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Laser Turrent
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A Simple Design for Laser Turrents need Proliferator Mk. I
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BLUEPRINT:0,10,3002,0,0,0,0,0,638433410129823473,0.10.29.21950,Laser,"H4sIAAAAAAAAC+2deVxV1Rr39wEEnCHNNMuhyUpNDUW0zLPZt9FKzOYs0crKzDAbLCsxDSjNodTQQqnM0NIoEAHvLW2SutX1dhvMumWTmmVpWc6ed/3WWs9eD/Dg7f3r/ef1fp5zf/E53/Wsed77RDzPS1XW3DP/jlfW3uqIF/O8Gvvn9l5VnEf/Sv2Nz1X54zZ3Xd1B6W9iL/hr5w+ojvN6B82V/Tepq/eF+ta/lcWSVDA2tDj9qZ1l+RGv0o/kjFrFdbyCYR8lneD9E7D6F/EoAE8H4CV7sxRQogGupyWVZ8IAnyrA8eQ5ziv2I2vaVXDtKa+e9Ryz/zwGJ5gUeJlxXrYGuE71yjNhgI8QPDfCR2OVRgK4/j1WlgkDfIwAJxr3xSHA9R8K/MPCRwlwkkuzyqRZ7fpyfSCWFsAAxwtwMsFLI2tU+Z5TfZV/vR94a/xxS7qt3qq89mtcnomyvld9b7KyJjFTZRBGRCc5LK5SVlxGvxbJD2AN5XgT8v5qXLE/OW1dVeczrvevU2kfd1LX1Ujzz82Md9+WbV3vTU3W14SZxXWCKq4EW2Q/Cmlvho9Psxequv2yTvvW4Qv9zourtD5z46B+Iw+W6Xo+U32vFYoJ3hOc9+ZUYeJRv1Vucx3v5QcweD9O8N7CwBt8Bzsdp8A4Cx8pwC3xsWLkZj9v2EId3SdHbPY36SYarf7iQFlwRo/H+iHq76nvvYoA4rzIfs9FPcXUuD0qs6J+JOM/q7jernJ+u61xWwXvqVTmiTa6XDePzw9gDZX5EabIEjJdkTm9R3ndYz3fKnhuRQ2FahjXPNN2CHBrfKzLrvC/1eUdVH87vMKWd1D9ypWFYXmjT+svlDdKQlXD9b4rY6djsbwABu9HC97b4OPiRUtD78OKltriC6p3qyY6KNH0qq+o7/XFl+F9v/GOThFt30O7boTM0pXE6YMq0w7ajOsseG9rmtumMLpc84xrIcDt8LF05IdhbVsy4kP/a13bAl3bmtw9oRJR36O+t0mobUebMq8JPXLtKc+e9b5T8N6eypwArg+qHD9oc72DAKO3VT3kmjCjauvyzCTbQTQV4GPxsWzkwjDdRSMW1kr3hKHr+iLdvdX31grpRoxU516oqmiWrt9c8w4iVfDeER/Pj6wIK0nhiIpa3qd4l1XB+0L1vVcE751Mmau0qmqKBsL1IZVph2zGpQneOxu4NOxNuU5WmZZsM66RAB9nimxPmFaueXlPEGDMTryLFn0eNpRRRZ+HJbCPNRT0a08IDeUEqm16/qLGsXZKU+eI+ct2FQgC+FN9b5ZXf/5yIuSwRWvDGIwoWhvGYI+CL7AxQF3vLsTgJJP+ZNWvrbdV1mme/r/VS3+cty3eqC6m8uSYIlMg1zyQTkImnowPTEGooXDNG01XAT7FpMTLJG9cc88FAnwq1fk4O2fjmg/JvQW4K9U6102VsgEyP4hYz7sEuJtJc0E4IHD9lSq2r+xEKEuAdTGic9CAqqZc8w6yvwCfRvX9l9i/VCXpW831XpXTsMaNJ4QDYouWLVsQ3MNU1wQ1c0gJB0TSiaq6Jto5a7bguSelWWeSTTPpiAIjFh4mwL0o2jNjA3Xd5nqPivKew0T7dPKsp9fWM2nu+RLBM3ocu0JYz1YIRn+/OzuAAX5fgHubaBebVYGdLZNuompXE1vD/iXAfSi3IzaTuObl3FyA003DyPXV6Bk1VdJpvrw4IMB6TNcNIaxVTvO63UqAM0zD2GTmaLovd9pT6fVsmq8Q4H74SPR2hI2Baz5v+UyA+5tyrgyjyjXPsG8E+AzyTFNLrhurKDe20U4R4DMpt+PCbohrl2FdBHiAgTeEmcQ1n2ZmCPBZ1DAS0OXq/tvpNXtu6Q2bn9yNT3DDfwNdw8hhDSPHek4L9thu6DLBc9TBuQzOteXsathAAcYqSc21ckwzVFHlmr50KPmsOtGO9yiMTEr3gthwPfBxTaNGQx1CQPATscF6qOV6nwL3HQbGQGib5Xo7Q0wQh5xThHSfTXAs1jFs06R/U7n9m83xHgJ8jqf/mB9uUHBdpcAqC3cT4HNdRfH8Lw5NGsg1bxwPCPB5pnFgRuiFIyVpPj9rHKkPn48PjI6JAOxISZp7Hil4vsA0jtwQqK1d350uwIOoiqoRMmo6BKePV+DxFv5UgC/ER6pqhnFeJ7uv4vTeCR+tggEeIsAXUTnHez3DciadorymWM9nC/DFznOuTifXZZue7QMD/JYADyaYMonrA68WBTDA1wtwFmWYHqN0x+c0H+BPF+Ah5Fmn02YY6WtOa5MBA/yyAF/iPBeyGVFhvd5kuAAPdXABgwvqwVEBvpRgXbZhP2b0QdWiDtpWdY8AX0awh/WGzTDSMQXGLNxTgC+nVkWLFa7zmpZnwgAnCjBGTy/Z2xqOFFzzjbgzBPhKfJg1VgFbb1GGmX/1u1/05CaMqyiAOLtA5fqvBHA1ZRw1Cq55xl0qRP8afJiFmmcn607zLvh2AR7myjsaFhlprLnibGW5WoCvNeneZHoRuzlBmr4US/brpDsxTPd1+MAUkpok13y1M1jwPpyiHsHOZVjPZ9WbyA4V4Gx8oBtCp0+Td9LdFmQHMMCfCPAIz6QgE1F9KjZpINc0YgI+V4DRr+vpJHnj+oACD1i4QoDRTdleJSXsz0hPT/5MG+ALBfgGSjNFletjVHqPsWkeIcA34gNrKypfrhsu69PDsh5F3tEwjla1n+vGqqga2+KaK3i/iXJcl6/d4idNfdr3SScLc5REr6F/N+PDrPBz7HrE6c9WV/aFIUZvCDG6xSUnN5z4kH70P9kBDPA4AR6ND3RRVO5cvxafH7x2mI3YW120s1m0jZ7YLC0TBvhmwfOYup7b3LnZLzv0RXRy2sqqiUm9gyW/mz2Wa20042JujwXiNkjsn1IAXPPeZqLgfSw+0Dm6yU+2OPm5ToBvN6W5I/TGNfc8WoBzjOdNumMsPxQ7i+vGCmxs4QUCPM6VdQ4ra6MPqa75kO2eRwnwHZTj1NK45p1FjgCPJ88xtbrH3JRrfiL3qADfiQ80U8okrvcrr/ut5xcF+C58PJaVkLlGtbLZ7bLP4PoklVkn2Qx7SoDvdrm9Pty1Js1nyJ8LMGYWdjBMYYNhSr1+fakAT6BKQptPXPMa9qAA46xMr8Mi2ENSmcQ1felw67D7qKwprVzzdN8teJ9oyromHLu55vCdAnw/5bjugvR+itMNRz0SRv0ByjiqmlzzYekOwfuDlO748GBpq3jA0laAJ1Edp7NPrh9qkxTA9DguLKdyTSo2hGcDXPPj248Ez5PxYXaw1rDdrDU2x127jgjwQ/jAVIs2m2vr/ADW0LJ5CsFf2XMBrqlpNgRPNWWdHc4QuW64rN1082Eqa7dD7TTvSe8T0p1nynqW2dGpeakv17ysHxHgfHy8k705zKifhm+2R3kXVo+e9nMGHeWtVt/Drlbdo7wCyrhIuEPvNN9beljwjhjZGeN6u7leIDbPMwX4Uaqmnspp6opJN1NdUjPbLc0W4GkmBZizlLD5i9H7VBXdZ6vpJAGeTp7RCdK8jTTvEG8Q4MdMhiWb8207WyDNM6xPPTjO+9EeacxwuV7ClhgldgFfnplitwOnCTGYaWpbYdiyuJ590w99YPWra7+wus4y6a8JIa5bj/pxJexwAcymDMRCljKQ9F7Vxvfadj5diP7j+MAkJw57p/bwmDQfUeYI8BOm3DeEu7Zc85b2uADPcekuDS9JSDu43QV4LqUZe+TtbXUlzdM8XoDnUXVthgm+atdc05cOt7B7ksr8kspu/rhR3VffojTmLbgs8syHg9MnVb17Jtr5evW9HxBYpPY0sxDyRJz5xmLRtfP7V2PusmX/F9FxS1JXt7ETfgSAdQkGxEidGybzqd7TKoHreZH8YJ6933KXUO/vSjBqgSs+jxUf7frlB4m2BG4TMhETI2/a+16mvlkzP9KP69aqp2lte5ubLBzP4KfxYXrWqF0hOE1famgnu8jAW9m5r9NxqqnG2eb6uhBtnErbC1El4QkkaX7y/rUAL8IHph76CFeVOzSdfWMr4ZA9wv1OfQ99fN0j3GLIQaM3+/P0BnT/6udu2+xPruqmB4j3FfzQHyYAnNpi2hHHBggE8IyJQSk7cHG6uYp6cxv954ToP4uPZXM/t94HVOcWfu6/eN54fbA2pM+aqlaTWw6Ad0y3MB4n1zlAfs5lXtTOXSvFfahVgvfF+Bgy+sMw7Qtv+9CfqtN+TnUnlXlTbNp/9sydlrppfx4SncSlaHWbu67eGVvnz9HngtHqa9rOSB/xdZ/+CKBKfQ+BoNXFPNdolkDuiC1Cw44i/Tiho1ZXo3KfWt2X6nuohpE6q8MXIC8fXRFm4OLbKmzxnV+9kxXfFs+cdddNQgkkOg66A5Ci9CZWgbbZCoTj6plCBVpqSqAgbKZc8620FUIJLKPKo7st5X23mqY8rjMwqB47puuq09Pe0Vc3UMu2CBn4IpU/LbO45l32+YL3l6jxUKfpKU3e/9mous+Q+3pkwDuOvvYL3pebCrQwzP1Fty0Mcx/ppgqEHre9kPsrKPM8nI3azCPNt44HCdHHRrbdqI+yIwKjx7efUgkD/IEAl1LaV547XlddpP1pfYJl7n60szUP8/j7bbnztL9CRReH2YU9VyFNXg43SXiVYqD32e0KivRfCaAMH2/OXRvm/v2Fa8POY/L+Wf3uf8h0Hv9V38OFqbqdRzllIK1fuM4YvC0dhgxcI2TgSmo4NBXnmte8PAHW6UNbp6rK9W41TO22Q9V5AqyXHBieaduYa34lsUqAK/FBmxruCNDopMD8D/BFAlxl4Jqwh+U6ovr5iO3rXxPgakqzW0kUi4uglQK82lWWNeGxPum/Uln+jg/MJMkj19z7t4L3f+Dj9blLw4HinsKl/nJd04LqK/Pe7HfqPaambVTf2yXUtNfIO2UW1y1VprW0GTdA8P66qWk72EGN04dUWR+y5b1XgNdQHadTea7HvvRmOQzwxQK8luo4NUuu/0quv2HKPDmTdka47jevKIDB+y2C9zfx8e3c2f5rOtfbqfY9O8z1NhtuP3PxBJPr73rmqm3dXH+L0q7PlmwHSTov8vFKWEO7vm9TXacOEnqR7iDN5f4jbAeJC5HoYfjACPEOZR4FMN6er01OW1ulT3kamQBwEPeuEMA68x+lYQAYHHkXfYyNQWf1rY1e/S66xlWcknDbgTS/CzNDyP13KfpUXFw3XPaRMA9xo9pOikvCPSoXk/LMROu9RvCOBx7sTlFp+HwCab5TlCTA7zu4RneKXPNN3MkC/AFVGlqzc13a7se+MMDlAvyhdp/9od1uiVZvGf5heFP+vdfyw5vTWGJjCVp3uwU3sezdpxJ296mk3qXvLwTv66nIqD/nen6z8kwY4P8IMO5y6/Hc9bCl/1c97EcmgE2+PoC2XTTpNqqs29jyLhK8I0b2wY5oeF+d9Hcqzd/ZdH8swB9TpiXYyU9t7ZZfzwjwJ7bWhoeRXPN92GsEGDc39J0YFV19rYPrE1UtO9HWtNaR+vBn1ECoXnNNG5qAvxI8b5CiTSuHPWzlMM+mse7K4XMjN7DNPK7dPtXfBe8bzf+VhvdCuP7vk03TYYfrHL5wtY2uIzodU2Uds+W9UPD+JVUWOg7lmr50uKNRdNd2HpPLnob5633bV1TXqbi45pn3hBB9rOPt/I0W+U7zu35/CvAmijoNw1xff0djbYdrpt+4nC9lOU89q9uT7St4/9Z5p9tnNeIs6icB/s5lWgnLNKP5cxnvCfD3+DA3KteHuyRSdd0swFh+2bGsE7tq3el/9G3hI3o6ULvYMRN8rrn3fYL3LQ7uxHZI/rr3rbbyZdIkn+v9KtP224yrFLzjgS479cwOz49J853wXAHehg+z90zd0h6xsvQT4J+onlMxcc0ry/cC/DPVNMoorv9Kpm03Ucd0s5Q9WlBar8L8Uc97nLfd7sP/YirOjvCeI9cUi4Z2BX/1PDM