Dyson Sphere
Blueprints
Blueprint
Add a Factory
Add a Dyson Sphere
Add a Mecha
Collections
Help
Support Us
Login
Full-shell Soccer Ball
Copy to clipboard
Hexes surrounding pentagons at the axis intersections. Colored white with black pentagons/centers. Will fix the pictures in a few days once the cells fill in.
Blueprint
DYBP:0,638279118095059481,0.9.27.15466,1,90"H4sIAAAAAAAAC3VdB/xP1f++X8neK5W9stLQoFTC92MkSZGZPUKkSAoZoTKiYRQyIqSNUNnfTztJu19KaWnvgfzveX+f53yee//3+329+j1+53mes+45555z77mfEwRBkBX+F+QLggpZuf92/53IcPvrsW98unXnt57b98T5qSpg8uE//csHZyb8+B9t0psvODmdvT/X6Zj8+M/9vY1/nADnCd45oV2tdIWdRdOzqvUzJxX5g+hf/v8XfmvOnPQjDVfvnr/1WHYVMPkk7jdK5+KJ8l/u30VVp6Ufqtgy+5bTK1maZDO5yv0rgPACPmTXm4PS4ydVT5/ZpqA5CyDduLMgnAV9iKtbV9aJ7R6x3BYMkuu2EJyFfMims/7KXhrmtsrw2ekqYFyaWTFnYTgL+5B1ow9mh1clVf/HseYsHMvtKiReBM4i3llsRJnUlpe3Z794w2RzFgmi15N/ReEs6kOGdBuYHdZQauCaKeYsmkdui8FZzIeEtZMKW0IqbAnmpCJet8URXtyHdOnccYtzFz58hzkdk0/SfBGJlICzhHcO7TYwR3NbIo/cloSzpA95uWp3V7fpccOmmbNkkGn17q8nGk0pOEt550tVu+dsEWepmJN/peEs7UNmL9+4edS6ZunyVceZs3TMWQ6JlIGzjHfmm3ZHzuKKLXN2vzDfnGXyKGdZOMv6kM01dua4+m354P3mLBskt9tycJbzIZ+/WSBn68vbc0ruvM+c5WK53YEOWR7O8pH43JhQYedMc1IRT7MCwitomtmapmNOCP5/GzoJzpN8SM+wfwbNFzd554nzzXlSEG1D/KsIZ0UfEvZPV7e+f1YMkvvKyXCe7EN2h6OJcy79rb05T87DeQqcp/iQXbnOnCW/tbdx6JQg+Xq6v0pwV/IhGP9ywvHP0q2UR7qV4awccd4Wjn9Ddu1rVQVMkpOjahUf4kbrU9ofyOk8bYyNf7xL8Jp+gUtRFc6q3nnslYXppQ1Xt1w8eEpOFTAnJJS1GpzVIs5OR3vnDDy/oKVZLQ9ndTir+5DiI8qkt8r4Vz1WzhcwyNaAs4Z3hmNujhtzG2DMrYE04zVUE86a8RrKDmvIylkzSO5pteCsFS9ndlhOc9bKo5y14aztQ9x925XzvxY9LLe183DWgbNOpIbCsShVbWZbc9bJo5ynwXmaD8Ed34/zVMT7aF2E143k1tVtOMswZ90g2kdHIYp6cNbzTtx9U+Hd12qoXpBct/XhrO9DXE8LW3zqjDYFLc36QXKLbwBnAx9ycdhXJoTO4bv27akCRvtoFv7REM6G3okWvzts8dZuG6J2mNt8+MfpcJ7unZs6zkiH9+2ci1/808p5epB8b2kEZyMfsvGH4Wl3V/r1ygJWzkZB8vU8A84zImm6O2H3Pb9bOc/Io4bOhPPMSJruftbgr0WW2zPzSPMsOM/yIYXCO727Qxzett6cjuFsVf/OhvNsH7J/6zzX4nMOlrjenGcHySNnYzgb+5BfFi5Kh/OwnG/q/GLlbBwk1+05cJ7jQ45fsji99oKSW6/q