바닐라 1k spm 메가베이스 만들면서 썼던 왕복2차선 기차길 쓰다가
그리드를 역 내부 공간을 기준으로 잡았는데 이번엔 기차길을 기준으로 그리드를 잡아봤어.
이렇게 하는게 공간을 알차게 쓸 수 있을것 같아서
기존에는 내부 공간을 기준으로 그리드를 잡다보니
많이 생산할 필요가 없는 아이템 제조 그리드는 내부공간을 알차게 쓰지 못하는 경우가 생기더라
그래서 이번엔 철도를 기준으로 그리드로 잡아서 필요한 공간을 나누기 쉽게 해보려고
또 이번 목표는 10k spm으로 잡았어
ㄴ 사거리
ㄴ 삼거리
ㄴ 직진
간단하게 3개만 만들어봤고 회로는 이번에 10k spm 하면서 LTN도 구현해 볼까 해서 일단 이어놨어
기차는 계속 해본다고 해봐도 어렵더라
신호 최적화나 이런건 여전히 어렵네
스트레스테스트 같은것도 해보고싶은데 어떻게 해야할 지 몰라서 조언좀 해주면 좋겠어
아래 블프 남겨둘테니 평가나 조언좀 부탁해
0eNrtnc1uXDt2hd9FY6nBvflvoJ8kMAxJrvgWWpaEUsnoiwsPOsizpCc9SOZ5oqQfIqdKll2q2tRZ65gcBPLkXkhVWuYhechNcvNbf5xd3Tyu7jfr2+2Hq7u7v5y9++PHbx7O3v3LwY+7zx5uL+8vtncXnzbrj7uf/3r2LpXzs993//t6fnZ59XB387hdXey+d7++/XT2brt5XJ2fra/vbp/kHtafbi9vdn+7/f1+dfbubL1dfT47P7u9/Lz7aXO5vjmblNa3H1eTuHx9f362ut2ut+vV09/vf/j9w+3j56vVZvrC9798+Hx5c3Nxc/n5flK7v3uY/uTu9lsZvf9T3JfyQv4Uv349P5HR7zJX608Xq5vV9Xazvr64v7tZGWphr+WmYk6PdTt9d71/uj/OZPefzerjYUl3FRXr7jk+bVarW+ujqURnt6v1p9+u7h43u8eM9b1RSI89a5h51vBDZjtV96ffthf7Wj9R0icdsUTid5Hrx82X1ceWRNpLhOkBP643TzW1//FEML3oAhfXv12uby++dRZD9tszuukRZ6UzVlbvrLJGQ7CgNeilXYOVeWCvzAOL496KRkcR4TpcS0apJ40HT2qpebjyc7vyJYB9oqD9V8A3Iijay4R6JYLM1FtG6y34V+qtkIOHN1Uq+QKZKurInmCrCFkvtoqS9WLPQp6sF1slkPViq0SyXmyVRNZLNlUyNduIe/lyiSVZqElhkrRE2H5sPp1n+7GtItSIhtSRV2pIs+vIe7If2U/HBi3VVIlke9kqiWwvW4Udj20VdjwWc1j3bEe2ZQLbkxsy7JDckGHHZDGH9uAXRabikUgtBLbi7TLGRcEkWMa0KH7bi1tyme0k9iOXRdFRs1SV7XNmqaIDZ6qnJaSU+TAwCtuNzQeMyvY0W4YOv22ZwFa3LYMG3XZ1W709shGLmBNWzGx12zKFXMklu3vHumCDY19d4A6HHvyj+5+db255mN892QPR8+n31jZIcuSytFEnSdiubDZRUrYr2zKe7XdmQJDoCcWWiWS/q406TmRbtXToScN+rMK2lS1TsWFHnmJtPVrsq7VHBYdO+tRuKi9FvSXKTh1qBlKZnToaMuzU0ZBhp46GDL6+zWaFW3N1TljHiM7sGNmSzGwbmoFJLouiWIUixAy+D/5poahpXrK4RRGtKlLegq6Vk1lec0t42SbnvryWnF8U3Wojui30O2N2ooKGW2a1WSNUgaOtbyNLnB9KCz5X4JrwxBFxTXQWcWZ1JutMAZ5FMlzMCk8iFdeEZxTB273C84vgDV/hN0fwlq/w3CNEO+GvEtFQmQ1LEFF804poqMrOk4CoOMermjp4JJaJ0uE7XJVQZU8hMFV8YeIJVXxHl2l1docXU8XnJaa18CUN01rsdhikKo5XNXXwDWKi1UXZFQGkip9/EK0u8NsUiVYX+G2KTKuji6ICh42Cn2ZHpgfgUR7TA+B3KRI9QMGd5hTg6FHws/BE9Cr8bDwRvQo/K09ED8DPzhPRA5Q6nnHPi7l0vJa1Gy0xizLvkPJmamVyrJlNTWoDQjxZCVQ2lZLqno4Cs526hCVUaXlZvOu72+3m7ubD1eq3yy/ru83ua9frzfXjevth+uzj97/91/XmYfvhJMPyy3qzfdzXw/M/vv/Gxce77S7V8mG1E6H/7Pru8/3l5nK7K8/Zn3e/eXxYTeW5udtt3+/SPhunB+aZgPj9GYBZa4rVWv1Va4e1Ru0g+VcGHao8x2c7U59vljBQJcydShhPSpiaJQRPQd5kzwvNWgPPfMqvWjusNTYfqDXHcHkRgZwJKxXLQ9FGoLb6I1niIFScDMUygdrsT5ksMXsSrNVOcQ7YvPn9rKe8nfcwldZ7GCJZa/VXrU21Bo758hZrrTZrLZN7ol6Q0amwe6IVuIyAJ8g9799WYB8nOrKsxzUgpqpQkeXRq3xYZqadcziOLHMzsozYmubHwe4bGptzc5SJnqy1+qvWplqjD//teCJG7qz++FU1gz883dITopk7rcdEC3e2jolW7nAdEk2OPF3HVIU8XsdUlTxfx1Q9ecCOqQbyhB1TjeQRO6aaqCtTu32b2ck6salo3r5DmJblovnTu6/MABlONn5CczGeuO3k5/2fXXh7FJ5QJUwnAURz8wzPF32+QumB0DGDN37dyyZ542E8nR/rgdxdodNlPZCgKhnbFPi+2/qWWji237bItoUHlimZ3Cj9Nry89bbI1K3U45nN3HLLyy6T/Xg50KfyxyN81OZzsik4jdm2ODKtBYovipBpLZiqkmktmKon01ow1UCmoGCqkUxBwVQTmYKCqWYyXQRTLWS6CKZayXQRSBXPt05Eax1kXAOX9b7lYAT8rp7U1Lybt//s5C7e9Nv3ZkmxbayL7wNm436CVGxnZ14nLMoy8QqdzFTsbEDSbDET08LfrpFxTSzEhczGt41uIK1LmXKYKf5a3dTZuuFWh0o2YeXWxWn+fVU6Sdw3eDZCpnMfR5neVGWTxH0E8CmHSeKPVw/by/13WzeJma4b63GMVI/XxSrHaSY+6WuEtYWC1jh4Ps2Q09fPpy+8NysGXGC96LemEJh8EmeFEpl3ftwBsqnKZrMfd9ZoqhYuuE9ISelAugGKovIUQqQGJgVha6HMjJ8qFMsw8uHDbm44fn3aAUXj26fX/acRZfrEfKcEiw6izNZNWJRqgjZhXJQWgqpTMUPiY4bdINhsRbGGw+m3dnthsUBKs+2F4S9SnRWqZKAaGkLqlqRy7wZpIJBQ4aLgZiF1WRQMltKTUXCzmIEMGZtCcVnICD4vS4TxjVKySJjjedicMZWFkfoMhHdaySgmNpqGhtsdF8+c0sFE+h+xUbN4yhYvAiE3zbxr9BguQzpErl+D2c0/Io7W6wcm/MbZcesgB5aansHnLeSs1CxmXTbPY8UMjpzzWsXEMXr2wGCXTqnbRgV