJKuxDlX2PmItjbHWcz34WvOONXyJZdf42MYnh5cdV2h8tdfyxCdnPpMaSJrhjlJ2/Rb61IDt/oz3XYQdomUmw76VW4LAPNfbBcK4psvXt/FuFwR0/0ydA1sikev9cxgBI/vuWhgHo/13S54l3yaa6/1y1AG2syu5/pmOAaogDi9Im/j2xyKFlLm6w/Y6yKVjAac5AXsQ+6id8pI1+ykh4x41/aIyy95sTjzy+pV4AOn/oOb/x/hhk5zf+vd9157dMvDKtDDb/2mi6j7Ogm4lwoaapCTknbLD5TLUpZAB9OH50MBpRQ5wcnN445ZTBXOsAbEs/NRuPy9FjwgyWg8Wzbjhz2mGT7q9O+itxuKDhOcRWDWF1Us9feXBOlRd+IBO3eE7BICBO7Q4E+zRSiGniHy31LNlc7wBzw+6Vgkfp6DcKHqVjA3t0IM+5xBXfaMgOcT+faxpsv6lv6hSgI60flWMg3tE3pQewuQrEXLHPmBaIuaKvlnpCbq4rgDaW9TgTabKdXupyLh2w/VC/qQeArRI83T5n/0fHdiBHQCN6iOT+nOwfG6ZGDFMUddegjtP7qOvpPQj9493sHg/48YFLcqJ3T/0dcS4XgDl/9x1xLg8AQkkivmwy7bquvxzMpQG2cSwrpUf8bVTfNHLUUCCIeFXmHXZ2swLGOmtQkElQBeipJz5pk52JJ/7qqfNfv72/ubs/mD8Yu7/5/rcrX1NFAMeypmIWi7OmHzcEAfBi60muhzOh2lpvzYVya721INRb661FoeBaby3xFdd6Y5kvudYbK3zNtd5YpYuu9bYaXXQtt1Unuuhab8v4omu9MeeLrvXGAl90rTcW+aJrvbHEF13rjWUNWWuILEGRbC9vvbWKp6jpR+D8V5t2/rMtBQXq0IFIhzbTbCN3BAE59bT+nL9aCsippwOVCxeSRmOObbGtDeEF0PaE22YP98uivb6hv0AhMyHbVQNPOqfGANrOqG2fWNd9yudBtlnXtYjbZusBLOC2g4YDhGxHDWcH2abxixNum/XLhptm3bLiplmvLLjpJkHTnJNnYLBYzmkzYKZxjzTWI3GHNNYhcX802h9x00mBAzmn1kDgbZxTasDOhbhl0hWJhUd6Ir7ufFIAIpBl0g9xD3fSDfFg6kFBckCW2Yde3FWcdEJ823LWCXEv9CKBFCDTVXpTh0yz0ArcxQP7xot7YmCxi7grstAn/EowF29gHr0h01F6KIZMk86I3xvnkg2YadxlArsn4o4e2BJywmXYDA/u6FErIV8m2I2Gvrh5elKpsx83BBi499PTTBFARReDlpRaoeUT68MDMleJqFUOAI1dzMKTYFLpl2PRCtLDjxuiC9/dvDkMBcDM+Dgmr+9uH+7v3nz9zfVvX/3u5u7+8Z+8vrl//f7m4evDF1x/fffd13dvr+8/qit+SGsefnL7cRw/fLM9/s/99bdzQuubbz9oEsw6+vgnYco/vjz0/qmHHymwj+Tcn7r/+u7tob2ru/vrLw7/ui8BgdZ8T52RS5PwNCvPejKiChtZtDNk1fbEP+2VzzzxsZ5MvKe0x8SnQNQnQ2MXhXdyfeoTM1PpL+KinuouM5XpMvDYc9EiIAz0eWJCqflF5imdzlP2XeapEaXbiEfliaghhgyaAPeQpz4zwbRdZObPYmneZRPNdK1m7ThojjxMRp+khNcbQ0ssE5OeLzHp+Sws57bLpAuaDvo0VbygGJqmRkxTuMg05dNpKmGPaZpBE9EDbsc3Sejh2KQXgj4XmfQ5m9nWpE8XmfN2Nue7xOMS4UplaNwSDbjT55yInxfxy4MXnsxRnXaZo0L6Ze9MS0Ei0+AMNbisFllcc4a3rQm/yH5ZzgJx3SUQV15TR56j6nDFLzRHROC8yEH24IKnc7RL4JzhOcGqvV4yiAJs2uBmWYnAeZl7Zj2LnG2Xe2YteIUvtLorXoEL2Ws83Fme9sYe7z5ltBatGQ+e1rtO3I8vk8GqZ6G/xT1WbAt49S6ywuag1c2Ru0iWtp1dMlvZZeQSXmcKjVzmAfv6Ai/4NF3mFaXFs1eUXQ6zja12994lszW+0EGdpDAR58/Ze+JzTtIenhMgAkaHk7GBBRJ7Z58JLHL46QU6bj/kBp540ZcvK4iWEYskfhqUFWmxPJvd23cPr24frl7f/fDNze2rh7v79eft87rapcU5X00bwsPztfVo7P2jdLLNpI9fcu93h9UMq0sfTLz8P87FpZc8ei4o/SgdHT9KR6fwixf+ZUTkoduAPPS6tjMiDf32/vARJx8USH3oj9LZP5OE3v7Ru7fX198utRgJPWlQafxnQs9bAAzBeoWtB8F6ga1HwXqCrSfBeoatZ8F6gK0XwXqErdcz64SgYeYZzYWPcfhjZsUM795/c4j+H/7pwkPhE7jrKn2ZtqSb0W7iS91cGfO6MeQ9HjL+a/DFb4Ln4o5rgufii98Ez8Ud1xTPxa1X3jrhSbyj4l2flTqgxifcOO+7+JQ6v8XiY+68n+KO5Lyb4n7kSYhoRd1DnPdaPJzNyiF6W0jd2EFc2VdtkmO8C/6KO2zgHZbYtQPvscTxKfAuSxyfAu+zxLE18E5LHFsDv7cSB/rAeylzGeH3VuIiFRTv9WXvBSD+oenXwmWN3Ek4GyyLPHpf4Jnub9rQeEYQMTPay0/pyuVkwHK+8rSiAlCGAhQJI4ddjqMfQYGXZ8KKz5d1jadPP3UPkFzMPEr7uT/0FP2b9ngBOK0/AbSbkGVZcauOW23UYrfBxZ4mZg3YX2Sxpz0e5hOFDayjw8qgq+slRjWdglLSHg85CQ/4eLxPETaKy9omit4wjc5/phG8zz3/5WT+8x64sUQ8Ih/TR8/8nc8TPSpVLzm6ehq+s8AOcKrcvqk6hNikEDmDo8JUrFzEpfIphGyXepVMwBn9L+JRuxRkUXU0o0f6UzLrTcUdZO0TIb5cZDmeopyK7TFP8NkZ34szE01H76SZAjxOg60VOMoaHrpndS3biLrpImvtNCaUPaCIxeHBwy9UFGf3XHxGm38G/HiRA1Gx06naY5eiqm7mOt3aqGYajPvco3qKVSx7ZGQKHGyJ9FmpGgh7OaNYiNrEz6nJZ52KPdZzxeN2hUee4zFvg05SXU8eLxsMerJ72WDUexi2NUtq0vu7iAStWe7vBKyO85eWnlDJU0fPlUqWTFd9oBd5mWZVIxj60+rSMOT/VujPs2SzhQ8n5iV01XQKbFzNkP+M1P4E0LjsuLO6lnXjrhr3beNNtR22bWfVdty2HVTbadP2pJrOm6blXpdN0/Jg103T8hppm6bltW3TtlvKXmkT/xg7E9HYBFT6wEu48dUANgV5T0D0wqYob76IyMOU5N4j+hRTlnsPmS/CM7x8ELSpCg/mA80pT5Z6czbxL3kDrRn/bjTQmvPvDAOtBTp9P9AYn/AdaCzRGcaBxjKfYRxorfD5rIHWKp/nGWit8RdmvbUFtDS8BRskcuk6nisC24rrN/6AmNfv/4jesOvZgIT0Xj8xQKUmWa4Jg8wXuSgMMl9ZoN5yOY83uboM6aYAjz4i8iDzxiP90tnR+/kym7WdJSj2eHq14Dzw75Lf/ZiHOf3wtsuHBxYIuLzsQ5QLE6F1meTKRMh8ZoGLK6NQBkoc+eoUC1WucYSGpfFQyMt6xekDv8U9Xl0tksWda7WdC+h1uPxSqb6MrhaTQtWXLLRxZVAijQS97KI622N2gVxbTGr1KjQ5Wa28hawXEoC6MvVVLbGFOtnUEluoOniigZ0XXbYxni3bPdBOlowG7l70u89g3Jb3+W5Xi56h1RTUgm3IeiThssvumpJYmQ31MYuV2ZDxwkF7V76/iiXYUBebWDwOkQ1MLDL4oj6bz24zeY/aC8vGIoUv+9nT84To7GI1P7SUgljNDxmPHAx52U9zEqv0oS5mmXBAuNHlwmKo/8IreBfWe8uVw1SvrINGESqs3dpoxPKKGVN5EiDCF9dZH5SrJUPGP1NiudzKPK3msl14361ElTECmsWksl1A1jOJHl9ZyIXGGl906s/Yxa2mXaa+qoQb0OQ0lSwEYmyaaNT9RefsTKbhsMr2mLNqKtEINKqukqRA1oMGS1/22hpJ5PyKmUSj2y+7kPZZNpkEu68MlkwVA62PqtLcQNab/vaffzw92vb5Y5/IYx//6uXfnLPHfkQuzvliz/7Ofvr9H3/14pFGNnykkY32ixfeEBZZm/6HRlahkUXFHD9xH3VpY1FroWONlrErHWOR7lrHWCKNpY4tVk7Teh1jVYysN2QVQOkv8YZgMGm4vkAwbhNcYKBYN7TCQDHuaImBYjygNQaK8QgWGSi2E1hloNjOYJmBYruAdQaK7YoWGijGG1poIBh3oIpBDixO4Zd9oe6FwVS6408xdbGWIff5W0G0GlB+twA/RNArZbHXCLlqwj8iLzeyQdkKQ/316dUQP74xZh32VQKnaPDMtxFqdn7mg1CwIE/RHNO4NWITvMyCk4gIYBoWGF6BacjyWgoyn/r0LJSvR5IxoICIQOxFfE4lZ46LIwI4gcCgpTuB4uGyf8dJbm3il3E07rEf8EQBSIeHjqi4uYurLMJpQMc/INGFS/LCjcrzqx4SY5Ffe5WVW3Uye8ErG/fICvhJUhy9ikuZIiy1wXN7gvf3CvtNUhzfgrq6cBSYOTzhivzCwHE3ZX3IBBdJhS/u05eYJNygHjdwCk3DT0xZ2uibuqKzgqdfuVZD7blM/Y8MXiAfnQD/zJGg0Fln0Dm+px3MfHv9gd/m/v2Hv7t6++bV7e0HYx+H7eu39zd394cuHP7pm+vvlocRv+jjBAg5iy8Ty5yICh+BywyMVXwH2eJz3LzgRnR4yyRQGMgDUvA7eoW/wLXnoeUOBp70wPegTNzyF3g0kva+tcU+iNIk6IMBQ7nxtV2l5znfYP9DeRXkoaiT9hS4bAx2OYNjcnWeiUEfDXz7zPAHRO19dLmDiedu0EdD4esxlJqgSpmxFeqD7bNqJZLci+wNuc/Yt/VcnfjX6knKoKf+AK2fTCGGvKR+jKQaOmNNIoVa6Rp0YLYRtjxzdYCUW/BVkyc7o3iCNMKhhxX1ImNf9bJnYfk0FBCRhvj0iE8J6kzPKfY2ABjKx0h+7eK8zPn1sCrEwLHq9UEkyvgobj0w1ygzpvIphSusgoZecesor54Gom6E0QHgX022reSo5K3BADiYvM3N6fCwSihkGVnUK5eEdQQgw+SDkgHQMPlIaaYcumeMc/RSqmTFwNlsPzvq+5efcN/1l0fgt//ihedf5i8DBP62/wF/K+DvLahp5WF4MNKUtx1QoClvOqI4U950QmGmvOmMokx500WmoELkkRWCqwm2rnD14VLmJnD14cLRJjBp4qLXs2NFlwErbYjTmwRpKxvi9Ou7fdQRXFdKWXRSKYegScgqBQ1kvagYJ6icTOW3gaw3kZgGMe6TyPoCGTeRTQMy7iKlDGQ8QBEhbwQECWSe1HjgScYnKeFAoMAldiuBARffTrwOAHvymvrC+sQ0lRwD+RiJJdc7Gl/BZHrTq0iByen+xh/7SPL/LiLmoZ6Kpu5B0hAiBVMYFbMMOJKlwaJoBJYdV1oLFKBlVFJ0hmXfXm8X0X4NpwQTu/AlU4y48S/iVrsw4EYK/TMqRhypirxR1eyIV+4E2N0IblxcqJVhyr2IyO0ZNW7cI4ZHhmLkEp95RqW6CwFwZEBTPrrI4fcfYo1XDokF2WTgU2lwUBgK34to5p7pLe7CB8kw9tZLfOYZRW/ag7QnMWCzOrp0Zrffh1ev/x7UG9+qpoiwVfw4mSjY2ehumvIzKJQnhnHuIlvCPo5Z9VvkohxvarrB5XeCgYvzskHTDQKPyQsFGh3F4OOnQ4rBOeg9X1QMzlE2iBR+JFaP2P776xGfXeJaWpEjzgBEroq6p3mbo+VK1VTNAIeSKgabAYoW0XTZBtBE1fT2o3NRTQNYGVXmuIT9CiMR9VqFl9ZR7oaS5H0F4G4oWbaOFHfoD9JGlY6w1gHN4NKEbGbYoZwEThHqjRmfUdIbcz6hFHaoQ0Hv9Xpbkb4u620l+n4V9qheQe8semNFD9WQymnVz/lILU6TQxAgodr0GwCgoNrsOQXrmv6MBlxKW5CxSEjfo4xFQqyn/95Kfvk0EWbTHhfullUEFjKmRQVgIcYr+dC4+GzdGvmymHYsgpE1UCajHxMvuVbb+VrdRXRyIiF3a4i7KegYOAUCN8X/3sJ405nYlO2iujSl55QbnDL5Spm26oCeQcVuquSr50on2zNKwSkoXFyGx4x9or3s2j8ThbRd9LLN2Sfbi362nbm87+LyFp5RENHiM6oNWuLeg9NWudP+WnBGEn2sdLE+o6yiNQoDu7ZD+yRjYIXjlBv76n1ZXz3T8PZdQpQ7+wp+0c/2sxAVdglRHmTEs3L48yhikqEalKTCqSHrmX3SX/HmQj7ir5ipu4i16cBqZMzCpKfOzkWClhow+uX/sm67S2wKsIZHFSQ8YA0PxThKv6DYRjU8FNuohodiG9Xw2LL93OXT/rl82vKxftrzY/30l/WX/iUmn+V/sQrq6+++uz7J8TtZQL0SE+cF1XBNNPC0FGaVS59mfvEztoqkkcZ8rDGK4tDbWGNU3YbnscYS1VgYaywL8jJyYwptqdxYFZRV5MaawD8qN2aCIInemPFconpjzqtM6I0FmhdUbyvSIgR6W4km+dTbyjzLvd5Y4Qk79cYqT66uN9Z48k19m2bChw86GaVf5qMHECZ8+GBgdCZ8hMH44Uz8CIMBZJbJeHN3+/3Vb18dTpvfdh91cqe814nHobRYhRx30zILK2XOQA24AJM5TgRQVD3LhKBjbr2S6gkfc4fHfJbvQDs59TqJ1zYeD/DxuXTJvKgLI0gsLsfoEwUhNNo9PfVmAXdPz/gsFLqTsddJ4u024J2UlATd5amTpMaOzNfC2oy0w1rrzAJRjOwTPAuRlgeFrEb602vv0yUSZcv6UskDHN3KUqEd9jNlyFD57ae7d6QKcNFO9ohH0sTKkyKdTKbzbQsTlzT+80lembPqUnASSm8OIssnEqmqUrCLvQMsXjV6hZ9fU9G5upVVUge45pRFwntqZwbyxBJWADOQcU0R3KaTn907H2ddelOZshxlQnFhQeIyW/j2MKurxEa/dy7OMMIHP5TMCiixDvbCUm46XZywPMokU4ULy6OwJ1frxY/ipHwQMpkF5xvHrySFPbZ2DzhFEsCUz5Al6xqR0pIspKgSNAOsj1rveFPYfbB7C6nwPmh4wqQq51XXz49VObDqd2Bcecvxs0Nl3dR7l6UK74WOHzAruxl2EzBSGaKeVKvKcdX123Zl3dR7eZIGu6njd5rG7ojd3GuDd8SAn36bcmAN+om1SSdW+cja2Ftl6J0vG3yrDPgJWCjzC/jxVZLKCrpXNqF4OJRFPh4HSwVh+yvIDCn3cxwiF8oPhSriY3PQEEmvKSEtt4B8UKRfCzf1sdDHqrg4DXGj4g21HgjrhdW/DbHDvKWJYX16YXSlzlJxXcPXpWlSd76xLnuCQ0Y/qa4AqhSXnYih0Vx2kmOQRfodd2VkpEeWo01Fbov24uOBDfFi499AC2GdlmX32osRpj2GJj1GCNoVn9pDHMGNftleQSVqUpRZDzaugRiC7AmuoRiiHDSEcqlPzQWuYApFDPhWxRTqxYZ7sVfauhPWGx0jvBcjgiYc3fQYIWlZNHyZBB/QCpdcOwQaRLFZ3cRMRpVdNmgYiCIHpaBw71Vi8guNPFmZCnovttz1M/71NOFRYYZCQq1nwrp0Bbagx4g4ogAv+XAMI9zI2wszRho9s1J2oLmsyzEi5t0olJdHRoJNmMkxiAEyWXcqeJ+ecK9LtE83wrjR4W3qhTcNslT0CJEEfyXyiEnaiasef1JiQVMrlUISyFDPViaB4IlIVqbKArVWhkW6Cus5z0w7L5FLzDQGmEiDzvBOYGTo5iklxNPVQJpSornHFyQOcrrqpgyz5KcDyc4ssc7qDqDkp/WEZVYp3KBJLxOJK1wpdqTfe3G3LSxMkcg5zGBRWEjoZhzKgAKrEhAkxNTATUKglycyoIVkKVtbiop76qeEomy/epah8mlo4kxSjYSRrlQjsxttN9dfWQg/8epBQ6OIi0iV8IwD54MqIRoHsoO1yFLD0GqsLBB2ZTm2AQERISQIRO9MVqEpOSvTX1tw9FVXAMsa68dMmrDRUGTi4jDDUmHxzLoXhyb56UBGoUkH5IEXwcbXnxuRwsDJ1633VOoS+7r+JuES4MpkxIALeCviRcKnwAK8V6YhsofwXsLOaSwV8QTqNJTKJ8K4hFvWb84uQa1cf/1wAWnl+FOE28TC51d4YKQqAzmn5iZVGch4BhfYtgk4g+MYK0/daaA9GX/68xmcCow6vVdQp/FTBHzKTfJTHcngJvgpDmRwiabb9TcIx9FV3nuDcKcrEVbsSMUHchLRJcRUkHOkLgCmCNSoO+u7oZe3cxo1RcCjnQZNBSeMK1fboKcAXQJVBT3H6cHYypMVAjSXi02QiQhBNh8Q8/zTz1qdxqL5xIg9hye53zOt5189TeTXb+9v7u4PLRzs3d98/9uVmc1yQcu0PMVFr5CxZYtVoCSeZI6+JnASy63FSSAl1lszgZVYb80FWmK9tSDwEuutRYGYWG8tCczEemtZoCbWWys8NbHeWOWpifXGGk9NLDeWJpqaWG/LaGpivS2nqYn1tgJPTaw3FnlqYr2xxFMT641lnppYb6zw1MR6Y5WnJtYbazw1sdxYnnhqYr0x46mJ9cbkK8cEnNmzfuMwxHwkrgRPN4KrpSvBRz2fg5lvrx/FTB7u33/4u6u3b17d3n4wdn5peHP93fKdISf5iI/c4rJ+JTHEfBmoT1cuz7kOVPgLaabcZN5p5JpaFAqEgJs3uQwcMq+UUjtuPsiV2pB5AXz6dGmEzCsVlgU3Lzj208YGmS9ycTBkXqBz94ybF7zWcbeqk1w8C5kXvNZxt6qC1zoeFKrgtY57bY1yRSpkPsk1j5B5pT4LDwoCfO1YugiZF7zWcK+tgtca7lZtkqsGIfNKqTTuVs3lyj7IvOC1uFc1xWnxmNAEp8V9tmW1eg2yLrgs7rECbO0Kd1iFIAz21yDRg+HWTS09gqwreyxuPYgFNJDxKOrWQ8aTqLgOGecdlRjzIlaKQMZ5NyX8qIkFFohx45204MZNFAyHjPMuWnHjQVUjh6xHtUoBsi4oqeNOalktJYCsC/UbuCeZAALHg4CAUMOvBkFg+8KP7sFNxWVD1gXUNx4IXICO4r7qvK/il+0goNLwPEdwYUPFfdWLCtmFrPO+iuevggtoUtybAu+reOYwCJxeeOIwCKg0PKkaFFAa7qsKJg331SCcfXFfFbBneCo+CEC0gHtT4H0Vf2MJkszg8otRRPQoJ/UVc/HNNURT7dmyPZdfBJe1IRU2rieDADI6xChTbIfl/n72w212awDKGjiM15PhJL7BhxnG6+NDNMCp/fgVr+9uH+7v3nz9zfVvX/3u5u7+8Z+8vrl//f7m4etDm9df33339d3b6/tXH39vH39y+/HLP/TSHv/n/vrbL/76q0/duvn20dOnWUcf/ySG+OPLQ++fevjuwy9uDk73MVnw1P3Xd28P7V3d3V9/cfjXS59K8/o9BcyViVfQqPI8zdUNt+fJLjFPsZzMU0i7zNMMw7ZNy4141Ayots1mDRkMAjRYn/pITP3T2erSLhpS2WXqE01xWzouSsHdji/C+jwxodTTReYpns5T9l3mqUIelXGPapDBABvMk4Bwl6c+05yKbp11OwPGASvJL7KSzoJ93iXYZ6U2QJ8nJpRau8TAZj8b2LbLwELn0qcBhTwqIwat4AaLUKihTz3P6px6LtqYlZQvspLOgn3ZJdiXSShxkeepQKc/i/AyK0wwtXCRmWpnM5V2makAjZ3hYxeFeiN96hMzU9MlZqqcReeyS3QubIH2VesEoyIUaumzBJ39Kr7GmEhaLjLp6XTS6y6BdAb03CQzRkauGl8yJ097ZcLoRfJE5SyK1rzLNAU6T9TxzRr5UkN9krBDH77CMhORLzHp9Swg110C8gzrukXxCw1cpWs+9UknAuhF7ooHNzyZo7ZL/JxBbkFWk45fNr5SVp6hRsTOi+SF6lnobLuEzoYcQPGj+wzou8W0C5lLdMGyPuVE5LxIyradBc62S+BsrLpp7yDbKl/mrU8RETftIptbOw2ccQo7zFGckIOnwamgOCF3dAu4PecL7tVpj3NWzs1pv8hBtrWzaS+7TDvLG9rLeMVJICrQJwlJNlrGVxjxNmOXuGQ+evbJpJvtMunI9dwaPnKNp4yQp90mnjJCb8yIc/N0kTVRztbEHo8s0Vi9gd7rVDTkkOfwJTMa8Sjjl8jPPnri6TzsEpAt8SQl+vJGQqgnfJqIEOr5ItN0+uARfdplmtinoh4IIZpAFiNPuhMwIW8XmaSzmOa7xDRHzqAOp6GjIyChYLi9wNP26NNOhNBwiRzQoyeeTnvdZdpZhFAPwxc983RH+iQhKcYQ8RVWiUlPF5n0fTy7qRDl5UnWKHmX7xYAqVBcqIjoMEPlL9MTGnp7xhWO3sUImBetB9V6XB73OJvz23cPr24frl7f/fDNze2rh7v7dRj3OUXW0pKdr7F3N9/fvnrz+KdHPP3BP79YXHGPxt7fPnxYkMel+bgMGdTrYY0vfm9SOYgTMvdZ9Yq0DYuPSkXGR+t5eSyqOhYZ6W1TV2r68ceXH8P34bffvHl//fb+5vbxn795dfjd4c++en335u7+N49/9fJvvvr1h/96+dXND9//5vFHv16K9y9/+pf/+PMf//k///1fX/zVf/3THyz++U9/+unf/ljKL16EL8uLv/27g/nfHZbqh86UMFlLKdX4gTbvaQV+yAV87s6hyzevPyzE7cV9tm/NzD5a3fj52/vDV5x8UZjZcMDGyhx8NhIeB/3DJN5cv5t71CfFIuaNNM/o2T9txMvfsUI8SLVmg61RAMdUB1ujXptTGmyNIj9OPtgaheaObbA1ClMT82BrFPtxDIOtUaUrcRpsjcrqXc1p/7XmqGgSRqOJUeEkjIYT4wDTo/HEOPjKaEChMmRXPhpRjONTHw0pxiGeR2OKUUHFRoMKlei6stGo4lRUGQ0qTgWV4RMKFVNGQwqVqhp1OWcCymg4cSacjIZKKplkw5PGxBIbXpAUMGPY2aiU+WggCdSj42iUDEwg8dEtIDCBxEf3t0DlvEcjSWAiSRgNJYEJJWE0lgQmlsThKyoTS+JoLKFEo+JoLKFEo9JoLKFEo9JoLKFEo9JoLKFEo9JoLKFEo/JoLImsPPpVTh1htChQyOYAi0/MKEI2NP8+JcsA+YUoqS8ch95oNYQZH8fmVxj+FY2eyakzkzPeDdDcceUvm4PVGj+lAoFvToo88lUqGzO3/saVgtRgVpdKiviwJXzYEj23sTe3mTYXeuYkd0ymTyruj8nxQW7SZ0zqUsmwxPmnFDHwFTOCB3BuY+3M7YzgATXX0+HMkjvGJC+VjPtjzPggJ+kzorxU8G00BvwrCj233pvbSpuznjnJHUOTl0oh/HGCB3lBigj5jKoulQLrml+tiIgtfkVg5zb0Tp2FPsSG3DMnuWMI+lLB/THgx9qiiYrJx9qCb6MBP9YW+lgbesfaSh9rvXesrfix1vFjbZWOta4fa6u0j7p8rK34Nur4sbbSx1rvHWsrfaz13rF2Vmi9+c34KbNKQn6uH5artI+6fKxt+DZq+LG20cda6x1rG32std6xtknuaPqxtuH+aPixtkn7qMnH2oZvo4Yfaxt9rLXesbbRx1rrHWub5I76qdYmwh/xY61N0rlWPtbahJ9rC/EV9Lm2dw61iT7Xpq457Vw7sFaIeyYxyNK51vWlgp9rjfgK9lzbO9Wascda61pTnHFgnRjsjPjByEzZROW9xwzeQhPxDeyJthtOjD3Qlq41+DxbiQ9WjrMDu5kp26fJh1lzePc0IpY4e5q13kXFnD3Ndg885oojDhxmzWFXNGLbcWX3tKwvFXjzNOKE4uxptnvvMWdPs9a65hR3HLjMWoD90YnDbFD2T9dPKAHfPwPxFexh1runz8AeZrvJGZvBkra+ORPfnJWZKwMLUDnMun7vCfBh1hsxbOxhtpujtcieZkP3OBul4+zAeTbC/hiIA21U9tGgn2gjvI0G4kgb2SNt6J5CI3um7b78WIQPtYE41UblVDvw9GgzLNDGZ0TimJmUevKoH5YTe6ztvidbYo+1sXtKnkGBtsaYOGWmqIzxwGE5wftoJI6ZSdlHo35YTuyxtotSscQea2P3WJtgd0zEKTMr7jgAk7Ks7KNJP9ZmeBtNxLE2s8fa1D3WZvZY24XSWYbdMRHH2qy44wBM0rJyrE36sTbDx9pEHGsze6ztImqtsMfa3D3WSlCgPHCsxbFAmTjWFp59ZQXb7Yvmed3LTBxnNazQUwvCQi9ZANh/bG1CRkuDwsfFBpDPqSygf8UXGitd8OQI03L9MI0SejKHLJkqPXU+xYJJ8NtKoxOe/Bf6msAWMyzPYI3SqEx9R+qNilKqMsGeVLME/25qYKg8kdGxNehzJJzR044uBIba2HqR5WXV+DKWAq/9RqsfPhlfjjpNq2ZJcmBoNFzh6dAJDQ5durIyg4KfpgAv7Kb5aZTjTlMcNeLfozlqUOOOBkB6uhXygcEJ/FHy9WXlE++7tu67PtF7bDLUlZyHFaUJNy5tvLGpUcenxBYqrcygcBSOFXUk12BGsaqBwSfJc2MRPdenJoxfgcfPJulzshoYzNjSrOVlZXyJWoKdzWiJtZg6UcdogGCMeF+1qrQgBwajy9JWZlDzXJc916rgSY57kuKoBpt3zVFNjTtO77yhdXzApVNznNQ444Gt61tepc4XrTXYd12D+hbZd50ulgkV/5rCFiGuDLngpyHjjqSVmGY57iwQfG9/D5wM9KDVmqq5TQ9OB4ZOEs+DVEUT1Fymh8hWcS6v0kCXsQU4+egSwOlYr6kEhkCXzwTHv4YuOV0Zcq2oTU3WeRQc1+FknUfNceVcqkcXAtGEf49WnqomHz1Gtqp3eVlFVrPjWMO7HNAiX5AK5zI90n7qGTeuVanKmU3HAVDHVpZnMCmOCifrPEmO6nLy0TXCJFezg56CMH4BHz8pd+Vy8hEHSx0bWVlWmQ4MveRj4n0XTz7SWKhjsTdkXNp4TU8+ZrqcfHkGJSzUsYhc8dwsea7J2cEseK7h2cEcBfN48lZjVDI5+UgwKlkv+chzKBmefMysvN/R+HLU0RiVTM8P0vipI5cAMjjFWPKA5Rksmp/qyceikUXI6buieC6e7CzCc6/hyc4i3X9NzhaWwtIlrCwr2nd7OVOeVAlPPVYpnaxnHitN5YInHivLErE8eRq9kpxHE6FUcgSSkFSwx1bhmRfPcVbtrUgNB7WSjBgrC4qGO/YSpTxGCs83Nu2cLEcDnokJzza2QBKBLE9e4zdQPFUmcS7pib/GOye+VzfFN+VzTWN32K5LSYXsYlQJOCaqk5QIE7uRwlEg0OioiJtW9lY5sRgmkuZlZagVL1Wv8kEASsEX+SDBpOSzRpj4J9yMfwu7rXbO2EHCP6lPFgFHP3UeLAKNfYKvBUGiYzL5IBBoaJRN+LckksVnZbSVu6ieKQgSLsrU3H8QUFEGp/6DAIrCsxBhhonCIkEvUxZcOQSbeskIPH8TnEMMOPrJOheY4MoV1eQkQXAWU2EZHxKWqGllSCTvlB8UggCGwhPwQcJCmQqoCAISymA8RQjsyRh/XgtByRe7mo8MIZCEV8uLdYZ1wuJj7/0y0Ignd3x8JUYn+ZEihEJyca0MsIKY8CT7D7+bOpxkC1E5Cusoh7CAf9r8moh/jZPMY8szLIGaXH2hDJH22A4UKdAsTjgSKUTJY2VIQKCRT17xb2Hp1lbWirKbBjUVFgTUU4DTekECPengxJB4cCKOTQySIlyQU32JdeMeRDrgeKbQyxzSAnA4YDlIanBBT/DRcKeA5ypxHqjQyx5mwT3xJJiEbApyclLCNek1E0HANQU8G4rrw4VeHi6zwOFehVTItHviaT2J6CnIaU6c5yn2Mm80sVPEk4NFYknUE52FP+zitYdBgjPppZRBYIOKeNKwSOyKcga0JJIicnm1FtZ/8YLkMMMnYZGmV48cinJrjXKiszSSu3J5fGm2p4gnByWyp6gnOiXpuCjn3argrngSUQIy6QwMQQAyRTyLSOvJ4QwhobJu3CMzCRLZU5JzkpWlR112YxrGlPAsYjOSinSli4p3Jj0ZKQnJJTmL2BR/1amUgkANhTMpBQHblPCcaCsk0evKipJcVc4iNhYh0SM8ixPtsXAWMdJoplRx25IbyxnKOAWS3daWh1txT51hMUoop6xmLaMAc8L5HOPE07Zlw61Xklp3ZYZZ9+yxoEZaVA4nQY3G31ozfGuNpjholjeiaEElGYa+RqYwXl4lc2Kn4/L47v397avX1+u8u+HQ0ZuH6x/ePf752/u7b98fuvy7g92rHw7//5vrq/DY+8XmMtWcjTZXmOaeov5Ac5VqLo0216jmfLC5OTfUdnNPl6GB5oxqLo8251RzYbS5QDU3jTYXmeaektwDzVFRJYxGFaeiShiNKk5FFR+NKk5FFR+NKv7/NXf1vHUlR/avEBNZ8FJzu/p7gUmcO9nEgUAI0gylIUyTAqWZZKHMGxuOFjDshRfYDRwY2GCC+U1j+T/se6SeeEXe233O6UvayQBDilV9u6uqu6urzqGiio1GFU9FFTcaVTwVVdxoVPFUVHGjUcVTUcWNRhVPRZXRoOKpoDIaUzwVU0ZDimdCyrDLMQFlNJx4JpyMhsrABBM3umiBiSVu1CADE0rcqLMFJpLYaCAJTCCx0SgZmEBio1tAYAKJje5vgQkkfjSSBCaS+NFQEphQ4kdjSWRiSRiNJZGJJWE0lkQmloTRWBKZWBJHY0lkYkkcjSWRiSVxNJZEJpbE0VgSmViSqFhycvOvdpJfnn93+ubq7GKfuDp/8fL0fPezZ19fnl9efbX/1ckvnn15/X8nz85+8/qr/R99uSj25MMf/vLTD7//23//8ehnf//dX+tPP/744U8/OO+eHAX3NBz98lc7Bd+fXr29HnL2k6sxxhL2Sbezi29Or7fo/SzcDmj3BWdfX17sPuXZv3/x9uz1xYvz/c8Oyef9+NcnaCZ2L7Xz52/fnJ5+cztFt39swB+vJAJvhfj9fF+v7tnpzdfcZe6grnwfuQA/W+o7H7BsUdRl6ED5zauhLkEHxnheDXX5+dguJaihbj0fu/cENdx1x1Q1VOqkqlqojElStVCJEq9qccw5ZJK1MCFA/xYmAsjr4pgAINuYY/xfdxjqgUZ3f+phRg9m1IOMHpqphxh9o1HIOIxgHaLhi1pE1qbhC2eZGwOHx8XJxE3BEE4wQ6wFGos3tbB4B5CujxWcVnzKcRp6qRd9DfgagpB7UJhoGu3QfMOpFNYNwyvuaThDs9ZgNcBvJ/eX4+boYHP0YQAl+lhpgJQmbZKptT2PBz61yvBxnLqCL0IZQLyWilcfEoA68FjCueFmQsf5Gtr04vusNPVRdOJA4BziVOmB5rtyqTXjcQB9WogJQQMODnJMCJlG6w6NYr4yAEut1KzWh4RxjgSKv8EWGumt17mGhWpcG1V0WoVpw8Hlr5F33qk1NTiPRsWXT/LQIjuo1Jl+nNUAFGkE8LIeDjTejaRGA6FjHcdwTjhyf4KNKfF8zg17V8g04EaVxJPAtoaKu6bHZ1NjnRNDYdJur3IgSEXHuBYCQaLBv209ENCcGq0dD+fQmGDTkRrQJzVQCe3n8KEl49gQ+Owop2DVr+g+9FZiIvP9NHAORWtDl/0/sw7ZOKdL7Bly9rC4h0OGLuwO2rpfSwwa8nGlwJ6KHygKvK/iJ16BGgN+iZCIMdTLS2FBl1qPHqXqSNOCD1UaKriRupPoMpyeeKTpMlwrMy61m+s5hgq7KZEEEHrKcdTqyu6grnVU1/gx1KxgFfCC4TtMhSEgiIyjm2jXbLzsuUnyzST7ppPazJ2cYHCTf0AQZSd1n+vPB26iIb9rw9fchKN8F8JChVPwhE85u63a1JwCidRGfUp0Dme1wZ8SnXM6HrTiVFIruunJCDerhAKBfhvpAUfTaFgrD+Zc1JGglSDgYK8lqiOcRKRhAzuBQKVBFNg4oabJ4HugM4kQ0oqIA+LMsVVIy7bKdYfbQscEWB/p6YoPGN/PGZ0ctoQLj0JxtzJD6SFY6xv+ZpmtqloxoTLAT6+YfmXLb5bHzTVom1MXVih2goFYnaefcFzFhXuhE0CZocDW8qysaHwI+viGC/k0wMAumD5T9BRbE1WE3gtlYevDkZk7obrJ48Kd0Dai1NrbQxCbN0yWqXtqoHC5EAY4xgXTD2w1xcqwE9+noyxrfjC+bhfYC+9xxmVXvsFIaf2YHoArvGH0ka2eWDYerdgpqCYfPVmlsDLqwLdzKWsa6XAMmyXNvYETXjuqGXiSZ6dwVQMrS1m3J4tuuE2aZIJnwdzxEqeWtSej+/2UpjL/UFzPLgW6lVD5ANZb8dt4StzD8so65u3Zo1umXmQiY8XUK/dOvjxFeaLbQZXGRvb66vC4nu3B+Itd9nwbqzI94QH4hhuGitNtNI/vOZFvkStisk76K/hNLnzPsLKm9cGIdF2Z+H5kpU+Y9lr8kiDRb/RobxsmXzz5KrlsqxLRhskXVrwWqpmlLIlvLFfsheaHxHMpdOETznzrSuUb4pV++Il8YlteTKnyyfR7bzX1zWtl/HzxxPJLi40BJX2+aMsISTE9OXIJBEiK/xQASf/c8Ei+B4+0BTiSD5oSLwAl00qCAI9MK4kCKDKtJAlQyLSSLAAg00qKAHtMK6kC2DGtxE0CxjGvxfHQxrwS4xGNeSWeBzLmlQQav5jXEWnYYl5HotGKeR2ZBynmlRQem5hXUnlIYn5fnHgkYl6J4wGIeSXG4w7zSjwPN8wrCTzKMK8k8uDCvBL6ycQ3Qbb4Gt5jT+BTFfypiwDVkhrAvdxp5nHEBo9XYvL1Qx4ES0LFNYGivDTHAzBCeLGQJ9CXNDQkHX2JgDQj4IvosgNrNST6ItZVroirA4BrEroM7o9GYPy4gUJNBZSHABzEW8CCF6sSV5CK+BJchwEfdauU8FZSEd6