3LFpFTBJre9cOM+Np5kdpmnj7blB8l3pPDjP8yG4Kqkee34353l5OM+H8/x4DWWHNWSt7/wguW6bwNkkkqZzNn/xT3M6Jmk0aQpnUx/iWoLL7c9XFrD7WdMgOpfvi0nQBXBekEkztw2lGv61yNK8IEi+KhfCeaEPQRtKhW3InFScGHM2Q1gzH3IsHIdcLzvSoofltlkQbfEpTLwugvMi7wxnU9kOOZu6KIi2hI9Q4IvhvNg7wxlc9kMyg7s4SO5ll8B5iQ8JR82Uq9tWGDUvCaJ1y7/mcDaPON31PIq7Q/MguX9eCuelPiSc2aTcCuthzGwuzSO3LeBs4UPCeVhq3dttt+7HPKxFkNxXWsLZ0oeEcxOXZs5YzGpaBsk9uxWcrXxI2G5dOXOaY9RsFUTXSduxfsiGM9s7wzaU0nGIinjdphCe8iFhL3MrLD8OpWJp1sY/WsPZ2jvDMSHl5n6HMQ61DjJrX/1rA2cbHxKOQ6m17TY14TjUJkiu27Zwto2nmX0Y41DbPNJsB2e7eDmzv8Jo0i5Ibn2XwXmZD0Hd+v5JRbx/tkdYex/irudzYYvvgrGvfZC8CrgczssjTpfbSzCCXZ5HbjvA2cGHhCNYSkewDnmkeQWcV/iQI0dap9wa9LsNZ5nTMUnttiOcHX1IVvNK4YymVqpNyWvM2TFIHuOvhPNKH7Jv2HvZblbTo9IYc14ZJF/PTnB28iFY96bC1as5OwXJT0CugvOqSKi7nuGqzpxUxK/n1Qi72occzF1JZoerOnNeHSSPJp3h7OxD3LrX3T/DUdOcnfPIbRc4u/gQrHubhiO1ObsEyX3lGjiv8SFYD+aE60FzXpNHbrvC2dWHFMtddeSEqw5zds3D2Q3Obj4knI2ndDbeLUi+C3aHs7sPQbtN/4x5X/cgeYzvAWcPH4J2mw7brTl7BNE2NAwXtiecPb0T7TYdtltz9gyS67YXnL18yN6w3bo0w3Zrzl5B8vW8Fs5rfUg4T0jpXPPaIFq3D6LT9Iazd8YZjgmuhnpifts7SB4T+sDZJ55mqgHmJn2C5KvSF86+PiRcO6TCtUN6ANbZfYPk/tkPzn4+pFd4/5wozxn7BcljQn84+/sQd8/WZ5v980hzAJwDfAhmGOlWePo7IIjWbT8kPhDOgd6JZ37+6S8V8RoahPBBPmRt7rPNdP0fx5pzUJDcVwbDOTgT0m2gG/vSA9dMMefgILkNDYFziA/p0vkt95wxXTi8M1UBk9Rur4Pzukxc3QbmaJrX5ZHboXAO9SF4npBugHIOzcM5DM5hPsSNCTqaDMvDORzO4T5kw1l/ZesINjxIbgnXw3m9D9kUzm/dqNkKo+b1QbT13Q4cAeeITGTh/FZH6hF55HYknCN9CJ75+bvDyCB6PQ9iNn4DnDd4Z7pq9xy9l90QJLeEUXCO8iHhOGTPjXn/HJWH80Y4b8wENa9kTyJ4z74xSG5DN8F5kw8Jx9u0zhNuCpKvymg4R/uQXWHPdnf7M/EMY3SQPMMYA+cYH4LRxD83GRMkjyY3w3mzD3GzcZfm9Xj6cXMeuR0L59iI060dxuLtzNg8nLfAeYsP6RHm9njvoU334/3VLUFy3Y6Dc1ykhvR56rhYDR3HP26F81bvPJa7Rso5irXgrUG0JfyFu+BtcN7mnbie/v55W8x5E/4xHs7xmQKEbUjvn+Nj5TyEh/AT4JzgjWi3/v45IYjWbUm8dpoI50TvxAwjXX1mWyvnxCD5XnY7nLf7ELy1SJWvOs6ctwfJPXsSnJM0TXs+VA1pTsojzclwTvYhjWZOS1dufyAnu+f3dhd0jM7Gp+IFxxQ4p0ScVx/tnVOzVUVLc0oQffbGv6lwTvUhcw91TE9vuLrlub2GmHNqkLwCuAPOO3xI3W79052P9s7u+WcHc94Rc9ZC65sG5zTv/Cecg33XYHCqwR+TrZzTgmjdlsNLlelwTs9kI5yDuftY3bKXmXN6kNxXZsA5w4e4OZhb1R3oUtScM4Jou92H12t3wnmnd7o3mS6331Sub63vziDaywriKc9dcN7lne65ictt4cP5zXlXHrm9G867fYh7buJyu2fgJhvB7g6S57cz4ZzpQ+qFV2XTaZ1S/3xez5wzg+jYtxH/mAXnLO9s9mOL9HMXjU6tHFm4ZRUwkdziVcxsOGd7pxsT9HrODqL9sx9qaA6cc7zTtT6X25Nnpi23c4JoG1qP16X3wHmPd6KvZId9xZz3BNGndnfhVddcOOdGnGFfyQ77il2VuUFyX5kH5zwfgnf3LedvPWZpzsvDeS+c90bKGfay3WEvszTvjZWzMJ7V3Afnfd6JXpYT9jJz3hck98/74bzfhyy7oVJ6nttp0GyGOe8PklvfA3A+4ENcSzg1HIc+mNjNnA/k4ZwP53wfctKSMuacs2i8OecH0avSGtleAOcC76xV91jOlWE5p1eYZc4FMednGBMWwrkwkuZ7++5Kbd/f1e7ZC2M1tB/v6BbBucg794X3FR0TFgXRXlYJLz0fhPPBTNHDe5mOQw8G0V62BFE8BOdD3lg7LKfL7ejr51sbeihWzsp4A78YzsXeuTS8nq5/Vlz+jTkXx5yz8HZvCZxLvHNjuLbXEWxJrIba4hXtUjiXeqd7EqHj0NIgeSb1MJwP+5CnH8uyctZeVtLSfDhIbrfL4FzmQw5VHpezKSznn1uamHNZEO1lB3BVlsO53DuHHPpxz8ZwNBnddaA5lwfRdjsedbsCzhXeOfTQj62eDZ1j4FwRJPfslXCu1HJmazlXBtGr8ilawiNwPuKdX1cel+2u598o5yOxNH9Bi18F5yrvHH/ZJ1a3Ndrssta3Kkiu29VwrvYhX/xZJe3q9qQnDppzdR7lfBTOR33IeS8NsTSLNM9dZz+aR5pr4FzjQ84NnS7NLcUvMOeaWA3xby2ca33I49NXb3Gtb/3o3NyujeW2DXaOrINznXe+c+qULa5/ulVAFTBJ7fYxOB/zIY1mnb3F9ZWVqU7mdEzSGmk9nOt9yITwqrjWt7XiZeZcHySPmo/D+bgPOeSuSujM/99p5nw8jxp6As4nfAhG6uxwpDbnE3mk+SScT/oQjNTZ4UhtzieD5Ov5FJxP+RCM1NnhSG3Op2LO9pjHPw3n096JO1LL8I5kzqdjzrmn5uIzcD7jnee8NCRbW98zQbQl1MHY9yycz3pn2FfMWRN95dkgWrfTsc7eAOcGraGUc+7FfWVDHjW0Ec6NPqRO3WOW5s0Y4zfm4dwE5yYfMiocwdxuirGt5tmYsClIbrfPwfmcD/k2HDXdbHzjnblv2p4Loi3hXqyRNsO52TufCUfq+8OrsrLfQ+bcHMttP/SyLXBuUWf2QnFuCaLPGLNwX9kK51bv/DIc+7pIbrcG0es5HbPx5+F83jvDu2DqEZnVPB9zPoh53wtwvuCdYbvNdmukaZhhvBBzzsI84UU4X/TOimFLcOuy2ZjVvBgk97JtcG7zIWH/NCdnUtuC5JawHc7tPiSc96U6ybxvex5p7oBzhw8J55qpBTLX3BEkjyY74dzpQ/qFd0FtfTuD5LvDLjh3+RC0od1hS7D+uSuPNHfDuduHoN3mhC3BnLtjNfQjcA+ce7wTfSUnzK059wTJT7hz4MyJl9M7c/IoZxrOtA9Bu/W5TeeR5ktwvqQ15PqKr6GX8qihl+F82YeEo2bK3T9Pwbzv5ZizMWY1r8D5ine61uec12NF90qsnIuwdfZVOF/1zvCOlJsm5gmvxpyfYkvpa3C+5p2Nw5Fa7/avxXL7E6J4Hc7XvdO1W10Lvh5E6/YhzPvegPMN73R9xd15j2HN+0Yst