40CjK9f+CdxjPhWFuc81PfRoLmbeTcp6OBLnmj9OcLMC/UW1zW+hO84XtNgH+HR8TF832t+sJ0HHVI4tmh0+E7I30Dp8IwdJCPxJZZ86+yxRACTtDLhGj3l7w/oepNDgmog18p3mm/SbAf1KNoy6Jaz4k7RHg3SYFG3x33rRBhL8TYARo16YlYRMlzRd4uwV4r6nne8KpFtd8kp8gwPsot3VfdkNiBtc8w6oFWJca+nB9g1h1RVzTlw7XRA+YTMsNx26uaz2ELHg/SDDdxuKan7dcIMCHCNY9SnhjnrQ74TsowDGCG2OiZ2HSeO5qn/V8tjDps5OIXHN+HEa7p183zYcEz5FIGO0oi3bUNg63sPEEz3HOcxbzTHcG3EZtRIDjneds5jm7nuc4AU5wcA6Dc+ytQ3fHNV6AGzk4l8FG86e2EwQ40cEFDC6ol9uNBDiJYNVP+Qsi3kCu+XWeJgKcDIXdXMzPzY07p/lJVpIA4x67PoxKsPvoXPNmmSzAiI1+HI7ueXHN73iOFWpYUyi+TXJkn6F+jtJme7w8s7KledAcd3ixv9KkzrKiGQUwLzHbPGTdfajfJJKtn1THUdBDR5gAcIe3XAigOQUwLqmn3um5+8Shfs9ITx0DHIVdeqQJALcyhggBtMDHoffGhNHmZX7BjjK9GkQAqBxIRiyhdgAt8ZHx0Zgw2ghgqk3Og9vLMneq7hgBoLpeZQPg+y4p+CjaOCaMNgLI1ckZUL18W5k+EkMA+PZUIYBUfHz1+v3h1gF/1GLI7rLM8TYGeCYDl6hijWon4Qh8tHr7/vAdAah9F8UV68Ba/16WecAGgDWRL8SgFT7MTUOzmOWaKktDcxcsdvXEJ9HLjdLEh/Rp+UkBDDXweKH6HgmFkYQArvnLJdoIcBvTcLaGANetFNjKwm0F+CjT3jcYwI7hpPkGxpEC3Na0uh0hwDXfuGknwPibHsMJ4JqvCNsL8NFUVE0B2J1t0nwCcJQAtzdpxm1qSrPT7/xSlglraIv0GChMLSmHud6l0rvLpvlYwTP+pqdbBHDNo320AHcwvWslyySnOXyMAHc0Naw0zCSu+eWaDgLcCQqzJPLGNffcUYA7m3IuDtPJNa8knQT4OFPDCkOAa3RJO+m1BgJ8PI0oEQBqfsY1bxjHCfAJUE1VR0FjNtfXj/+tAqaXEwJ8ooMLGGz02Hc2rIQ1VMNOonJu70WjtOonPWd/XgADfKrguQt5pkkO1+OnLlkOA3yKAJ/sop3Lom30xLfHpcMAnyjApzg4m8FGn9txfDoM8AkCfCpVT51ONQ/nmq+/uglwV+c5yjwbvf/uXekwwF0EuBvVbcphrvmpZHcB7k51OwmArdukOZwpwKe5ourJisro2Z3vSocB7irAPVyaO7E0G933tBu7wQCfJsA9CW6EpUPNS325XnzXnxUwwD0EuBfBNL3iuk/H3RUwwD0F+HTneZPuPbg+ad3udBjgXgKcRjBdEuO64PWCFTDApwtwb4L3xRZFKdqkP7kptQIGOE2A+9AQm2QrBtd8Vny7AKfTKEkA13w/qY8A96VRkqok19NVRzDddgbpApxhWlW2nwpAbz46zWfFZwpwPxPtnNAb1xzOEOD+UJjQEsA1T3MgwGdQUVFUuc6oKQpggC8UYCRFn4MRwDWPdn8BHgCFiStFletaW38CfJapJCmhN645fIYADzSdfkEIcM33DQcIcJQGuvZh9ZwlRnugAPumhnViNcxp7vksAc6k8Zk6Pa45HBVglL3XWnV4lE6u+VmQL8B/owxDB4AlE9dd1AoX1tDl9rOpnGkqwTVet7Tbrq+l8fkcyrCmyHnd6TvN7zWcK0T7XEozAVzzY7shAnwetecIAL355HSeWqTBGor2+ZTmc73cgWYL32n6Up/kNCHD9BNVZufyf/yrbvr/xv7/P/nfBSj0tqp+0jKWa/pS/VNDvHDBVJxB+L+ygr3+CUmL9eN7fPxZ2bx30G63ue2HgWqeDsytyrHreaGbLpjmxfXDOUdUwFBnewsV/iKjNvmLD06KYicC6+KuCYv1ge/jW3ZlXH5y4wx6kBAr1KQ6F7QvxsfcWEx7nJy2ukr9d2ZPBLA5ZfXa/WXB1pu7ZdCJcXshgMH4+D32ur9Cx2CAviJOMXig8NWqMW0aZdAV8WOEALLwoeYZYQCYIlIApzbpXvXl6NQMuu3aWQhgCA2lR6Kh27sZpPk6+aCQgZeYHqPU76gA7MJxzSeoeQKMR6HsEw3F7Jkpo5d+kx3AAF8mwJfSrIcArqf9kB3AAA8T4MtMX+WF3mprd451uQBfTlMmArjmo+GlAnwFRRt7gfSEGmm+z32lAF/p0pwbwqT508dXCfBVDs5hsNG1HpIX4KsdnM1go1u8mR3AAI8W4GtcmmfZrVqu3SsorhDgYc5zISvnwnpHEtcI8LU0iMMbnhnhusDbvQoGeIkAX0cw0tldDWRc37uwKIABfkmAh9OUCVdfH1MA13zicp0AZ9Osh7xxzVerwwV4hKmexSHANfecLcAjoejVjo9pb07zuj1CgK+nzoC8cc09jxTgG0xuV4beuObw9QJ8I5S58WG8cc2jfYMAjzLdUE3ojWs+o79RgG+CotN/eKut3dHqKAG+2XRDG0JvXPMJ6k0CfIvJ7U0stzeJuX2zAI821XNr2Ia55tG+RYBv5SOGmtpFuea9Z44AjzHV08xok5Rxzev2HQJ8GxQWXARwzYvqVgEeS5UkYqfDXJ85KjuAAZ4qwLdTbtPCmutGKsqN6GlTAUY+6Ek5ZRLX9Ko7wGMEeJzpDHLCdHLNH72/U4DvMOWcEnrjmpfzeAHG3/TUirxx/eX7RQEM8CQBvtNkWHYIcF3rqTMBvosqCT0xzzV96XDTyrtdAFksgKy/HMA9FAC9QofrvxLABArAvX3S6Yce+KwPrH4AzcIA7nUxqLEvSXa64Ri4AO6j3kUvefWCzGneQTwolMBEKntMbH+JvT6Q614zj62A6ct4Anw/9ajkjetk5TWZXkwmwA9QM6VVANdDJ2QHMH3UKsAPUndM3rjmab5fgCdRmgFQfSc9ePzX6TDAEwU4F+rqezaHC5mHJm725xwcGMVbOLN+SwvS7N1R7MJhORFLrL2QmYz/WltQ5XfUAayu4tvy5WoldLJdCWH//kav/kroIfzXpfcsCWOQN3GJv5DFoJ+NAbakv7QxiGcBTKH0Y8MUAwHXY9ftTh9rN08fFtI/lcZv2mzgmm9hXiLAD7vaZt7VwHVlx3sqYIBnCzCWFvZ6txc1k1mnee86V4DzTSPJDbsmrnmFGSfABaZrLmT9WqEIPy7Aj1CaaQ7OdeanfVbBAD8qwI86OFcP+FwPfXtc+lB7kjJdgKc5OJt5Nnpix/HpE+1JyiMCPJ1gWrRwnXfUzgoY4KcE+DGC0RUTTPrvy7svhwGeJsAzCKb3FXBd1vmuChjgmQI806U5ytJs9Iijdi+HAX5MgGc5uBODjf5q6b5uMMAzBHi2S3MKS7PRHe66Ox0GeJYAP27G71lhreKaX6SfI8BPkGccQ5Bn0kFRkwoY4HkCPMe054LQG9dJql4n2bqdL8BzzdhVrAGMGFzzJlkgwPMo2ri1RtEmvfD2CRUwwFME+ElXVGao5fqxq8dWwAAvEOBCBxcz2OgFbe5NhwF+UoDnO7hQv5CJ68G3rEuHAS4U4AWuVZWGnkn/o+S2dBjgpwX4KQfPYk3S6NRbT10JAzxfgJ92cCXzbPSkbV8thwEuEuAiB69hsNHpV/28HAZ4oQAvdHANg43+/IVb02EN7TYvInjLM3l6Sz7/jVS/wxN5euTEdYH0Y811IOxQYo+wcZ2HgoopgB1JKfoO0ehPUv0ZkRR/3Emt9KWsgnYmAMxFcdRY90rUMxTAZ4lZ+hZT+bepflYkyx+32QQwyt6pwly0ixDAs67CmIP7udtT/QLcr7IxGJRqAsBc9EQhgOcogOPjSvQlpM5/pvq3qLpOMTi9uQkAc9EnhQAW1y2Bqw6k+ucrTQF0pt9fiZjiqhvA86Z7SvHptZ5chw2jgRtNS6iHAeA2Z4xecMOGShjKf6lQeV6AwjKKXoDNNX/uoV1cfbiEPKNj+MJ6Jn3/Sq8aBniZ4Hmpg4sZbPT8XqsyYIBLBBgBeri5hQvUALie/EhRAAP8igC/6DKsIPRM+riEN/vCAF8rwC+5aOew3Syjk6fE9YUBXi7Ayx2cy9Js9ONjGlXCAL8owCug6FFDdElcD55WFMAAVwrwy1DmGMoAXPMtkhUCXAplfrig1O5aOs1Hz5cFGCWgZ4YRWzy1tdvlKBXgV13DqLT7K07Xei5bgMugOqAuW4BrDv9dgMuhuuEExgJcc7hYaBgr+WBAUyzSHC4TPFcYODfazN4255rfC64S4FXUnimqXHPPqwW40tWwSlbDjD6QXxTAAFcLcBVFWx9b6VsfTvNr6+sFGAHaq73GG9d8N2uVACMpdoVfaeuz03zX8lUBRtnj3UJh2XLNPZcL8D+ohtHdfq73dPwlHQb4dQF+zcE9GWxv3v9jcwUM8FoBfp1gfZdI5TDXv2z+IR0G+DUBXkMwXQfiuvz9U7QB/ocAr3WeoyEc3vNf1DkdBvhNAX6DYBpiuL570+vpMMBrBPhNl2FZLMOMPn9bajoM8FsC/JaLdjaLttF7kxNXwQC/I8BvE0zNkOup+5alwwC/IcDvOM85zLPR46eclg4DvE6A1zk4l8FGx9Z31Aa4RoBrXAdYEMKkL+/RYiUM8LsC/K7zPIt5NvrYvx2zCgb4PQF+z3k2T39y/fu9L2sD/E8B/qfzXMw8G/3wtV+mwwC/L8DvO7iEwUZ/N7upNsAfCPAHLtqlLMOMrjqqRQUM8IcC/CEfbhxs9Mdly1bCAP9LgP/l4DUMNrrd7YfSYQ1N4tdT15toLwpzzY8k7xTGqn8TrM+qLUyav83gbgH+iKLd84W1+oGIy/en+l0Wr9WvdsOBd1Gym/kijY3ZzBd7Zf+hANZlr9DLh6d2p/qPDluhA8AbW1ayuTeKpykCOOAC+JgCaLtssl4+PPdTqn/z4sn6TRYI4N0UN/tfRzFo5AL4hALoum6YjkHyD6n+41XDdAxwy2czW3+8JcTgUwqg+qp4HYNHP0r1Lzg/XgeA2X8TtgJaI8TgMwqALnxwPeW8+HQYSuBtoeJs4OMXlgtc0/j1n6QTvc8FGH8LJznwxnWvHdkBDPBOAd7I6zsW51zTVAPwBgH+wtQ6MyuiVT5pGrMBbxTgL6Ha2kEe6eT65kN5AQzwfwUYfwunlG6tVVnrzbqAvxDgr6BQNFQ8XNPcDPAmAf6a4Gbu1QChpofcAH8lwJsITgwfw3CafhcLcAuhmX5DMA21XPNofy14/pZg6hS45h1ES8Hzdy7DPN9lmOfXzbBvBM/fE9zITqm45vB3AvyD89wphElTtAF/L8CbCaYf6eCae/5BgLcQTK834ZrDmwV4q/OcxTxn1fO8RYB/JJj9BG2oObxVgLe5DMthGZbj162ePwrwT85zbgi7pyLN7B/wNgH+mWB6sI9rHu2fBHi7g2cxeFY9+GcB/sXBhQwurAdvF+BfXZqLWZqL66X5FwHe4eASBpfUy+1fBXini3Ypi7bRJyivJ1jPOwT4NxoxaKHCNY/27wL8O8G0XOCaR/sPAd5FMD0AwTWHfxPgPwimfotrXlS7BfhPl+aeLM096/UkuwR4N8H0+DfXHN4rwHtcmqMszdF6nv8U4L0E0wMQXHN4vwDvc2nOYmnOqpfbewR4P8ERO8RwfZzyepz13FTo9A8Q7Nmuh2se7X2CZ1yPDO+m0HvYSfO3FZwnwIdctHN8F+2cep4PCHDMFVUuK6r6fdghAfbiQriAwUbz8TkmwBHAB2Ovh/0W19UKrLawJ+R2HOA7fk31lw6boeecgMtHzdCvuBifkB9sVBMazD/hBbPgWFMvYt5pHNE/VxCPAAZtSvVbnh/oAHQtGxnoyWy/Rvl6RqR/GThiboTEGrvfqEUACQjggg2p/kdVx4QB/PuzY/SKYHKiCwCt6y4hBo0QAKaPZacWRyenfVD19dup/jPxxVFs4TdSU+hydgqB6bLeQI+YAMAm4mOS38ofFDFrj01PtfJ/iK3y0wYtOfPfCb2D3+2bYjH7w1oEh/78Z3aTEABmB3sPrdDb9gPwrgg1K0Rgb1RNrhhzyLwcDXNPrEVidd5RnYwA6GIPncKQRhIa2eu/jYUixN/0nJQArvnd4XOEytOEMo8ArvkbeJIFz02p5rknhpzmm43NBLgZ1fmmdjbI9bPzkwIY4CYC3BwwdqFp+sx