4W/B8V0+UM5ApIJBo5O5FFSCsC4lMK4EKmsm0Eki0sGklkGpl00oQVTyvUIj2x1F8QjQWTuYTorVwUJ8SrRVZDqu3gb4xLksByT+TAqLlhDxXWvenNCbu1pl/O7dYtIRmrWUygST/qrWp1gqbB56BlQGeW/icW12B0BtPLnwuawXWGwSL0R6vzcgiKZns8oZ6Y2qOfIm7OVpeDoCHvZIqz+nYnJslDMvSNTKXrqGlnJSpNsvE8vIbM2NKbLoGMm/jqZuBiDFwnGYkYoxU2XQNRDU77uYisnLB+ZqRiDLxdMJI9AA8nTASPSAH7nYlsiLCk+0S0atyYtNKINXMppVAqoVNK4FUK7N0DwpIFkctiI81zQCjsNBab15X0aLcRU7/di4LTcuv1jRWPFlr5Vet7UJ7KmSSl5V3+EZQ5cnH4UlMzRJGCtF7/KbaFjqJwuhOmqYKuGR8iz2uHaSXwl2FfEujW2outEsla638qrV3WllsY2NGrkKF4FAEUpUKQKEIpPolZ/xBoOOdhRmqqHpcxEFD1dmT8CB2R8gcBy28nYsvWps7DLVwO9K/am1fa3URB814I6jynOwc1dZulnduEQft50ro3XHKt3faLKFwHLQ31POm1mvWmnLX+37V2r7W2NwZe47xLizioGEzoXdxUaYKqp4WJZig6pnLCwkeES1cEgcmWrkkDkhUSI8MTJQ0ycBEWZcMTJW1ycBUWZ8MTDVSRlshzG/ae0lkEgdW0kwmcWCqhUziwFQr6b8BqSp7CwpTFV7V1FHSgAMrnSfvVmGqrIcfphrJg3tMNZEH95gqa/eHqRbyyhKmWkkDDkjVs3sumKrwqqaOkgYcWOk8efSNqQbKk+94DkmmZiSP07GSJvI4HVPN5HE6plrIo29MtZJH35AqbkseidYKrFkGpsqaZWCqrFkGpsqaZWCqLA8tABdafKC3Ls2keh/yosTV3fpy3pfSc6bm32/fhIip10UelaFxecZHtygNK4SWHj07NXRYI6cA3DnyBwnViLV7dHbZ2ATqkG2dyMaIDR3W6qylw+LrWzqFcnSPDnj3I2sNGMzzK59Y5l5LRzhz7d0NLFtIF7i676ts8VXvQF31Ds2r3sG+6u2T5wzD23UT2I7daCw2r7Olw05A0d7XTOwt0pZO4Trh7vaeLVS5FmsKZfaqaOPJMjuNtHSUbTF7sZRZP82WDtujWzpsj27p0D260e6ZQvLEAoQ6C+3OIxamwX7nziyxdVvDF3ZyadRmkUUhJPjkC23OYyvkKyzktPXU4CLfF7wPwW7nSrRyWhQyt+uPDbta9VfYd9kO33DM3nMvtnUqPRc0dOi5oKFDzwV2FFDpuaChQ88FDR16LmjosHNBsufcys0FKQDhfy3UaD1pmipsz7afMDhHjVTIEwYcHPetN7TKptSIZ9dUoE/wW6Vhl8rJ2zrsUrmlwy6VWzrsmN3SYcfsFG0dumfbOsKO2S0ddsxu6bBjdsq2jl8US6aMRFRB2MO+Vikjt57bYU5sobRgUyEVfFPhNVajjV1ssBaD5EWxLtoyZVGsu1c39ciFcrOFlH7R7C6jsigYbT4gfsb+/OI2yuXJrlxbBQpkje+Fpr653q4+7/r/zePqfrO+3U5/c3N5tbqZfvfPf/vH//zXf/7vf/xj+t2X1ebh6SCjSMhVc/ApVN29C+vbj6tdcviuWD9kpn/