【おまけ付き】Factorio 2.0で新たにグリッド式鉄道網を引き直す
Factorio 2.0で新たにグリッド式鉄道網を引き直す。
Factorio 2.0では対角線レールの種類が増えるなどの新要素がある一方
1.0時代の建設計画が上手く利用できないなどの難点がある。
いろいろと勘案してグリッド式鉄道網の新たな建設計画を作って
計画を練り直してみた。
以下がスクリーンショットと建設計画の本のコード。
インポートは自己責任で行うこと。
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x0w96Tw/fNtJ/bQHrggxPzeBB6eKefZ/O4OIeYbhqlw/qeHGPQAmuDjkJ6eytZzY9X1OHCy10VomNxbNBay59LeSiUG0pIDG/SZnvLr1rsVkxNrlY+O543RPBuE1sD0oPQymGS2CS2MVD1T4x2MkjYzOWunmUJZV5E14YgwXsXMQHm3RgMJrW0zHWPykYtqIY7/uOo69JREq9C0snFdi9atae0Q6e25rao9/FM62cf2TfoZh54cQjC2GFba7t6KN2ru3htZYqZWJOKrTTb50p5VjsNgPImhxBJSkPt1AVqfgHFlN/P10a6HBs09NYm/6kdhUiAIq7+M9qm/7y6bcftlD9k1J9kOzVnfIqSvE5sht3wQh9b1AKInrITjM7I5Cuo3AKm4q6Szd6Ax0GtBP6zQdNCduX+aAMxWAiTmFaLRGGiotEnIYtKgAZTWqNQJ1mnEaggW0oAE1sQ+5b2vTb87MNBZwEbSjAZGpDAadgGwpAODE6AjVsQwHIsA0FoE5tqG4+aEAbijhQMyrAAFWAm49FLqVvgzK1oQhUqA1FoEptKAI1bEO+9waumvNNToc2FGAGtaGAg3UvAhBI1T/bUABK2IYCUMY2FICwv119x0pPuz/bUMBp0IYCDPWwIw72sCPQwDYUgCa2IR/UsE8dgbBPXX3HqlGfOuJAnzrCUJ864mCfOgJhnzoCYZ86AmGfOgJhn7r6jpVRnzriQJ86wlCfOuJgnzoCYZ86AmGfOgJhnzoCYZ+6+Y6VUZ864kCfOsB06lNHHOxTRyDsU0cg7FNHIOxTRyDsUzffserUp4440KeOMNSnjjjYpw5AA/vUEQj71BEI+9QRCPvUzXesBvWpIw70qSMM9akjDvapIxD2qSMQ9qkD0MQ+dQTCPnXzHatJfeqIA33qCEN96oiDfeoIhH3qCIR96giEfeoIhH3q5jpWfaM+dcSBPnWEoT51xME+dQTCPnUEwj51BMI+dQTCPrVtPoj61BFnUhV9nwNuFNttUMLqrQEI+x8RCPsfln0Q9T8iDrxDNyG+sifqjUSNw95IBMLeSATCd+hSh2XsmwTty9g3seqDqG8ScQoP2olQuEhHwMH+SQTC/kkE6ivxPhEM+ygRCPso5jo7vVAfJeIkagABJ2MDCEAFG0AAwmckEQifkZjvXBQpDvBI6D5BjgKsNzH0dCR6IK6074Ou67LfiJC82TdVT2eym73DLxujp8KOSfc9nEqD+2wKoe5dv3usN1tHPZOIgz2TCISj+8T+mlS2P2ggv4qMQNg16b6Po19F1puYQk0h4FRsCgGo4SELQHiHGYFwIHcX0ni6fjN5wfoeCqxafsof6EJx2q5nsVb9wfWLy3rrsUEOqz8q/pJheEIEzas0KF7rPOy2R+2zpXQOzWw6fbFrzz7w0hA8+6TJAJrtdP6W8BvY+VvC94Rfy2SHqWvnysXdlCTBrqe6npcbQXa765ek9eZDoyLj8ZMnF459p6CR3HcKQENMc7uUfFfHGKSvmj7I4F7Vbg4zLSEOB5rftkbt5JsKf3cC64WfEl0jGKsdeUoB70MZYVrbOGpih8tBgGEiUHaTNRdSa6VOmzSGJmjhxDE0ESgvZf5GNJo9WkHXVVr0Lmok33sEIOhc2e1m9aV0Y63v8Dlp1Eh8TjrcHfLYNtFlOavz7evw3PcexybqGuwuhVwk2b+xIVHBC/1tq7tLL3AtjXq1ik+fYa+KGgb5ulNdkLHFPnpOUSAkHobkYpFUQWxBrp7A2ESlgnGvExN9iQS9mPBLJAJl1TlNzO5SUcGVTWdWsPsFL85nkr5qN3vW1A7osGe7Kptxd04nvGGPHlaW8oDzOsPyVnRmZ1lM5+7czng/EnRmxvuRkX3Q0n5kCKKXIy/tTqJ20v1IxIH7kQizsh/Rem1ldxK0EufJRhz+KglAa/sRqePK2u4kainej0QgvB+JQGv7Ea3v1nYnUUvxfiQC8f2IexY7KnpFXA5S92U2BXdDT7g9r01BK0VHK26e/wKr9Dokah++H4xAjflnGY6H4bkbtFN2o/CQ8CkSNJFPEfeEc4Ba1vUmJy2Ilw1Bam60zC4yRxPuewa+PI+em0+OAMR3FwHIluTZtLHAt4PiaPB5ETz8pBf+Q1AfHiDx94x1j9qGLgN9nm7d52Q6bYP2FHgTH7WHhrZG7Wn06l0bP8OzNGhfpxdrUYcNPN2DFuEL8aBF/AY8aBG/AZ/+brdTI484dK2POHitj0B4rY9AOFAqAuFUnOn77roc83GPNwU5ydFpXk7QuIHzciJQolkU0nPye+uofficaPp+5qjwfTWFaKAxFJXXXToDXYSxdL/o