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Casimir Cross
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This is the Casimir Cross, a small logistic tower in center and MAX production line in Tier 3 speed on each side.
Crystals are going out from the exterior belts.
TOWER DEMAND :
-Hydrogen
-Graphen
-Optical Crystal
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Blueprint
BLUEPRINT:0,32,1126,2103,2305,0,0,0,637685145795023850,0.8.21.8562,Casimir%20Cross%207x4%20Ass,Casimir%20Cross%2C%20max%20production%2C%20eject%20from%20exterior"H4sIAAAAAAAAC+2dB3QVVdf35yaBhB5IMAkgBBFFASlBci9EuTMXaSrYewFRXtsjATsWwJIoFkCRJpogChF9BEwk9wYL2AgWQH2kKEpUqpSgIoSS3Pfss+fM3txs5PvWt9b3rnetzFp78k/0d/Y+e87sOVPxWZaVqizNwqWTsm6u9llRyyp3/9zNqh/n/r0mOtkOhbvYK2aFyvbX5Gk9MWtlpDqaF9qs7KfEztYon2XlKFNN+KwEbM2n17qBGbbPKrd9uaNKuQ5sfC4C9l1iR6sBsGrxuQwscQa2rELbtzxjKdfmf8pO6qFBWCxakoYnuA2oZVM9+g8j2d/3++jvB+Lp7zvirbqlbvlfvcDQjov53Rfze/z/5/8/9vfY/5+3V7f8vy2ZcxMtq13Dw1aboU11ni9N1DnOUXbz/2xodUvdUrfULXVL3VK31C11S91St9QtdUvdUrfULXVL3VK31C11S91St9QtdUvd8n+96HuN0ehB27K6274pGdlcL1rqnA32elJ/6eEBfIIBnzZY7j22YPSEJ9oFwOCxBf3IQ8xjC/UMfMeZYTurdWEO15MySiNgACcIcH0Db+68xF719qq+XBfe82UADGDwAvdLfT4D+yx45iGRQt/AHppAXe6cFQaDBpIE70kEVzAY9YHOnQJgADcUYHiEwzqqgbU6UVw/PvcvPxjAiQLckDzvYJ5RvxbpEgEDuJEANyJ4H4NR91/Rxw8GcBMBbkxwkgODg+tNU+wAGMAtBLgJwVXMM+qr3t4QBgO4qQA3JdhyCEa9uvdePxjAyQLcjOBUFjbqQQfWRMAAZuPbg5MJTnBofKP+1FoVAQO4seC5OQ42y3sUh+s4Kz8EBvA0AW5hPEejjbywjb5r0hV+MIBTBDiFwk5mCUO94PPP/GAANxNgeOzJuuvLPPuUmgK9N3FdfigvBAZwJ7NnJRy7Z7UEmWBlen3l2lJ9ttx+9xW8n4ShT2YPQpG+rs+gCBjAJwuwflrriAJ0CVLeuM5YNegcMIBPEuB0WE08OtnecoYqQeeHc7g+760u54ABnCbAGbAKVE+2b1Il6JbeLXO4Tq8uDoEBnG6SFkdJg0eqWpl+6yri9tvoHR1fj4BBA20E760J3sBg1Gm3pgbAAG4lwG0oaTs0wPUvcbeHwQBuK8AnE7yWwag/qD4YBgO4tQC3pbD3sbBRN4y0joABnCnA7QhOcsc46a3f5vvBAO4owJkUdhULG/W5B+8MgwF8igC3J8/JDoWN2snbsxTseBXlFIItBqO+bMv1ATCAOwieOxCcwGDU6xbUD4AB3E6AT4XVweho3BVVFeF6ef38EBjApwtwR0pYY4cShvqXVuURMIDbC/BpOMwnBKkQkuYFYbYAQzTqID7cC5VrDk8XYChR1nsvjLeHHi2ws7IKc7j+Kj4/BAbwqQJ8BqyqowWq/OB45rrdT+0DYACfJcBnWvqPBVi7/N+Vcv1G9s9ngwF8hgB3NrCZSnH93qHiEBjAZwpwF1g9HF+ItWtkOIfrBYeLQ2AAdxbgrrD6LK7Qq11cD3woog1g8BKHA9urY/DI6Fk4RKGvG3RfuR73VmEADBroJnjvRv2uYP1GHb9+ix8M4O4C3N14NrWL69E5i/xgAPcQ4B7keR/zjPrwJfvDYAD3FOCeBFcxGPWczqkRMIB7CXAW/ij09iauAyNGh8EADghwL/KMFYTrnm90joABfLYAn03jW1UQtXm4vm/XWQEwgP0C3Juyne5QtlEHtmwNgx2vCGa7W4ztx6R9an/2uft0S8Gzn/qcxPqMetFb10XAAM4S4IDps67Xbp+N7hH8wg8GcB8B7kOeU5ln1HfcvC4MBnBvAe6LCWtm00PapKPRvBAYwM0FOAc9L1JAuQuQtqwSB8zXIBRzkqaPztY5sFqn6vW6l1fYE7+aFth6qMi+bZ7SWSsikWYlzsB9xQ48nA5eYHJTnz2cDqeH52LoM+zCwyv10+2NVAOToivtMaelLJukPJezBiDmxCg+JA+/QZHoB/KIStaSq1erBgaUda8qshdeu1pFsCwSVg0M+YMagIKYBA0cwQagwSDK5arPnRwcJKSdX18Lg0HybCF5NibvIzV97uzgGS7pw7/nR8AAHiDAjvEcZ7XxPBu9q1NzPxjAgwQ4ZDyro6/n2eiGE572gwEcFOD+FHYzFjbqh0a97wcD+HwBPo88pzPPqGe8EgiAAewI8ADc3gB0d889SL+RvD4Mps+t42rDA41nnzsX4/qvbbeHwQAeLHgeRGFnsrBRDzt1dhgM4JAADya4MYNRZ/xXagQM4P4CPITCTmBho36ge2EEDOCBAnw+eU71YKOf3jkkAgbweQJ8AcE7bAobdeI7QyJgAF8swBdS2Bs82Oi5fZ4OgAF8iQAPJc9VzDPqC3vtCYMBPEyAhxFssWyj9s2t8oMBPESALzIjjM7ySA+c2D4CBvClAnwxed7HwkadPfiJMBjAQwX4EhrbFTaNbdSPrdkUBgP4AgG+lLK91qZBgnrTtCsiYABfKMCXkefl7gGAdP6tbSNgAF8kwJfD6s/6pfbTUHZHtVgG8FPVWI5zVA2/WFVRqKAAQxVVtA+PAlhBrwC5ulGpfVt0u9dA1dHtqoFg2eUpJU5JFEsw9PtKoYErMfxFNl14In2iQ9BVmLgCu+HVe/UBoO1fRfYz1+7Vh6BPlOfue9A7eIG5WOwB4GqQcJ2s46Htus899hdhV9QhaKpqYPFuagCukcUegq7B8Cfbe2b8oiMY8HeRPWjeL/oQdIoKvRtrAE6TYw+C14Jc17zUfj0a75gEZtbEO5DAe9NKnD/cBMJ4v05IIPxNhbLYttyqwvWJEng9/lJon9Ml0YHwf9xdZJd0TXQg/IsUmLwTvYMXv5DAG7D/M+ytRyDkUFnnvUVeV8ao0KfuoAaShQTeCBLO+kq/sHQEj1QW2S9+Y+kIrlINNGcNnCIkcDjIphml9ovRFGfM/ObLqlUC11en6GjmtC5xDrsJhGo6QkjgCMzBYq+yHqv/OYE3Yf8L7F2d03T4N29V/e+apsN/S3netgW9g5feQgJHmgSecSRFb/O/thXZ06ArKoHdlOfbWAPNhATebEbguFXJOoIJO4rsJ75J1hFUqwh2/0YNtDcJtCiBt+BOtMC7DMi16f+spC7ilfpRsDoUHW+bizNcnyh5/2W2/RVzV+mdp2Nivj1i3ir9euOZaq7eIyEfX2+08ApeXMzrjbea5PkPr9ENNEzKtydG1+jd9yTVQDJrAK6P+2KSdxtGUGAvuHidamBw2QHVwLxr1+kIWqoG9sVTA/oclG0+SN7tGMF4my59kz5R/+8wm25+4U4dfrPG+Xa/eTt18ThLeffXQ+/gpY3Q/ztN/7+uqtQN9GqiEhit1JW4qWognTXQSOj/v3DbF9hdhh3QDVzeNN9+7NoDOgLYAgcTqIGeQv/vwv5MsRPXJug97tQW+faUbxIcqMApqoF+9bGB0RZeZ4rtwmhKoLneRvpECcw1/X/nSKLeeZ5MybfnRhMd2P6NlfdM5r2x0P8xIONV/bvmtEY6/C2p+faSro10+HvUmZPFGsgS+j8WwxnOCgbpr2tGBMDg6Hu3VfvoC3/T16Ci0TTHXIMyukfJCj8YwPcK8D04dG+0zSVCrm/+dbA2gMcK8L0Udht3Pyfd69MqPxjADwrwfSZsfaak+sl10U07w2AA3y/A91OfO7M+o26ZvVYbwE8I8AMEN2Iw6l19nomAAXyPAD9Ifc5kmwp1aQdfBAzghwV4HGUb70xxnXpZRgAM4AcE+CEKu9KmsFGPTjs1AgbwYwL8MMEdWJ9RV8/tGwYD+D4BfgRWR6Oj1Wyyu4P3BEnXqIMDGMATBPhRSlgCSxjqgUPaBcAAHifA42mQ7GDXV1GnfJwXAAP4IQGGaNyiYM4USf+sQv7ZDfsZAZ5IYVssbNQNXrsgDAbwowL8GIWNNxG5PlTZPwIG8EQBfpw8V9jkGfWD8ddEwAAeL8BPENydhY26/ZAeDhjAjwjwk5ZlLuR0d4/hpE9SFRQM4OcFOI/6vIH1GfWV8RkRMIAfF+B8WFVH+9mWe5rF9QG1mQ64m+ppAX4Kt/Nktp1J71LgLhd+VoCfRniY543rKgVWufBPAjwJfxR63rhupJLVyE3YcwL8DPY53wO4bq7A5i78lAA/i2HPYH0mfVSFfNQNe5IAP4fbeQHbzqTXKXCdCz8pwM8jXMpg0vlHih0wfsEqjsGTYbV7wxjv8AoFsHlNoj5q/nooL9TCwiMlFAM4WkYTj51mTwE5Y+sYeyTMT1QDMMo+PFqpT7t+P5wX6uo2AAXhdqGBqSB/qxyDE7xtKctgBxlZvUY3sO9IXugSt4GfLZyXRhNpogviBZQTvF2Sa9PP4010X6RxjteTueb3i7KFzE/DHxVBujtFukZNM2rci7QzBPglWDXSFysR4Jp7flmAp+NoG+aFyjW/PPyiAM/APn/keeOaP2kwU4Dhb9bhaAECcLuDad7n0wR4FiV+insqQfrZ5+YEwABeLsBwu8/aGe0XNP3kmifsJQGGJFr3R8f3M6FyPaUmLwR2vBsQc2C18PSC3j6rSANcX9p/RQQM4I8Fz6/gDyi9RezoUVQr228K8KuwOqrvvCLA9Y7G+SEwgF8R4AJYrX1uvL23aoF+LIHrpIb5ITCAXxXgQlgtWZVn/3F4gb6dx3UnVRg6uc91gBd9ay+edku4tTfX0q22s02