Rocket Defense Blueprint

[DaveMcW]

This is a compact factory for producing tier 4 science and tier 3 modules. It will get you to the Rocket Defense in about 9 hours if you only build one copy. But the idea is to copy and paste it to produce much faster.

Click to enlarge


Each factory requires 15 copper mines, 12 iron mines, 3 coal mines, 2 crude oil/sec, and 7 MW of power.

The oil tanks are only needed until you research Advanced Oil Processing.



Blueprint string:

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z3BEjtKubVSMWWc+TkDizI8x4x1dx1lfKO2Y/UDtO2LVigMWxExmfSBYZYD4ROM0x3ucvFKjvo5mFJXiYI8xYKcwijrRTzGOeCXNbQkGVwCKuse7+82x18HE/uNvnna//dhs//P10ng7S1tN/tgTuwV6/vBCG2+j0W3gje0rhvck5veN/6X3eiRuiiMI3iAwQNDtxFx1BJG2UA9NKIrG3YQWSRP8fgraEpL4H+i3t0Taz0QjFg0QY4m0nwOHF4mK+CB8B6EBeJGpiCnCdw4agNdW/Ucyl8PuMFHWxQ6zSDueM4/Xa/4fz/wOSpOH4hULraIIgw9NHsLVlMHjJXM0ALq4rF/l01I2fIFx4XW4ZJt5rMHzAF5pF9yZv03YuKD5rYobbMNZkBgllv0embCxcp4aAPQ2mGS0htlgogDFBrMqRMfLwMVMjTXYsL0VxSy2llWnPM48xAPBwXUNHCcec2wGAtdpzyAekfWazHq8GF64Ii4iPeKZcG62o8s7kt7pm66xXlNYjxf1ppHi5LVs8e4UZUGs+Zqu8zBKPnGSxkh8Erx/Qpgr+6lkWoZp9e0U7Jz2LnsH1B4V3fCVFpXMzPBur6IcXGt3tUV2V9EFibsN2lCNRMssMlMDvOPE++Bp7EC84jCNkQzT8PR1CF1saoklwhM7yrnIbz3e0yJ0kd+6pN6dacq9PrCReB2cO8gIul1rA5n4INa17+g+XFPmOwYGbrw1pihhYnnYA1uuCFbkwMjIjcpuhzhvY5ykbdVCYb27qpN+oDylv4Wz4aJHjwzX8O33oqv7+2GhLy8/FvphjpZzNceJ6+fs+ZboMrxTJsfJWwGO9ClYqf8C0zXoyy1O1hinaNeLsMWmNzBVg7/gIqlN0Z4XYYstr2RQoGU18SdQPiU2BWtLFdxj059wihfeUUWwYklHnAnmviGlLOJMAFwR8CTwUk70JIxzYK+U8iNxJqCY3VullLTIPIt3gpzlwoz3hguLwUVfRzLugvfHYJ+YmA+O0XPlB8YAO9/EYnDAKMRS4O3Bl/Lq/S9epwcvgzbaNpM0F+I8YHxZiBPBxl2mvpjjK04R430oilfrQwtxJ3j6UISukVchvgVP7CjnmqatDHEDPkLXarBCfA0m+kQTrxVhhZgbTPCZgmtVWBn0gzTfFgIQuFaGlYQ5zwRnJF5EF0NJuMF0dLcIXFtuK2T4hAleKLhWmpWEG0oHOHjVRP9CSfp0nre0I3CR4xJeazPBR5p2keKSPql2Q7+lokmhEJOCza8UXGS4FGA4+l0T/QoladI4+qhpi2cl69xG8y0OjyjEkmBh03QTWwLH1pmNvmFkQATHxuIQC5u+YOJ4iBIwIoCnTPQhlLAPAUUs8lnW+Yx+wkQXQgm7EFDORTYLmxAQtkhmxIPgU0SgvM/Hg9u+bJ+iiogy6gtqIBvEnUCf/jFwEjolOtOpAG5F3K+AIheZbgzOEKOLBeNxU+DzbvvHnz/NAjdP25v/UqvAcn+gkLkQ5gIYZWAyF2K5AFYMjwJcbUM3wN4hKH47Al2GWHEjFLcbIVEqW/EiFMOLwO7PYUlreXpFMUwJ5zdIXUBDT+jKAlqRJmS/3SYQlTmO4YR+SmRdDERmOhBOEePWdxSpSDoXWA9Q1GKBVfD8LccaDQpdbBxLoHGcKbhYaBHzgWONBoGLlVYJNI6UMUQbQiFTF8gb1umjprkQSgksihUas7goVgOLYpWBk4ELHDywKEaZ1Jy6gMADi2IjBRfJjRgLHGsUCFzkthrgNkrr4viFUnVu49gitZERC+srFQhbZDYybWF9pQJhi8RW9RUx/pqJPWTFxRgmVVq0iMMXStNpjVKqOHuhuGYvsAL4wK19eRl+fjurh5tex1V2I8RxDCXgJaBdo+gkKE1ZJKOdAHEQ8EdPHxiYKMuY8xZQyOGpCyhykeKIecD0Nbxy3PKQ/7JwEVyi2yhNKu3eUrIcjVDIXAb+MCjsd2hfEK7XKF96oKB7ixfcBdNQAB6BC2wFCF0s6YitwBS3g2S7hysU4iQggBMF1AZolR5uTlGSxQKOOAgczSkCF/mNuAksiuk069d0ThViJrjffoLdE7oeXNX9+IWfAIFtzU7zLlZxHfPYMrpMoyMV3Ft0ZEbCAoAyM1H8v/++TkyZJY+o/GnyAoMMCg1TrL/IGAOlGO3/yMvL8JdiZ8XopHNXpTdCpK4pOssZYYvMNeHKbP1gLfQQeI/QLfooA0qXVx1kUCadzRq9FSKZTfqCGyVS0QtQiBfAwqZfbuII4Nj6chv9cItzC8qsr7bxqlR0BxTDHQB37MDTb3gCXiGwE8CxF4nA3HuRM2Y0hwcApdXrASh+DwD9kK14AArxAJiR0dKKzBlAkXkF/ol+GVb0/cWt70/0w7ci76+DfopjYl+bSsYGLJNXycCAdVfBawe4nNu+/0U86k+cMVeH2Cm2b10TurB8pQvD62Okg2z0crQOsg6YrghspbDeiXuV6P3XD7tCqOc8dUklUgdcmJFUZHpRmM/4HcBGTFMoimC9E1TqgIVk5llWCFBbAasDNl5iWI7qXf+qZFqB5R1joAuN/0XPWWCOAX3vRANATdEOFGFrxVdN0R2ACWBrOwCVjC9YzznC1prNSsYT+MSTKO/HKfPP3+5/+0ZEk0udXE28WrNbT5QFb+tZEyY4hyUXBe8t4GrSRWeJ0g5R/yNYd1E30NSuFHVkJAGASAyCSPuPEFhj5jwZOi1NzftffH9q7+9+//wSUnpWMoSA6iFR6Hw01CsEVmQ4OikE5nWQ1+yeEUU/BkTFf4wME5Gjk0KReXvEmsUjtVFkdo9YiS6fQqB4bA1rzXidykxep2BuOsn4DB7HyC0E6z39vxJhvWPiFoB1n/5fibLeIxROS8t/Jdp6BKwfw3M49A3hXvMgnkpmBNhb1vCyxN6QyOrtPWsI7O4OiaTe3EeFiN5jyeoodX0zRxTbvjPZvcuQajzpmhCsjvigbcceIkTX1t0rGRvgiR1UFubsAIBOJgg4ZLYodlO3j9BxZeXQ2UJ0sf8rYQM4yryo5K8lIHatHF3sAUvAAs45XpTyVzJCwKEyhujapmONaPkzz7ymB6sRMT/vJEQ1fyVDBRwSa5h5kesKLuAcGmuILnJdRNU/0MyLsv4akfUnji5y3Zmu35N5fttFXX+t+mEX/K6Luv4a0PUbaReJLqDrN544keeqLq7gJEuU/aB9CGj6ObuKov4aEPVzchVV/ZWo+tcXVmHCRXYjIwQc4CByUd1fm05uvJISNP2v4Pq0dF6+Eyk/eM6bVz/BOxWi3X9fZyGn/q+vUcO0evUTlRz3bywA8FZwodW/qP0nQwLM4zvRRXlHQFX30f9Gx79y9H9tuCZzLM5DNPdyGpHh89jQQ7WyPN/dy/P8u0fk9kcMvIfIz94EWSOi+iMG3it0LBfDiNwkQ7T0Ds0KxHWvwJPz+I2JH8ujECoR0R+Tiqsje4WzcDj3KjwRzKPoKodbWYfvgUWtwzoqghMroR7o9A4v4fIkkCpq4ys5L9/jeYHwYjU0Bda1DtGD5Isn59cpsLB1iB7BixUR0dbbK8cg66au/uQ7SQ7Id/hfYLxijzcFVrMmji42eeRsfGZySUtTYSW6+TefRiVn468bfOBNvabDpxItvWfxHKVeJDlyeL4pFIS4on5rkhyM/BtiCuVPEGdMaOa3kn8qiUgefCrJgfnM44QebqKKPzzcs+RP5B9Ion+n93DWtQ2HhViE7i6tZlxaEVMXTCgxXx8SKu0