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[Node] Steel MK.III 3600/Min M-23 (upgraded)
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Based on @AIM34's
[Node] Steel MK.II 3600/Min M-23
but upgraded with MK III belts and sorters.
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BLUEPRINT:0,33,1103,2105,2315,0,0,0,637756858877130413,0.8.23.9989,%5BNode%5D%20Steel%20MK.%20III%20%28upgraded%29,"H4sIAAAAAAAAC+19d3RVRff2SYGEkNB7jTRRWugJxdx7LkWaIIJGUYpSVJQmKopKURJE7IqCqKiAiPIiBiG5EQELYkVRERARVMBCB+lwv3lmZp+zk+z88q7vt74/vrXIWnN4jHnO3rNnz54+J8pxnPoqlXbMT3eVqloc5UQcZ6P9dVXn+lj7+zrOrmCCsyQY9VT19hzHvbmsHVLpUh85EftjGOn2fernfGStR+A4/NPOlUhFkaNJcqwzMxg1buRqjt9e2vR9pKLIMXiUcU4FE50XtTSOYza/HEL6Pq6hgyyCHGW1xY/OdknnsEfg+EwkM4QEcpJALmHekOiWAGFd9VUc0x8tjO9SQG3zUxKPSs67wSQQNr7TnuOIkhqxkuMEyfidk6isWxoEZSSOSzhZISSQSwnkeCqqGFg49fvVHNMfFWXtUibPC4yqw9ulcszVvkSQnGA9RRlpqlaVY8dZ6SL9EXepJ7lM2bJlWEHl+yltbNDYLW29jGPHaRNCKiobiY5WL84tCenzq+dwPD70fC4SstFDyAZ8wbkQ2edZnOM4Zfk4a/1KArkMSa7sjNMW53h2s4q5SCAnCuSypvzKuVVBUF7GcdvPU1wkkCsI5HIkuaYzVKvK8X8GfaETyGUsOZqRy1O5l4SjKAtzfEXPH9oiFWVtaKMqeSW3FFRVFua4vSpzJEi+XVC7IpVznA0IHBdXzigBHVmoTnMcq4op1hZVFUFyZTJYLaefZzDCY3ZsaYcEMix7E1w7msjRTh/rsVXMm7Z6dZvjKCU9ympQU9CgKpU3FRPHy1o0TkMCuawlxzByNTxKOtXcGC+2+fitsS1dJJBrC5Krm39qmWLSgcHHPZvc3Bbpv62qNagUqsJ4thQId7i99PtIRRUh7KKq3LdesXHsKOM51oANhWzUwqOUk2ocRqnOcXHOU5tsUNqL6T5eFsl2kSC5kSC5Dh5nIidVZH1KEzj+6fZnOyCBHOMUrm11yWAJTorXIBIup/Jbzub5SkFyMh6I6eSqHNMfFZVnhG3nXOQFL55xzK19uSC5HrkrSeN4Y+ruHCSQ4de6wjiFKwx6LKppvdKl6MJxcUXWAA+E4xIwloouHB9VTdNR2zzVFdRvaCRv9LyL42iV72ib9xYCGT6gXD/Z9aOLj39VjvKrdZZWAvlSPCqqPBKB4wtK5QtW7SYCubGRvCCoGz9laY6zG9zRFqkog11GzlLCehfHvLybCpIv19VD+TSpyvE5pfI5q/alArmJdkPV5FIw5PisIp615A4CGdqo+pljVFU1imPeBPcWyM3wQCtCrslxcR7WHA90MXV1VFGEY95jTBEktyBrk5E45uSOAhkv1H1VLc32VQnzomogkFuStUvaHhLH9EdF5Rkuq+p1A5eKh+Mk1XYn2fa7kyC5tS95pi4ejjt/GGiLVJTkNlRUFPw4jlJSo6zkNEFyW6oYVLYcd9r0ZTukoiS3o3Ku6CRrAscXPhsSQoLkDEFyeyM52SXH4PiYCgTHbDB4VCCnmnKupnrGqrUYXjKV4x4H4nKRQK7mFG45YAfVH2nqlvVaCx//oqT+YiU/I0juYCSPY6OhcWJ97iyQ4bK6SibaFpJjHj1LCuROfjm/yMrZ4FqqjGvZcu4vkKGNcyIyxJPGMY8k6QL5CnISMhLHXO2BAjnduFk/z0gcc3KtqMLkAB5oYsgxOOb1+TJBchAPDJ9omMxxvCLGW3Ifgewaay/xogfHnHyFQA5RUVVwymlVOS4uenbBAx04qsMcc4MFBMld8UAHTtdh1aBzXJzkbnicjcQYI6l8csyb2KAguTtJpvElx8VJRh9NjwDIwhzzEUAXQTLGn3agOtNODfi41I6XQ0ggdxPIPamoajrrAjREJlyc2r3wMOPLcmysaXBZRUSC5CGO7czFF+7M9Tb/vOu1zRzz8ZcrqA/X1V3oWNth5zhm98shJJDrCOSr8CjvBLzWguNtKghus4FwmUDui0cJp41H4Pi8Ip635JcFcj88SqtaVgqthXJNjrmntXMKx++ryepdnV0BUx19vGV0fAgJ5GsFyQiOOvhTh53jGBVBY2wUvUEgX4MHmhqqFBzvavuUTiCnCuQBxmBXuiW8WObjikpqRSt5gkBGZNVjDqoUHPP4PUggX2t8vJIxkmohOY6oYorYohojkK/DAw27Gg54jTzhM5HWISSQBwvkDCIn2eDHcZSqHFG2glwnkK/H41jkGm+IwHFDZayG1mB3CuQbzD8phqACAcf/qPz+Y/N8o0CGEXWnvaythhyfV5Y+TxOPQpt1I1UMf4jk43JK5XJW7RGCZAQJPV+a4DW1PqY/So1vJc2XxveNNW9CKlfG/x992HTDrmcLzz38tz/hWDsPrX6G/1+/5eLPxZ//Nz/w+2j239H/y/9f3N//b99f8P9f/Pnf/QR6qb5U3YQzTq2ryuiIek2ctvlw52K8uvhz8efiz8Wfiz8Xfy7+XPy5+HPx5+LPxZ+LPxd/Lv5c/Ln4c/Hn4s/Fn4s/F38u/lz8ufjz/98PdmDo3RYtsbfDbtUgXNFpE6pod1vc4hTeeYAtSnpXTQ27t4PjUopYypKvdgpvyRmKR0nnRtffFenjI5Fs94jdbTFSkDzMkKuZY052Vw3hlosfW4UE8jUC+WY8sNWsPPZsaVV9XNz+rVvIYETgmMiQfKsgWa8o4tCB3thnT2wQpj8qSvIIUjvJGonjU8pYp6zBRgmSYUQnwRnqWZjjqs5Kt6rdYfKQQMYLnSSnkyEML5nKcZwixlnyWIF8KxmsmrMggL1aHMcpY8VZg013Ch+2uQ0PbHqijfccF1dUt5OTYL8tCBzHv5riIkHyMEHt0WTty5ypAbI24foqv/VtnncL5DuonLVjrKu+iuPeb4xph1SU2tiapF6V4W0x47iUklrKSh4qSMZ2LKecyift1eI4WhGjLXmtYG0Un97cR47B8T7lXfush40XJI/DA1uPtJHsNiTCFa4Y2A6pqGOb402eu3jbrTjmvj1RkDzBFFVvb9MTxzsVcacl3yWQ7zK+3c+lvVocf6OI31jyZwIZ2jhnI91d/4CFj3lRPSCQ7yYnIa/imG9oXCWQ7zHWTmbW9vEhpfIhq/Z9AvlePLChz9+o7OOjVVe6SCBPcewe1ITCe1An4XEhMspsm9XHNX1cXNWEVvroQ2eobI8+EK6hjFbDGu5ZQf37zT+13HqIIloax34InuEUbnYmk9q0z5jj4tRGMar/0curFByXVyqXt2q/Iqj9oPHxDO9MDMfFSUZYVlF0uCeN45OqrE/a8v5GkIxi1EGBypjjskrlslbtaQJ5Kqld1bZTHBen9jQqKn8/Yi22ddg3WHtB8nST51NB7RiqOnI8+rYhISSQ5wvkh8lgJI3jy5TUy6zkxwXyI3iUdWK9QMDx0dOZISSQn6IKElu4gsygvFO15PilOfEhJLzkHkGDTDwSnImmjFO/X80xjyxPCOQsU95NPWkct1bE1pb8i0CeiUesM8mlawY4Lq68cfBG12uyNMfHlYset27aRpA8y+R5qNvRbszmmP5obnxTsQV5zBj/DpdO2XHMN2k/J0iejQf6n7SHnuPTSuXTVu0nBTIcSEcUOt6SH2e7Fyz5MYH8hHHTSV6rwTGd3Qd5jkB+kgxW1tZljrm1HxbIcF29nz7BnuPkmB+aay6QnzYGG2dU1V0rH/OTWJkC+RnzT4oXgjiuo/Jbx+a5r0BGg6APX5A/c8wb+yyB/BypTS7JcaySGmslLxDIz+MR5Ux1/WPmU8XjegsF8hzjJJM9I3HMu1bPC+QXyMPocDfHxVXJF/FA/NKn7GwsI/y1imNf21iGAxY6lpUoHMvmkga0EZ/j4jSYhwd2tFPnhuNNKt+bbN5HC3l/yVi9i1vZEjiurCxe2Vr9HYE835T34SA5CMf83PISgYxDKHoEQDWKY17erwtkdABst5KGTD4uoYglLPl6gfwqSR7kON4AlXBx1obr6paD/Jrj3crSu6213xIkv4YHahRJ47g4ya+bPHfygh/HVVR+q9g8XyVIfgMPdJ+pR8RxcZJR45wYZ7p3jQDHXPKbguRF5p9a5giXbadrCiP6+wXyYqoYNAXAcXFqv2kqxiNeFOGYj3oOCJKXGMn72JDBx4lOVijRngG7WyCj7HWzo4tHuSTHvHuxTiAvxSNWt1Pl7IkzHxeX57fxwEjnYXiVHRoTTvt49PtIRZHfISehoQLHnyhjfWIN9q6gNk6k6UiSYBt2jvnxngEC+T94oBrSkUyOi8vzclPOV3o1iePiyMiKHnN0tmXL8S6l8i6r9p+C2itMnjO8OROOi5P8niFPdf1TlT7m7vm1IDkbDxxDJZfkuKJyzYrWPXME8kpSO94eyeS4OLXfx+N85BrPSBzzpjYsSNYXTOEkqVZVlS3H/CKmbIG8mtSmsuW4OLVzjJNsDHb2Wkkf8zOduYLkXJPntZ6qHJ9UKp+0am8QyGFSmwgc8+m9jwRyHvk29QY4Li7PH5Da3a2ROCYJRZHX4IEeb107JOSYu+d6Qe0P8UCspt4Ax7zrvFEgrzX/1DKDE3uDDeFzQ+JDSCAvEsjr8Diuen80vuCYn8l/TyAjK3pUW9mqyjE/KPihQEbx6VGO3xvyMR/lrBHIHxtrT/Skccy7FZ8K5E+M5HFM8jg2c+X3uz8WyJ+aPE/yCBxvUFI3WMnbBTL8XV+fQASOy6gaVcbWqmMC+TPjntd4vT6O+SjnS4GsbwE8FRntGYnjZJXfZJvnTwTy53igN6AnWnSL4ePiatUX5NsUejgujoys6GBQ1gv6Pu6qVO5q1Z4tqP0VFZWuw/rsro+Lk4xWRHfiqInhmF9KclyQ/A3l2b/ex8d8HP2DQN5k8jzVKx6O+Qh+s0D+1vwzk43afcxr1WGB/B1J1tHDjikJP/5e+9ZIRU15bCaDUbPKMT+L/5Mg+XvyML9P8sh/7SQwop5s8S8i8fHfSurfVvLTguQf8UAAiHfetZMtPqY/KirPW/CId2Z5jsFx/T+zXSRIZmRP8k+UZ+oycswnzbcJam/FA/1NuumB4+IMts2onenFLY55n2SnIHm78e3JLs19clxX+XVd69ubBPLP5p9ZnmNwfOMf2S5SUQbbgQfa5IbIpzISx/RHReX5F/MfKV5N4vhHld8fbZ7nCWrvNP/M9PLJcU2V35o2zz8L5F+pnGkgxnFxRbXL/MdsVhlm/9cVYzceGPb6vV4f83uCfhPUxu/08lt3S+CYt5IvCeTf8UC4pdtqOC5O7T8cxwR9GvZyXBx5j/Ht2S4tZHNcHHmv9iBnqvEqe40V4V7Lv9SpKPI+yjPNE3BcnOQ/TVH1Y0Xl48uVpS+31n5fsPZfeDR0At7iPcclqmxqi1SU5L/JPf1F7Uf+60HZP0Smuzo5Lo68Hw/UYRqtc0x5K4p8wJRzptescszd81vBYAdJbSoejotT+5B+RKaYjpuO1T7mU9UVowpLPmzUnsXU9vFz+7NdpKIC4BE8cJPHZTb0cFxSdR1L2u5jvCD5KLlnTW+ryKT/ulahP6ovMqZWgmMu+V/B2sfJ2tQycsyHRicEMl6or7HyZ9h9fEJZ+oS19imBfIKchOb9OOb3xpwVyCcNebbxZxtJ4v7LOyqhjb5xjBp0jrmTxAhFdRqP1o7j5ZPjssrSZenmZ4F8Bg9cUUaDT475GCNJIJ81/8z0jMTxQWWsg9ZgWwSDnTN5TjbSzO2YHuZzgG0EyefJYDT7xjH9UVHWvmD+Y7aKW+Ns9ODY/BTVidP/gdvkzBWiPXI45kVVVVBbIxTPw7ZN5vjWyUeykYq8Tx3kzyJTAtSV4JhPspQWJEdHWYPRQIzjIytSViIVeZ86yLiBiYqH41JKaikr+YhQzrEkuYXtb3JcXFGVABnNKnViOC6OXJIMprtP86vncPzi3qNtkYoi46ojff8qLT9wzK/iKytYO57IVA055uRDgsFQTR1se+puAwDHnBwSJCeQwfQSm71ClfDOmx9fhVRUnuE4akgfCJCqHB9Xfn3c+nYdQXIiWZvGzBxXfa1/e6SiJCO66D4JBT2O+X6iFoLkMiSZVoA55vOeyQK5LBmM4hbH3NoVBHI5Qn7LmB//T+5Z3laMgB5XqOjBMW8lowTJ0Ebfy8lWg4P+arAfDCKCh1UkMpvS8nCMIsZYcmVBciUqKipbjovLM16oo6ffJvv4lCqmU7aozghqV6GiqmDjFsdfZyRmIxUlGeFYN3TUleC4vMpveZvnS4Q8V6M8U0+X4/caTGyLVJTk6iBHoqemU/FwHFtSFVVJW1Q+2ZNcg3yb8slxcdauSdbuaDdFc/z3uC/bIRXV0NWiPPtX0PmY16qGgsFqE5lu6ea4OLURXbDtI0AjGo4TVDEl2KKqK0iuS9Ymr+I4Nk5ZO65oaydTAKT7wTnmd5HWEyRfQnmmsuX4sDLWYWuwpgK5HuWZXJJjHoaqC+T