obAFvxBckKqaCb6MO7+oNahXfCi4OX7fXareIbgD0SYLEwf3R4SAH0Q8UAipIO0TNLQ5kwRcBtQ6dfNlPq7tNgzLSG1rwkp9j/EirYRrJJ9qE76D4gTbxB9oWlo9ptWEwiBGKxCKh6hBeiM9vlKvEFBPBu8/wL2DPsU0DKVKt1oqwKmN0SKgrsP/h59fs5MoqwTwyvFvi15zMnl1b20IOWg3SirSoo0NIBoLX8eABRKvqkS84Gd4oHb7JqDU8K3ArNIJY68ha4EpXh58MtKoc/W4joRXpcNU4XJFNCl4RVZmysqw0dFjrClzgXi/Dbxml6K3pkpHAha6G30frpFfRKNhH7HG1mVOjwYia3BcVLo0zPE1SlUK5gYxuhZM9noA4UnI9XgfIok+sTdAj9sjaTNFX5czqRzB94FOrZ4COeBy/lbciA4GIuuIZEBztnURuMVhAIuo/2BUcdUd6L/Eq6c4cmQjNGeA12RONQu+bGFr0Y+aGUESHl0UJSIbOzHq8Lcg59nF0BV3HBMOGwevmyEK4eMPFS23TXu8XcZqjyl18OBjR4Xl2ZZnpp0yP9wY5GmbeTy38KM1RZdCwIbAhJTAYD2GCo4wwhGqt/o4BCjUI4UnYUBkAKa0AQYYSEeGG8hZwQyiiewNCWkUdirLP8fxqeM+vpwsVXA9qiIdiUgKDp2sTVgbuRfY6aHbDAD2cBAsUhVABQ+yLqEN6J5sXav8IAE9Pb8auQfritCojp6J6KzBERYEhAutgXA9mCCwMWZHjBwCvlAAjEKoRaDdxgO5MwTBKAxR3EtiT4LkO5iRyQWA0xeGyXagD7HeCJwuFSQTMjKOjXAuyli9CWkGU8QMwXopDCyRrBE5QZIuaVmZlgGVNAXrKOomeBIcl+C2eGowCKyKOsC5hEh3LeUe+VglPO84ql8CQ0Mo6Jk+Wm63g7gSy4sv18IVoqDQlrKSkUdlB66Scf3GDLjptnIR0JLgnnj7Nk05LpwDCsO45KdhENOGdEGgyi2jfSkhmtqxwBd0nyvhvig/T1GsE0FTmihRX5kOnXFNsu8q0dxLKDk9fiocFgYMNvydIlU9yIrCwqSoCGyqQMaB1HsDxhyIIP0Ti4ikhgIYhygoKEVSIujIf/O6JE1A7qbJJvweMELEJAU1AI8LvBRotm7xdV7pqGE8V4PVQrrV7zyqgQGKwVsKhZrJId2VQRePig+at6mCEQrCyid8xHfzeaBoTm5wrNI2ITX1/NIWHLeKTR7snnJM3qfTJqRkIIzjZGvd6o2ucWo8sRpOu4awjpjGwyRlJIyjYGjlD0zjX5EdGE+qg8DdGE8qgzHDpQeeLE2LNrAYKZItrVB6Yo8v84UIAc2zR/4otFp3/TwhRrmr8eciMSLVOJj84Gk6sZo2HUjOJEVGurjGh+MnglL4JtU946ZNJpU8ydZ7RyEh4YaGZRJqo1h6YsaUTrTJGw4nVrFFrYF7xWC+nDY3GR/Jw3tDw+iZvrSlRLqd60a9JFU9ezVSaUO/k4fSeLZQ7daV7XDrduJNw6+HfWT1+x/GV7LJZts3A8oe3eh8sOLWLZmV0clcOMoVSOZPXd+kQBMBlHsMwCojLvJYkQC7zWrKAucxrKQLoMq+lCqjLPLjkJMAu81qcgLvMazEBeJnX4gXgZV5L4IGXeSWRB17mlSQeeJlXkmngZV5HoYGXeR2VBl7moV4nHniZV+J44GVeifHAy7wSzwMv80oCD7zMK4k88DKvJPHAy7ySzAMv80oKD7zcVrIZi8kyh0nOT45ceVohDpP0D+MweXO1+4bdOfj73WzfUulwZCZv352enh+/OX/x7vQzBhOOQeUztQGnP3l5+mI3Vw302UJzBhkg3KnCfV/4AdqHFx4A4VEVHgHhpgpPfeFVlZ37spMqu/Rle1V27cqeVNGzl7M12fKwXd855el2fd+UzcT1XVO3b9d3Td0zXd819Zji+q6pR0PX9009jru+cx4AnwTht9759ruXb9+9uJa6cKp6eljWp7HHJQIXdX+c74Q82AriJ1y8AOlxwLNCxPsBuIR7CoB8eIAW9djSYVXjyqrGgR739YE3EpRpBKFfmKk7z90Ejr6grAy0gUuzOdKJLHygn+Q+bcSNvKMX6wBfKXyL8cqKvFJ+pK1ZUhjkxlxoqUYam5XVSvxqeX3y+KhxOHIJn1ZGcPmVr6sDHbnCB87e/5q7VelsVhotSpbnKfARQt8YNdyDJK9JoL9N9l0NBEH3XhEEQf48uXkTCbR3CVdgnH3hQyqrapLXKKq9YMicSYQtpn+LyU17wipFz66SHpQiHSXkgBSjzhmgfJnedaZ8XIZ2wNrZAGPRO5CkSaIDwsCZS4Jd0E9dib5r6IfXZHqjjTSVXm+0UT6PjhL6DTRFWpd+aUtJbYBAdqmU9S4U6WvuR4+3b87P3jVpCPaR6K6mV2fn+7/ZrdLV5cXx5dX+afNG7fM3V2eXVzulu19enb3+dnkcVW8dECzmLsENzkYgzHGmo0o3l4bw3pAl84h1Zq93RUgzF9T2grvaQps0B1wXrzvaXcac7sHW4d+R9Sz84pEiF11geN9mxeniddbDwPqsIpNQpPk5o/VyCcHKa+nMja+DHcKeu/+Mm399UwpwKG/4JOpTuHx/0mbXAXTGbXR6oSp1YFpx0JhDDI4UxU5XqselJqGUdmBqMrP6jln9jxUvJ22ynr5WV7fSWoX6YX1qZ5AXwNROG31kJXBVC2yV1YSi6IGp8zTbb6TYfwCr2ybSzREv+jrDVkaQhOrygeXKNG8wslwE5bPDpVahJF6fms8Yg/oGMG1idJ8RCqEV+SPfyBwh8kafiIcIPEJ8xi2EdhmMTFxkSYihj0jEcviNQs6caggw9M20MicJ20xr5ftEBswEx/GYcCtxjm5DGfkEI7mUoU/w+OL7bcKOCyRtMfQdxCFhqyPCnM4IbREaWX/4iJCJeSt0B9LIJ1R8lba5ms/pkLoqndtIp+NbrgZmFedIckRkMM+3dI18BHGz4C4WLQ+2yLJLQ1NHnB7ml6/Bb6FBvHIju/gZhxLabTey/pXvuxtQh5MqEVf8OcUSuAS1tQSeuBTYRrHLe5ZKO3IsS/0v2ew87SPfZjliUzAYnxEnG5/5Ns6Rj4BTBkSed8671F//zSIijV5izYgYiKcF7mWh+RHGd9gOrH+A/d8T/n+3ZhF9VwscURMlGxp30t/YVuZ34BnQv9+KaOmwditjrLpE//mspg6XErVixlEpUbI9ItuIMoxPqzbdq8MAuZbQOZ+QoQd9SVdokIBm3RlqJNtuCHTrzmBdWelAv+4MlJeVDnTszpClWekVkO5U6anftTtje2KFAz31URaO9NTLwoHGXVl2v29XNpbUd1LZzFPfRZ3soanvoU4OLqnvoDMsdlZ43z9nfKJsL3PfPU028tx3T5PdM/fd0+TAkr206UOcVeLJFSIeivJZEBKvH16No01ijxQGHBKzfqyFJqeOYgdS1yqyCi6OqnOjaIKcOhuFFeTU+VF8QU5dGAUa5NTFUcRBTl0ahB7ktOVBDEJOWxkEI+S01TFUQkpZncbgCTllbgynkFNmg4CFnDY/iFzIaQuDEIactjiIZchpS4Oghpy2PIhuyGkrgzCHnLYqnTmXkeYmLdm2QhTk5COlR9h9TBYfEPHaNSG877BIMcL8e5A2Cv3wiHy4fhNAIJQm/SYAiS9sX8oKDFaVkaQgGKxpAElKQCxyQqfLXWMZeiues0xhWFZrUFZMFdrhcrTxp4QBNC0F/slFtqEm9ginSJQsxeQy268Tt6OgOsxDGuKgglt0FPtqvONqXFWHwaRBsiq0eWbzj7YBlDNhoQWmq8OnJ47qCm662nxKo4q0lobosEikNcliM9t4tRxerLC9T7HHecUjvykT4Ce+vWrbfdA7GXsOAts0vpdrawcS8fzkzccHFf9OMqHINpIt275PA9B20sBl4D5lTejGuJVZqnxr2rYOG6YBREAFvtZxiIBrR/5gOiKgYl7B0w12Gy9UILvtYpe/iwUbVJY7iUCK0hplspcv9gi7OIBEZX6qDpCoTFGc6MbErffP6Oguxc2HYCpuI3JIiZ5uiNz8A4OOgylYcYwafKRkwYnrxIw9BjAKW1OZnCLiXUK2VmW8SwnCfeJ6SGOP7QtsGt12K02m4WhKM+ZlhFDB1lJg21i3jjwpct25sUcLRqGPKlNGtsXGLvsXiWEqWVWVMUwVIoWJbbvd1l+zozBU164M2XQMVWWRsqdbhzeet6DjqipmEkXMWGlyE9m0vGITWcdnlYZdROxZZT0q2Zy8PEVlojurt95UitNRbRUuF6P7rzf/Yq81Y68sYRChcxUTx0H5mkn4kkRoYWXBs9Z3vTLyoqP7ShNeVaxi5IbBYOjZQ+xiOJyetW581XgMZB0C+fz01Qptk6c72beOLTXoKMyCc9UoAiMrupKI+CwxcGWy1X3FMAvZ9r8ipuqozQqT0CQ2xy+O3k+ObvDf2C38JINqI6RZk6eb/zf/QBlnOy2vmdY4v2IAGnL2ysiyiPktOUIhEQ9WJqDChNECpTPApnuoFVKkO5gyWpFuMGe0It3DpNGK9ICyRivCI0obrQhPKG+0IjyDxNGK7AISRyuyK0gcLci2CSSOVmQ7lDhaEW4ocbQi3KPE0YrwgBJHK8IjShytCE8ocbQiPHPE0XmfcD25UbMf0Pl3p7ur0MV+mz1/sdtvdz979vXl+eXVV/tfnfzi2ZfX/3fy7Ow3r7/a/9GXb9+dnp7fHF5OPvzhL0e3v7n5uv0Pf/rh93/77z8e/ezvv/urSz/3P/3444c//ZD8k6NUf16e5qNf/mqn7/vd8eh6hHl3pKwxxhKu+8E/Hpby/nNvx7f7jrOd9JsD1duz1xcvzvc/O1wz9p+z3rczE7uX2vnz5QaeWxkGyHj77vLi9PjlbhC/nv2lR/7y83W//eOwX7fr9T87vZmGu81EQj1fwdmzBek4N7dQzLtGhbXEmShI/4gPlgEiQ106QkClzwwwdqGd5wCPCUgvunRgZuqDcie7SRcPTI1TvBUnJHWKu+Lcnc7r4pHJCfrkIOIjVtjYY3p0im86fJiKc064+IdhtF7N+DnBXyv8NVrPjc46aIL/FvxrBPfFtxSldQbfbC3IY0dmJspjR6QLHo1vWCY4NL5hWZGlIzNT5ZnJSM5VaCvGD5dOlo6MXa5QhaT7h+Qt98pGi4+d91V8+/JJFY7MS5bnBZHOeyphMLyj4isaJnXkyC3NqSNHhJtKZY9MC++keGwMQR05Mi1RHTkinHdRfKsW0JXx3U4AWsY3agFzGT99Rd5DiUwH76H4mTeaXJcr3EZmnR+tO2DpXAGl7g2nsxZH3l/xO1Tk/ZW4b0beYR0e34XWDSKdEqs8dmBm0iSPHZEubKt4jE8mS0fGzm+sRBYrBVk6MnbeVYmUdhJ8Fd//UpbHjkgv8tiRmRF8Fc+dZMFXC84c72TpSLLf5JlBpHu9lvbe3PQ38Cw4L74VCnjNtrwVLi5zkse+WEWl4DM3+agUROaDwEUMPQ6DeZhjrEwCJfaSnFt/PL+8eH387YudRX/TFIczMhbDBxlbg+Qwkkf5+2YdCuic4FyEs44EVDjOkc3hHw+zNZYsUHIvyaGgjUeZOwvcinRcGoOe9SKAC4k7TqW9kqC9p/DNR5leq+cprZfEULDlo/TEFccd8q1BJ3IVcRKyWbk/GkVw2RRZ5uhUV5oIerGUAd4OfVMMgw0+Tvdu5CIyzPWelE2wOE6MMw6TqU6RpopeFIP36E5NOQxWtxvmdp0V9GPryNAiz8r8QeEE3aBjQP3dMGGpczz78RgzffPIOiejB9s4U1McBbY/zJzqGLR9N0zU6RLPYNyhlQcNWqOX7w2yElKrfhFdYZ+edInLrJwLpUANrshDmgDjirSBsttlMkel+GfGYtYlRA9wB5DA/gUU6h9um4r0hHYAKcIz2gGkCC9oB5AivIIdQIJsP4EdQIpsB3YAKbIN7ABSZHu0A0gRHtAOIEV4HEgBu7UU8PprqBOKgGyCCQG9nlZFeOm8nmQ1jogdT7kOsIlPQhZyQJ0TcnkD6ozPwW3CzA4noQa0CdmjAW2Rzp8MKEt0xmJAWaYv/gPKCn/RHtBW+duqri1O/G1uQJvjL3MD2kzfIvebSn9PjPoBPzwQvfxs1rrio9zFiPQtxSSPHhKvnxiQ23AscqshNPoq9xoi4tPEc3X05ySpT7Sxxy3/AKwYLnm5JRISH9gnZWiKo9yOBw06yc2EkPgsvlfHHqM890IdexzyG5JvrDfhzeqXoN7HtdbH7HhaDYCq2/QuPqGa9h6bfPexG/oIuQEOMecsN8BB0pP2tL5iJFkrAliRVtQWNOjLq9o+h0gnCpICbGjFkQ/xkNCHJFz4jM+da8WDpAft3T/22NmZAoXY5V6n2tWg75bb1SDparsaJFxtV0OEV5oDoe8f1YkdU9CA7eEIKBxebIRHixrEXiZowFHswoKEJ6m8JPYoypl6kthjIEdak9ZOaBLKqEwfiZcYZZzL2unNVQqkw2RkEUzkmMjJ1iGIMDuorUOQ9KiV16yQcietnmZFWlabd0gicrKtCZLOw/33DU0ALCLoPAW8Ijw1NKcXp8qB+hzjUJESNL2BxsoHhEatIqdLEE7290BrlNXepLQdM/gMe5+iAocqklaogSe1WQdo+DIFR+jjokE4QiandCHxXs6WZo6Em82WQuL1vCYkXs9rQuKzjD4GiS8y+hgkvqr4WYh0BU+o4tKdmuDLHHE2meCDpHs1zQVJD2qKDpIe1eQRJD2piS9IupyigaQXMbsECVdTNIhwGVEIEu7EdAok3MREECTci3kVSHgQ8yqQ8ChixEDCk4huAwnPIrYKJLyo2CqQ9KqmASDIxUlNYUDSZXwSSLqpaYLM8UeTd25IelDv3JD0qN4WIelJvS1C0rN6J4OkF7WqOA+D63+Cje+C69/7nfvwnz8c7SH34w3g/m73O7oj+sQ+/M9vjz7813/87c//++TIKoTEX/5hSPynr16d3imsMxKIf4mhaA7Ij2PqA6WxM+ihT9WBi9+wXBxI1RjPkVMUZV4B5FCVBQWhQlUWFZQHVVkSsBlUXVmAJlB1FQFRQNVV+Y56VRXVdjtoh87xjeCyLhP6rmVlXuhdlpUprb2yMqWxV1bGxA4b9DGXOdK+Y5thm+BMAqDsgMuuLD/gp23YC6/YtxSN6zVDB/kBeeBhC5IOUxPet2kB4Mlwi4NFJsOzq2rLqtocAdh73yfhiy3YRtJbHs978nFKAHjOp44Btljn6Qq2FuzaLInfsrkJN2jeHedgbpwF+old1gIvq+fbBkpjomdJewAcDpho7/mJjqqr+8ArSx1lDRrWyDr/LWJHmwgAHnyQHdSz+6jzuE2qrQUrNlkhmwywTYaJn2mnOn9w7EQbPNEB81aHz4xXMREXVy7Q2+MtlFIb5B9et0l278D7Y1UDV2C9MeM2UujPKHJUCZCrFtgeo4q+uGiOswx9Q0LER8cfY6MaRiJ7ik2whcQgwlAuTzLvpEH20cj7qFd9dJarB4NZaMSyiJ1ocVsU7peymyf6QAsbo9AG2zDGhGyQ+PaY6MOsfGy42wELckJ5Cs+fwitdnmDaAU129pRZXbKvz5pjMV9v3eoT7Zr6sT5PGiDoMtg5eXTFM20Z8Uv8QJ9pv5Tv8jloaK7LExyBacDv2jlx64UfETLtevJRONPn1SJHlFmvLObmpeHmhb5VOj2/RgP6u9Y2WaBtEs+uFfKw6vDzQaFTPE5OoxcyHUvc3EsSAX9DB6G/IQFP9xd2+3Oto26h9z89A1h5J9RvH9XRypLs8dVIY8RTBNWLeLqhA+LfkJBgY6z0hXLtVQQwH3IHJRL1dGttM09fkeujq/gk0z5qemZtjuMPHq9bacE5nj86ePk1kYfzt1Zue47g3xCB5wHmsP3oZOiJgHuw/d36wuU7QkCw/IEvCQM2mbUvgdakiEULy9DXd9tuYXEr5T38c8hhoo33H+eY2gTroffj5YyTXP5EP4ocPAqBt3V09vUQvCDpUajF1GdKeMKsHUtquKzLTFXAypD555HDxqwYf2We1/vA/3DFq7ykfOWPi7h5mtHSEyFdIZTTZ0ooPvC68VtkXsW7RAHwkE02fsvMa3WXIAAvitaXlGXOOa64dXr6bdNNhHTHF3TL8+T5h9CsW773xCNzlz2g/xLc5QhAvznJruMTXzKvryZdu+cJu6RrgwIhvPLV/vI0hYl4we2C/8PxV/ebQDyGdvH8wfFOsslTaP6DcT6wT6KEwQc200vcHSik/sHjDV9HFAdMteLvgxtg7w+ekSPtxvpOEA1/MlwZLXudLbhB0qVExHkpRr41SF9S+mTsBiJzzMT728qAafccOMnHSrw3rfQMCbyR8mrSRUXMHTaxd1hHnGiS57vG9Gni31YHjvEpEu9EKwPmvVTP3aRMPLlYD3MfbsvTV7PybXmyMrruyIi7bGbdl8mQZvruagNZm8w896xMddAeKhwHyk/JhiaafFtde2PoAPRfy17nLbW0Rlv6L1+8Ojvf/82/fvHN6R4Y4t3Vd9e/O35z/uLi4lrYzco+f3N1dnm1G8DeIE9frax0QYd0/HFMS0O6r/Dq7PW3KxrFZyGE469MmuzpPQL4D5oZwnVYTBK9/NBWvPbVnsP4p2Qjrlai2mysxLSStLbp5cf8ktXXSGFPL4V4jETerEulG4JdYzLqpPUuIzGzso1pH0dqHP7/TVAFXkv307sLu++uLs+fvzz99sX3u5C3/ydfn119/d3Zu+e7I8jp88tXzy/fnF7dQMlfR67dn1zcjOX60OL2/7k6/WYOgnP2zTVrwGyg+59Ymd6f7Gb94whvYHMOoD6fhv/15ZudvuPLq9Mvdv+6w0bQ/dQZgdxDfqrd/dTJNvnUQLy3It5S2X73j7KN40Wgeukh2XTzbMZlF61ZHJLNPD97hBSAbgSK6GBtohtnEy6biU8zZs5HjU9T2sBp57wNaA9uXN+RbApa37hxNA2g7IDLTsyK+0dY8X1QvrPiLmyy4pmoDIC8nA5JDl+XqrXHI7LdRBQcIBMxq10Dfak2XMkZ++kT/unszaXiogPjSdOjeFK650l5C09yUWrLh2aRPZ4UXHQmFig/xvq4cHd9zDZZn4JXgkD+XaUme2RRMEiuCA/V2NMRfvAy5nAUHsV+8j372cS/aWgw/Lxh7DkJPyYZjTvkG7uQ0dkbfKBMIHKPYUh278jlNzlkG4HmAHl3lQAWjKMU6VUBISP1TsEpMI4/BOvFwiWTbo+7pmcBj1qe6dnHGHyYxGXIHsUv7wV4X7fwSxblDI/vvijYCMbRlHQXJz7G4vh7p+uwyT0VKqDEb6nBwZVRkDgy/OBH/+AVmAbjCFG6plMexXTqXdOJbhPTIUMjfnkK5HEIvzcHFj+qlTsIBa8Yg6y9SogNxrGuYKLxI8K88LJn7+5RDpjh3k03li0MPrKHIfzMwiLLEQm4GPA6QcRKIwvIge+6ke38x48KNHBcMwE/L/Ts2vyj3M6ju2fzmxzeInEQco+Sx4rl7pemTb6UxdPDnxMtkfcz4hENA9dLsHcnL4FvQEMNeO0mNFQ2EOHHhFlNK4iN0SggscSiGuCbbyJvQHj5iCXC8+1RXhjivYNs3iSDnUnPx+t7jEXvM/zIkIkMsT3KW+o2cZipzkXCRA4igsndIj+A5UIs3V0m8Moq9IpfG3iLKkJDXlkOeJmNSov7U1oULdbXrjBaTDO7vHj77sXFu+OvL3/z8uzixbvLq3Vp92uEl9xq7gcdZrm5V+yFfbfnxnMzfrsTrvRs54eL36tQ0EWVga4oHHS6NoWETtemsNDp2hQaOl2bwEOnKxOI6HRlAhOdroynopN1VZ6KTtfFU9HpugQqOl2ZQEWnKxOo6HRlAhWdrkygotOVaeeWCBywK9w8ZOHp4ZQBkF5VqQUrAjRPbCWwHcxqUZiThC2zB01aR1BaFualGUx31xxiV94dsE7+7T658pKNzgmV99TJ4YY6OfonR/Y0QPTIdWlQxy8vL389G9knNT/78Off/vTj/z3Z/e7FfjCnzz/KmVYUvf9/yBJUgQ==
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난 일부러 벨트 풀이 약간 안되게 하는데. 그래야 노는 시설이 없지.
효율중시>0.4를 버린다 풀벨중시>0.4마저 오버되게 채운다
저게 가장 공간압축적인 설계가 맞는지? 수학적으로 증명할 방법은 없으려나...
팩토리오에서 효율따위 버리고 그저 많이 생산하면 될뿐!