Thema: ~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6  (Gelesen 7133 mal)

Offline blauball

  • Administrator
  • *****

  • Beiträge: 40
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
« am: 19. Mai 2017, 18:51:00 - Letzte Änderung: 19. Mai 2017, 22:36:58 von blauball »
Vorher:
http://www.moddix.de/images/gaming/factorio/20erForschung/99_before.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
 
Nachher:
http://www.moddix.de/images/gaming/factorio/20erForschung/8_core.png
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6


Vor, mittlerweile fast, 4 Wochen kam endlich Version 0.15 heraus und heute präsentiere ich, endlich, mein fertiges 0.15.10 Forschungs-Setup. Ziel war es 20 Labore voll zu versorgen.. kann ja nicht so schwer sein... Das Ergebnis sind stabile ~97,5 WP/min in der Produktion & ~94 WP/min im Verbrauch.

Dieses Setup habe ich auf einer Test-Map mit der Creative-Mode-Mod aufgebaut und nehme es Blueprinted auf meine Main-Map mit :)

Je 370 Eisen/Kupfer-Schmelzen auf 5 Zeilen + 2x104 Schmelzen für die Stahl-Produktion.
http://www.moddix.de/images/gaming/factorio/20erForschung/2.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
http://www.moddix.de/images/gaming/factorio/20erForschung/3.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
http://www.moddix.de/images/gaming/factorio/20erForschung/4.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6



Pro Zeile 74 Schmelzen mit Beipass
http://www.moddix.de/images/gaming/factorio/20erForschung/3b.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
http://www.moddix.de/images/gaming/factorio/20erForschung/x.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6



Schaltkreise (RGB)-ProduktionHerzstück Bahnhof (Import von Stein/ Kohle, Schwefelsäure/ Schmiermittel & Plastik
http://www.moddix.de/images/gaming/factorio/20erForschung/5_RGB.png
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
http://www.moddix.de/images/gaming/factorio/20erForschung/8_core.png
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
http://www.moddix.de/images/gaming/factorio/20erForschung/8_cc.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6


Produktion & Verbrauch der WissenschaftsPakete
(gelbe & blaue haben sich noch nicht ganz eingependelt)
Produktion/ Verbrauch Insgesamt (ohne ÖL [Plastik, Schmiermittel & Schwefelsäure])
http://www.moddix.de/images/gaming/factorio/20erForschung/22_sc.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
http://www.moddix.de/images/gaming/factorio/20erForschung/21_pc.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6


Verbrauch der FlüssigkeitenStromverbrauch (ohne ÖL [Plastik, Schmiermittel & Schwefelsäure])
http://www.moddix.de/images/gaming/factorio/20erForschung/23_f.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
http://www.moddix.de/images/gaming/factorio/20erForschung/24_ele.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6


Links das neue Setup; Rechts meine eigentliche Basis mit 5 mickrigen Gleisen..
http://www.moddix.de/images/gaming/factorio/20erForschung/99_map.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6


Kosten (abgesehen von vielen, VIELEN, Stunden):
http://www.moddix.de/images/gaming/factorio/20erForschung/666.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6


Bis auf ein paar kleine Änderungen (optischer natur) werd ich das Setup so übernehmen. Dann muss ich nur noch meine Plastik & Schwefel-Produktion aufstocken, einen neuen Erz-Bahnhof und einen neuen WeltraumBahnhof (kurz vor 0.15 abgerissen zwecks umbau..) aufbauen . . .


Als ich das ganze anfing, sah es ja noch recht überschaubar aus... Erst vergaß ich die Forschungsgeschwindigkeit und dann kamen zwischendurch noch die Rezept-Änderungen
http://www.moddix.de/images/gaming/factorio/20erForschung/99_beginning.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6
http://www.moddix.de/images/gaming/factorio/20erForschung/99_build.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6


Blueprints folgen

Offline blauball

  • Administrator
  • *****

  • Beiträge: 40
[0.15.10] >94WP/min für 20 Labore mit Forschungsgeschwindigkeit 6 - BLUEPRINTS
« Antwort #1 am: 19. Mai 2017, 21:07:29 - Letzte Änderung: 19. Mai 2017, 21:34:24 von blauball »
Schmelze/ Smelting http://www.moddix.de/images/gaming/factorio/20erForschung/bp/1_schmelz.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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