ijtU0RF8TvMPf1EQ82esr13xbvy7A8/BHdwaQ5p7nCjA0qM58o0ETKtfc8wIBfgO7P8EDuObwvwV4PqyqdPnBULnmYc8T4AX4A8pPEStFtRO2UICLYIXlp4iVotrwWwIMw9bar8qP6SfXPOz5AgzRWInWcs8b1/zW3tsCDNFYK/V+jADXt6r9+dZ/2KehQXXCWojeVAXhmvf5DcEzbD6ruRX0QuWa97lIgN+xvCXseiM9LaNjHzCA6/tqw4sI5h9sQr0+dUsEDOA5gufFsMJZ4Ew2eZ9Z66ixTICXwArLDwJcz1HJmuMmbLEAvwur2TPG24vUrAieLOB6anVeCAzgJQJcDKsuX+fZl/lm2reMapnD9c1qigEGMHjRpagelSJ4WqrEsrAU6XD10xWk+Sh7T/AOf3PvxM50D3Kk+UApFWC9eY5Eu3kA1xwuEeBS7IHlAVzzzVUmwGFLJyPoAVxzeKkAR2CFh1cEuOZhrxBgiMZqqMsPAlzzbH8gwDDyVPkdhqHCyRnT/GgZFuD3YYVFALct18WqGBT/Q0GAaNxShADXfGLzoeAZ/ubOimayWVHthH0kwPA3qzI63gO45nBEgJdb3jKTTalQ7xr0UzYYwIsEGDafW/gR4Jp7fl+AYbIDsyJ9YR02D9cdPmviBwP4HQH+BH9A+XnK9cZ1rxDY8a4Pfgqrqc6ldpoKFa4PLg9dan9a87y+P3Q0mhVqfzRLnzJ84o6o+jFX5z/DITrcbqUqJ5xngPeDqgE4gdmpGohT3k0D8EhZ7NX5z0F+9v6d9pfqRG3iV88H+iltIhjRrFdoazw1ANOrpJjbGysty8yOcr2SZDTPfLmQPP01QSxDuawk5dbat78Q4FWwwjKUy0pSbq1tvlKAoUE9OzIA1xxeLcBfwgp3jFy2k9QO+2sB/gpWeHKWyy5I1Pa8SoChQXcPy2V7WG14rQCvxh8VDKgQ4W8FeA0mbJhNCRsmbqqvBBiicctwLivDtT1/L8DfwArPcnLZGU9teJ0AQ1fcYogA1xz+UoC/gxVOLRDgmsNrBPg/sMLLmbk2XdpEHVZg2IW/E+DvcTtH+5k9iWvu+RsBXmcEAaTHTnwlBAZwojAvW2/63MA3UVeRDrq65LrVBesZFAQIG4pC7O3KDSDxLAcvdXEdZ5U4ce7Fpx+E0DfCCs7i9UMRczLCXPNrZhUCDA26s6Ny70RNuuC2SYB/xB5YHsA13KI97MIbBBgadEtROStFqBuo/jZw+5wvwD8hfKP3IAjXZ+VlOWAA/yzAP+MPGJbmnibp2R/E9QEDOE+AN8MKZ/zojWu4NVvt9vk3AYYt4M6OytnsCHWC6m+C2+cfBfgXWGHVNBnmmrK9UYB/tbylnJ06oI6/N8sBA3irAENX3Apazipo7eH5iwBvQTjaj2DSvM+bBRiicetYOatjtfu8RYC36djVqKIDfXc7ybfEhicKrj1lbmDLeWdkw2653cLnTH3sLjoc6LfjL91tuKjqK387+1j9z/OUHbBq/UGOO08ZUFa2IscOW0vULOG9SPiZL/0vfLswx3jXE/aYWcJOkEf7dbBPVueW+jGUczvYEbeBg6+O8l9eXRwyDcy13NuwbKLzuwn/QM2Hus/1lD5dJQ8aG/RxG3/vzIIANLDJ7WvsxdVdIBuPOxTELoTKHn38UBAjWBYprHg8/Ola7MIeyz1hienCbpCfRjcHzRaA8W62wBV3rPavTm+XbRqYJmwB+LveYXxwiqyGKtcn2gJ7DXwQ+j