b8o8eUb7zhCrN2YZ/7YgIHr0UmHwsGSUEdMtFiRB+VUcJUc855yIeduvnjUfY7uXaoFMQfVubWz/fiH7esbC1/Pg1cv49+8A0IpF3gKOYtXXzNugMRSm/ETE8SjheMbdOiICp9god2nCJKBRCn6tC94jbm7tbr7SuncnfPY86LS4aEcGjzKurTSh2e7WpEcW7Z7UJoXlXm9qgrjahTK4wVMIM5VVqLj+1+1+8glKzEZU7X6ECmSbq9mPsXA26tkIFMk307OC+JreNkFMFUbAfYwv4CPn7SDTrKLb4PI60PLemiafVNyJRd8GjZ1lTKrSE2chpD4MJ6Mcplff7K9n83SWmecQakbQ7vszowrTVrUaE7Q5wdF+0ta3ml7zTFqKtaN5bVhkLJJUcW3/EiK+po4jcjJUDa1Xp7aFeOkGbeEp9I6fU2/CNw2urVY0I3234zuFFTsu4srLhC4cXOS1HFuUrh9fWq1qOLMpnDi/SFhHQ2/AjhxeJa7xgUR7AEyk9h79gUR7Bi60kkdW74Jdu9yYeV9/GAOtx0iPyeY4eIL2Zo4ucNwY4jzOuqadH6AHK44RLtPUcPa6tR0+dSHgRbT1ne1Fb38YA33GyF7X1LaKtrzTzora+RbT1haOLZFd0vemGf+dEbX0rAa7jnzlRW98i2vqRZ17kuoi2PnN0ketKgOv4F17U1rcSqe44ush1EW09/76L2voW0dYPHF3kuqpzHb/torS+VZ3q+F0XlfUtrqwHaReV9S2urEfgIs9Vnec4xYvK+lZ1muMMLyrrW9VZjlOseGZ+qzrJ8a+LqK9vVec4Xs6J+vpWdYrj1Zyor29xfT1Iu6ivb01nOF7Lifr61nSG482TeFR+azrD8d5JPCu/Nd071HnaRYZruneI923ikfmt6QzHFwvEI/Nb0xmOrxUQ9T0H1x1EM0+7yHBNN4NPHFxkuK7XcMbqnHhIfuuBIo5XceIh+a0HTmLllZR5Vj5C173giReRROXP0bEg7bdvTw/bm+VJH3vUPCwwMbk9v+x295vDL/0Ek8Rph7Xv5UEqzTwk/0Re0jGXrZwZsjx5pxHFP4LUzjFMPEpy/D3R4LWOd0XxvZzxrcScBW6lJIKdeYxeEWwj5+Hj6DqMjij5l9FN+PgdW1oMoiPafXoHJ0kO2zmuV7vfyGn4OKsVZxVTDshq4IhVGJ02f6gRjT7BLRzXzTpEs4+zOuKsYr4BWZXoZuTRiWyjye85l5tn1Z8iYs4h3yqcVUw3y6zO+LxoW88MoiNie5pVIrm39dsI1zvTthEJPswqTioR34OkKgd4GbFpx3c1IrrHsMatdGtaiQgfphS//UR+D1KqnNrFX0Iiu+cpVcT3nHPc4vtGxPcwpfgzRQ6hBylVzmfmXwuiqGcp7QOubzAs/Th2oq1fprQTbT1MKaynOhHUL1LaB8WTSMupTjT0PKXKMDJaTXWinkcpFbopWIB3IpwHKcVzLszTEFBsms+nD4rPh5b9ncjiUUox0+DPE/w+daKKBzlVDoRP9APVxRPhO5HHE1z6heruM+F7ksqb18cnL49O6IsD4TkiZhvLxjpz2HPiucQ+1clZ8Ga3B6/K23V1cgK82ZFARDczERW9Wa1DRG8R1Il+3rrhI4e95kkyPUlHnQ78qtwsRo5+t0pQCOitl3pSqMzIu7c560QVb9xu4yE757GL7nZWuK7SiyKqeZCKrKwedQ7obeE6EdNbH2UI6OavjAsr42bzT8hCQn/ZzVZ4LvE3zVTWn+Yioql/S8fSoNRFTX0Paeo7h9e263pIU984vLZh10Oa+srhtS27HtLUFw6vbdr1kKZ+pPCipr6HNPWZw2vbdn0MyEwPbzyC1/btekRT/9YzQHht467HRfUQXdMn9IionnOeKKrvcVE9RBcpLy6qh+gi40VE9ZzwRFF9j4jqOd+JovoeEdVzuhNF9T0iqudsJ4rqe0RUz8lOFNX3iKiec50oqu8BUb0BLlJdQFNv5F1kuoCk3njkRKILKOqNt03kuYCgnhONqKfvAT0951hRTt8Dcnr+eRHl9D0gp+dfVlFO3wNyel5UiHL6HpDT83pKlNP3gJzeqCVFPX0P6OmNQloS1H///s+n3cu3p4df/vPP3cPt/wNtD/T+3GwBAA==

