Улучшаем первую паровую электростанцию в два раза
Предыдущие старания были направлены на уменьшение потребления угля паровой электростанцией путём перевода её на твёрдое топливо. Сейчас же пробую удвоить количество производимой энергии. Статья тут.
Получается 77 бойлеров, 155 паровых двигателей на четырёх насосах. Один конвейер угля полностью перерабатывается в твёрдое топливо. Чистое производство энергии составляет примерно 130 мегаватт.
Чертёж для поиграться:
blueprint
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2wErcIpEylTBNIRw/1EzpunDHvZIujaCjI6DL5GRPOiM+/bK+23y6vr26v73ePp7rEHj1kbbo2vK/D1v14fKX9fU/fr1atOTq0/76039ttl8WqM3j+u7hgLP+/Pnwj/6xCHF1t7t5WgLID4tF3e+X//3jn/uxxIQBVjNUHBpgnA5v1dnlFRMhXaQC2ZgJ6MwtvOBacIR+Wy2YZj5qmh1VI/azc0fV8f08RhZvup+JuFSan+xs8nAoZEIEuq4AzSnkFOGyQrRkS3TqBpQtw6kbaGwiU/Qcx3gSFFZJhwRrS5VuefN85tz2YQKRHQxhLSkTX2cxWls/PNZMuMAUqVPNxLdZSpzU8gssYVSPDKuSh4+f50w4ysxZaC5wMslULYlxNGDiKUPNpgJLE11QASgXpb3X2tF5b8Yx/rfWOn9NpczsHeDQyDOIBH93mBCE7pc029gCl5dMeSqcnTEh5LcqR30M407gTHFgvMSf6brEh2H0oOTK9NIGTk6msTZy0AxndeKgmbaJzEEzPRSFg2YqU5WDZuKyxkEzUVrnoAn7S46CboT9Jc60G2GNibPGRlhj4qyR6b5InDUyrRiJs0bmxZTEWSPzekrirLER1pg4a2yENSbOGhkWjcxZI8OokTlr7MyUF2eNnWl756yxM1l/zmROOjemaagjdDmXhnrY3W5urj4/rW+vPu93d1f368f9EoQ93V19uX74YzNSnekE5m6pU96O+9vNo/FJ8y3TYnTyZuptFu7S6MxnHHfVdaWKbQSj5aQzZF48CJZ+hTfRr+KU6jm0ycUxxfP/vz6ztckR7hQwzykJH4UZKUYVl4ViVMKgi1BCy9gBVQEamo4orsEfvOaJM7XDbi18KJ13AjSm9MB7L22ycB9gCEvV/byE52dSJLgKaEJkGMJcSBEKiZj2+ypAY9o/p+SoYbZ39NxKsNM9pQ8HXEtwQi0VM7HgBWjMxEKAi57W7oYIQ1iaGeb2UWdSzO1jdknOO0hqmS2kCgVgzMSCUlvGTCxMq1t1ds9GtqO3Nt7EohcqypiJxQDXl80tiDCEpT5xagdtdtfFDEOYUjzbwe1u++Xql+vtzfoGqilBE9/llCPjzMdSP4H8vLk9/K0PlzfrT7vtw+P+6esPfP022H7957unx/unx7/f7ze7/fJry1/dLyp1+G7YbIf/x1AypdpVrH18Nqsze3cMtaFR/MJ0VRwDb0vCeVfFEaJaEIH4YHupJn9WJ0o5adCY9yLFN5KRSKwcr/c/W0ac5apb6jL1scd8uQkxf2PCzSCmMeUx/21CzNkTwwRi3hFyzGebEHMOgTSDmHq+Y37ahJh6vmP23IRIMBmCCTF/J7bNIOa