All designs produce fully saturated compressed outputs
You can combine tiles to create a bus of desired size and configuration. Just feed the ores!
2 belt smelting
Screenshot
- Ore-2-Belt-Smelting.jpg (332.33 KiB) Viewed 30743 times
Blueprint String
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
Iron Ore -> Gearwheels
Screenshot
- Ore-2-Gears.jpg (394.87 KiB) Viewed 30743 times
Blueprint String
0eNq1XVty3DYQvAu/xRQHb/oC+cwBUq7USqKVreyryF3HLpfuHq6ltVgyQfQ04y/Zu1IDHKBnBkBz8K263126U789nKsP36rtw/EwVB/+/FYN26fDZnf97Pz11FUfqu2521d31WGzv/7vvtuMv1o931Xbw2P3pfogz3fFP9r2x0P91G36+t+/u243+Wvz/PGu6g7n7XnbvbT//T9f/zpc9vddP8K/b/muOh2H8dfHf47NjRC19XfV1/Gnv8KO7Q7XL4ZT1z3W++PjZdfV9trQtZ/vwA0AblhwWwY3LQvuAPDAgnsA3LLgAQBvWPBYBpfIgicA3LHgLQAuLLg0ZfREgwMUpRkqAEVphkqZorzJywyl54qUCUpPcinzU2h6SpmfQjsWKfNTaJcoZX4K7cxNmZ6GnuSmTE/DB9AyPQ3tWEyZnpbmpynz09IENW8E3XeP28u+7nbdw7nfPtSn465byGHsLNwbJ7svp74bhvoypk/9U38cf9b33e68kLnYsfuP235s//uX46e3HO1wupyrufYi1Z4U2jtezrkG008NnvvNYTgd+3O2uWa+uTn4Vg9/S83ewbu5RK8h4APceysEfMThDQHvcHhLwHsc3hHwBof3BLzF4QMBj897Gwl4weEJ1krC4QnWSgvDO4K1grPWEawVnLWOYK3grHUEawVnrXNMgBE6oDmCxoLT2BE0lgaOL46gseA0dgSNcRa7lhnqlk4lPEFrnNWeYDVOak+QGue0JziNU9ozgRhHJwiM89cz/MXR9fRVGEZPXkXP9REYn45BT1R8RIOep7gTCHqa4jwKepbizjjoSYp7r+AJT58Jg0BMD3rS4slhYFbAwi+AA0Fj3EkEPY8VuWLUE1mRW0VhRiKwsyrqua3Ie6NlHibS0yrq+Z5ZoM3lpVG7y/W2OptD0/NZsRSORBDGA2XU01exCRH19FVs0CQ9fRU7HEkfiBVbY0nPVoNHy6QPxYp9t6TnpmLLM+kTZoOHx6TnqsXne9Jz1eJcTT9zdTjttufz+OXPuK8z3fzmAWQ9Ty3O05bIlz3sy1tiYWtfiWqAzhMrWxtxeGJpezM9Ak+sbW+2R+AnXL0F0E+X/rB5mD0pepmSzfRQ6tQfHy9jC59H2KLQgDtMsvOPU86o2jc2f9oM53p7GLp+lmw/TqwMMF+T+oStuYHPwbV4JwXupDSNamSbdSMrDZMr17eIaPT5pTSGarGdN2F5MkljNRZ9DccrLOrgeWHCwvySxvOHeBnEoGWAcYt4OE+NXwRKqiFya4eoVTUnK5ubSKmKZlryODKRTYHjJ2kRz8Adk3YRSEWx106tMKhTNefXNudxMy3yRdT8E7OIF1V2MGvtkHA72MV+q/jXruy2afijNiAVE0OFUJnkBOWgaXCmLjLe2BVHa/pETiaSKXDGL4ZEgzNxMRBO1VHlCRjWTkBKG+X4FMuowqld+3jUcS29OBCrCKdLk8Bqo+libLaKWLqIowmla7N/y4gqDD8xLXXeo3GUVsPstTPfwvmvwxeAMxKpso1WsKlVsmDRQTuYmx63yFQXVRzTtc7aMcvTFcthp+H72lSIElHx0d/B4TqTb81PB20WvZxEO5jEotjGcZoQvDozd5qEevV6aEYvBXjxFfmMpw50PT1vPRzLJeBTwmuYvnqN7BmqS6J32TzO9aiwGX/CmzELpdJoV8zdN0ewGYZuf7/bHp7q/ebh7+3hOny5M+TryI8tbU9zL8OWJ4Wbf/o3PzGcNw//LIySWcxSJ0qsItCi952oropAi3srE4VVEWhxc2KipgIHzP26AQva9fPyPiultzJBk4BPNFag+eIvNF/EJ0XCvVLQniQtHiTJRGuFmWxy6vO/m4yQZmXO4GY3y6LQ8DLfX0OfoAvSX0vDIzOJUFspjtAleloAAMEHGj4zmISMIyr6m