6hGiDcEGMn6LKuQGRtT/buRGO/6eiQtmrnn6K5xgc800KTQS1GxHiN9ETLtmx9iqkoiRfStauaQfcHBendmMTepODpTB1pyOmj2/47t/3kYoy2GUkuapVlePiJF9O7kmbojneF5sVQirKPZuQ2kTIj/2g30ywdlMqKtpYxjGvVS0FMl7oHI+UDeoLmFVl4Ji3GCkCuTn1eilictyzc7g1UlEGa0FqV7Y9XY75BdQYTxSUnEKSySU55rWqraB2S7K2fw10sngNdGuB3Iok07XmHCcnPtEWqag8t/atTbsPy4qNe5oguQ2R63odNx8nKWKSJZ8WDNaW+p7kVRzzPKcKkttRnmlmmePiKkZ7IlMA4PjnJifaIhVFTjVxe12A1i445mp3FNROI8m0UsQxd5LOArkDkWkCjePi8tyReoD+TJSP+WxFUJDcifJMu0w5Hj/v5PtIRcWwzlTO5M8c88b9CkHyFSSZNqBwzA0WEMjp1KGhfesc7/15eTukogwWIINR755j/pGrMoLkoC/ZLPZwzNXuIpBdItO0NMfFlXOIDEYT4hzzHQ7lBcldqE9CjsExv5y3m0DuSmpXtXeic3zo9hNtkYq8H536JLQ6xjF3kssFyd2B3knv6P5T+cXg+rl9w6sUXrvwNYUD4XveurNzu1PZoV/imuiL1PUhrQiRozS4Eo/s9F7uX/oFg8LAH+oX9A7XWbfIewHOWT0gvKAHHljDqGx7Qhxzwz0kqN8TaPGaAe6av19QEjPC8xWuftMTWv0Wh1qH0sq10dKx3Qf7IEsWkN4LDyyCVLYTSxzz0V0PQXpvoGVr2rgfaemDwm8obKT3zicdHzO6UZDeB4/l6YPcv7XxMsLA67TxuoUfW+8bD5ushgrGuyrKMRvOKkBlu3WVMDdeL0H9vkA4yFROER53pqZzzOfI+glk/E5vyiECxzyWTxLIVwOF05tYr+sfBjZOEwrflOt7HT4V11/Id3/jNP10Ub0UmZLOMQ/JfQXp1wC9vma4u1YX28DwiwpX08XWLV+x4fzRQ0KxDcADa7NkaY654a4SpA8EendNA/dTLX14eLHCVQSnwefTWgnSr8UD20Qg8YCyNsf8GxD9BenXAWF7XzmrLsf8kwYDBHKG7WrpRT9YmuOYHS+HYuwnDQYL5OuB3k4f7e7TZT4wDExlXv5j39dxfOoHocxvwAOHPbSl7YEuwtzXX7DS+ZmsQeQwVEwcc3e9TlD9RqC31nRx83SR9Q+/qrApslC+IsMXsMYLRXYTGS7RfgGO47OR1qGz9rb6oYL0wQbV8izN8Vt33BxCAnmsQB5CkuPU6MdO33t40I9DQkgg3ywYbSiR4+1BAI73K5X3W7WHCJKHASUoVSGtmYO5FB/XdNqEato9z8MF8s2UZ1KV47h/M0NIII8QyLeQ2vgsJLkp4ZHz0nKRQM4QyMNJbfRXVl6IXMHxIZXfQzbPtwlkaONUqV7NbXw8Pdj6lpxOHM85mRlCAvl2gTwSCB8ToOrIMZ9cHSSQR5k8J5oFEv3dIh/HK0vHW2vfIZBvNbG8ja4QJpb7mEv+UiDfRgbTH8rQx8h8PG774BASyGME8u26+/FiJTfpZHpwRMnKnTh2S2eFkEDGqRGQS3vkaKevPTky2jSCGV67zfG/SvV/rfojBQ3uIMP9OmBosHXMgk4cl1FGK2MNN14g32la0FRdTM10C+pj3nu4VSCP0cG8ajV3cVSydhCO74zNCt1p5xjGCeSxVEFuy5oa/HrM1HSOE5TKCVbtxwUyXuhMeqGS+01MsrY0x3+WygohcauXEqw+ngz33XX9g5+/83lHjg+rSnLYVhR6SZTwkgn4DfaIUoePY/65xNFCNu4CqpzdwO26pYUKxcPCpRVeFK5lup6HW4fqVzJhGR8+wrFBHZa1ZBOWJ5pGoRPrRfiYN4Z3CtLvBiqf3cbtqKUPCscpbKT3yCcd+/r7OoUbhXv0C2x3ExI55rVuoiD9XqBXe3R03aYpWvrzCh/pEdJ9eHfT4M5dTpjWFJ9e0qdmCkifZCpNF6+ec8yHWfcI0u8Der1HE7ezlj44/KLC+7X03uGX8nzp+GBfmiD9fjzKZHdxA9Z4sQovsEXX6oBvPOz9XiYYbzKFrHK2nnPMjfewoP4DQDigTBORHN/T7pUQEshTBPKDQE/36OVZPkthY/ke4ZNb/bzjuNEEIe8PUdCgbwdzzL+AOFmQDo30uXpavuKYdz1XCOSpOlRnD7AumxF2FF6qrR4KpzCrT3XMzuSCVp8WpWtvY92ywE055utCjwjSpwNlDOjopl4/NQDDdVB4+nOLA+h2jxp6qFPmcWM4XJ6yWzDcw+a/UrxGkWOe9yxBOjRyLkTq60/h1ryAGubjry5khpBAnimQZwA90WOQ9fdBYeATusy7hXds9MscB/BnC6pnmkZyqFvGxjaOefdzgiA9y7hrUxYYfcw3fzwtkGeaMJ2s80qdIcIDU2unIYF8i0B+FOjGAU1skWWEr1DYFFkofOp6v8jwvbIsId+zdHzPHu621B43KnzuveFiPcfpz4cFj3sMj8/f7OJeff2UAGL8+wo32N8qoCPNidahJVXNC3AA6iXhBbNNuY/yahjHfJL2JyH/j1Mru6bxXcEDMaaVJRyjWtgY28rio8sFyU8AfftmA3eEVr1/+AOFSfUXmeqvOea2ioKqP4nHKz1Gu6nW62YpbKJsKFx/s+91OLz7mGD9p/DAmYByXhX1Mfe6Z4S8P20iTWNTw8aZc5qET6uadtrWthsE8jNkdRB+1rXNx3yM+rVAfhboqzfbuPdpw2WEcxXupQ3XLfwCM9yrjjn5W9Bwz1GxDfvpDq/YCFdXRVbdFtvLUeZ72VExvvTngapmT3TbaZcdHI5R2Lhst3xBEmcUFwjS5+AxaFSM6ce2q9yJ43mbs10k3jHy78fxO0YvULUt57mqj8e3GhpC0i8RDPiiISeaQ1J6/tXHMxscTkXiGsQJGszFb05+HQnWwfildU4njrMvWeki4SVzBA3mkQaV7VVdHL8xtm4aEsgvCuSXdNBwDgejMeAbZ45UEz5xeXwICeQlUYXHrPOjdJ7ivJOTHDcdtiQXiee9pJD3l8mBuh4Z7PWuCb+t+rVv277ta4L6rwAFB/Rya+ig2T/cTGEKmnOeHtiZgia2+78rVNtXKQt03ovj+n2bu0iQvlSQvoCMF0MrtAxHlNoRq/pLAvk100zV0oN8NIwcZytitiUPE8ivU5nT3i2OT3Z6JYQE8jKB/AZQu2f3BinWAVOsO/Tz4M5dbazDF+kbCLVuIeVbT6voyVsfl1f1vbyt8wsE6YuAcGlBV2tljj+KZLsf2R2Srwoet5jyrS+H05v8fNxvaVwICeRRguQ3gfLeHGAbiUHhFQq317GuR75GAqsX7wv5Rh3Qn9pMRAXR+1B9vL3JShcJ0ucK0t8CwqUcLe2CFMfVpzd3kUBeJJCXkpvq6/j0Hi4fv1/hU51Ani+Q345y/DF7Mz388DGfzLtWIL9DkmFlzMtwXNpZ6Za228QXC+RlVFx0BSHHMyZ0zUUCeZ5A/g8Qvj8LaagUHB+NWekigfyOQF5O1tb9dRWOOO794SM5SCC/FVWwYVCBAqjFyG1B03fvG66p8ALbd6+rhpuX2GYJFwDqD9cWcBQMCPRNinRKhWM+V/G6IP09IIyS9B1Y9nonwrvrXp2LBPIDQgXJBjLXEJpJao7PqJp1ho6XC0Zbaer1jd7aAsd8nPq2QH6fLE47iziu0/C2VCSQVwvkVUCdn90QNJ3+geHKClOnv9R3fkhKdswnoQtWzdUkvQwMpQ+e+Hjk0La5SJC+XJCeQxanHVUcfztlThoSyO8J5FwTxyd6nT2Oee06IpDDvLgQRTjmB4yOC+Q8UnuoE7Anhn389dCGuUgg5wjkD4BwiN+fj/ExP8K2TiCvAfroC3yPeKru6HF8V7mVLhLIqMMJKKQon/wh0JzbLwSJwHH6oWwXCWQQC1aOtVTOlE+Oo8vvSEUC+X1BbWRF3wZA+eT4qMrvUZvnbIG8HgiH+P2JWx/zovpAIH8EhJPh5WxV5JiPDvBFyILkj6moqE/KMT/cXkIgf0JOgpVq1WKkc7zoQJ80JJDzBLU/Nb491Jsq45jvNFopkDeYZmeqW9Wb9fIxn8D4SCB/BoTjTP7qtI/3qPzusXn+TiBvBMLpnKp2woJjPnlxXiB/DoSGvYRdxeC43LlsFwnkDwXyF0A4k07NK8f87oXNAvlLg1JYyPUxnyLdJJC/4pJhJI75pYCfCeSvjcGGa2loXjnmQ8hPBfI3ptU47BmJ4zv+TXGRQP5cIG8y7tlUFw8qA8e8qKYJ5G+5h5nFCB/z9ipRqBjfUX2m1QuO+ce4PxYkbyb3pOLhmF+4s14gf28kP8KW833Mp0nKCWr/ADSvx2RvShSYpkSnzvQnKnCach0YBVrKH/HAGTByS45PqFp1wtasnwXVtxCZahPH/HT8ToH8E/cyM5/mY95SZgrkrUA4J0NNK8f8UP+PAnkbkWkVmmN+je4WgbwdaNb10+1M7rDwDIVp8YFPUuCWB9x6ULBvAkPqs38U/DjmzvKFIH0HEG4CIHU55lXzW4H8C9B9U/YG/7I7jkYo/IHdBzB4yZ2d29t9APhJElTfSapTJOGY31P6lSD9V6AvF87wXBWYXPWH33xXxWnSE4Kr7sLjaOSQZyyOj/3xcS4SpH8jSN8NhFNZVLM4TlAWT7BW3yqQfzNopjf1yzFv+P4WyL9zyXQ2rJxXYVa6iVbyNoH8B0VTWmDheOnXcSEkkBcK5D1AONNK/ZL82L+MZrdA3mvQLG+fB8czzmSGkED+TSDvI8lkJI759Si/C2SMRfTdZ/6KnI93xa50kUDeJZD/Auo+YJDbXE8BDQ63Vni2XeoIPOFPAeFU/EeCl6EI9RnXcl6tymTLHn4rUlkIx/8Avbdmoptjt6UtUbiKsL8JB/ozhRq2Hw/MFesVCjWa55jv35wt5P0AUO/Jc4Nr7O6qVIX5Zpl2Vnp59XeXCHk/qEPyyNygmYAdGD4zIjf4EpuApZEujpo3FV5wCI+Rk7cFP7D5768wzz9pgC+dVxFecBiPp66f5Ta1q5MzFV4grJPhXoItggGPmAozzpvy5pgX31OCAY8CbX5zotvZLnl8qLC05IGrcD4WpB/T+Z+SGdxtdxUCr7YRttPaRV6Eban+7lLhBce575s1Ex/zAfsfUYVHQ/8CpTy72A6bh4VrKUwRtv7WwZ272QjbVv2dK0g/gcebJybY4hscnqKwVHyt1d91EIrvJB6VR84N0sp8lMJLBQfCaduBwgtO4dHr2Uw7GZkRrq+wyUIgXGOTP/LHMU6cQC2YhdNU/tQocsy35O4Xyv+Mrr7pk939dqMc8Id2S+7ujf5GOVyjPEdQ/ywef14zy66fDA5vVViaU9zlmMtbCqp/Do+0ryYEW1oDlld4ge1dtGIGxFE/fcSxwAswhvHmH8xyp4/50PK0kP8LQDiJS40Ex3wWYI9Axn84DzbqY70vIwy8307a5Gzwiw7Hg6oKRaeDAm6bpFjPMS+6XEF6FMj7rpnuXqYtPzD8i8Jk+TnM8rgaabNg+eho4zjefAvHfKxWWoj7MSAPHjDZa3UCClOrM5otPODWiO2C48TiBeP75gY724W3mxRubxfe4DiLrPq4VG+D8AIM9vVkBpU1x/z+jrBgvJIgN146wy1nF5vrKEz7A1Y976uPu3e2CdLj8ILuX7WyDUf/cF2Fedgmt8XVKk0Ft43HC3DgtJQN1Rzz78W0EKxfCuSMKRuCZi/3sDAw9WvPven3a8FoKJR9QrRjDqxRh5Djaspw1azx4gXp8Ad96LacbaY55vMxlwlkDEX17U/UOeKYV9eNQrElmQqTHKT2jWPeHW8vSC4DctfJucH1tqluqXAlthmaYn28+ruOQpmXxQt+GjzdXWcPAGxW2GzB75Gvr4NLbRYKVsd4Vo9laLjJMd9ItEHIe3mQcXCrjC0mjnmvOknIewWQd7w6w56cyAgD0+b/HmzzPy7zOSDkvaI2nrMrQC0Lx/uV1fdby9cWpFcib6Ny5piPXdsIZPQ6vdkC0yn0MZ8t2CEYrQrIQ6YsDtKhh14K04mRKev87klj1GmhyKpyjzMSfczvTGwnqF4NZOpNI6ZzzCd3vhdUrx6t/5nJNsr5uMK+l0NIIFcTJNcA+aM3h9t+3eDwfxSmfh3f1oDLFdcL+a6JF8xcsiFIu3GGKmzieyA8+pZDnbJsgMSdajnCC2oZw+H6AgrJPv4eRrOGCwjqw4nsEbpx7AjduEIX/nQQyHVAxqEmGsNwzNu1WgK5LshbB8+y2+8zwsDVhO33uNznsJDvZLwA88skkWM+1dJTkH4JyKEBo22zNCicojA1S84sv1nCPd0bhWpaDy94a8neYA37gmkKT7Iv+HaiX2z4pNMSQf36JrY7Lt2cw3Ek6/ZUJKi/VnDZBiDH3dI/nbauAVN3vPxXfocIx7yrCx2ihngBjj+To3CcWEXFuCrGeMmC8RqB/OSSxdZlB4dHKTzH7oWo/sjAzpR3XD/zr5D3S7njoJZxfEB53AHrdV0F6Y1BXtR3W9AsrvcNP6hwL6E/gxvDVwlFh8ZSd0X9OVgf8xtp9wmWvxzk2X3nBq+2ncHhCkvScUtSjNAdacLbdIQnjnnLekGQ3hTkOUsyrdcNDo9RmDqDI7J8y+N6vHih3JtRV9RfePUxX5hqIli+OciNXp0QpFi35ZUJYt5xc1BFIe/oYek7MfxDXT7m92g2E6SncDJdqCFN/EQL5JYgJ77aylN9zyutgjxMk+q4YaWFoHorvOCWq/sEaf/PP/36BClgNHnatzzuRjgj+HxrvODnC72