12CTr3ct50KMwMNHVixd6FIVrHvVvhUxrSXBHXBe0MOnLn0sKYICPEqKeAth0SwoIuyijT9lelnnKYZ7vSAWM7c2OFuCa928pgucjAGNLlwCuOZwqwK2ojuuo2ptQpH9S4E8WPkKAW1MVJW9cd1XVs6utoq0E+EhqHARwHa/AeAu3FuA2VL8J4Jo/W3ykAB/lqqgBuOY/ZNxGgNtShrllk9P8ofsXhBrWjsqZAK5bK7A1PUMueD6aahi9b5lr/tad9gLcnloWPbDJ9YU7yjJhDVXPY6icKapcP9yyPBMGuK3g+VjAQWy49oYTZHjeuH+17sc77nEv/kPjRzTrvqi/A1UUiu4Q1Q3/cuhr/UQG9lI+tu+GgHfz+Kh7NwTYjvhIfzfVP+HOKh0DlPdRVVX6bHt6khuKMKm7QBiKOiGAK1QS0I+h80cSTkiYGh036ojVwf6y4Ku0jhmUBExB+HMgYDvX7Rzymw/1z0iaqmNzgQrghB9HDqAA0MaT2ZYYYnAcApj+25gQ2hk/3o/964eBGI4/3ZkWvNXCZCKeFNO9aJ0bcMebtxjl2sfsotVc71cDIayhR+5OIHjxs7gQ0LF6wYCxfjt9IWBtFe6evbonLyxCPJ/XiL0kS0+gqMVhcwLFxnWj94/oD2vI+0mmxRWjidJTOKGOe2FXFawhuIt9e5N+AqX5MlwDd/reazZXwlB1TxGq7skEX59f6H8w1sCku4woq4QB7iLApzjPJf7ypeTZ6Hd6VVfCAHcV4FMJvmLObH97vIFJ3/bsp31hgBFF/DyEmseFcFeCsfojz6R7pMUqYIC7CZ67ObiSwUZ/clzvShjg7gLc3cFrwtwmnf9pWQADfJoA42/eq1tj/smta7Q3rgd+UhbAAPcQYPzNa6WAqLfeX35+7kCuXzpYFsAa6t96uqLK9S9aQkVlNH6UYKfdzeoleO7l4BwGG00tC/DpAny6g7MZbPTfO/QOYIB7C3AawQsn5Pvdbzcwaf4kbE8BRoDexbtj/qTPB2tvXE9v2zuAAe4jwPib13ZvzL8kEvUvOid3INdNvkkLYID7CnA6RfulW2eEdZt0khoMkuwcLY3qNoP7EoyFOv2yJum5c7IDGOAMwXOG6Un2+ARwza8d9BPgfqZX3RECXN87dk4AA9xfgPubEXRreC2S637PFQUwwGcI8Blm7N4U3ubkevPwOQFMrwQE+EzA5nVMWeGtGNK/bsoOYIAvEOABgI9Qa860Xwfrq0Ncn9M+P4ABPlOAzwKMX+eo+WawjirX6UfmBzDAAwR4IOAWqp+u+MwAXJ/aMj+AAT5LgKOAm6muNrbeAFx3aJwfwAAPFGDfTKdL/eIPButM4johPj9IsD+9GRXgTN0Nqd7y+Q+MN673HsgLYIB9AQ7M7HCNv2+98cb1lj/zAhjgTAH+G+B2Xo3OJABcr9+RF8AABwJ8NuCjVG9JxcN1zba8AAb4bwJ8jpmfbfD7q4ph7ks7Xfl9XgADfLYAn0vV83I1qYM3rvFa6D22DztfgM8jeHasRwiT5qu9cwX4fILpvjDX9yxvF8AADxLgCwh+NzYwhJ127yY8T4AHmc5gFvvBT6fbPd8ugAG+UIAvJJgeHuB669XZAQzwRQKMv3lD/8z331/wdfSx53MHcn3U+rwABvhiAb6YZoHT5n0dbX4u+m2n256WH8AAXyLAg2nlQ1Hlml+puVaAs/jihS6qkeaPpg0R4CF82YTGwDV/eGKwAF9iOv0cvdpBOrn+vEd+AAOcJcBDaeECbzPscz6kaz3MLMCX0gqX0sl1E5VZTWyGXS3Al5n5djRKN9K5LnokO4ABfliAL6fVnqthTu9SUd5loz1UgK8wac4NZ/dc58zI6wdraLJ+Ja2tyRvX/KLa5YLnq2iNge0eurRFmr/c7UEBvppg8sY1r2HZAnwNpRnrKdMBOs27oWECPIxg9yCB07dOzg5ggC8T4GvNWNUzzCSu+SXMKwX4OsB4hivXPsfE9RyVWbCGimo4dUPmMaz+1bW1eQytITibVnSunJ2u9TCzEO0R1J6pbLnmr3ApEOCRlNvuMSyn183PDmCArxHg66kzwF6oeXTc6W9UZn1ja9