Stahl/ Steel http://www.moddix.de/images/gaming/factorio/20erForschung/bp/2_stahl.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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

Schaltkreise / Circuits GREENhttp://www.moddix.de/images/gaming/factorio/20erForschung/bp/3_Gr.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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

Schaltkreise / Circuits RED http://www.moddix.de/images/gaming/factorio/20erForschung/bp/3_Rt.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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

Schaltkreise / Circuits BLUE http://www.moddix.de/images/gaming/factorio/20erForschung/bp/3_Bl.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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

Offline blauball

  • Administrator
  • *****

  • Beiträge: 40
>94WP/min für 20 Labore mit Forschungsgeschwindigkeit 6 - BLUEPRINTS
« Antwort #2 am: 19. Mai 2017, 21:22:32 - Letzte Änderung: 19. Mai 2017, 21:34:41 von blauball »
Schaltkreise / Circuits R+G+B http://www.moddix.de/images/gaming/factorio/20erForschung/bp/3_RGB.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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

Bahnhof & Batterien / Train & Batts http://www.moddix.de/images/gaming/factorio/20erForschung/bp/4_bhf+bat.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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

Kern_1 / Core_1 http://www.moddix.de/images/gaming/factorio/20erForschung/bp/5_kern_1.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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
BeltBus http://www.moddix.de/images/gaming/factorio/20erForschung/bp/6_beltbus.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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
Kern_2 / Core_2 http://www.moddix.de/images/gaming/factorio/20erForschung/bp/7_kern_2.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