v4fby/mJ7d/Fps+vvh6y+/Tt0efVwd/O4XV3svne/vv30lFw3CV7vX6vpdTlJ3duX9kVTnv0ogeyeZ18x69XD4ev2HYnL3Ao8tpE3r8Vy6WWIgzpJCEIkST4QIsnRgY6r0jpoJtlASCFJMhAiyXKBEE2WCoRoCgsFgkRZJhAkyiKBIFGWCASJBjKXDBKNrAMuIprIDDBINJMJYJAoi3SERGn/TuRGEGvfCYmyq1lIVMncL0jUk6lfkCht14iIRjJhCxJlUSWQKEsqgURZUAkkynJKoEiHw5Qg8ZhnKSVQOVlICSTKMkogUQ5RgoRlniWUQOVkASWQKMsngURZPAkkWpdcutWEsNODo6ClDlg9CEcCdfMJRmEZtBusAc/Rj5AqWMbSB8sbOa4QUr/LLlWB5c39vZFD6W+NHGp/Z+To+hsjR+nvixx1gC1y9ANckWMYYIpM2HcT7ZQGWCLjuYSEIzLO2FSioWp3l+XkeJPl2XLieE3F2z7RxlKIqP9JL11TNLDMUkQ0sshSRDT9pOmvKUpbNSGipbsNa2JvUiHlzI63UZ0XFXI5DYnqAKNWPPmQ8GnFMxEJm1Y8LZFwacVzFAmTVhz6SHi04sxHwqIV9xAmHFrxTEXCoBWnPhL+rLidMGHPepCyOMSdtZTm6fjuo5PD8VKss/ES+jizltjFmJXLeyR9WUGC4Kwt60ES5BhX1nJ8P6K2MyHM7542vj+vZm4ESLqbtWOtbqAba5UB1qSHqZp9nUlPcOCnlCfNr728yF8b7/d5LefTZ1Yzg77Js26jNfQxG8XzSQmv0ZoGGm+CLLpZ381aBttu1mNAvrj26GF/+aRvTe/K9IHZsWofy03h6Gak5aY4GWi5KU4HW27W9lxfrbm+mnO9ON/Hb1NA8+JZv00BzYtn/TaFQ2Fxfpviche/TXFloN+muNrHb1PE9fHbFKHeuu8YT/B58eQXwidTxA/wyRQJfXwyBU95IXwyRVIfn0yRPMAnU8gM20r2o9rH31LU9fG3FC7hlvS3FNU+/paifqC/pWjo428peE4LbhMimnr7WwoBsyLKWfr7W4rW7v6W4l1/f0vx0t/fUrwO8LcU7wf4W4oPA/wtxccB/pbi0wB/S/F5gL+lePqUEFKtvGsmkHnr2EM9SJXek4FU9SejL1vVD/BNlBB+UtUuaxzgxig41opwYxQ8m8Uz/bUM8HgUPKPFE28BntPiibeAAFwRb0FU3nkQUPXsESekGga4G0qMA9wNJaYB7oYS8wB3Q0GxWYS7oeDYLMLdUPD8FsLdUPAEF8LdUJJ2dzcUPMGFcDcUPMOFcDcUPMUlMT0gDXA3lJR7uxsKmuJCuBtKqr2c4szbSK67y5tk6eDyJpkDB6Xmc5shW/bdnaWEtDaFWj/Hcc5SktNAZynJeaCzlHC8LtKtQ3Id6NYhxQ106xA8MQanDAueGOMJUd/frUNK6O/WISX2d+uQkga4dQgO+BKmqcoAtw4ptbtbh+AgMMKtQ/DEE8KtQwhIGNEDcGQY4dYhNQxw6xA8/UOZ1koDXDak5gEuG1LLAJcNIeBjeGupcwNcNpSAkVVCVQe4bChvNgaphgHuGIpjzALTWqm7O4a6PMAdQ10Z4I6hrg5wx1CcNEK4YyiOGiHcMRRPtyDcMVT8AHcMlTDAHUMlDnDHUEkD3DFU8gB3DJWRvhMqfX0nFKeOEP