+qxbK+SmP/Q2VTXmrrTygpioD3CtdTbP8rQX42/vNgG70FgmXPPvy51//H6xV4WwDghcIW2Afy3P1jg2YMHKp/d9CMgZ2VnQO3uGPgT8s9E4hJ4B8gv1cHfpNAqDaJkMBtyct69usRWfvBpdmmgdlCAuHvMHMKmmHL9YkS+JeB9QBSHjsq7yaBc0ac5k+rTNcDaLPrKTaB+0FuiDYO4hAOlfkONQ6aITy9GQ1hgIuEBP4N8sYPuthmBIbe72J/oqfayyL1LJpqV1l4vp0U8yjCAZDr1TENExgsg+Obnuyr8ZCqGjCTfWgAHiFPjEngQZC3BlNs04XloRRvsp+oYHO6AQ3Alcv6MU8TVOnNqo+qT7mXiEifaAscMrCZWZxiZdqt9cxisJ5ZHIii95Wup9iZxWGQP47b6I3AsQ9sDGL4KyNNWQKrLTx5j02g7smXakZhRuBfSldBArelLDvAzpaggRlCAo+C3DhhvjcG7smf70VwgJ2vQQNvCwms1kNR36XAM0SuT5TAGgPrBKqQS5XGBA7QCYy6CfzW9RT1HTuEdWt7/+7pJbDBHz298GsUbBLo8+Glk9gE6hW/vdNO6Sr3dNNiIxAaeElIIPwd3tLy+sz1ifofB3B+/Ox+poS1bju7nwm/imUfvLwlZD/ehG9G4Ep1+OYjMNEN/3s31NgRmKCHoZ6q4NUBrk34x7tDVw9guOFi+sv1v7/pGwGD4/8sq/bxv74LLzWvQ3G9uUWPABjAv1q1740mGhhuKMJMmutvrpgQAdMPtgsnBEk+3f2Zaj+f4E6MScM1CjCAGwgw/M39vr85wSedoJIFBnALAW5o4Je+z/delDfaZBvgJAFuZODM/zzvvShvdKK7rQEGL3posnoPr/M2Ng3ojwLkmnegUTdWcGO3gaaC9yYEBxmMuokCm7hwYwFuSnAmgzOP2UkAThbgZgRfxN44R71Lbapd7uZqIsDJBCczz8nu7ZCs0H4XThHg5mygBNlA0bq+Crm+G3aGALcgz8OZZ9TJCkx24WYCnEKwxWDLPf3qFWrgwqkCnEqwmo7RNw20hqNqqgu3FOCWNL6XB2l8o+Y7R7oAn2Tg+taEfgY2eo8C97gwqyYenKYLun6KRv3VezUKNb/KO07wnG48R1X9wsvCpLcor1tcz80FOMPAcWoGZcI2mm+qVgLcihJmsYShhhpe5Xo+SYBbg8LrTha7BoV69CfpETCAswS4DcFBBqP+V8o1ATCAewvwyZjtj+wE6Kf7BoTRfJe8ToDbYp+HsbFNeodvmTZ+GYnX7nYEm+FJOrNBMAIGcGvBcyaoI/r1RnOJlDTP9pkC3B49AzCBvdKKetvhrBAYwJkCfAqo6TUF9oVQr0eGc7juX50VAgO4vQB3AHW+8rbmu+f1vTGuf6jXKwQG8CmmdidR7Yb7ZKea0Kl2k26oNlVDd3OdJnjviKrQGxxcJykwyYVPFeDTyHOmlzSj+UDpJMCnk+eLmGfU+9Sm2uduro4C3Ik8J7M+o4a56QEX7izAZxi4Jjo+aMI2+k8F/unCPQT4TPI8nHke7l7YyAodduHTBbgz9dlifbZqDdEuAtyF4IogwRW1SlFXAe5K49vUbtL8eNVdgM8C1SRurN62MBeH3TJOaZhW+9wLtDCVzFb/I/zrR/x0EoZsN/jtseoxdrXPCuJ7NcPsn9KsIDSQFJcf+t39p5OGqf/xX0ID3U34VMNJ82F6hhB+D4L7MRg130F6CnBPLIYFXt3mms+MnhTgLKpnyawYor5gQI8AmH5OTYB7Edydwai7btoQBgO4jQCfbWq4Htc6bNIH1Sg76I60kwW4N3k20yrSr5833Q8GcFsBziY4k4WNOnJ9Iz8YwL0E2I9qiq1vPOjDDWk+S3AEOIAHgMlYt3Px+xVGp6sqmu5WUr8A9wE1yjfFq9tcfxzXKwQGcECA+4JaokI1dZvroerIMdQ9evQxNbw+jW947CoHkzaZbWvSzdQIa+aOsnMF7+cQHGRwsFZJyhHgcwnOZHDt+XdQgPuZjJu6zTWcoEddz+cIcJA8JzPPyW5DWaEjLhwSYNt4NnWba56wwQLs0Cgb7j7LQ5rv0/0EOERhWyxsq9ZZ3nkC3N/APm9GSJr3+QIBPo+yXRGkbKP+W4F/u/AAAR5Anpczz6h5ERwkwANB7bDG2o8qAK4lwD59pN5yXb8TfPnKM9bvoep/vE2o34Mo9EIWemGtw48teB9sYFOzud6u+rzd7Xd/AR5iyhFN4El/3elDPxjAFwrw+aBw6oyhcl2RfZ8fDOChAnyByTid8ZCuVCFX/sMZz4XkeQLzjHpq/1siYACfL3geavpM25r0rllnhcEAbifAwwi2GIz6kqLTA2AADxHgi0yfxy3N0dcMf7XetHuFc/RVq/ujxc5E9/3Pa31Yt+Jirptf7LPwvHpwtJueXvyhGvhDaRh178M7MjXUAFxPiL1ufgn8Bh/8GD2wg77UVaMaWKT0xKyvI1HVwDjWgJ7Axly5vtR0YeT9h4LQhe9UA7/lHgpCFxapBp6Px7ewb/BhMYjtwmXQwJ/qBDUK98BV0rg2t7OPd9nvcvQ+wx56dLTuf5ryvljB0P9HrRJn32EMH7w0EPp/he6S6v+ZA0bqLXCjamD0wJF6C+xX4d/JGjhT6P+VZm+bE393EBI4N1pkf/TrWN3/W1QEcxKx/9f4sAzH9v8qaKCJqqij33nY9s16MLBWNfBn6cP6wnvX+iXO3UcogoDQwNUmB5MSKvQWWKC6cKOqc5CDr1QEDdkWSDU54O+BQwP7VNbhFgieTpA+0RaAcWFVKsAHh1/9NALpE8HXYfbhdNlip86ofXC5161zw4Wd53rsd4F989TPdWV9RPX7h8mf68y/rfqdH0f97ipsuhtM6NHo5qAJ3egThX4jwPD2/fjUoPaeozZbmS+os75XeU9j2z1DyPpw03efW+O4Tlf9Tnf7Pkbo+whUhfagTk209w01Rfa7mU1039eoYftSffLeU+j7TZi8j/CsIBe/NmE0P76dLXgfSaEv9zab0fzIepMA32yG62/Rdt6/C2vOlCx2dgRnRk2FXfYWs91PG5Si93lo4MOBKXqXBbg9a6CT79ibbbDDjMIGxts0hyN9wve+Tb3Lvnujzvz50Tw7fszGIOyu36nj+qYaPLbDcf08k3n+3rfpv5kQPKkaMBOFBir0atZAS2Hg3GbCNxnn+kTh327q3Uuz5+tytVx5PzJ5fhBuNKYp722j5L27kLw7TP+v2tVTh19u5duJv/XUDfyo4A3V2ACclw4W+n+n6f/V+oQ2VOb35duH4URX9X+jauAQa6CV0P9/4bF+vFcouD5R/+8yx7vTp83ut2LWBWULlfe/7Nn9IPwDynurGvL+pOn/Uer/aDP29emG910b1Pzq/X3C2M8luCJIMGoOjxTgMRi6/qKM5b7R5OmUfcNDYAA/LMBjaZcN2lRtUO9Wu+tud5cdLcB3U9iWBxt9kgr5JDfsXAG+x1SaODgvnZMR5ppfxHlQgO8lz8