9GDPtPOnFwAKhI2J7HQgdGlxqGbaklDzV4TwzgzzV4TwzgzLV4Twzg3mvRZ6ZwbzXIs/MoCjzWBDxXClEriyfGgoAneFJr2Yt/Fnn79Y3m6e7ucb2FzK+DN2rrbFFmcwyz0uJ1Mw96ELiFnpwrFQnJG47lM2sXhhXwPSqBgG6YRsS4b4o6+wr/SxQPqOxiwGUFla1DqdIS83C2Bp2MdQCh9/mVlQYwlL+2oTMNaj8StoZ09CmpJ0xDW142tk6lsbyMlV//k4t3S0aOnwKpLQojK9gGtrwxLW5FXji2tLQpiSuMQ1tVUitghraBGhQQzuccrWOpdMJu3pGQxd9P6QAD5n2WsfevzNJbC7A6gFO3JrbEWEIS0t7EhK0mJZ2fJjYXGARcqcNikN6hROfpnTTj5k2+xLpHYYwTrA6ZmIpMBZbmdaAYxLFIuyvjki6HfMp3x/cMBsjbg9Z0UP26A9NGlVHJN+OyYq3kpVIwh2zIm8layY6sdwby0oMgx5TDm8layVkLW8saxN4VKwXPOr8QZg8vZm8MoVjSuQVkn1btiB85WMPvNSTJpFD/n2//rzZrve/nmUhiC915tNu0bTbzX8/rT9ff/upP1RXAFITN93BjHMsmBhF+J7GHvGpHv8atuVTPodRLemwlrS30ZLg4F4zcwcD/v1sYyiUDKCWBJyTwZZPIWUAteSklWWiJcevvD9bSwrck2XvIE63YGM04ZsS1ZIOfxGa8p10xUxO8viF9CefZPRw64+9Srx3xsaI8NebjYF3z9gY8y/tqVZG5lM7zWKgk2aZM10kx3q19UBlPWltOYcTpjhQV8ux4GvinDSynOssclMcD+FM13XSyHIOJ09xJMotE03h3LJeFa0pC4OcHmrbr6ko2AnDrsKUKPZqe2V4Qo6NJSh2F+ZEQezshEFRFNsLk6IoduDuM0z7TlpQoNsNRE3CWCu6D1mYa0Wx6Zr+s/T5dXrfKOjXXIX5WXQJTRigRbFJF4YpC0NAkhoncfHCYC6KHYTJXBQ7CqO5KHbiAgjwFLMw8YtKXISRXxS70m088ZzJL1fI186IMSFSLY2LusDN78KALrhBDGdKJu/b6rnYEdsNpgnnOTMLYktRqjF0UKsUpSYLLavtPSNN/tqRVsuq5eFQSa1FbdUY2s0i/LduorHd1KqW3ce/VlbGsEylmFWOZ1Ix7ekKdoGwm1Nqm5WhGPgnVWOaVyqd70LyoNQ934XkUamCvgvJk1ITfReSZ6VC+i4kL3iF05iZqk3pYvbVQlPamG3ZOju5Vzx38/d5fcjPpGQ6wYqb7eC8+esZw5QownSPthwJxzDlyPT5BfL8mOprMD33MAruVansVgyb4M83T6gLo5NY1NJOWsfQk6vUyTXnYeZMS7/aSd8YKmUhpYwCecvrPQ5D7LmF9YkONJdxDHMXGRuyI+vxGquCDdlnY7qFqqPsszna89TIadb8eaM6u1/bST8RKmUgpWT6FgKn/wARTZ7pP8BEk6e7yLwakTj9pzhqEqf/FElN4fT/pGsI1axOata8H2F6cwXaS1UuM9AoqprG6f+cq6b5mf7Pe3+an+4i0fvTHKf/QarQduxspAptw7ArTA3gu7WvTemRB+XrMO+AKV90MPGAjeFh5gEbI8DUAzZGhLkHbIwEkw/YGBlmH7AxCkw/YGNUmH/AxmgwAYGN0WEGAhMjOZgZwMbwMDWAjRFgbgAbI8LkADZGgtkBbAymLNjNe3l45zOdM3mqQUnKTzULjchPFU+um6giFMdhZ3a88fkH2riq02v/efhLRGm+RHIVyhi+eZaZqPmVQEpKVABLJrEJ2yuJxCZsr1QSm7DEUkhsxi7J+ygzdtk4bKZJppL3CdMkU8n7hGmSqaSVM00