0eNrFnUtvW8kRhf+L1mbQ78dsg6wDZBsMAlnm2EQkSqCoyTgD//dQtihTcl/y1HdFZzUzHvPc7qrq6q5Hn/7z4v31w/Jus1pvL37582J1dbu+v/jln39e3K8+ri+vH/9s+/luefHLxe+rzfZh9yfvLtaXN49/8O1vLP568eXdxWr9YfnHxS/+yzvDL/9+8Mtg+uU/Dn4ZTb/828Ev05df310s19vVdrX8Numv//H5X+uHm/fLzW46z79e/nG3Wd7fL7aby/X93e1mu3i/vN7u0O9u73c/v10/fnoHuQi733x+/GfafefDarO8+vZ/0+MoX8EHAO90+GiH912HT8/wN8sPq4ebxfJ699c3q6vF3e31cgTensEHcBmMNuqjLc/wv13ebxcPOwvYfNzc7v45hV4nwN/tTWy1vnvYXgy+VV9+69Q8gj6LZhZS08G7bdg+6dDeGUViWEV+ziqNAv6Py1SwnucvBLP5+DjDLygTSmhCjk8oz/BEyoQKmdDzF8CEvq/w69v1x8Wny93nPixW6/vlZrv7C0d836vplBH691V+eX+/vHl/vdp94+by6tNqvVzEEXo5mMoOe/V1+B8f1ovtw2azfJz9aru8+bbHPf7b4354t9wN+eb2w8P1chF2f+NqJ6zt4xb+62hMr5yDMtVweqrB6Be+u/wgbK8emUWcMLzTZhGCLqRkEFI028N+rfpDe7hbLTdXjz/9Ov/7HcLHy//uIIZTQT6i4hUV8pzvTarq9mE79cFi90nfV9kI0OwTsu4SQpMtKxsMq1sNKw79zGa5vvywnO9kotPXjz7L6G0+xukeJgbrqTJg5xIjWCEBL8iYVF1MeOQwAs1Gg8sje7u6vbtbbhZXl++vh74rFnXo1TD0io/ewgkm8oO9Yqby5t31ZZWcUZfeE2Umr4596mgwHLx54T5v2PaVm8jKnTogKN9LMNgSTClliC0sglSs29FzTOIOTWq1uV0vPi4vN4v/fFour0/tS4e70rvxzhVP7Vyp4mSIGx0mUrMft71g9p0et91p9WV8lvcCuDcLOBwTcP7uAI7JNoxHONogcpRV1gyoxrX8fCRWFJZxTszbD9x5xoHbD1VYOeDYJprVxvJRuG6E88fQimOnWMEOCjwgC8u24AOyM297JdJvAWsu1ux3ParcjI9/in4LRldUbN36DvaUEVzDJzNgMh1/DNhMpUlwQQvVm43fY7HVYFR5cMccedV3zv2gfRNEMivN/cMXFAVn/dTWDRMp5sOg76cPg7XSNPPXQZ8lzVwbTay/FuRwxvT4+1qcw9KcM5+mnuGbeQk2b041KxJqwSx/pxtyi+wwK4k/0cMskX7GR8/dXEaA/HC8G/4IsFoTxpJ5NJgwfuUx3iph3Lo1YazMsrOjtmKlnR21lcXVA88PgyXQZ6Sjf5CUsLd2az769ZxG0XWH+eiX5nwqhdmt+Whp6DgfLdkpzkdLpmrNRyur1juakLZp0ztzRlobfpiRJQYL2Ls5aWmyhL1LZquyHPi9I0Xk5y+gGRXee+SLMqU6p/nIVzKnxrt1tDl13t8kfeCg28z+gap8wM9pOEJa8YFWGHYiGwJGe1RZBT/mE2/k1LSb57T1MOEXWn2YEn6lLT1fRfS8Wf22m8jl5uZoK4/3YEFXi0L6jN4dpI/grLWW1xMJQ1jPo7A61HMIHHFsOQfNYLYixRRegm1LkjM4aOsy1UCmBltY+KRYcagMW9kvQoOliR9GLpzrQqcfI0vxoGfLVAiZ0HD0OPBQFBEDhldsKEZYC5mSRqL1CWI4MeOvIcsptGQxPbljn6tzgoMKxNlmHd0z+GK3F1KGd3F8mnOCzsoVhHknaCCcFGaVgxL4YrSXgybUkexn9SxszynjElA6202DgzYwaw0oKXOuvE6TgN9JbVa4Qiy922tDiuQOGrysxaGxWWePazZEEznMiVOAInLkp/88lljiiBM6yPT8rziYXMxlKMkSK61DpbPUoXxu5kKUNM/OYhJlB4YNZV65kVn8jOIQ2GnLnNpXBq6kRGs1Kgn5h4OmMls5KpkKGCVb61HS4HGXmWauvN4lWWyzlqSU9Vs6LUnZNFqduSSlDL/6ORUisI7rrBoYWcjVerfy+awZDzV0f7Varq+Wi7vLq39//dXcDaXCOxySsVd4iUNaqBXf4vDh/3yLw1d8jcMP74T6ar/H4ZUb4ryTTbjj4xu9yeGVy/oNX+WYEPJB05q1mILvR3vcyyYpAN760OQ/o3ktjhUwo3ttQqWVVjkm8BqsQ0zAwXO5onvafaaovntaGgAcGZ3e/fDgOr/vEdYhxhruCR83JSXjCx+angutQ0xIw1gb89kyWHzjA1klvvJBzDI4ByWn8JsYOtHKGDYMYWUakzDhfMaw0QwrjTbhMhJgeJnXYhaIBZVZZSRHPllnlUrQJ9usehD6pJ3SyAt3rIN3uKjizlVUCd7bJ+uUyQYaKjiFwClSdK+gJ3udRJJJttwt98It8OCLueFJgq24AOPtvtO3OfUXssR954HJ8KpiCI4jujGiN5dIFCMMgZZI3FlKJCFEc4lEmmdi4ZLiIEJm2IprA/xjwQJfZ1REwN3moDOUTWwAQwdlZijLIyM+lT8POvFYNQx+Ri+bYp0zetkUC4rRWhFRlmtMtCJi1Gg2V0Sk4Zc5BQqyrgDv2NRhZazmBgNUyUQ7BFdGnqydp/741p7s0bTiBVKgFSZ3zgpTSPZwXDlS6q1qU/HiGDbjKJ8cHFOZE+aDs3GqvOGyKYulcfyu4Hd+aUwZf3YcXxk/4Bdr+9EP8QJtYhSYO0KmcbEk6gTBJTlnWvybkHOZEVN2QFOMUmPl+/dO+x5MQzYhoQ4b/BRDLI7V1cZDhURkit2VgKCV9VIijeSkgSeKLo09s6rZhP5o2WkCjh99JcnCk6+E3fHQFbVVWFWSsD08r9azHldrYD1L0pQjw1YsoSbOECDcWQ0V3YYOYfwFZX+q9qd09p+z36IKtXL5CTdUQ51xMJbwZxyMq6D/NuNgrNhX81w+Ej64IX3ocU7iR44vjR+xDPp6Yv1NLwjSvrX/nCQw0My1T4gIV3BDqxy/KPgNhi+ScPqcy1zg2mro5l7MoE/HSke28N4Abi4NO92KujUC7gbsBAeumGfPbOAS9pxgGLiijoLhxo8e3bq2m75R9856bgXs6NyMrEH5IrzW4tB96oxVEZ11dReDuKyLOxuwwXk8yseB6MDunAzwRgKUPbYkGWOT5yIasAmnmEEshFFMh7e+XrkIumS8eQs2YNvP1s4gFcQfSDeb6FmjhyQnEkNH7jt9gZ3x4AAZ/YxOkArU1LgsK5Glfeln3cZBu5fBm6MHKjNNpURARpbk434M9kBbj+piSBRdcQDBvmsbTn8B34yW0O3xdDeg2zdub/C8AeTJDRtgtC9fb9i7I7ofPXFsUpxdxM/WkZ0jziEInpzekQcuE6tqCDF9jJlhK75Jf29yIk829KexWhtpJNRmRVU2sthpdw7YxpKb0ZtD1kGa8cB8FqSXQAp8X1GR8CMu2CQirsQrEtJ0Mq9ISPhlTkY/24/MpPdrX6KQJmRuKNl7vyEJVUS9XmVsUMNHgh3Hzwr+9/V8v32sTx/ryor7cQ+RAue6lkYaYSZaEjNNc0sjh2luaeCFYUvjrpgrW1mKuc3ImGcQHmd+A2q8+IvDqbYJQM8TBglIBD9Jmeye/TVN2P3d9Wo7Pm39JetGCnrC8ngOQ/RM0wQSujn3NeHZFfFXmjRQ3JD9pco6w2qN1SmDO7U2kzUDtDG5PbF9DYNva0PYPm8gYRv3XR8M2NYoNxqwrVFuMmAXhq04tAr5RSQbhG2e0rg7vII03gqbsyYSFI/baENnOmdDZ2xmlhHlgNXMt5okEWKOERJAtzkcI2CbbNbz9D47IHDUxFYheFTAze9R7hMNR6kGh5/qhqCxDqcwNK2OWkP269/OYBMPer7Um0llqO7hLtGDfss/D+cwho1mRceRovejGX7DQAfiDRLJMMxWVle392Lv4Ynp2OlCOv9Yo0GOJLjOS6+AByw5R0MRYTbJeYoeFfSAAgQJOqKwRoJOaNSSuDMatQRd2GlVkgg8ZUvjbvSW+zkPmcl1drNHmbK1K2yPrajK3BX2dGpyCnaAJzKvgEd6uhCo1ZKnKWtp6HCjFugLkmcpawm6op5oCbqhlmjJCGnblgIOuraybicBb7YSOqHAL0PRnD5kpRDRJilNBO2/knrR9ishF7SxS+Jgm680akrho2B3MymO4Fh0vq3gDKjeiKr4QHvL1TMNjH05oo6rp+8Bmptk7bjaHwWU45G142qPrVhlNL/H/CSkIfNT0lut9jhBsRyanLLmppLh3cen1JQyfjO/1j6jMxZyonkn5WDIHnd8+gBgZU6Wtx3z6CvjaSSY5nphMq9W2vBD2ZrrkoZf2Al6wmAqQwtjNHMTVDs2NnZZUPFt2SFoxSVndtdIGnVA0NKorS87HDOqLCd5newos/UV1fDjmv20+vhpsV1efVoc5kDeIAOSC4yFJNVUCC6ZVDNuGGkEPdaYvGEm2Qpev6eoRm2AFDQVz75lfy8jHbRLWRiixquvoHBTscSCok3FDAuKNqUxo2hTGrN8oPVO3t2LOcU78HN3m53j+vqVt3Z0RY9UkzxnSLSl6MjcG6W75RpYW8p40dZoTAEo3rImVi8IZy0X1GzMICibTS1GUEl+FaYlSLBTG09LgCyI+XHDp8yB0A2WzE8bPmErRZvmWcAijTugAoIEHWkPASmE21upnqaCPpZRLCUpuyBoSSHm182/bWh50jeGN/CNdl4tXZYdQSuy7M4W7wktW6l7FO/lnxLv9QBDMkmaEYIrVnDQf2WJ9ySNZQSdFOiC63XEoyHKrTJUsLATW/m2mq7sTpAFG83WFxe7juwJclSQrWzx4w24DLEjC9vyTwnbskvGsE2aczaCJgWUtWZJ+mfFYcloYWNWPmeglWFfljJh2JalqIl2ZRUFG3ZlZQX7uwu4v7m8vl5cX97cTRc3y5chCOy9kgYIW68kwbLWKwm6ImhJIk1TWTumMVakUoYXWJFKEarhPcQyGu/Qdwf9WkLQQSMKWyQhJAQtqS7bIiLh1lUOtMgkyYIWmSRpsCJTUYRiLDIpgo6wyJTtoUaOsMhUzHFGPmiyOubt6hFnF1FpSTGRiEpLimVHVFqSkFFpSZJGZaFKERyqTk41PluMQa11IQU0sbqQIuDE6kKKVaRgrOQoLsn8jqAEan1FUHHI+A1B+53aPOcBQcBRlhO8ZtsUs2kMuyrYHXZy1uEukJ21k7MJqz172MnZJoNo/wZBdA7Wtk9psuZTbZEt6aD7ytZSOqHtbG3CbIKbOOiYsjVhvtD2zep6tb3cfH7rfNlBy9Xppk1puo3F3pK+O8NWPEdxKPhWhm19h/AJWhp1YG2o4wVg7adaVF0GCUFLMsjGCF9xW6Wwomk7Z9E0l2rMO0hTZZVYSTWsEqsYVHWojXds+NXbkhiKI6wBlXXbzyjr5korr5JqKJ+cYlKV1V6rorFiy7BIVsALrBWc21Fr1fjAJUQlZr6qemQNNsQbp5iMtZGqyZZubaPSzwwNMVlI0kjGrIiyh7TMqsLt51SFWzEmbaQ5syqrpH12BVdSP+SYGy/abqWYU3xmhwxz7aw15m4lmFO2nG7Ndknyo/RyDew4fQa7nJ2tP3dILueFm++5w6xXV7Dp9V3vz5r1Mb9TuG/uFwRanGPgXcH2MK/yUqBnSqwUcw/WPsnST6/w4iCRuyRX2JihGQTjcdewWWeGJJPK7udKw2asONKwO0tiHHE5b5DFKOb3D708Y/j8oaQozwL6l8I8V0RfPI3otbnTkF5SGgvpFUd50K1luvTrFOzKGhq6/ZRVfIO3ge0kTsWjXmpF0QGF+JKBBtRMrUGjIF+SR2TND/10dFpCYhH5S3d1tpC8BPaCmiRW1lmtGUNlsak/KzFlsXJ2BcO+F1hztaKpCK9P+qCAw/Zq7xXwYO0M8ALxUInRWoPXYBMM8iQ5ZwguyblYa/JeuERdoqXsrSE2GO/5oKDDyrck4+QguGIdiRW/