D/9gjlcDmTGaP8A2f+Q0k7jtJF17Qhvqx1PXmmMe7FCH/bUF+/ESr4GrbJQOuxo5UUpcMl4c0FPKPVldfBUAzhBzz+fhKgvT2nNxMz0v7mLcyCQI5FeTHGiUFKdbdojDFugE7/FiHU+ytBZ9PwwvWX0gMmjNqg8N/KUyW3/GJb3ncldBMeEEH6hDSmI1jfo9qVUH9jiD3uDrJOk5G+Ey/pCBtHBv1qO84OMHfRpDeCS9Y+uKeQDs7bh+ksDQAwnH4zkLRdaY2nuo5x3z9qbyg/hUgZx3YE6Bpx/YK07xNY+Y4uHShrSA9nfqzJJFj/h2WzoJ0dFn04W3yc4756KmiQA5yMqRxzL8hli6QXZD7nZ8b2GsPswLTwcY6H/tOkx5l7hIoWGwhXV2v2BOgPWB7O+8J9LKzBs+xiIO/LiUYrgteMGJyz8DVdty+4f6eAb7TeLF9AS7/Ki28oCt1DKt6Yzgf85YmKOS/G8iltvcKrLbds9u39QpI83U4nN9FkN4dLyj3+rwANVXjXpsXMH7fO3xgtu/3uCmuvGDAK/GC53rPC9CUYxeFf9f1vn/4wBd+vcc5+4Dwgh6m/AMBijQc84H/pUL+exKZOgYc83vB6wjkXiD3TekVoA3y77boFVhk5yr5VBtumEoWjNeb+raIMn2ipqZz7GyNCyFBeg9Beh+Qh/3TN32/HYrt+bNvOk013rbed13cPnS5YLir8IKbyw9Mp77tbYkD06mX0fk5v+hwBVtd4QV9zYgqxS3hXU7r4/OR1qHzdsdpf0H9fiC3W9/G3a0I4xs1ydsRr8hRCo+8PG9SXFbo/N5MLR1ScIFBJDa/9Kvxgg7rG7i78IK9TfL+jk92o/CCxZfle8GQaN0DL/SC/qQ+Fm/NzWo+jnXahGLtrtOBgvrXgDwq1NE9pXqV40c2y9vvBNwfLmQFp7WekXvlzmx3BHbwKOnXRjv6CoFIQn7pA/CCvLw27g8Lp+nR8wqFjzUZp5uuR8q3CdU73NocqY6yL4jO/4KBpH6M86LePMlxtFI92qp/g6D+tXpkoVSOtReG5cf+V3eHCuTr7BjeI3C8q/PQEBLINwrkDJBPRlq4VZyhOkRzPOdkoAMSyHReNZqRrye1S9rbTDjmG6SHC5JvIIPFO0/Zs9gc+x9yuk8gDwI5J6+Lu1kXVygMbIprUPhhVVz1bXHh2oD6QnHdaKTX8gzFcdbdN4eQ9MZwQfpNpHqc/YY1x0dUno/YfD8sGG0wkXHVD+Wb8KjQI2EkkDMEyUOorEt6n3v08Qkl9YSVPE4gD6XiIlU5/kARP7DkXoLaw0Butb6Lqd+qhv0eH3CjWf0+Z+s3nOI2oX7fTPlO8j6F5+NLxnyrE6TfIqh+C5ET7DZ0jpNOjU5D4hbny2jDKd8lEE1UMMyP/dp1qyB5BJHpjgGOl/+W2QGJG41LHgny3d2buBPCN+qoMlrhnB/H6ubpgGpJP5o4pjOMhnNpOOAZic9vtFF4QYzTT7ummVL1cTeldjer+kJB9VtJdYSh7apTyPE5VdbnbHmPFsi36RmyKzu6baP7qQahed6zsQF3g8JRc6unDdue7Y61EfX2aEefjC0YUW8n6Un2xATHIx5tkYsE6SME6aP9yPKU7jlxfEGpfcGqfr9AvgNknACmWsXxnGPt2yHpneUC+U6QV+YNcH/UkSUQXqrwKR1Z+uaLLDgBj6twCkaWMXgBrsSopJyE7lMhfGbNtFwk3QwLtWysnui4sombAqurWjY9NsVavaG2+ilrddSmZoLVx1GA0P6tT1D4+LQy2mlruLuEvI8nw+GSBjgJx8PnZaQigXyvQJ4A8vDuvTxf76fwR9rXB2lfv2K68XVcC/KG4Ot3+aq/GMT2VY55NZ0mSJ9IVk92Ap7VCY98bFIHJJAnCeS7QcbeV9xsYfYP+Zg3RbQ/ktfxe4iMarksypAJc/LdguR7yeJYMjAjJB8vn7g/FQnkOwTyJMoz+TbHoR9+zUECeYxAvs/vbs30miHCPDhkCuT7/eppCBzz6vm0QJ5MMY2uAuE4qmqbVCSQJwrkB8hg+puo4/BZah+/G3k4Bwnk8QL5QTIYXVfHcb8VtXORQJ4lkB8iyVXtFxg4brlzbyoSyA8I5Ckg3959kHuvrhw9wsMU/og1BMNsQ4BDyw8KlWMqLy5qPQnzhv8mQfo0qlkxKoLSnTmEeXFdJ5Cng/z9ijbujdHldEhqH53i7gReXD9vREJWaMo+0/C/EG0+vFiw4X8YL/h81IVgFLoac6PSOB5xSPXNCxwI4AHxEapdFEE5jqlwY3skXjU5eQZ5Gl29yfEkledJNt/PCPnOJIsjEOgRIMOnFPGUJVPPmAeFLJCxszwW+dT3CTB8NttF0v0VQfJM8jR9Z/zwkqkc85HQSwL5UZCxqVBLU0Mnjq/+Oi50td1gmCWQZ1EFKWNrFMf1/7o/jATyZIH8GMijQ03ck3YMtkcZ7Ec1BosaNUGPwX67YNou+DJu5CrYds32VZ/pnbckvE9Ze5+1+KOC9MdB3rSii+emV0QH3C+A9zbUbvqAdVPU4zzBTZ8g6dWtd3H8zht105D4LkVe3k+C/NWKAe5ISFTDZ9V+u7/rSpKspU+0vWOEoKmC9KfI23Qss/WbcE7/BR2Q9D5gIe9P+x3cqV44JvyhMtqH1nD3CKo/Q2Uej16CDYqE31XEdy15niD5WT3rcd+24FFb5ikXNgW/1+Pup3PHxGeFDkVMvmvEmO1ABcv8OfyywrIubkKJdQFMG3wZSXdPAzeql9ewdFZo+iHzAlSKrYLhnved5inmNAaXUhWllK0sswX154C8Im+4HfV3C7+p8And2RumO3s06sfedlxhV7Cz9wINn3VDoKonx2PfK90RSe9OFKS/SLEtyTZBHHf65KpUJJCXCeS5IG9Z0cD4u+qfd41Odj/Vvt9Ae9zag8ZwL6s/DAmGm0fljvst1WA8nWN+IcN8QfpLFKKa4gzexnfac8w7PXsE8nySXFYVEzo6HHdSxE6WPEogv0xtWZL3WQ8fT+rcIQ0J5LMC+RWQR3Uf7Y7VzXAofJPCq3Qz3F83w/3uMc0wNhPiKoiCzfCreMHD924LbrYOM1bhs9phRoVnMIfB9q1o4QUL8Mu6y9oYf1/cNG+bcpg9wKrY4O+PWH9/U/3hzUKxvYYXtFg/wEzUqRf8GN8v3zic5tnQ+K0QXvC6qTDj3DpenPPxvYuCuUgwIB1o5C3qG2R9jL3tDiUPP3b5hDQkkGcK5IXUHFNo4vhTFWU+pQlKIUwtAvl0ZJNuy3BuieOlirjUkj8QJC+m6FoNLmqnRgnziaq3BKd5k8j+N+lS2Mlf/z64xQJ5CdVxGotwvKtv4xwkfaJGIL9FknGZ9Xa9QOljXkWXC+SlhlzLPfb81ODT1Yd25Jir/ZtAfpucJMlOyHHM6/d/BPI7FBzIqzg+V7NfLhJvjnhRLSODUePH8SfbE3OQQM4WJEMb51xkLBvI+LiLUrmLVftdgbycrN3bCQRoRES4hCKWsOSIQH6XJJM/c8yvezgi+PYKkCd07+jeZ4fOgxXO02FpmA5LWzJNWMLNuXqupUBUeY+Ki9ptjnsqtXta1U8LqmeTxf1rGn3c9dz8HCSQlwjklUSOt91qjnnzu1ogvw/yxhXD2dBiqLtN95oa5euzoaXEtUYFY9kqvGB93kSXwjHweR2Oh+ebrMEuahzRKNh+ryb14+x0IMd8zSQsqJ9DVqcxN8fzxj6YigTy6wI5N1orMVVPwNLxWcJ8tmOD4DBhUhuXec+LctI55gO6NYLkPJIcb6eFOOZ1+3OB/AHluaadpOA46aqRqUgg5wjkNb7aT9l7TH3Mw/A9AvlD6jU0tKGX42OKeMySPxPIa0E2x8vMDSwcZ41P7IAE8hMCeR3lGZUCk1Ec31/66fZIuukRyOtBnj90utdej42d6sYK8+afRJtvTRb08Y/wgibrh3sLazvih4oLa6iKk4UXfIwXVFs2wOtybI70NV0ONYDnXWxY+A/hBZ+Qw9DQOT9uE4qyDpMn5P9TkOsva+B18HdE6toOzyX5pG9Uf9hTkL6Bio4kcvyoKvNHbbl/JUj/jJymqW3sOeYVJRhTmLyROjv0RQeOS+PjhjbfXwiSP/eNZqolx9zXvxTIX5Bk3Ucx23I9zCXvFshfkuQytr3mmNfvbwTyVzScirdBkOOVSuWVVu3vBfLX1IKig3PAnnAnvHPRa6uQQB4skL/xA+JMT+04b3LSVztXIG8C+debptuBXI8wcImmhQdy2EWN/esFG4JvSXWa7ub4yZlPpiFB+teC9O9Afv3BDcFfbBUNHtwUPOmYKlr/t2y38vCVeuYjxgbxgj6+mfJex668cjy/7p4cJN4Y8B7T91Rk5F0c8yvanhdU/wHke7tP9iYmgfPYrH3bGabrgYMNOHNesOvxI16wNq+BZ3ng82zhnJpg3G1XUbD8FmP5mTq/zexGcMJxVauuRoL61aML5/0nMtwlttnl2Mm4fzUSyJuFvG8FOfzGDNvt6hZ+X+F1rNs14TGTdxwhPWjzHstU34YXfPzg3uBOu2ninoOHgkc0bqzLfaFryn2DyWOhct9O6te0IwKOMz64sj0S1P9JUP9n89J3g7T+y3ENVeY1bLnvF8g7aDhVwq7/cvyjquM/2npO1yPw7scvVGTo7FCREd7wyN+rkEDeIkjeSZ0A6ilxfN+1i1YjgfyIQP6VDOatFzD868JgGySQtwvkXSC/9eDiIC1h9zi4PKhbUlV0vJrCso2F4tpNYRmXB9EKFWEe0/8SpP9G47Faze8KRrX6J5VjXlx0AabDyL9TvmkkxHHVFTVWI4H8qyD5D5A3PbEhSH6epzANL/YrP1//iPFz3JmRLFTRPTSgw9gTUYVjfrH3P4L0veRptGjO8YmnszsgcU/j9XsfWTzJOgjHVeo2z0UC+Q1B8p9ktKp2To3jV/Y9rhPIvwvkv0gyRoA17UwH4coqv5Vtns8L5L9BvjAmN0jLuOdPLA+uxzKuKutbS2WF/rbTolVirMULTIv+QxbH3UfN7LogYb74cEiQvp8CAw1kOF6riGstuYPQ6Tngd3oCQco34aypg9OQQN4nSD5IPWW6tJ7j3K2H2iOBvE4gH6I842u3mE/iuJyydjlr8R8EtQ+bjt63+qNhcEuO1z5zRxoSyG0F8hFSu4JdzuO4xNuzViOBfFBQ+ygZjHoLHC/Z3jkHCeQDAvkYFRXmVkyPycd8f8cJgXyc8kyBgOPaWzqlIYF8WCD/q4PCionudXq83TSvc/Q4s6xn54/vtcMKGAf3sxYMhidI9RjVRzPrYz4uqdQuaVXvIVj8JPVZzFWq+Pqrjy+bm5SHBHJtgXzKH48t8byMMB+0vyfkGzMgeqIm0dsI42PezXxbIJ8B+dH5e4N6wkJ19N45eyj4g11kGrMl290/wrQgyN9wwWhnyVmomDhe9eUXqUiQflSQfo6MRverc5ys1E62qj8oGO08SUaNokhKmEeUXIF8AeTDi/YGHTuIe1BJNkPI5Lw7v892TwVNvqHiHUK+I9S9hkS6+4ow/8LBekG6E2P9nL4Cy3HdqIdykUA+LhgtCuRW6ye61EfbGj/OzJerbPDxN7xqpqB6NF5w6/wNwetsmT92dpNX5neqMk8dafIONfcLL4gh9WnQyjFfuo8V8h5L5ARvdc7HfC24pEAuAfKum2bZvnkoDOw0NX1zPirC3TAnncINf0lfuqkgHPOP7cQL0uNi9D8z9QiQeomEr+teaxUSyL8IxRZPkst4a0Q+bq/y3N7mO1GQXCrGqyim3eK458GnUpFAXitITiC1k7xvGvp47JhSeUggJwmSS4OMu3GofDnmoam8QEZWdE+JdtJwzGevFwlqJ5HaZbwFZB+vPDFBJ5ArCpLLgHw4Y5ZLca1x1EzTGDSql2+PB4yzR/Dxskb6u0G9J1Nv3vbxvUdWdkDSyxzCcKIcyLh5qood9eXDl9RPRQL5Z4Fcnixeys5gcnxGWfuMtXglId8VdL6f2Buk9cAdCpttOQN1z/jRaaZnjGtcaggVpCJZ3Z828HH9qVkdkCA9TpBeyXcWM1jn+G+l9t9W9XYCuTIZLdlOvnI87cxbHZBAHiaQq1Bx0X5Mjpum1UlDArmsQK4KMibhkE+6totwv2/mdkACuZRArgby3xnTvSn/2lFTzZT/3nr5Nkqg8/654GnVfU8ji/v4xzFt0pAgvbIgvQbVsDi7c4rj2qp21bY1bIdQw2qCvOWJxd4wCvgT7SwZ2lkiDxlnwS1zbQVnqUUxjdpsjnkH9x5B9dpkdXSnMdrlOPHPKWEkkKsK5DrkLLQ1geP5+8bnIoHcQCDXBXnc/MXBYbbInjm7PPg76/TE3WwaQEjBPUAFiywZL3j62umu7j2oF3wXmeJ+Z3sPfAq4ofrDX4Uyv4QqCk0TcNwyo0kaEtSvL6hfj6xOc0ocX//DllQkvnDMo0t9kkxbzjhee2VeLpLe5yCQG5DVKQxznDOjaRhJj/gFtWELOzVkHIRjPtcwWiA3IrUb2slXjo+tmpGGBPIlAvlSMhitfXLM10GbCOTGINcZu82MfFV368SJTUHawIyRb6KTZU4uxtiIWmDkexle8MsTmUGzjTgQ/lzhHLtFA7Xs98mmluFAOS6NKljLLscLvl20IagXHJQGNyn1pb4qquMOwduaUP7n2P4pxzz/XWIL578pkeGeRCactWBRDhLI9QTjNQP52nvnBulUy+0Km7nUjHAm66/hlj3c+VZwMrY5lbseUtjGkHDykGq5SJDeSZDegsi0I5bjvRlxYSSQmwvkFArL1exN5hwfV6563Lpre4HckvprDysrm++9+fhfRfzXkj8RyK0oplP7xfF11RuGkUDeK8T01pTneNUI0I2KhPlosI0guQ2RMW/azJIJ8xk9Cg58Zqut3xjQhnUfz3i/TCoSyE0Fye1IMvWIOeZj79YCuT2FJdpJwvHHytIfW2unC+RUkAP35Xob/tpfWB7cwDb8XbAzW71jHH3TUMH6nUbSaSGN41eU2q9Y1VME6R2ITL0kjvl45JhQ1h1B3n1wQpBGQ2GFz9ozY7x24SqD1kLt6uQ3Bqa7wfFDZ27LRYL0RoLqnUHG5QklrYNwzLfj0IVY3FmuAPnme3OD39rTiX0VPmEXWWawRRbc0xovqJ5Ohhtq4zjH3HCuoHoA5J8WLQ7WsaP/4Yqs92iqPhsi6mkbUVG2sUIHIGh8vZ+eK0d/hWO+CnutIN0l1WmygmM+fO4thOMQWZ16xhzXzLkpDQnk7oLkLiBjdaK8dU+OudFuEMhdQb53fmaQOrrzzj5ppg0aNda9pvZ22gBht4pgtG54wYoHM4M77MTF8INPBiNO4dUKjDlx/WTBF3SnvFNPieObe/6QiwT1rxfUv9LvQZj8cpyoXDXRumsvgdyDGgP6nAfHK5TRVljD0YCO+3pPUruM3RjCcR0ltY6VfI0guRepXc9+GyI/bhOqRd9uFci9SW3/jIWPyypiWUu+TiD3IbXpA0kcf7x9ZRoSyP0F8lVE9qeFfMw3+g0WyH2JnGhPG3PMZ/Z6CuR+pukd520r5JhLHiiQrwa58rLh3s6SbyJDzN6OApu3UZMWCy7an1SnKVCOu1y7YTUSpI8QpF9DZNokwDFvuzsL5AEgjz3b21sL/HHHkGAsWwusbmsXiqaaUD0HkuFoTYhjvinmRkH6tRQQEYKxvMEx79wPFcjX8dpFbkp4uSIut+SdQu3KABmXvJW1G0I45kZ7QpB8PVmcNnNyvL76F2lIvA3jo6EbKJpSr5Bj3q2+V5A8COTDB1t5PeONCpsGsH++fde4MQe36RRsAG+k4qKWg+N8m94E6TeB/HntPnZM0i38msK0SYJPE+G2oMuEMclgMlyCXYXj+KQqrpO2yPoK0odQkaG3QLdCEuY9hySh5zCUPI260xzznuLPguRh1PRSq8Hx7y2zc5FALieQbya16QwNxyvnrMtF4mpzZ7mFyHomz95LSFjZOdTEqj1ckDycyAk2CHLM10kyBPIIv6hSvGhKuOarx3OQQA4J5JHkZfQZWY65l40XyKOoglC/jGMex+8SyLeCfC61j+luqBjmnhwSpBlcdDda2e4G2ilc2lownt2GF+xclBmsZDt5o1VQMAdx6ubdwTp56BnsFV5wO1k9yTZ6HH9ycmsqEtRfIqiPSQw921HP7s3jmBvuToF8BzX61KXkmC8ujRHId5JkavQ45pLHCeQxJJmKiWMu+WmBPBbkhssmmtZTNUE/RMa6Pws7I+FVRwWLjyPVSSLHXPUJgvTx5Kp0DIJjPm/eTyBPIMkUQTnmkg8I5LvIz4nAMe9yfCOQJxq1DwepteSY90tbCuS7iUzOwTGfpJgokO8xkRSrULSV1Me8rO8TyPdSnitbaRzzEdAogTyJQpI/6vHxfkXcb8m1hBHQfaS2P/byMV9AvFSQfD9JJgLHfDlrskCeTGTat8Ixn2yfJJAfoGjClqs9XE8R69HuAiHPD1I502f1OOaR9G5B8kMgb+2VFKQNy8eU5EO2Wo5h84cz1R+2E3qGU0h1qooc83w/IEifCjKuTKMpEY656rMF8jSS7JdvslhcUwTydCJrQ9n4TbiCUrmCVXuaQH6Y1EY+6dY3wkmKmGTJjwvkR0Bu/sK8AAXCW6LWBX62G9T5jC2MU1Kw+AyS3tnGbY4rKskVrfSHBemZID8zfl5gmF37rH1wbWAnW95oZ1vOp9Qf1hCkZ+EF6FJRfjluqyS3tdJfFqTPJKvTSQaOeWCYLpAfJcm0F49jbvUsgTyLJNM4k+M/ldQ/reRbBPJjZPGqtjfI8UsNbk1DAjlbIM8mMjXwHNdXKte3as8QyI8TmYIBx3yu2BUCwxOUZxomcsxH+EMEyU+CnBEekE6j3VdinIAe7e6tmy8wqN/rS9oKnfEm1SvY70dzHJrzWRoSpD8vSH+auhrUeeeYR5VyQr6fIUfRu6TWVV/FMY+mbwqSnwX5obOJ3lD5jx11gyWEbbPwqOZCvp+jfFM3muNbpj+fiwTpcwXpzxOZriHg+NHAoA5IID8nkOdQE0THNTnmg/TXBPILIDfpOC9gNgf0De/oMC9Alzdh1Jf5lBn14aLtrsKo70XyNmxIp4Eb4X+7/pmGBOk3C9LnUr5ptpLjW5vckIsE8mMCeR6VN3aPYEKC4y2qgmyxleRVgfwSyO+s7JtuyvvyvMw9F9LP6dMMjXR5V7HlDa9qIJT3fMo3ljMo34QXHRmahgTpLwrSXybVaXcYx7x3OEDw81eITC0mx3yo/IYg+VXfaFP1QinHvOntLYyzF4Ac3H51Om0O+OSnq9P5HusHZxpnwR3gjQRneY1clQIhxzwc3y+o/jpZvKytVRw/eX+JMBLI8wXyG5RvOr/PMTfaowJ5Ichf9Orj9Zb+UCP8Q3ZtgAdFVMVLBWdZRNIxxbvMXrpJOEFJTrDS5wnSF4P8U+2kIN05tVzhT9hicQ+7JQOXCbcXrP4mSafDshzzUdA7gvQlZHW6f4jjKb/OSkMC+XWB/BbI537ZE6Cjq+8ofFZY68Ulu7jmt+CM1lIKEKVtHOeY7xZ7W5D+th+SF3hRlfAhledDNt/LBPI7ZDRaeeN4jyLuseRFAnmZr7bZRsgxH0b9RyD/x28MnvKCImG+FrRcIC8nckm7vssxHzquEMjvgpyQluTNr0w6Wdcs56hRAd8FimmQDoKfryDpdMaXY35KKyhEl/dAvu/E3ACdAf03Z23gvMaN8xqwJhhOkS5Iz/Zbk6GsNTG469unc5G49BgmfSXIA8K9PFc9prCZfB2Yb/UR1/e6gqu+jxfgw8SblTT9nV2Gz18fSUXS6/tRhS2/ishLL63bnsiE9/8azEUC+X2h2FaDjG88gEDfkyZ880st0pBAzhHIOUSGqubMp4+jdsfkIOltR8Jqc64NDu7DikA3ZRDmw6lwTGGLh4m89NJX2xGZ8OlIZui0/bLKB4LaeSDvXdjATRgwLx1BcbPC1ca17oRD8eertQktPWmK65z6w9ecwkERL3VwOgmGMhshfNz/QmYICdJXCaqvMeQURvYxV32toPqHIMc7Dbzy5Zh/UzoskNcaR2nqGYpj/vmhdQIZv3MSncaeqhwnOFmhBPsZng8F8nrKM5xjmb0qjDDvOawRDPYRyCWcNl4+OebfIl0jSP4Y5FJOqjslb0x75JNj/rmpjwQydtPoaZIzStXH7bYbwnzs+WlM4ZD0KZHxH7THmjD/IPVZQfIGkH9eOMCdpl20W/gzhVvfCBcdpF30Leui29QfrhZc