ylbTLQthlJe2SaZWppF0yrTKVtEuGh6aSdsnQ0lTSLpnumEraJdMd00i7rAptp+nFmDeFGmnlTFdMI62c6ZFppJUzHDXPEwfYl3OVphms6FR6Sih4TFKl4yU4DLsLuYlgTIg0qcclvMmMcZO6Wt5KVqWP5a1kVTpX3kpWpVflrWRVulPeStYiZBWCt26VqqCZd5T08Kcpm/JIjClbV0j1QC/Siac/rdV25bsd9EQnvSpoDT9P5VVec3m9n8PKmNDTUqbyFriKb2MolfbXax7GY52vBvqpvF2o3mNn1PnuleN3qCVvn/er1DzFCEI1GDuj7mg7qnUqbxIqzOgZZbl2a8tb4GqojVGFrzvsrutMx0pz5PnTHSttdu93z2ad2w+X/4usc09x1cfd/Z3vZGlTi/VB+X6K0En6qGAHDDtRE6UhWuvP1AypjVOo8UIbp1IDbjYON6tl43TijcPveqG823G7/jx8tuPrn48ECxiVwHTDg1cCaBMtKGjBQlMGtmy0JFBhvTbHoaMKWQnOzV0scHu3vdqKh/QmRoOpm46BSD438vDPJXbp84aX588Ca81ReWvmtZYM3e9JIwxYoK0vPc5LVxmrVaDtMQgtyaCuz9toytSyT9poZnRP7j1o1rxlp/rpmovyMQNqFj1iGc9qll8tgdhYs5rQ7ItqVsc/n6xdTjD91PPHyFtq1rzp6PkTzFxzUD7BMM06aUYCNavP7qzli8EK8VMSWmlB7Uo4obS90wUmNwvvQrsqTDFmr7kJDNGodnWB5ChALzx2hizo+fMLxPYCyRGKHQRyJhQ7cp+NELFCpyiDIikx+YEKSlwEIilU4iqQHKHYTSY5CgMuhV7a8BpmuqGefwBbAkUZVElsz2UhMGVh+qCesUGJo0ByhGIngZwJxc4CyRGKXbgcEHiKVaB8QiVuMhHR0CwXM7e+7Ci6IPKurY5LmmEbX73ALoVKHASCIxQ7CsRMKDZDHvTiEhyiZS4XCJ4bU6gnr70qle2ztf5GvK38XULr6eQhflcb60MaOt3V4QvbIGfqWqPUO6Aa6Vrb1LuQXGqieheSSy1V70JyqcHqXUgutVu9C8ml5itjKLhrzVfVQmtKDQUa0e4nrVjXDw/ru4+3m+2Xq7vrT79stuurMMpkHM/t9WNXJ+e2vrtfNv35EfKP1/v9en5oww2gn6dr+fSERpV0P3Yx836v52SL0dXcmX6vZzSo/7rPuYmeHZ8pX4Inl22MDE8u2xgFnly2MSo8uWxjNHhy2cbo8OSyheGdc/Do8hkQD88unwEJ8PDyGZAITy+fAUnw+PIZkAzPL58BKfAA8xmQCk8wnwFp8AjzGZAuvEMeoMdOvaMe/npxBY7hpFYMc+nS01+hgUuPeIuCveCktAxD40ELOP5u15k9LDiIvUyFIw7WwaaAN3APO8xAZ+8h8LxWmu4hw7Hz3DUBKvOcZKeUuYRReJwbVeaQ4OfFzhxExkHsZRbhkTJUmUNVwEFlDg1+Au3MHnYcxNxDpsfouVEDVGbgdav5lcX0D9VMKvO8gajOb5U5EU+d3yoxC2+pocpM9ftUUpnn3D11HkTPyXvq/N6LXXgCHFXmOa1PnV9ZSZnFRpU54Q/B2QcxZ/xp81uF6Z1pkdQ3oHlmHk2lgoPYy6zCbHaA2OIW8AY/hXdGwi7E8dFZcFn5yojehPNC0B0dZq85wPHymQVHIdaLDlPknIQwDV4+HmGdWX4RogN4+VVw7PDyG+yTzyxf8Sfo8osTXAG6/OLhW9xefgnCLQ4vP8LX2zcJf/6WyF7+/sfbp/X9fvO1xnF7vVw/y5/97Wl9u765+ulQu1jfXPz0uL6+u/j33f98Lb/+Y71/+CZK86n2UFvqsfTy++//B9PxbKo=