4OqtLB30FVu/gyqPouvgyqobufgmrs4oOgmvr4IOhBhsUYH4STdFrNCc+93X/Zyr2dPnhvPk/pY4KgWruYIKh3XUwH1Esf0wH12sd0QL3vYjqgPnSB/KuPXSD/6vvA+dX3h/OrHwnnV98fzq+hD5xfw0g4v4a+cH4NfeD8GvrD+TX0h/Nr6Avn19AHzq+hD5xfQx84v8Y+cH6NfeD8GvvA+TX2gfNr7APn19gHzq+xD5xfY384v8YecH6NfeD8mvrD+TX1gfNr6gHn19QHzq+pD5xfUx84v6Y+cH5NfeD8mvrA+TX1gfNr7gPn19wHzq+5D5xf80g4v+Y+cH7NneD8mkfD+V+7wWzfT27cTNY8Es6vuS+cX3MnOL+WPnB+LX3h/Fr6wPm1dILzaxkC5/9vAs4v/5/g/N1Y+tqfpe/7s/RDf/J97E++TwPI93kA+b4MAN/XEdx7N4J7LyO49zqCe+9HcO/DCO59HMG9TyO493kA917KAO691BHcezeCey8juPc6gnvvR3DvwwjufRzBvU8juPd5APeeuM8cRxD68xJCf0dIvYwgyusIorwfQZQPI4jyR8n2zcUhhyYnrjPDTEGf+6O+femP+sYvMuM8RfxsDede4peYCdQ3foeZQH3jZ2wE6hu/wUygvvELzATqG7+/TKC+8XM3AvVNH8L1xfETXG78eI7gcuNndQSXGz+4I7jcxCleHEDkJ7jcMQ7gcuOHfQREO+YBEG2cyE9AtPGTQAKijd9ZJiDaxJVlGcDkJyDa+JkhAdHGDxAJiDZ+mkhAtIn7yjKAyU9AtPFDRwKijZ9AEhDt7PrgqQ+OI4fAuHNonobtPjo5DMvh/QzZ/ycg2hk7etFZncBU2nOMxNSaHGXA5jbn1Pzuab3KeTbZp+DJqoa5OknkYhFDyGaQLuznikfRhZ/nS66jv2yGIq/1/NPvGq/CeZH3M6YEr9XJLK7d9aHeFhlM+X2t95ud3Sb6ax82L3iAO4vmBc9vZ2UiOaiFWYcBbCBo6WRwIOAovqWQA0GreOzLE2a5/j8FC63Sh+ZZtT/Ms/r+4M0a+nM38VvTOA8HvzON85DwG9MEIBO/ME3wMfH70gwe07kReEwnI/CYTkfgMZ0fgcd0YQQe08UReEyXRuAxXR6Bx3RlBMjS1RFwSHEjMI4iIzCOoiMwjuJHYBwljMA4ShyBccTzPxiMI54AwmAc8QwQBuMoQ5CLOgS5qEOQi3gWCINHxNNAGDwingfC4BHxRBAGj6iJXNaAeDLNA/BkWgbgybQOwJOxdHtMVAbgyWi6PabqR+DJaLo9phpHoMRouj2mmkegxGi6PaZaR6DEaLo9piojUGI03R5T9SNQYgTdnmmtOAAlxtDtmdbKA1BiBN0+MK1VB6DECLo9gRJj6PZEa+E5IgT2i6DbE9gvgm4fmdaKA7BfDN2eaa08APsleKZIYlqrDsB+EXz7JvZr5o7b3//2z7//O3TBzZS6uLq7+8v055fTv/dl9eHbV90rel//D3sCINs=



탈출신호는 일반신호로
탈출은 일반으로!
전부 연속이면 안굴러가지않나
직진에 일반 있긴 하네
2차선 사이에 신호 분리 안되서 저러면 단선이나 똑같음
x자로 교차되는부분 위아래 구간 분리되도록 신호 놔야함
둘다 연속이라 양쪽다 직진은 가능하지 않을까? 크로스면 멈추는게 맞고
바닐라공장은 LTN안쓰는게 나은것같던데