+Tq1rIAzsGUFIBy5IfX4lGK+27zV5RMnwwfPOLmZByBu5r7beHUNLSf5RCiYDx9haKxSxMGxShForKT4RDCcE++D5oadlgjEnZbhgzIc/wCDfZaAw32WAITThyMQ91kCEPZZ0rb5pAFTPub0OVCTJ2oPvgsOQfgEPyRlmuYR9FHCsjxhk3DOWUhq3JKyT6LKPCGoU1MKOAObUgCa3JR8UsbqPCEpcVsKSJnbUkAq3JaqT6rYlgJQo7YUcAzbUgDq3JYC0uC2FJAmtyWfVDZuSwEpcVvy3ZuSsS0FoEJtKeBUbEsBqHFbCkjGbSkgdW5LAWlwWwpIk9uS73fVDdtSAErUlgJOxrYUgJDWw7kc79Z9WOWGGTSrccMMSMYNMyB1bpgBCSdTJr869gSXovkmSL8UvcOheg8hKAvHN3XeZmBFqpCEJalCEt5UhiS8qwxJfFvpV5WebWB7DEB0XxlwDO8rIxDfV0akzG0pIPGNZUTiG8uIxDeWfqXsaXhjGYHoxjLi4I1lBOIby4DU+cYyIvGNZUTiG8uIxDeWflHx2fHGMgLRjWXEwRvLCMQ3lhGJbywjEt9YBqTBN5YRiW8s/SrYc+CNZQSiG8uIgzeWEYhvLCMS31hGJL6xjEh8YxmR+MbSLxg+J95YRiC6sYw4eGMZgbjvHZG47x2RuO8dkbjvHZG47519z2ti3zsCUd/b56Rtw853SOLed4ji7neI4v53iOIOeIjiHniuAQq74CGJ+uAhCDvhIYl74REqcTc8RHE/PERxRzxEcU/crx/+jMLeSkji7kqIWljPI1SHN+spdyFg/Bm8UEs7+QXNn2GTBS2+aeRwsXmjd+bq0+el+trh8+dMwxnVHig0HD/lKYErjFt/w416Fgegqy02GqctN7mviAimImQIPsOHcPJ8aq9fdv2ZMRdyg1IJ3uhX16tE/U583qsr11viuHeemCa82r1nLivp2qkEL7CiKorYKb/tmaRIJDyTUYrfDXzy8baQJb3vBmXk+1KSctzJsrhbwb08mfQB7ue6LSUGiz1dVTmfeml3UzJAn8lI0OcG3k3ffObL0iUNN52Jl9hC4+VX2+68ZHZpOOU32wvWB4HkqopaqGtU2702TtyJ0yeBzNsTyS/V/UxKdACm0mu6TPW99i2FVYT9VrmVRCiwZ6p3ntG4iWmjAI58743DwBYX+CP6hfQdELiRvoxAhEq8oyJUppO8FslV19NtI7C/udBvrC/cwGvRE3BZA+2d2KhDOzXE6LkHXlXUJs53k/0+7QtzJ3j6nvDqJbYxvxscdCsp73tn7DufPcFxl34hfg9kfGwj1MILJEL5k+SneAdahzaYE49AcJQ1tqXDkBC3Imvy5qn9N/vA/lXUyKIOSzAq/twNcn9/urEXFod7LPhd0bOv1UKIeX3t5EYc8sHnYtTQKY+OoWGfeF/SAn9zIpX33VlG9JmnHYNMtNu/gfcPQfRL+3v9gLb240Y7q8+XfbaSLi39M9g3V/1iv1QfHDRYfiUVQ1x5epWBuPLrqW6Am/SQgJoRVy/TUxFXL1xliCvPtDoQV3bsGhs3+f3V2LjJ862xcZPnW2PjJs+3xsZNP15A46ZHJhgaNz1MwdC46TELhsZND2AwNG56NENn4ybPt87GTZ5vnY2bfJC938V6XPO58nzrzB7k+daRPeiZ3gPZg573PZA96FngA9mDnhM+0LjpGeKDjZvsUO63S7pDmfQM8skMQn7BTWYQ8oSbzCDkCTeRQeip5xMZBClcjQYOVLLe0MiBytYbGjqSuM7GTj8U2djg6WeJiQ2efrKY2ODpxySJDZ4e5ZrQ4Ok58YeXOADrMy+jwQNJ8xkNHpAdz2jwQEJ9ZoOnx/zlSfy1yk/xgzOk9FqT/J52+oCHaakOFn9Cj9MSKeh9+0AtNVj6BR+ppSCkwrvpuCxtWbG1xkqOzUvL018UJe3nP1Dw8W0OehkdW74Ea+11+4WD5tRgoZh8p7nsJiAYNd9vbX0pruzQEz5w0LPl6Kn1a4DgiYMZYOwiLRuZBYZuBrrFppWK/wdYAO5lW5uVZd3EKMB+a/b6hmasLtNAa4+JBf9GudHf/uJOS5Jf7gu0Du+ykdeBeoS99PavD7gcE3WDenuqd/bWewlBVRfknuBd6rjTYBoFj9bkXhYDZuNVGQi82511uTfZZDtbmDtIQzzvCKoyGYgG/EBgXV41dQSe7wb7C84A9T6MtJgIL1QE1nUYLo6ABubJjiJYj7pC1qYHl+xehs4n2QJJaWGHdS1ULs55F7nyOwwZwKQqayI2sVKPKpZGa0VWxcNKtPbpdwEI22iCssjVj0bY6Otnkmz4QeQW4oLyPT7XdxPytr0bnH2wfiJJLC0D4fwNceWY+5wQV85DyQX4Hlkuy/7i3xdtl5Y3W9sVa/2Bzkiu9sZVbb2YUDm2G+jio+fatlsa0MT2baXeGFe/+UkP3y9ssgPZ/zLR+gTqAFQ034GkRs0IrF8T1ILA9m5wYHngZVhRi/W3YTUE1o9LKlqdMi79pYKBGBMyN1CSoKHBy2UF7KNwuWy1jVzyWgQDBWxmB1yaTwQPWklcBS9cyElgUADBbm+WMgg8MWQHhctBiWB