ks26h5pblbgO8jOJOFneneqaKjy70CfD8rzyxhqOGGclMXvkeAHyDPF7GwUfPrbWMF+EGChzMYdYbymuF6fkCAx+EgWcAGCWn+cOAjAvyQ2TUNwDWHHxXghzHsUgR0wkhzOE2AHzFlyXjjmj8R/5AAP2pKEoU9WYTHC/B49JzPPHNNz65OFOAJoOCByIWnF5xt3jUxmvf5cQGeSIchEzZpDj8mwPA390UVzDDXHJ4gwI+j52HMM+kd+a+EwAB+QoCfwPI7zJurcH3Lu/vDYAAPE+AnTfk1ANd8l5RO8vJAvWaVetMs+O7cuqSgPorsrip2znc/+AQX6WDiE/sWbj6s/NGl9g0wO1bTDdiz7DicNR85Wux87p5uQR27QWjgKVjtq1mKp1huA5P0qVeorIGvxGnpRgBV9FqfVetBoadhtUpFYM5RoBheUoPnLi3rlTgPuA1AVblMaGAS/lZum9c6ueYPCs4Qsv+MKcX0KutHrCE8cgI8SYCfpf270Kb9G/XfW4odMICfEeDn9KbrvdgeBh+abV2Yw/XGfcUOGMDPCvDzoJ7r9ab3xW2uf00vccAABi/6cmFDShrcrp+MoW9noW8X+z1F8D4F4UqbPkxJmj8U+oIAT8XxvtnzxvVBtakOuptrsgC/gJvroOeNax9MclzPLwnwi6g2eADX/LHjqQI8DfvczKGEkeYJe1mAX0I4yrJNmidspgBPRzjNofe8SXPPcwR4BmZ7Dcs26XoKrOfCLwrwTFQJrJ+k4xUY78KzBHgWqiQWKmn+SYbZAjwbVWMGk+bPpk8T4JdRpTq0nUnzPk8X4DmY7dYOjW3SK1U5AjteOX4F4ZU2vRNKmpeiuYLnV6kUFbEv/5m3cWk7vyLABajCDCB99VfFDhjArwpwIaiWgcXeS+Jc71pf7IABXCDAc2mEFblfFVjDukDfpJknwK+BGtL7Te8Nc65vb13igAFcaOpYI6pjcNtjHmZ8PXvzmOtiJ+p6XyB4fx0zHvUArpNUtpPcjC8U4DdQ7bDpPW/SR5TXI67n+QI8nypoEaugRbUqaJEAQ1fURGez541r3uc3BLgIPR9knknzUfa6AL+JcIpD3kjzNyDeEeCFCMczmDQfKG8J8FsIJzoUNulEFXKiG/bbAvw2VRPTT9Lc878F+N+okh3azqS55zcF+B1U6QwmzQ85iwR4EZWiIlaKUF9fv8QBO14pWowwVBDz7i9pvp0/FDwvoWpiANLPVxc7YAAvFuB3QWX1Wuy95831Zw1KHDCAlwhwMahve77pvefN9YiTShwwgN81BaEBFQT9zjf2e7tN73yT5kP0PcH7e7RbmqRVikkrFeClWAg3M2+k+dGyRIBLabc0nknzI0dEgMOmCBJMmg/RpQIcQTjKEhYVE/aBAJeZnYOSRJqXohUCvIyOHMYbab5bhgX4fQw7zaGwSfOD/McC/IEpRQST5uX3IwH+EI8aK70Mc8336WUC/BHVMZOkREcaYcsFeDnCjRhMmm/nMgFeYWo39Zn0IZXpQ2623xfgj1G1YaGS7qtmRH3/YVb0CaodtuVe4uKaX0/4TPD8Ke2SBqhkDdFZ/ScC/BmqCgZUiPBKAf4ch+dBD+Caw58K8EpUG/DxwTmDw1zzPq8S4HJXOQRzTZ4/F+BVODzXeN645vBXAvyF2avo9XTS/BsOawX4S1QJLNQEMexyAf7K7FUUNukzFHiGC5uLi/ypz69przKDhPQxry0LnlejasyAxiL8tQCvQc/NHNq2zcQ+rxbgtahSGZAqwmsE+Bv03NoxD6hyzV+Y/kKAvwW1/MZ13guGbW9YZ5t3Q+Dx79/cV1v+48M5duw9j++ggZbWWvaC5VrbvNoCjyWY956hATgJjb1l9R8zTM0rHVwPWX9TMdjxbll8D3Cfuau8Fyx/UtqE31x5buu+2gJedL2OueOyzhx6zLtBW5XGV1suKItjr23D3gSNxF50Wg+rn2484L0bdvINB9wIlkXgsX+TwB98OOeOTeAGaKChtc9LINQ1/Xba/ObLWrAIoIEpQgI3wm9nz91pp+scDC7brLSJIJHlABooEXLwA1XWp9g5iHk7zfV1nC3wo4GTIIGjWizbqTRPYAM3fCiOPwgJ3ES77FNsQv9/5v0ngN9cm+CYdwMrlTZv5lms7+DlA6HvP8PqqPKYobN/Thl4N8M3g2UfGphlss/uuG2GBiq6NXLM9m+qtIngCNv+0MDbwvavMP03CfxT6Vbuy1V8BELV2SQk8BdYzV+b6ph9YJ/SZh9IYDnY4jMH/2Nz8CusEtX5CO3C6ZiD+anLDrFdGBqYLozA3/Se1K2100LnoF1ZM6VNBF/7qIhAA4uEHGzB5tJxu+snDLj+5zGw1cDm7bQadagyr/fFuU/RgXeof1uEBG6j8V/OJvvm1Xa6R7JDKKDbsXwdtOlrpVzT+yTbBHgHet7OPJPmR9nfBXinmRwYgGs+s9guwL9j3dts02cLNoth7xHgXeb4Tp5Jc3inAO/GPqewUFPEsP8U4D0Ir2cJWy+GXSnAe6nSlLMpd+1s7xLgSnOgoISR5oPkDwHeh54bMc+NWPLo+L5XgP9AeCXrM+kJCpzgwuYfAuEToj9RJTNvpOMVGO/C+wTPf6HnNIf+GSnSvM+7BXg/wq0ZTPq0uPwQGMB/CfDfoO6Y+4t3XG9b8Itdpl8aXxG5pu8TAfPSeJUPz7djH/w6gJtru3dUrVFaf3VAVdjCLtv8e462yjYNTBbq+kFooMHwvd5xfZPS5r3/vHfW+Se53z2ABuabqsqeIqoy+7b5VAHXJ3zn24SvP1ugahpo89mGexPS/E7+ojB4hwpS5da0Y975htWHay3voDB1jeWY8O+5JstLYLUPz/xjE3gEw49nB4UExyRw9uU/+q+8vGO2aWCmkMCj0EB890TvwHiX0hF3E/7x4AulV7oJhAbeEhJYbSKgBJI+4TvfBjbffeAlKjst3T9v56U6gbCvVwsHBRiO1rK1ySyByY75bEHrv33eZwvi4vDqR2wCdRLi1TyeEpjqmM82ZDw6v3TcjFOzTQMvC0dVH6yi3dIcMzUf3T3NwQ9HLIos7HFh7x7uhyOggXeEBMbpBlR1Nd964PpECYzXIaiQzYdDQJvvPoxIbO3vkDy9DLzDvg+eYkdgAnqHa41+h647om7Xt0cA7HhXCuBfCnP/wadejrkFYvTUJtMjYACDl9ji8d9mQwkxjZ0AAA=="AB17964684E1CC27803BFCFA011E1F46
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Author:
Vinik
Collection:
Public
Game version:
0.8.21.8562
Copied:
0 times
Created:
over 3 years ago
1
This blueprint requires
518
structures
1
1
28
28
3
112
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