[-root]

Very, very nice! Very impressive design. Very good reduction in static resources.

[FishSandwich]

This is why we need a way of sharing blueprints.

[Factorian]

I wonder what the max amount of copies you can attach to eachother before the raw resources belt doesn't have enough throughput to reach the last smelters

[DerivePi]

I wonder what the max amount of copies you can attach to eachother before the raw resources belt doesn't have enough throughput to reach the last smelters

3 copies if using express belts to capacity. 1 ore is used every 1.75 secs in a steel furnace. The capacity of an express belt is around 30 items/sec. 30 x 1.75 = 50 plus furnaces. At a requirement of 15 copper furnaces per layout, you get 3 plus a little.

[Xterminator]

This is awesome! Very clean! I might try this design in my current game, but probably replace the furnaces with electric ones so I don't have to deal with the coal. Of course that would probably throw off the ratios of everything else. Haja

[DaveMcW]

This is why we need a way of sharing blueprints.

Now we can, with the Blueprint string mod!

The string for this design is:

Code: Select all

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

[Marbles]

Very nice design, I am worried about the efficiency of having all this brute production force powering 1 red, 1 green and 2 blue assemblers though, you should be able to power quite a bit more I recon.

[DaveMcW]

It's balanced for rocket defense production. 75% of the resources go into modules, only 25% for science.

[ssilk]

This is so cool.

Hm. We need a mod for PhpBB, which takes a ZIP file and looks into it for pictures and displays them and enables to download the zip or only the included blueprint-string...

[jeroon]

Wow, this looks awesome

[Align]

This is awesome! Very clean! I might try this design in my current game, but probably replace the furnaces with electric ones so I don't have to deal with the coal. Of course that would probably throw off the ratios of everything else. Haja

Just don't forget the plastic!

[Executer]

Unless I'm mistaken, you seem to have missed one inserter between the sulfur plant and the sulfuric acid plant. Aside from that, awesome setup!

This is awesome! Very clean! I might try this design in my current game, but probably replace the furnaces with electric ones so I don't have to deal with the coal. Of course that would probably throw off the ratios of everything else. Haja

Just don't forget the plastic!

Only downsides to electric furnaces would be the massive power consumption (Even with two basic efficiencies it uses something like 90KW) and the fact that they take up far more space. IMO if you're shipping in copper and iron anyway, coal too isn't too much of an issue.