9dnVkByDwpCM7AIEnndkBkLxhbknp7ycHbQa6mMzg9Nk2kMFBrY6X4z9TXIjKcnj6xXdt2o1X1uNQLodsfnZirmXxvtqk65HMFDp2hXcFEs/Z5fgBAr6pdxKbbyL+HVeu/Z3coL/R5dxCd8+1S30Lro+yruhxx5Ibux7HT97gxVywYvjrURNvx3O90W5/n9vY7XgeZKVruvJBD6ZH0NuGsyK0ju44K0LjDpy9oHEnzraQuLqGSDfETTgrQuNmnBWhcQvOitC4MCbFyKzT9UZGQ1wakMK6hEVjlnZjqfMPO68iU6T2V7TWGROQaxm/YhbESaK3YU+rcS+iY9dZHnkz3hssVqV16tp1XavBmHMHAlkMuXdXcSxS/A538HpfjRAKXbzOBRxCs4YijtzNg1ooibkJIy1GMg/R2xt5SfS0DWUFHDxM2hfiyKOubVP6624IGkolhcJ2Lmmnvu7NwBbQTLtlCv7bcMguaSl+u4PjHj20pRjpED22paCOBsEtG+JmrEShcQtWotC4FStRaNyGlSg0rmElCo3bsRKFxh1YiULjTqxEoXCLrqTSBuLq0qoJcTNOIejaW7/o8S4zkbWy6Goqs6K+aDgZWuMaTobWuJ0nQ2vgwZOhNfDkydASGJR62dDYgcIvGxo8UAYmocED8SwJDR6IZ0ls8BpPhtbAxpOhNXDnydAaePBkaA08eTK0BAa1ZXJH4LSaEiXu60rOa4UWpI1dWYlu8XdMJdfVEwptb1dAlIvZnbbaWsUG0SjgSQre4ZWMtcltC3pCzog9Z1eYohJQyvZerm8EJS1UsooevmS1kUEbA9+vlPdyfWdVD2q5M+rXhWfCuj1n9YYQYmQozlcGIa0TmtU7NKUQ0+VmcgaQSZo07/T5VeSJUoXsfB0b4qTSS2cJ05DCwyZDVNEFkI1M+VrfDfan6VUECakLF3aA6Wf/bD3RQ0Zisr+iVH5CHz7+XDvhtjfJ4b4j1LalA25TUttLS/iF6qcyFyhZcvGCLGtiK6XRjLiwpXXliNsUDYLS2tIR91tbaD7e6An362YH86FhrWXRvrDWssjFWssa17DWssjFWssiF2sti1ystSxysdayyMVayyIXay2LXKy1LHKx1rLIxVrLGrdjrWWRi7WWRS7WWha58nG8TfI+6pVmQ759HwctVrZS8/wW8iugli6/z+ZE7zNQzmZjhjXwIbkInviQXAOPDR+Si+CED8lFcMaH5CK44ENyEVzxIbkIbviQXAQbPiQXwR0fkovggQ/JRfDEh+Ta4ju3xUNydWs409oZudYvc+GMJNhyzbIYOynvDicX5Qob29YOyUWjsMVDcnWPOPtappdVySjGWqaXVc2tmLjGm/lJoXXbFg8ktJbWLa0lklmR4o3rlmG+lClltetWONYHoXuvHD++H1Jct7aUeHXg+0BbCsGU7YEWGQ07dizldcntnEtpXaZoSVSmYvKS3PW28cXnp6XcLmltqwnKwVbUM/IOrzefm4JWV5qAJPZGowlIItdoApLI7bQsi8gdtCyLyJ20fIpJae8V1NNBBqFrmExkEFlWD7ocJ2jcspbcpc3nLJ6sXKV1vV3kmo9ua1ldYrfYYlaX+oIBGiet3n4V5rG6b1DbOhezxlQvTo8HeblnDTqjpBWU4BIWltlm3JcrqyrMsTdXVsOuVNMoPOwqHDlbTOKS29rXcri0pa4MrCVtJjV7Yi1pDVw3LPlsSkpsrend4KDFGWtJi+CCtaRFcMVa0iK4YS1pEWxUS1rkdnxm4Wd71joWSEoLJ9WS1ri6lskOmYAeloIMoGWoJS1iC9SSFrE46jGwqtY4SGmfQS1pEduplrTIHVRLWuROqiWtcW2jWtIiN1HJZ5MUbKrld4ODFheqJS32RKVa0iK3US1pzfkwo1rSYntR3P6LorSZtp+FKiV9oE5BO7irOIemnTi+rqdzPwfzLdnvFlhIZ6BVqWf1eKLGwxn0SME60uJE7xXrSItrU29YR1rsZ8M60iK4Y7lnbcLodXZCcNDiiXWkNTCIYKnoVQgiWCp6s4AIlobMDUSwNGRuIIKlscFrK2AfZVhHWmxjxzrSInhgHWkRPLGOtAaeG9aRFsGJH6dp4LwC9lEF60iLbaxYR1oEN6wjLYIN60iL4I51pEXwwGrPoltCqu+gLVPTBUlSJwbXSPmdDYEzLnlsSkZ227DUlvlJzm1brEhsXbrSadtaReLX3RBYxFJ94rAr1ioSH3rCB9KKxGHL5lqi1JCUDlvaaMHj18MTzFgagGJkDiRV78dimy0+uaxtwZW8/5Z4ksGQ7rVaamtbZK230a3cS7njt33efH5fq3YsdvrA1Y7FbuG1iKNJnldrEatLcV6sRaytxXmxMnHYHcu34OF6nBfCnqPWtdXAZHFNzoaLHYuLMhMe2Y1Ly6ekwNK47Ejfgk5myeIpbul0+YXNuBif/DVNr7RzpyOKfFlwlnLokmZA0yvrnNfbrogmNF2DpBjiNpohLXKNZkiL3E4zpEXuoBnSInfSDGmNWzeaIS1yE82QFrmZZkiL3EIzpEVupRnSIrfRDGmRazRDWuR2miEtcgfNkBa5k2ZIa1xQNgeNmx5q0tG46bEmHY