NWx2i1kTCquFa+NmxXBt3NZquORAUjEWnjXUyqI1SQ6sqq3pr9vKxZIDyZRlVhpy9hRdEXYOLMxSXF+OtqqsJuyE66QeMCyVnPn37CxLxfqkYTOouiJoyUYbiuEkaPTemSSQg8YxUxDnBcKgUryxWCv53RKM5VANNbKwSxIye8tbsg29f2zi4Dr0MMVK06OhWl/xllys/enBiZhG8U2lz2D/AXRDpdIgU7geXCoNMqMCHigvcfwyxIvmoFW4yV5qoqXNdM7SZqnZHExL0y0w3pXsqUJwyZ7oy91T9tTNwbnAgVIOOsGMld30Myq7B+1kQnQvTTjAAFxReoO1YslcW2IRuDRwWCuWxl0gffN4ITRYH5bEwOrDmhi6NVmgOMjuYNk5nbXs3L01hyFNljFVS6rvjBFAUn1PjAZ7vAC6kQVAcou9sIJ7+ikF947JqiX10OcKNcPqLF8jkKNV54z5mqSAQvIAD0jRqgvwY3ZKtOoi48MeLsPKHilUTKZaO7eabOvVMeJqCboiaEkgVnYBZTup5pYtP3J6ZyvbV++sqSNl1p6RFEh6sjJhed1LVx8hM/Z4+fpkzUQpvtNn2LJw1gfbqzcnyJTdx5sTZJIIcYIMPNhe/ZwMmf1p5BpogkwgCamBJsiyAh5o5qmeM/NUAyQ90CRKmzkkiWaae6k/IfdSQ6FdFgJNTA3wiShNbZAYQVNbZ7kSBTsyZgRJKOYerWrADgxbkkmEKY56zhRHjYznTxNnZtiSOGGkX39GpF8jjvQlueJIX5IsjPQFAqyaHMNWXHHyvGECsBPWxN9J9naGwpoQvaCk8cRyAIqpJkQwqEGzHIAkEEgx6AXmvprgK1YvXdf54nXry5Le4LkyfM1KUVqGd8CPbLBvEbRa36UMhg3WypQWDBtshi8z+6aA06eZqwJeTGTjuwEPUcxPMr8e3HD152buMJBg6Z1sRVsF3smWtKX3qz13BAg0CfWgYU0I9STESAPJpqDTO9SSAiG7vaZAdolaGzjjt9fGbSK4n/ASBT7DrEy+Mop7afLVynEveaFqJbnXUGFNW5IxDH8lGVsr3IoXqpToXhMHjlslgcD3lBX/WY1c95KwG31RGRCx1UYL1nYattosdPcTrq+xgFQxlMYCUsXCGwtIJWgWkEoCoQGpwEpWm7ksrXjtZmW9l1A7DCAV/XVYUlYU2K3E95J/MnOBaahW6nvJQXfKfe/tnF+1zyC/94DTrFIesOAU44H0974r4JT/foc+wGvOTID/WgZlCEsZ8L+in61u25yZAl+bLiwHK/bUHC0HdwU80xsDE/Zkvs4fBCqe5iqsWr+0pzNVrdtBq9jpBIM2YcgHIFmUp3wAikV5xgegDRzyAUjjjvDGwHgheEYBoImBPVOuiaEYUw2Sg/TwifIj28EblNObb8YMiDZZRoovqT4waj1J9QedXKYbA+MFoD+h6HS3GCLqI3hpRufqI2iBkuhpqs802yMpHxLpdUVr1Zbt0UyBM+F7wNDXQsffC3aSvhYduzcwXowRMeRLhmPtwmq6xUfEka9BJ5T9kQSSjQkaaVMxd1D5kes7Wx9Ci9WYQNJmzXjyNT2xzgnJvJKD9wbGyzd5Yz5K8qApsBaMI4eyN2jBaOYHIqU9yPxCpCZCmiab3hKObEFzHomc3vOm96AEuQpCUJZIg+BeAe+w+h8EkpaWWcO0NPLMCK4lkWd2lVkbd0TnR03eidXaAmDyahndg9RkVFhdKAjsTC2z12q0gbNtWDNK2AsVhLuBrbBwWcNmBagfsX99t98p318/LO82q/Xjr39fbu6/aTulkH1JzcUvX/4H2Zqqhw==
Labs http://www.moddix.de/images/gaming/factorio/20erForschung/bp/8_lab.jpg
~97,5 WP/min für 20 Labore mit Forschungsgeschwindigkeit 6

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