2B38Drp3k2RMIvaslO6mX8nmWDg205GqbeEuuoVfX7IkqFVIICCRZKlVSAQvCPfus28Tu4VQqGbnAQSCgmhn7r1FTJEXCHxIJZYKWklHog7JeRUN3jESISe6mYiCF5IgUqm/IDRClQQE1O6KcFt4FboUZj1WetXyFGy6+SlBpkXeBNuwEi/uA7BJ8pckfUTCpXV6zolUy6Df+EeqRbQ8C/cQ/CGFO5kjGG1up0MjqNf1Iee2tNlBiB4StVoDOtqTBPpwgPQ8yS68AAETx3zGiGZb/SqqUwtG07h2MwaBum3oSsoIMMwkVrpNGAZ6zitBCyDQ4VRaZetvEAmCXQlCcjMVD4sgXYOkujaEtDztHRtCQTeNJS5POscJporUJKXqUVFiZHFsc7B8EUyoGFwpMAwYx2vFfxlcKhIK5Z2DoYpf4FHWkMlwdLQzoGTWMlb7C1OTKYgldyi1iygKBWLmXpuFEETy0+m9BS8eDKU3KpuWSdpPSe+zIxEUGovMzBUYI20K2AqTuFh1ba8tJNxBEwFKnxFxBSgwoMTpayq2R1G46xSJpqp+chtSLEOyNFVa6AhCJTkNWOZqFS8ZmC4YEo7BKfPhBvYwJQ0it9R4IRReFZAVJdaygm81ellgf1oQxSRsji4J6sZQXMlkD2HwCMl682Upk06VS9k2pYst4Q8PVEoCo9jRKEofN+BKBSFr9KDVepxkYEkCkQJ7lCDJ0s2QeCkknieJUErJIasS1d5ggxAVHnCtyqZKk+4+ySURIL7z6iVACODSYiJFFt8TOUm3OtFz+uJiWNSE4NSTwwNQOSLaTE10RNbSwsakZarpTXvvQjVkeCelqnphAeJxKwsjbDDyhR5wn3yRJIESqszA+rZIl1QLwNbYAxCj1oxd8YGiZNPZ9BaXj0NLbcIfdEPjcIsHsE6PCK0RiuuRlz0RF9URMUdP1GOCdfcGEpDZPg9zYmEqKhjxRP5VkG6FkdNbM06yPItW7MOuU1gIhoCdf4LG122we+lI26Oa/CL6Rh0/GY6Bh2/mo5Bx++mY9Dxy+kYdPx2OgYdv56OQcfvpyPQ8fvpGHD4fjoGHL6fjgFH76djsNH76Rhs9H46Bhu+n44Bh++nY8Dh++kYcPh+OgIcv5+OAYfvp2PA4fvpGHD4fjoGHL6frgT+8eXrK9CPG3/vqt1mzKjGz/7ou9rUv3ebfhg//dz1w8vrRs4ZH1LbpPT8/B+UxwrL
Iron Ore -> Steel
The design is pretty big and actually contains 4 same tiles but that is the price of steel - 5 iron ores per piece.Screenshot
- Ore-2-Steel.jpg (830.26 KiB) Viewed 30743 times
Blueprint String
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
Iron + Copper -> Green Circuits
Screenshot
- Ore-2-Green-Circuits.jpg (418.23 KiB) Viewed 30743 times
Blueprint String
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
Iron + 2 Copper + 2 Plastic -> Red Circuits
This blueprint also consists of 4 same tiles but red circuits really do require that much.I have merged inputs to understand how many real belts you need to feed to fully saturate output. You can redesign input splits for sure.
Screenshot
- Ore-2-Red-Circuits.jpg (902.2 KiB) Viewed 30743 times
Blueprint String
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
Iron + Copper + Plastic + Acid -> Blue circuits
Screenshot
- Ore-2-Blue.jpg (401.96 KiB) Viewed 30360 times
Blueprint
Also I am planning to release oil processing tilable expandable set a bit later.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