gNAnwD9Z4EcJ33Wq9MGOAbBfhGgtGSzGTV6b6NTs+EAb5ZgEeZaBeGANffP5gUwACPFuCbqJxxzoMek2u+6TRKgBEbe6naAFzvUOAOC98kwLdQtLFnQtEmnfNcUpBjd2PHCfBogqlicM2b5K0CfCvBEfugG9d8gXKLAI8xaa4Mo8o1f9/ibQKMv+nnMwngmv9e1VgBxt/0k6EEcH3sHb0yYYDHC/DtgLE7QQDXfB84R4BzzPhcGgJc81+EHCPA42xn4P+qvqzn2Ezz96feLsB3UJqpbLm+6diuq2ANLfvHE0xly/XNZ75RCQN8h+D5TupJ6EF1rnkNw126uvBdBOM/zN630zcuTwpggO8VPN9NcBp6EeuZNPd8lwDfQwMd/qP3wdhZXHdQOd3B5vYEAZ5AcxL8B81JSF/0YK9MGOD7BPhe6vSXdemYTjdgSPO973sE+D7yTLWK6+u2XNwXBniiAE8kGBeUNqq1Jdcr9q1JhwG+X4DvJ5hOkbi+dMn3vWGAHxDgBwimS1lcX3zfcatggD8TKsmD3DOlmTTeh3yAfghD8DyJcpsArvk7Y68S4FyauBLANf8lrMkCPJmmjwRw3UKBLSw8VYAforpNIyPX7RTYzsKTBHgKzXrdDNDp7FlJAQzwQwI8leaeLsOc5i93yxPgh8kzDW5c8yY5RYDzaBJH3rjmL9nNF+B8WldRJnHND8JGCHABravIW21dntnEpvl6AX6EPNMvCXBNX2ro+bRHAafpnRrzBCjX9KX6B714W5yJwDQXQC4LIPcvBzDdBWB+l4brvxLAYxQAveee6yO3pVTADhfADASwrMuivnSTj2t+h3KmkPszCaY7hFzznyiYLcCzCKZrgFxzeIYAz3bR7smiXfsaJOA5Avy485zDPOfYnxPrHSRbeJYAP+HgXAbn2t8vcU8TPS7AcxzcicGd7FW53kGChecJ8FwHm8s7XPOiekKA57kMS2EZllKvnOcL8JME0wVErvlGU6EAFzp4FoNn1SvnuQI8n2C6mcs1f4BAmlotcBlWzDLMaA4/KXh+ysElDC6p92MnCwT4aZfm0rBhkOY/v/GUABcBnqIXZ+buN9d8l2qRAC+kDoEArvnpQpEAL3JprmRpNrrpjuwABvhpAS6mUZOeUeOabzQ9I8DPuLHL3LTnmi/GFwrws64XNb0H12FNamAQeI7S3Lqxp+9UXT1jxsDnIp6+a/WjGrceP9rc8EJXi+rYpM7NgMUUwKHEqH5IO+HgjIHXR6L6KW/MUca2MQGgs58pBPA8BfBDXK6+mHbTlTMHzlY9CgLYqGKQZX/8A8PNE0IASyiAa/VvVUSr33pm5sAc/RsWrVZvUQH0a2ECwIC3QAjgBSo69yLx3HqXUJH7y4TcLyGY7o5yzRvKCwK81HlOYZ5Tal0FBfySAC9znjsxz53qdYhLBfhF5zmLec6ql+YSAX6JYH3B2D5SSprDywV4OcF0eYVrDlcI8/EVLs3ZLM3Z9aL9ouD5ZQfnMDinHrxCgEsdnMvg3Hq96csC/IrrHApCmDT3XCrAr7qimhXmNmkOvyLAZS7ahSzahfVq2KsCXO7gYt+8SNxp7rlMgFcCntojI0pNkcPv7izT+yholvCCpln3J3UqEMDpl2ZEqTNAAPt1JzGg+pXtZk6OAJBp02wA/PdoViGA7ydnREegO9psAmiZFNWdxNwfy/TUGgGgjk8XAqhEAP2qMqLUISKA85I9HYPbfyjL3GZjgAbxmBDA/wHnjxJTHKoAAA=="07EFA9C7FE5B861F532132C8ED95264D
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Author:
Lauta
Collection:
Factories
Game version:
0.9.27.15466
Copied:
2 times
Created:
about 1 year ago
0
This blueprint requires
697
structures
13
8
21
2
3
4
8
4
15
2
2
4
2
1
4
1
1
86
512
40
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