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Solar Dome
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BLUEPRINT:0,10,2205,0,0,0,0,0,637749375591097838,0.8.23.9989,Solar%20Dome,Small%20Solar%20Dome"H4sIAAAAAAAAC43ce3RU1RUG8DN5QIQAMWAgEDEgSMQgyQSGANHMDEERUYKg8lKigFJFSysVrdakSjFUKojYpspLC4pIMQQyQUVBtIAWaRSLtCBCpQURCxakVIHpPXffk/3xx5m7s9bO/XTxY5/7OPc1jgGl1ESnMhX9bHGqu5ebqbhSed6/bq4CKknlOtVcLVEtVFKgmWqnUpw0SaWq5KQUlaGSnVTuVEpyQKU5fz7V0akqNUU5f045qZ1TdwXoL09ValM495vK0sC87H7nZ/pZlNZPxb0fBT/aO39dOPJiUjgcmHZXw/k5MU6iv2BOdHJ8SZi6cS5c/WFIlw0naxyPz2gCmEc+sKhQlw2nUOeZ0Blz4mGnmnV+7tstxYFN2bHzc2LczPsLVEtVFTYAcyLcnNZ7fSQvHi8lgDkxTqMtfjjy1dlKbz0xJ8YXGJx+xhwYmBPjFrS1i6NFSkXowMCcGLc0mHdPsXhXpdNiUrS7c0wTwJwYtzKdn3B2sBk258S4tek8XYW9fYs5MW5jcOVb9xcbzDkxznAqNR6vjJg5jNkPX+hUivPvmuYwZj+cabCZDJj9cFunkuPxR6LmeMbsh9s5lRSPL4qa4xnzvRvye+iy4YuUeyb5oemQxOzXOctgPg1x7l19sKcuG25vhm1mEubPAgdX6rLhDqazOSQx+w07W/+Kx3MGmcmAecRDB1bqsuGOBpvjGbNf504Gm+MZsx/OUe7ZswCO5wLxsX2xcs/btXBI1ooPz84G82SoFU+MS5R79hwd5dMt5sQ4V7kn/XyYDPniidFFueewVXA8rxIf2101PhffGDbHM2Y/fKlZZ75KYE6Mu5nOZqiY/XB3s8481FXiK8ZltNgFV4ld4itGDzNsMw0x+2H33i5V7Q+bbpj98OW0GAVXiVHiK0ZPs848h3eJr1VXOJWU7NzAmH2L2Q/nK29X8UZaJT6H9TKdzUzC7IevNOvMG2mXeIP11r/07jEbCbMfLjDYdMPshwudSj4XLw2bEwBmPxxUdOcbhpNeWHoCLHJHrapK+XSLOTHuYzrDGTMsPXv2pcVguEoMFl8xQt4S9614P3vrlQ3dssWdi2md99N6Fu9sOD8nxv0Jt4sywJwYDyC8O8IAc2I8kHA1gGoxLiE8DS6r08SX2KsI1wCoEeOrCWcAyBDjUo0DamnTZMDsh8PUOSfKAHNiHCGcDiBdjKOED8N6Hhav8yDl3qxvhZv1rWJcptx7kv3w8Llf/CA6mHAK3MSkiG9oriHcAUAHMb5Wuc8YcyP8jDFXPOwh1FkhEOPrCJcDKBfjoYQXwnouFK/z9YTnA5gvxsMIVwOoFuMbaGuXwhNdqRjfSHgk4JFiPJzw3YDvFuNy5d64pkVX6rcy7sUNc2I8gnAZgDIxvolwDoAcMR5JeFOEAebEeJTGAed0awBmP3wzdS6AoRaIh30Ldc6AzhnizrdqnKQqmgBmPzyahr0FhrpFPOwxhDcA2CDGYwnXAagT43GEVwBYIcbjCU8FMFWMb1Pu24rKJoDZD99OeDbg2WI8gfCzgJ8V4wrlzecnnBtWM585J8Z3KG9KMsgR4zuVNzEYFIjxROWdSRiUifEk5c6qiogBmP3wZOVNScYZYnyX8k5DDDaJ8d3Km5IMtojXeYrypiSDDWL8I+WdAHmda8TDvkd585lBnbjzvcqbzwxWiPFU5U0MAzD74fuUdzJgMFWM71fefObOs8X4x8o7kzCuFONpyn1nUBXZGo97z4+cvx73dkyXDf9EuS9NX2kCmG848mVQlw3/VLmvd3o3AcwjdjwT0mXDD9CwG2HYmBOv83TCpwGcFuOfaZzsbF0DMJ/dN2CtLht+kDpnRLkb54ez76vTZcMzCHcDzPm9ZXf21WXDDxHOGcSY89gbZ9XpsuGHCWcCxpx4g/2ccHsAnGt33hLTZcOPEE4DzHl4MD2oy4YfJdwKMOfhOW366bLhXxCOwdbm7OzjIl02/JiiV5dRPrY3RqUbrFK5s+qDKM8qzuXOjCpPMKuqaNgvQTfOzoyK6bLhXxJOhg3GOemFyX112fDjhIdB52F4eNbrsuEnaJ2/hXXmfOrrSX112fBM6lwBnStwVgV12fCvlPfhNeOZ4l01i/B0ANPF+EnCTwPg7Jw563TZcDXhGsCcnXN2SJcNz6at/Tlsbc410wcX6rLhXxPeCZhz3rrMOl02/BThQ4APiTfYHFrnKfDxA+dY2YygLhv+DeEFgDl37v9uSJcNP014NGDOm994plCXDc8lPAQw5y8m9ArqsuF5hJcB5vxJ5+diumz4GcILAXPeM3dpoS4bnk84D3AeDrtOlw0/S7gD4A64wdbosuEFhOdFGHN2dlNMlw0/RzgNOqfhQVKny4Z/S/g4dOY88oFFa3TZ8O+Ud0/CGDP92HCNcifG6xH+5Jtz4eoPY7ps+PeEJwDm7OzjNbps+HnlXqsuifDnkpydoyuky4ZfoHXeAFubc+sZX9TpsuGFhLcD5vzehutiumx4EeF1gDm/NLForS4bXkz4JGDOmbVT6nXZ8BLC7wPm/P6rjzXosuGlhD8F/Kn449QXNf4mHi81AHPN2wuCumz4JerceRB34zy0cmhQlw3/QeOA6tgEMKfuiTbosuFlhLMAc34t51SdLhterrx7Tx42596F8TpdNvwy4daAOfdpsSemy4ZfIdwCMOf6fvvqddnwCsLNAHMuO7l1jS4bfpVwEmDO9zz5QlCXDa8kfBSOKs6Lp6QFddnwa4QPAub8VOe99bpseBXhvYA5PzgmuUiXDf9R49PxUvqEv3hnA2bzh2x4NXV27yObgBS/rrxHIwaYE+NawtkAssV4DeEsAFliXKe8icEgU4zXEm4DoI0YryOcDiBdjOuV90THIE2MY4RTAaSKcYPyZhWDJDFer9xL7HdRAzD74Teo8/oIA8yJ8ZvUeUmEOy8R47cIHwN8TIw3KO/dEIMqMX6bOg+HzsPF+B3l3ZMYgNkPb6Rhp8DuSRHvqk3Ku4lj0Cju/K7yXu8wyBB33kw4F0CuGL9HOB9Avhi/r7wHFAZDxPhPio4wmBjHxHgL4QOAD4jxVuU9SzI+JMbblPcUy3inGH9AG2wUgFFi/CHhRwE8KsZ/Vt6rDgYVYrxdea86GMwU449og+2BDbZHjHfoX/F42qCFTf+BLGc//Bca9jToNk3cuVH/Snb+sOmG2Q9/rLyvVHC3OeLOn9AiDOsZFq/zTloMBjBYjD+lRQhASIz/SouBAAaK8S5aFAIoFOPPaPFQlAHmxHi3cnfVfNg988W76m+0mAXdZok7/115b+K4W4248x5alEO3cnHnvbSYB2CeGH9Oi+cBPC/G+2ixDMAyMf7CWyIQ4/36V5LaHTEAsx8+QLgWcK0Y/0P/CqjqJoDZD39JizCAsBgfpEU72EjtxBvsn7TIA5Anxv+idS6J8jqXiPEhWuTDCSBffDI4TIseAHqI8Ve06Aqgqxgf0b/i8fZwrWovxl8TzgScKcZHabEatvBq8db+hhbrAawX438r9xy2FM5bS8XnsGO0aA3r2Vq8zsdpgyXDBksW42+Ve0/yEdyTfCQe9n/0r3PxE00bCbMfPkH4LOCzYnyShr0Vhr1VPOzvlPfRIj8abRTjU7Q4AkM9Ih72f5X3xpW7rRN3Pk34TQBvivH/aLEfhrpfPOzvqfPL0O1lcecfaLEdum0Xdz5Di80ANovxWf3r8+WPhcw3ITC3XDXHLRs+R4sy+B4Z531FY9fqsmH3H/S3PwzA7Ddseg3n3Oky4Jw+unODLhsOEC4BXCL+KlwS4WIAnK//uFM/XTacTLgPYM7LS252y4ZTCBcA5jy7frxbNpxKOA9wnnidmxHOB8A53Gy8WzbcnHA3wJxfXbAmqMuG0wjnAuZ85VOT++qy4QsIT4OvRXEeMvFQH1023IJwFWDOfsNuSXg04NHYeZ0uG04nXA2Y87RbTwR12XArwksBcx43rz6oy4ZbE54HmHPgvuVu2XAbwjWAOXfZP8YtG87QOKCGcDfIzpau02XDF1LnFdCZ8+O7G0O6bDiTcC1gzieu/iSky4bbEl4PeL34S3jtCG8CwNnv7HkRbbA02GBpuJ/rdNlwlncygM55uJ9Dumy4PeHjEcacnS3tlg13oGF3gGF3wIMkpMuGszVOUo1N3TA7u8ktG+5InYuhczHOqjpdNtyJOtdC59qIdD/nEK4BXCPGF2uconKbAGY/3JnWuSrC68z5+wE1QV02fAnt545w6u2Ip956XTacSzgLcNYg6XzuQrg14NZ4uQnpsuGutM7lsM6c7wnOL9Jlw5dS52bQuRlen0O6bLgb4UzAmeJLbHfCLQC0wIt7SJcNX0Y4CXAS3pM06LLhHoRPwsmAs3Mb1U+XDecRPgP4jPgEeDnhowCO4gmwSJcN9yR8EDBn56Y1pMuGryDcCLhRPOx8wnsB7BXjXoS3AdgmxlcS7glfZ+0p/mprb8I99HcIlXnVYXJjp4P1umy4wNx7crcCcedCwkUAisQ4SLgXgF5iXGTuPRl0E+M+hEMAQmLcl3B/AP3l338m3AVAFzHuR7gUQKn8+8/m0YhBiRj3JxwFEBXjAWY+Mzgo/s73QMJHABwR4xLC+wDsE+OrzAmQwRkxvtq7lQJwXIxLCQdgCwfEWztM+BR0OyXuHCGcAt1SxJ2jhHdAtx3izoMIN4duzcWdy8wllkELMR5MuBWAVmJ8DeHpsJ7Txet8rXkQZVAlxkMIz9LfOlfmIyeTGztNCumy4esIz4Fuc8Sdh5o7fQMw++HrvfM2gG5iPIxumQsiBmD2wzfQsCsiPOwKMb6RcDXgajEeTsMOh3nYYfH/YqScnjGWRvQ/0EdOnMtGvRPTZcMjNNbv/Uw3zH6db/IegWE914vXeSRtsEbYYI1iPIrwYcCHxfhmGnY6TAzOl+WXx3TZ8C3e3RAckgXiw/NWGnZJUzfMznSM6bLh0eY9Ca/zEHHnMTTs+QDmi/FY80THIEt8Ahxn3g0xqBF3Hk94MeyqxbirQrps+DbCy6DbMnHn2wmvBLBSjCcQjgGIiXEF4Q2wzpyduRzSZcN3EN4M3TaLO99pHlAYbBPjieZlGoNaMZ5EuC08oLTFB5S+umx4MuEMOCQzxIfn/wG3Bt37w1UAAA=="5CAB0053DF4E9B5842A79FB085427996
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
51 times
Created:
over 3 years ago
8
This blueprint requires
358
structures
358
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