2bHmzS0bi1Suu5iNxG666IXKNpDyK307QHkTto2oPInTTtQePq4ScDjZuuhDLQuOnRJ+d0CtGh1KNPJjIIPfpkIoPQpVAmMwijAswit1MBZpE7sACzCJ5YW0IDg2o4Gxq6nrC2hAjOWFtCBBesLSGCK9aWEMENa0uIYMPaEiK4Y20JETywtoQInlhbQgODCJOMBg9EmGQ0eEMPtjzrmYpgKNWQ6GHaQqRJdIg02JFlG/Q4bcDEHX6gBkJP7M6R2pBvBM7pDT0HJCzCEJEmFK+sF5xwoAzlT+qdpmZ6tBmBZIWFgZ4WyMHmOy3kMVkhCiqKN0PPDK/Q7F5ruexriJp6NiYZZ9NjQi6Tz087tA0f1kcgrgQUogofgQhVcUdZQKIJMiHIeEdFqIUXQ4SSI6MuHdUD0lwgCTafuM37t5iW9FJMqIGZY30QVTEOH1SPlb+YWtSmtoJSem1hOkSPq4fDGxvZsQL2UZNP2eBxM54QYwtI9CUQgvhLIETxl8Ae9ePDh388D+e3Dz/89a/7GqvtYV+gs/34cPq0f70fPu2/+7AvuXn8VA+f7PTJDp/66VPff3p2/Q6f9v8+7F+b+08H2kPPx79w+O7zp+PvHb77MGY9feqHT8e/fvjuQ9rS+eM4fMxH6qzl8LEdsccfezjU9zh+3v/cw0Gj//i5leP/H//w8QcfDkUoTp/t1f/34+d5/jyPvO30ef/Fmf/coU/fH/+2rwPw6ffH374+fd5ruP798eu3Y1iT5VnnbGWMbTtIBTx9/uVxn3S7H9WXX3keqm+fP/62+/5l9+vXp1+cugEPHz7+9O3Lp9+/P+72P/nb0+dfP/zw/evvjy8Dvvv6+Onj96e/P77GHCH7P/7zl8/7sX/+a8cN2PMPXG3OPry0L+1N5WB1T4/H33htgnB27bJryXDHEFBwKaKAg0OBAk6jnZPcRcxg5/gUrCUTcLDjH3Am7hzfKdugI7VLXVFaSbTTg7LTzNt50zg3Wo/bedA67PmInde4jQQeN3UptA7s2Pb8ndOgRuJjJh9PF5Q33u8+KMEDsF3Kgl3ojs+l390zg1xov/uYyo6X3jykZ1u50cMlse+MG4n/1J0biQ8a9NxG60D+YvCdgY0aiY9B4rTnc/HdlNSWS+aD6rey8EH1QVAMjD5wo0lPOyGGn6mCXQpH7YYkulbw28L1d8pYSqbaSQH8Za6kJ+2CaPhKp477wDXBzKGdUhe7ZpqtoVhQLWsC86IJVXxTF3RpW0sD0Yyo2lpWRWhG/E3jP/Wg6Q6aJU0qxrcTEjuBkNcpFkCiYrU8iYql8iQq1smTqFgkT6JihTyJSuXxJCh+DblbqjY45n7bqCqeAjUqiSdBoR6exIRieBITKuFJTCiD5xuQNUy53zIogCcxqfqdBKXSdxKU6t4p0E5F7yQoVbzbKboQIPZRH3497hG83HVZrZNu3E4QkuqNqoDtFE0MoqcFeqBTlS6JipW0JCqW0VKoXENLomIBLYmK1bMkKpbOkqh8j+S+n7hMltQ6rJglUbFclkTFWlkSFQtlKVSukiVRsUSWb0tcEUtqHRbHkqhYGUuiYlksiYo1sSQqFsSSqFgNS3J69PJsZ8EqpbEJ6GCNDWDTUrG63ZuqC77uxIYvhvyLtK2snbFqJUiYHFahfUD3VUEX2ErNM7mRXRMoutQjc8CurtI2VsqR7ZSqG3qopXWX6neFHml5Xm6VokJ63MF5uZWoGaY6a9QCE5I1Kq3CplFpDTaNSiuwaVQ5QnM0fRqksVTES2vxXKuEpS47ILCh1VurY06LFyjaGyLntVJKcj/wa96gH+paHSW5oTj0zU8OyTT2LcDIM6qUM0fIaNfVrIq5WJ86oY6RRNXDIc6nQRI1QQ0jjZqhgpFGLVC/SKNWqF6kURvULtKoBpWLNGqHukUadUDVIo06oWaRRNWLpFkC1ATrZeyytjhXvUxoAquhrl81gR3ooRMT2IGuXTWJHRgVytCwncpkaNhBRTI07KQSGRK2bVQgQ8MmKo+hYTMVx9CwhUpjaNhKhTE0bKOyGBrWqCiGhu1UEkPDDiqIoWF1Jf3cdazxjVYOUvh4Dk2Q4gZ3EkGm3MvM+enp193jp+du+Pr08+63L58eo9iPgASjKALKVSTfl5++/Pbl63fnlGveIhh5otNuPkB1gjrdwwSoITzX+Zwt+YhJWjNv9fJVEISASqdTxYCVhCdLJ43dAIHDvQMOMubzJV/AwsluAYfu+P3p3uGGP6DQ/X5W/OZOt/vKitvpbl+BDrrZl6B0ry9B6VZfgtKdvgSlG30JSvf5EpRu8yUo3eVLULrJl6B0j69A9TgF0wdKD1MwfaCA+pI+UHrIgukDNeVoOpse1L3mmA2WUMlSAZWriIX47T9Per5+kqf8TppTfycBHaYN2NCkRwMCNYPYhM10aqIHAxI103MBiVrosYBErfRUQKI2eiggUY2eCUjUTo8EJOqgJwISddIDAYWqyyCczwOExTTr0Qjp8tZ3OTiOLuCUpTCkqizxOVEVtCB1HuXo7Qpro63keRY/Py/rOgg3H3isRByJzztXwoKEkIWc5QnTmwdNPjXB4BWpqRnGrkjQAkNXJGiFEvoStEH9fAlqUDxfgnYocC9B5fjTk/spQedSMJAQZ5RfF84Kg0pKi5aC5nLTWoyRttBwJQZ/MSwwkdxYK+tahnb0AihYqCd4alsLJxKfutNEbVOogyZqS9RJE7WFDLFcN5qorbRVL5B1TtSWqJkmakvUQhO1JWqFidoSlJ6Emy9OZBgjtK3DRG0JOmCitgSdLFFbYeoxBHo79QACvUMblEP0DagVShFaVlmitsRsMFFbghpM1JagHSZqS9ABE7Ul6ISJ2kpGcQbRAfrw65EC4OWu17A6JWpL0EITtZVEsKwHFJwTtaXGNpqoLVGNJmor7g2Qaqj6xAJaDVWfWUSsQZ8EQK2h6TYAqlU13QZ4FIP/fuqFc4TWVZqoLVEbTdSWqEYTtSVqp4naEnXQRG2JioXefVsaG+fcbx0QZTB91IEoQ9dHHYgydH3UgShD10cdSDR0MFpGE7UlpwdoNHRgBIPmaUvUSeU1h/B6nrSEgqvil2daSs6WpAvzzCsXI4FwYZ5w6xQ8MDqtO2dxvFGUdK1yNiiuORRbn0bFNSX7wdLzQX+OteRN0YLm2tlqYENlw68kXzaWSS8c6uXpdlS2TLU1FUMqUIjhrCIsFT4svFxVIBBNi1UFGFur8yg+LJ48UTN5xbYANGl1xOwLa+PKPAGH1uUJMBkWGxRq0JVUcKnBoHW81mcAwlc+Echw2T6px6jMqV/BoNDaDBEG12YIQLw2QwSiJXf80hol0yqdAQbv4iMQTkSIQA1X/PI5hkv0+ZxO64b5mEEL5wmzLXPz9ltXNl75zgclXtHMB2Vejk7oMV1F4JznEhRsgGlkEQarHUYgwyF6AajDaZOLUN/gdfWEezu7/FaoxMVONqlet9UvGFHxZJD6QBUEeNmbiL1Q8VQR+6Gs1KzO/ny+uqvXa1TnIUzpqwt7Unk5aqctVVrWWtqFLIRTgPP0W6fkZ55PmyPG5Lm0xXci27aSyRjB9CIJR1+7FJ+jXx6eMfeHrumXh6cbhKh1etE2I+1rMIij+N6XfvF+G4OVcSPQoLchEWjSDvLXB4NBKBEm4Q4KQBl3UAAqsIOq70Do9+G3MfjKLgIZ7aAI1GkH+eucfrF9GzNxB/kgUmrgZov0++pzB/lb5A4LckSYgjsoAFXcQQGILtLVX8s6XKQjDF6kIxBepCMQXaRrUKsNLtIRBi/SEQgv0hGILtLNX8sGXKQjDF6kIxBepCMQXaSbv5YNuEhHGLxIB6CJF+kIRBfp5q9lEy7SEQYv0hEIL9IRiC7SzV/LJlykIwxepCMQXqQjEF2km18WcIOLdITBi3QEwot0BKKLtPll7EFi+DlqLQBRk7bsc4ztrC0JVSs3bOBR6wbdWWvto+Zu1S+nuvFjlwiFTT4C5ZXzmwiGzd58Djf7AKSItB0Fv6z7BNng601Ml07tbjcFWPftxkx4zGZTKZGrX5AeW9f9pSones4mNi/T+NeogbCyY/cXK3JdehvUYHv8yQvq09ttkH5/dOIIcU5Vl2o/Qf0VIet5NadbAql1BVfBCtqn356eO8/3QIAC+01MocH4EYhbewBqsIOGP4tfZzyHoW3nNPS93pTgLBS1wM45+nAGtbcLNPjoOScdwQBUVVmA1lmP6beid/us4jU+ethCrcxfm/X85NuYhgcxAOFFPgLRPOThvyyAhvn5yQIQrWA9/AW4bczhG01xPoBK+fkxg+Zl6gSKDcQG7y/PDWdvRSC6zk9/Jjdc9zMCdbb1nUnwGxresWrYCV2wKYSv1KuLz3gTs0tnoItI7MRn+pNdzw6+DKr0gEXZpbV58wnxKWT0jI2fFkx/0TB4EBlh+spZQQTDh5ERaMKH89cbfgcagWgQy5w+Bx6vp81ftzqOW4kahC07bBI9jUyb74XQa9CQg08gQ9LgnRSQJu4kfyGhV6EhJ/FOCkiZd1JAKriT/FWEXoeGnMY7KSAZ76SA1HEn+UsbvRINOSj+8JxXs/mnmeBe9NLjfrNI0fHbD6hfjZ573E/Vqvrl6B1OFTybOm8zuGlHJG7aEQmbtp8MVSc17YgzeSe5pLZtvJMCUsKdVH0QdUkiTuGdFJC4TxKRsE/iZy+1jfokEYf7JBGJ+yQRCfskfm5PS9QniTjcJ4lI3CeJSNgn8RNxWqI+ScThC3dE4gt3RMILd/YXt0QX7ojDF+6AlPnCHZHwwp39xS3ThTvi8IU7IvGFOyI1uN9OuQsnoi0bP39JfkpRy/Ds8E0Th0sddGevPvpcOeiJHh5klhp5/KurUpCcloqQxN6urk/v5WmlkvzHLgvpbsnPjGqlLmW4iQ/bQEpZ+LhrWXPhA4vXqBeVoYMa+Z8fdrrgoV5jNkqeNN28CPnKDdSmvlBdTsIJ3lr7eJp21MKClSN856JWKh0RcNrKOUWZPsy4EEXQrM6VKALSwD3uT1f99vU2p228kwISlyGISJnO66okV7fGzd33gPSE0qB97uu1UXGlqHWG1x2x/7iwUtTEgZcwrQsnt0G/hYallvz8qmZUayniZN75AanwTgpIlepa1aEYmmE9Gj93q5nRzg84HSpdvX5O11ptYKkrsf8WJJj8B+8LGkwBKWHxK6kTO612nvw0ttahgmXIQRqWZx2/Z9ob4ZHq4rF8TdhQrF8TkjoTXOQPPahK6/OMua/+2jpSsNzNS7vTX5QgrzbwW8RPIWxjTQn2UNNJmERjSQv2SHd5eC4Fj12hZuubYfftaTSq2qrZ04DClhs2KO6CRV27KA0rm9SiOGxsVJO/i4Jnn4lKuIp2Ra6hT6c7TSg+12ahlbdEbqW1t0Ruo9W3RK7R+lsit9MKXCJ30BpcInfCKlwS1jb+unJ3T7alBZDQvgxDlEUsvj/UsJXV4xKpDd4saVRjaRMilep4RuY0OEdo3WSVuTRq2mBtLhGbYHUuEZthfS4RW2CFLhFbYY2uN9jkcxus0iU212CdLhHbYaWuN1hzsYPW6nrbu9kFT1qtS+sHcO1fyZwA+dC1EG6mNbtEbqFVu0RupXW7RG6jlbtErtHaXSJ3Yc8lcccK1yXhlFOthYVH+mrcRKt4iVweUqZxC03iFLlcwF3jthWuSzJaz0tsYacVvUTuoDW9RO6kVb00rl6m+lzXS+QmWtlLdJVAwncnBqGHIpyre4lcdBq/65dTqDchKL5zg0tXJ1/iy6otnvCachxnFR3RF9wNeIcW9AI6NcSj1URJhVxvkItLZrFxeVy64b5nrsdDWPexQW/Ic+6yBgsl9UzPSL8swRJWnmmXFVjCym+4bgQrv+D6IFh5ng00ZPpRCBkykyPpRgPzwdhcSwW1ObN7kUzXIOPlf4LF0urqFY72zrgKw5CucPBbwxZuoIOugDfQ+M1hOHDPV6o0o4F7AafLc6uUC0hw8HRF8WI+18fKfmMZBKtLw20Eq6sIZYLVheMqweqH92jI5FdYRUMmz6SGhkyeV40MmR7B0ciQ6an9jQyZnuffyJANWdHiJKgpYqvmjfeXuJuurdZDTlGaiSyOukTARNYgz7SJrEGeaRNZg34WspEZDOI7NjKFgcrARkZND/ZIGxk2oM++kXEDcu0JjZt+2pjQuOneYULjpp89JjRu+tljQuOmz7cMxq0DvYOcCRdcVVfC1fOecifchQ2Z65P3beE8PyDhY0Vfh75vK0m1EYuGc0QcpaJenrcZKGP2fAIQwJhO/PmKJ4Il4ekuB3XTZyCR+Hm7u6+CMZTk4vPRZERThG1SSbchPIg9ItlS5nRE44l+EQmfF/glFnqi5wUBJ+PzAsuCq90zPi8wIZK6Z3xeoGHxeYGGxecFGhafF2hYfF6gYfF5gYbF5wUaFp8XSNiCzws0LD4v0LD4vEDD6ukfZMhAAXA0ZHreLRoyPfcQDZkc/WfTx5qLFVUaxiVlxd7kgfjtnYK/MM+vHFfqouuKDHOSd1dN+MRBGiMQJLERkwJBEhuxKV2+4XLioHEbPnHQuIZPHDRuxycOGnfgEweNO/GJg8QFohCZjBuQiMhk3FrGJw4at+ATB2mxJZr99aZX33ikX0SytUCpfeKe0pUd74eq306Ut7grtJ1zKRN2f/ftNlfXkbj92JaWAqPEp74KeiDRS1YVtjyJevOxyedWGmGjNbfRCBsNazTCRsPK02pUgtXDjIxg9TAjMmS6SMUkQ6bXFbi4rxI2r0UvmZDE06/iIW6LrZUWLxHNJdfFuChxCVrQtQiWyg6T8I22tC9mtocvCVLD4PZros/FOCjx2YGgxcUzNIWbcIK7xs04wd2EEMQOyiBcPHqpvRUnuGvchhPcNa7hBHeN22mCu4blp/JuvGHXYyB2ZPj1EIgdGX1cgF7EZpjgrlFpBQaNCusCilQq2ReY0zTOEVrXYYK7Rh00wV3DTprgrmAHCHKoBJtogruGzTTB3ZRMjwFCHAZpbqUJ7hq20QR3DWs4wf1N7/rgjhPctQYPnOCucSdOcFecogGkLyqZbED7opLZRsQvyLQA6heN2EOqOMFd4y5svSSurXBdUscJ7loLB05w17gTJ7hL3IVKFxo34QR3jZv5xlbilhWuS6o4wV1rYcMJ7hrXcIK7xu04wV3jDpzgrnEnTnDXXCWgedGJQQDNi0EMomQsjWpDeJkXLJZubijrKHUtsd26kqQ4Slu7sOn+WdwoeCsWPDY6JbxkuOy1ce/XgBhlUGHU14MeWP/EwqiSNVVeZiDo15oWk15Fe6p59XQ3sqi68LIKnp2dwRu1qtqwLqpmVlDc4qIPvX8Cxbrw5XLf/A6mMhYRhx3D79V/0QMvVO0IWrpQtSMiZVoMoGcfhN88EYhWpYk4Dar/d6EI1AjKdNxS/4/axwXKIhK/iIpIE8v9S73G63J096Zs4LocEYfX5YhI/D0RkSruJH93ZPR8O+Lwk4CIxDM0ItKgVYZ690H4Lqj7r/dOC491oVzY6NjQg9ZlXFYo6LDOE+6iNlVcR0jrMx5WF7XQqHEM//XaafJdxOGqkxGJF1vak358+PCP5+7/9uGHv/41Pa957WH/3+3Hh9On8uw8HT/Z4f/66VM/fDr/39x/ep4wh0/7f58/ldOnA6Ud/+9Ae6jp9Gn/3edP+fDp8N2H+rzIHT/lw6fj3zt892Ffk/T4qR8+Hf96HXvmvljd/tPhZx72iZbHT/v/26elHT7tf+ahn/764Wce9qmLx0/z+v8Obemnlh3+fdhn7h0/lQvzufeevj/+bZ/u9un3x9