9DO84FjkGq+IOMadU4es0TYK0vE7vSYC56B7EwlzL/tCIH9u8j3O9Y3mY94//VIoa7xQ/bKXpyrHZVVRlbXFdUaQ/CVJJlU5PqpUPmrV/kMgf2UcpbcJfip+ccy9LF7oVn+tGz9nIqsQPo5RKsdYtb8UJH9jyEM9I3HM1zq/FQy2yS8qoyrHZ5XKZ63aXwmSvyXJvtpDmeX97w9+L5C/i9HOluFVRY7/VcR/LfkzgbwZ5N8WtvH8+1OFTQg2/v229e9/1B++Kvj396asb/TUzY+zQiWtxb8TpON8nD5IR1bmmFt8l2DxH3m+zTDZx9zLtgmSt3CL03UqhLna2wXyTyD/urCL21IbrUf4S4WloIAz2MsFo23FC7YuHO41fGGFjdUH6xcssS/4Vf3hF8ILtvGoAg/jmFeSTYL623mRmUlnH0epfEfZvP8okH8mP6di4rimiig1bVTZKBTZDkPu5Lknxzhp+rdV+2NB8i8gX4iM0oRmOvD7mLcgvwnknUTWNpxfPYdj7iy/CmT8Tn8vXhPs9+IJ8y/7bhHIu8jHqVJwXFERK9Jn8wTyboqkJI3jY0rlY/RNWYH8G6lNRuKYtx7fCuTfTU9hIsunj7nBdgtkxHX9LWnKJ8c8DP8ikPeYet3FI3DMP9a3SyDvBfnPhRO9qvmDwjyeUZcS+ftKqFn78ALcjUgVgmNsCU+0qh8UpP9pvGyypy7Hfyq1/7SqHxfIf5l8T2Vx3MefNBkSQgL5T4H8tynrSZ6qHB9XUo9byb8L5H+oY0flyzHvj+4TyPA8J9q5wyNwHK+MFW8NtlMgH6A8I4IcsNeJ+Nif9vxLiCYH/W60idscc0c5Jkg+xK1NR+4Jn1fE85Z8WiAfBhnfDEWnBrMYHPPW45BAPkI9YTISx7y9/kcgHwV5Qv/pnn/forBpejLyNT1Q8XvBv4/R8AF9b6jLMY9l5wTpx8nL8B8moviYNztfC+R/zZAp0zMUx5x8SiCf4C2HWdP2MY8oRwTySSN5lle+HE8/lRlCAvmCQD5lKscjHoFjPkw8LJBP84BAH9klXEKpXMKq/bdARtfaORvp7kUQjnm13COQz5qiOhUEASMdjndEst0d9C09oRt9zhisgacqx7yoHIF8nho88iqODyviYUs+Iah9wTQ7Mz0L58e+e/4rkCN8pEdXQhGerkZ50+1Ir6WgNrJiZzJMPjnm1o4VyPqyHWqnTDTpwkJxVqiMVfu8oHZ0rHaSfUFfmo9bK5VbW7UjAjkmVrvnxiDVJI6/UmX8lS3nRoLaseaOoFrMwj7mcay0QC4B8q39Z3mhaKjCvKmlUITqt8spHIpK4gWJTiU2k+HjNSVXukh89oaP6uNAru3kBEldjtspg7WzRqshqB5vjHalCT/6U8Y+5i1HlEAuZRxlQZAIHAeU1ICV3FAgJ4CMzYmUT46bKGITS+4rkFEKeoKRahPH+5TK+6zaZQVyIsh1nF2ekTjmjhItkJNAjnfK6WBfU+/m9DH/MmdJgVzGN5jJJ8dVVX6r2jxfK5DLcicxfTAf805sZYGMFWa9FE0DFI75KvolsYU9rDzI5yNrg5RPjrsolbvQB4QFyRVMnhO9aQ+O+ddIkwRyRZDx1VmULS4p4Zh/me8SgVwJ5HORF4IkjeOaSmpNK7mMQK5M5Uz+zDGfraopkKtw38ZeHI7/USr/Y9WOE8hVQcbXZqnHy3GKUjnFql1bIFcDGdvF/HkyH/dRxD6W3E0gVwc5Eonz+toc8ypZQSDX4E5irk7w8e8qv7/bPMcI5JrkJETgmI816glkbKHTy7Dkzxzzq65aCL4NI+qvDJOROOafLK0oSK7Di8oOSj1cRxHrWHITgVwX5Jwec4M04fSAwqbVGBiOsAFaP/WH+EhywSWaZLygrBPrTR5zXEVJrmKlVxekX0IBgYbBHJdRxDKWXEkg1+OOYu7j9vEJVTFO2MrRWCDXBxkHm0kax3crqXdbyZ0EcgNTs1JYq5Eithr1BXJDE0GXeEXEMf8MexWB3MivWdTv9vEwRRxmyZcJ5Et5HKMvaRPepSrGLls52gvkxlTOFH447nMhM9THru2sFoaG0Map7Gz12mWOE5TKCVbtREHy5SDj68nUjeJ4n1J5n1W7rUBuQjWL6jHHvKgulc5kgzz72VZB6lJVVtiM7gbrykFdqq7qD/Ep6oKVo5mR7rh+vfbxTqX2Tqt6siC9ue0Be40cxzx+NxDILSgckVty/KUifmnJVQVyCsgPPTvBCwrNFb7qSjOq5flG6Ckh5Bsdej3aIUtzPE11I6fZruRqoSvZSpf3pXsCNBv7fKM9ARpTc+ntTC+/kPTW+D0++uxPuPg4VpV3rC3z64S8t+G9fzOy8zEPxZ8Kvf+23Op0LI3wBWXxC9bqdQTJOjv43LL2bdVGc8w7OGkCuT1FUl2fN77TnuMkRUyy5H4COZUbDPnkuLQilrbk5gIZ2ujvVVM+OeYxvLVA7sDJkMZxPUWsZ8mpArkjyCt65Nrq2S18t8KSm6KD84FT2FE68ciCKsnxHlVUe2xxtRCkdwb5ux7bgm9p6aHwWwrTeItLR/B7W5B+he2HB1g/3MOfKcmfWenpgnT8Tu/L8GYkGeY+fo1ADvhjD5NXjrnkNgI5SGpTfeaYt18DBbJLalPPiOPLVQ/pcttLojzzwBDibTb8mmPeJ71ckNyFWs56UbRQ4mO+iaeaILkrb/CRT44bKKkNrOSQILkbNX74j5/1JaA+7qmIPS05IJC7g/xZZEqApHFcQxFrWHJQIF9prB3wvIrj2opY25J7CeQe1PxQ8XC8K9I6tMsuBjYXDIYxmJ0Gob0JPv4e3mU9rJoguZefZ3JJH8crleOt2lcI5N406qFtQhzzjXkJgtp9QH5YVRCKXxzzgHC1IPkqkD/t3dNrt/b17Om1W051PyCAnCi0W5hj8OZQzO5sH/OudHlBej9/nEnLjj7uqIgdLbmUQL6aO4rZ1edjPuXVXSD3N0bD5hUTBDjeVnuliwRyH4F8jd/oGbfkuIOS2sFK7iCQB1BxkVtyzLdUZAhlPZBHUDowI5V1O0HytbwTbyKIj3nHLkEgX0c1ixp3jnkE7SqQM7iLUp4JP/NDfAgJ5CsF8v8BJlXkaNQsAQA="1BABEBC17389072D4FC6CBB219570D5B
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Author:
tak
Collection:
Public
Game version:
0.8.23.9989
Copied:
3 times
Created:
over 3 years ago
0
This blueprint requires
1113
structures
90
90
2
2
1
8
188
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