++Pn3eh9P//fHrt2PojuVZ52xljG07RAw9ff7lcT8E+xF8+ZXncfn2+eNvu+9fdr9+ffrFSY97+PDxp29fPv3+/XG3/8nfnj7/+uGH719/f3wZ3d3Xx08fvz/9/fE15gjZ//Gfv3zeD/TzXzv6vs8/cOUXf7hu3/OTHSzs6fH4G6/MjSrK7/w6yJnNooBCPdSdX7ka+qcBpcH32C4JxV4NP6F/s/3etrllUAZ7T2rQSQfDfeC0vbNt3mAkbPzJdQwTtf4AU+BOb5eyMACp4qd09x5X11mgTHEEs4Wiwm+e13MyUqeD4TdwsM3pm7a5BjfxUPir7YbOfc7HILs3pyDdg7OTwJCdPDaeKf7zl5VacE4TvaP/XOnJ/06Qw8htqSTabkgFrDJ+r7ivvNyX7hR20hHw1ZWVtH7kWw2dLLHCHSZv9SjbyrXHLjijLnCP6D+sfhUV2KNr5uAi6hRltBPuzUqlAccStdFw450QWFPsvVS3rZ2GMEvUQQOYJeqk4csKVb+UOgcvS9QEQ5clKK1yunO9U1zwXWpbhUHLErTBkGUJaixgWWJ2Fq4sMQcLVpaYdH/jl3zeMOV+NbvEwpQlZoZByhK0wBBlCVphgLIEbTA8WYIaDE7eKQE3rb+X6ldihQHPUgcwZ+7yKlKqb21L2de7qumh4vODoM7QUuq12siy5tMXrf4FgucQ7hdSUP3ezTUIX3z9fUx398VU0v/Uw64Q7EpJEdUa6OvKz4fcVrLmxSZ2WIbAXw18caq1PXiSapVcXb9Jy9hpgVSELfAJXqBFsWRYWQmd6UYvAPw8W9SFfg/6GYorUYPOwCc3xwoOj3/vt8nHTvVEEVJH3sf0Q4S58qn/wPJxt9s2P2eovo/pRxQx0/Yf1paWnjcGWNwb45WFR5g1OK3Xj1maS+5Nlg5rJ9w4uS2caWHZEdbtmZdilRXdiFmWfGbhJTnXKrtJOgeTyi+73sdcK+kmObSzLxmr9vSD+Z71vos8J0W6d6vInctRf/q3j1ta8TqkDk1bXnG8A7876dm8dqsz64pvLD5vW3GNhX1y0gvVn28DTGlvp7cBEnXQc3uJOt9Jdfs1bfQ2QGkrCFw4nW5J1ExvAyRqobcBErXC2wAJSl9PfqhKMowR2tbhbYAEHfA2QIJOdhugMPUEXb2denKu3qE0vsE3oFwoRWhZZbcBErPB2wAJavA2QIJ2eBsgQQe8DZCgE57bK8f2qWzvpLqRViT3Vu4AnngrJEomnHY7/Ai9taRbKT4mlbYSICMEtaRiC+EyQQ8snXUH8TGpwMTAoE1zZZ8t5W6musHgGyVxM7Fs20vippTFmHBQgx9kl2pZijJ808jpwutKlOHbCL7mwml+VdABRlMv/VBSnkcbcMZKBK4UNFvnQjxuFCdMtZkDTILpocpzNjw3/F1+gy5ahMEZhb7H2LBgno8xnLun9Dk2f3+Zbzyz0OdMmg/oR7BTM/efyhJuzasuX81dyv/Zcpe+ff/y+XH3j4+f/pzB9OClOZ1rnlw/Dkh1uvyht7bTLhf0ufluS8agGsQHY1BwdlkxKPugq3Xkb8+Me9d7u4vEQkg0SKzjHvFlOfn08dvj1933379+ffzuNW4799ofN7Od1D5LfnsmBm3RCTQlpRmQsK2nEZCwsafQ2cckC0jY3FMwk/904qeRgqmcbHnmhI3ry1MnRGKjT9FtCbb6FEznzK0+mIiZW30wEzO2+mAiZmz0wTy8Pr+D9hUR27J5RUSjK3OQ3tVppwVLTsbmHqw4GVt7MAELNvYqpBZJoGAiF+7NBKCy7jsExLruOwREvt4HIKOgYKUpff29ERDH+msjIE7scf1xLy9I6bOgyyo1/eCx6n9UJFuli3xgnZX6NdFugFp5sMZUauTBoleXbTxq2LKJR0C6vgfviUZNPHhxNWriwRu50cU9cGMatfDIsWrUxCNfry3vVEPi8k41JNKdanLrtDbqxUSedqNWHjn/Rs082jUZXsqDJcaooUd7S8OWHkxhw5YezGGjq3l0KGDLW9Swacs71JBIbT06SzFq69HpTqe2Hh5bUVuPDvs6tfXo+LFjvyWYfX15cxoSlzenIZE6M9misnIUFKwQHdt6MGk6tvVghRjU1ksw+wa19RLMvkFtveRIgJyCSqQ7vWrrYdOWbT0k0oOY4mdu4OX97qNSx73cHdcJibnfIV6nlGjE7R4xQWIq94gZEu0esPC9sG80E29ig7fTpH5PCVb+SVf+Eqz8k678JVj5J135S7DyT7ryl+jCaNuWl7UQmZbXtRBJXwd1U5I9JFKKSNTga45I+NwmTGWhJl+ja62N2nyNrp42avQ1uv7bqNXX6EoyLVt92Li0bPUxElt9dJmL72BreMFMrb5FMxHfwbZoJiZ8XhnNxEStvkUzMY1VC4uRc9XCQuTVHazmMLbyx92cCqnfonUH38C2aN3BV7AtmocZ23y07mRs82F4Brb5aEbjW1eLZjS+drVoRue5OnvCxpVtdfbESGr1Fq07+DLWohldqNVbNBMLtXqLZuLV7au8ybBAKpmavUWTumCzV5IZoLGGyOWlPkTiW1iLlh58D2vR0lOp2fdoKuKr2B4tPfgytkeTGl/H9mhS4wvZHk3FSq2+R8tDXbb6GLls9SGyUQen13tJCWK/RfMQX832aAXDl7M9mof4drZHa0OjNj+iediozY9obWjLYQhx45YDEWIk3dyOaLXAt7QjWsHwNe2I1h18TzvCeFtq9SOaifimdkQzEV/VjmgmGrb6aCbautWHyHWrD5HU6mc0f/B97YzWC3xhO6OZiG9sZzQT8ZXtDIPLqdXPaCb25VCcuHHLsTgxkgbjzIAzVi/F4qbN1VuxEDm21WuxGJlW78ViZF69GIuRZfFmLCbiiRK9aAZ9PczoRXN1wSvvpKef8znoTmBG76xBj31m9DYYOFBti14HE4eqbdH7YOJgtS1MnsHhalv0RpjLYfc3mMuB9zeYOIxti2YkvtBNW/Tuwle6aYtmN77UTVs0vSe3/yj/aOP2H2X34PvcK0sLm5fXLS1k4hDOMKFs4+HKUUYZvtxNUfRtxre7Kc69w/YfReBmfL+boqjgjC94UxSFm3FObYoig3Nat/+YuW7/MbPgsHPzQdz6ozmZuPVHyxC+5U05zBfF1h+FG+fEg/Sj6Y1Ta1MUcpzzcnxD3Ly8HOBwg4n9oVCbAV/3pig8OuP73hSF+mZ84Zui8OOcuf1HszJz+49m5dWdr7wjeab5LJ6nEs1wnG+bopDmXNaX/5i5vvzHTDwBolDnjK9+UxRfmnHmbYrCOTO++01RiGnGl78pCunMBb8AojDTXOa6pUXNq9u6pYXMRB2N0n0QXv6jCNFcufWHigvY+qMY0YyvgFMUuJrxHXCKokQzvgROUehqrtj6ozjRjHNxUxS8mtu6+xMz192fmIntP4pozTxTNwo7zTxXN4oWzY3bf6hagu0/ihfNDdt/FMSa23IUxI3mLYdBxEyjcRDPj+yDeOZutAzx3N0objfz7N0obDTz/N0oljXzDN4ocDQbt/5oeq9fDN9o3lg32ZCJ3wdRiGvGd8MpirvNfX03EDPXdwMxEx8GtaA0PJ4PUVRv7ng+RKG3uS9chO2lLF0Wfh1E0bcZp/amKCQ44+TeFMXfZpzem6Kg4DzWzT9mrpt/zMQvBAu1xPgEiJbewSdAtKQN/EKI4nkzvglOUfBsxlfBKYrozWN9Mxw2b65vhmMm3gz35IOwOxTFC+fJxUyiZQin9aYo9jjzm+AorDfzm+AoHjfzm+AeigVy64+mN78JjkJyy3qG7w3m+mY4ZmL7j2JpC78JjoKHC78JjuJyC78JjgJzC78JHqEwJbb/KDS3bOub4bh565vhI/PHhw//ePp6UAb/a3toD/bQfnw4fJWOX9r+y374Mr3+Otfj133/dTt8vf/Wn74u5fj1HlmOP7//1p+/7i9f19PXh98dL1/X09f96vv96ufHy8/U/Pz1PP7d2q++v/+6Hdu2/9ZDOz1te/W1nb7eP6Md+fb6635s//5bD/3I3H/rT1+P48/sv/Uwjt8f9dXXe4mBw4fDD/WXr/dCAYcP+78wjk+w/+fh+dV/+Hrun/L4y/t/Hubx5/f/PDy/LQ9fX/XE/p+HfbLZYcj2f/XyJ06f0nb6lA6fTv+XNufTOH06/uQ8fRpvP+Xzp3n466e/kL1PJ2Y5/IVy+r1y6Iphp0/jT/93+FTPv3eg1NP/1fH2UzuZbj38ZDv93v67rz+dBvrw3Yd9YPfR5PvbT6fhPnz3YR+ge5wQ7e2n0zAcvvuwj5e9+jTPE+lIObW6H9o5Tr00Dv0yTuMwDj0/8ulTPnw6/YVRrvtsHGZqPv29oxWc/97hUz5bwTzM3e3IPHz39aeTFRy++7CP0jh8Suntp7ydPh1+Mp9+b//d15/K+dPh98qJsm/vQz714OFnXv7v9GmePh3+Qj39vYMVvPrUTp/q4e+1099r3qdx+nT4C+30Fw5W8OrTyUIO333IJ5s4fPdhfwhy/Slffxrn/xt/+snxp588fDqN7eFnXn6v5+v/G8n5dGrnwSbyaYE4fPfVp3JaeQ7ffSgnKzh8982n04J7sIL9S+f4aVw+rRbbKP/Zim0cSpVcl9mQq2fcK75SLlUvhFJYWccmH2s3C2vcrXt/VizOQmPl6vK7bD7WbtbcuNvYei7WcL/sjl67KucL9Wa1jXsDVO1cMuB+6/RSPnm7UO/U3rhTFdVuSc6DOr35pnY9KM17btG4W3dDa9C4U3Xj0MVx+bZxLaZ/v1qhXrkqnSbuVGpFoZJz87oggVCL3PDY2L3CHOLY2N1qHHf6sJzGRuhDPifq3bocd1p3Lnpwv3U5ifZY+x1Ver3W7uU5850SHepaVO7Pj6y/K07FUXdC/Tq94u75mbc7hTpETL5Tp0N8xix03KBtq3cqdoijKry1ykbbZndrd0jrh92t3CFNUKF6KCiUW2/UZC2VPuK4U69DKkE6otqu414ND2n57UL/ddp/vh9RBu3AgDPpe3ref8irYML/8PK1NVGHMwnLcc10OXhNdT2KWqjv/tp1H7frgIi++2uq39hGd0VvNkX1dpUQcVf0Gltv1wwR95tvtpv1duUQcb/5GluX6226v7n76cuXf33+9U8ff3p83p5/+D//9D/+6X//z//y3/7Xf/+vH/D+/ePP+9OAfz59a7vRqD/+Pz3RHpU=