+ehnG/C+Wa0nHLnfTOI9rJGqNu9cO71Tndf2SR3+71B8vV8C8634s506LRe9lasnFWxLXkfnPu8E3WbDuvWnPuC5DHhbTjfzqRZcVjTcFaTXpXqZM63Y7k9D+Ptfjj3x2soHdaQOffHnKdhbf8OnO9EnWFuwzZkV+WdWG7XwfkunO96J54PpRv8Mdmc78bSrIGts+/B+Z53osWnwxa/uwoYvX82xR3pfTjf9060oXTYhqzFvx8k1+0HcH7gQ9Bu02G7NecHQbT1zUbr+xDOD70TPTsd9mxzfhgk3+0/gvMjH4JnUulvK9e31vdRkHxf+RjOj30IVh3pcNVhzo9j5bwEm///B+f/vBNrpHS4RjLn/4Jouz2KvvIJnJ94J9Zl6dFwfhLL7ULMTQ7AecA7sRZM/4ncHsijhj6F81MfgjVv+hvU0KexNE/BrOYzOD/zTqyz0xVxVT6Lpfkwno0fhPOgd+Jplm8JB2POq1BDn8P5uXfiqV36H7S+z4Pk6/kFnF/4EDy1S69Ei/8iSG63h+A85EPw1M73skNBtJeNxTOpL+H8MpOL3FVk+iT07C9jab6MEewrOL/K5CJ3peNHk69izsP4x9dwfu2dWF35UfPrWA2twTr7Gzi/8U6sP/2o+U0QbbefY973LZzfeidWHelw1WHOb4Nozz6EcegwnIe9E6uOdLjqsBo6HCRfz+/g/M6H4Dl1+kCXoub8Loi2oTWo2+/h/N47sV5Jh+sVe/v+fRC9nr3xPOEHOH/wTqxX0uF6xVrfD3nk9kc4f/QheE6d3jNwkzl/jOcW//gJzp+8E89N0rWXlbT++VMst9/hbv8znD+rM0edP8dy+xmuyi9w/qK5zdHc/hLLbb0qufgrnL96J57apUejhn6N5XYBcvsbnL95J55OprfjqvwWRNvQPKx5f4fzd+/cm/t00reE32O5fQsfG/wB5x/eiedD6RpofX/EamgNyvknnH96J57y+Bb/Z6ycr+P++Recf3nnOaWPNnG5XT86d0z4K4j27Dcw9v0N59/e2WjmNLfSya6N5/F/x8p5BHPNf+D8J+I8Vd4B/BNEe/YMlPNfOP/1zltz5qSqhM4u+Grh31g5H8c/jsB5xDuPvbIw1Vm+WjgSK+cRPP04CufRSJru6ccCvD04GkRbwmh8sHIMzmORNBfLtyTHYrmdh/eC/8H5X9zp9+T/F0Rbwu/I7XE4j8fL6b9COR5Lsx/q1gWcGAjBcu5egC8cHaPXcx3GoSw4syLO8KrkdMHXNlkxZzHMGPPBmc870RL8m1PHJK3oToDzhIjTrbNr483pCVnRco5Ei88PZ37vxArdv//MnxWt2zGooRPhPNE7sUL371xPjDnboyUUgLOAd+J5gn/eVyAr2vpOhLMgnAW9E88wsmfjeV/BWDn/gbMQnIW8E89NsqfheV+hPOq2MJyFvRPPavzzvsIx55P4RxE4i3in+9rQ7d79attsGzWLZEXfzDyFpzxF4SzqnRXa5WxxzmHdBlpLcIy+i6yGWU0xOIt5p9sj6pxfIM1ieZSzOJzFvfPgmwXMWWdWU+ufxWO53YpeVgLOEt7pvjZ0ztPgLBFz5kcbKglnyejEt/li25pdRRRsQweQZimEl/LO13LrNv31ttn2XLNUVvR99n6sAErDWTpet+mwbi23peM1hHGoDJxl9Hpma5plYq0vC62vLJxl43WbDuvWrmfZWJpD4CwHZ7l4DaVZQ1TQ2RlPfssjvHz8qvg0y2dF9yd8jjTt1h1G93FW7jfVWbH/7ANH+z/c7cPRzI9qzaiigrXia6cA5VTwWvlr5v5hAynf5Z8YxL6Tdx9x1dM4mFuifWjTQBUFwRDtI56GmkohMESTFtA4CoMhWqGaqaIIGKK/fXtFUTBE+3izoCqKgSHapyLdNKfFwRBti3IklRJgiLadvaMqSoIh2gbprqooBYZom6+vUUVpMETb2N1FFWXAEG1D/hWqKAuGaNvKO6uiHBiibVm/WhXlwRBtO/xVqqgAhmifFHTQOj0JDNE243fSOCqCIVp9XqmKk8EQ7TOLyzUVdiCifRTRThWngiHaBxftNZVKYIjmv0wVlcEQ7UORdqqoAoZoH6G0VUVVMET7wKWNKqqBIdoHO9mqqA6GaJ/XtFZFDTBE86dUURMM0bpWIVXUAkO0z7kuVkVtMETzX6SKOmCI1ueaB3JdTgNDtO55icZRFwzRPn1qpYp6YIj2WVVLVdQHQ7RyVFBFAzBE+6irhSoagiFaOS5VxelgiFaWIqpoBIZoQ01RVZwBhmiDYjFVnAmGaP7CquD3okQbroqr4mwwRGsoJVTRGAzRasuGCl65c8AQbciroIpzwRBtQCupivPAEG2o0etynN9nEm3YLK1xNAFDtFyWUkVTME1VUV5TuQAM0QbWclofF4Ih2sBaRhXNwBBtQCuriovAEK0DV1TFxWCINuTVVsUlYIg2sJ6siuZgiDagnaQK/WsFFdEabyVVZ4MhZqYMGl9rEESbULvJZkTVFizRhtIzNK52YIg2UNZSxWVgiDbY2pDM690eDNGG0iqquBwM0Zp5VVV0ANNB42isiivAEG1gqKY57QiGaOU4V+O4EgzRhuNaqugEhmitoboqrgJDtCGspiquBkO03l5HFZ3BEC2F07QsXcB00Tgi+bgGDNH8NTSOrmCIlodIKt3AEG3Qj+S0Oxii1UddVfQAQ7QUIn2oJxii+SP56AWGaDeOuqq4FgzRBtszVdEbDNFuT/VV0QdMH40j0hv6gumrikaq6AeGaP33LFX0B9NfFWdrjQ0AQ7QUTlfFQDBEK2kjVQwCQ7RynKmKwWCIloczVDEEzBBV2M8isCzXgSFajzxbFUPBEO321FgVw8AQrUeeo4rhYIh28zlXFdeDIdptwW5iVIwAQ7Tb0/la2pFgiHZ7aqKKG8AQ7fbUVBWjwBAtDxeo4kYwRMvDeaq4CQzRUrhQyzIaDNHYJqoYA2aMKs5Xxc1giJbLSCpjwRBtPM2vOb0FDNH/SIOPYxwYog0khTWOW8EQjS2iitvAEI1trorxYIjGRuZoE8AQje2miolgiHYD7q6p3A6GaGwPjWMSGKKxPVUxGQzR2F6qmAKGaGxJVUwFQ7R8XKs5vQMM0djeqpgGhmhsShXTwRCNbaWKGWCIlo/IuuhOMERjr1XFXWCIlo9IHHeDIdokoo/mYyYYorGRNe8sMERjIyvJ2WCIxvZRxRwwc1RxuSruAUO0svRVxVwwRGP7qWIeGKKx/VVxLxiisQNUcR8YorEDVXE/GKKxg1TxABiisYNVMR8M0dghqlgAhmjsdapYCIZo7FBVLAJDNDbyBOhBMEQryzBVPASGaOxwVSwGQzT2elUsAUM0doQqloIhGjtSFQ+DIRobeXqzDAzR2BtUsRwM0dhRqlgBhmjsjapYCYZo7E2qeAQM0dimqlgFhmjLn9GqWA2GaOwYVTwKhmjszapYA4ZobOQZ0VowROuRY1WxDgzR2FtU8RgYorHjVLEeDNHYW1XxOBiisZE+9wQYos3WblPFk2CIxo5XxVNgiMZOUMXTYIjGllLFM2CItu5WxfFnwRBtdR9ZnW8As0Hj0HvU8Y1giDYGWY1xTN4EhmjsMFU8B4Zo7CBVbAZDNHaiKraAIRo7QBVbwRDtqk3UGnseDNGWfrdrHC+AIRp7gypeBEM09mpVbANDNHakKraDIRrbSRU7wBBt/Lhdy7ITDNHG064axy4wRGObqWI3GKKx+VSxBwzR2EmqyAFDNHaoKtJgiDbqT9KyvASGaE8UJqviZTBEY6doKq+AIRqbX+N4FcyrqjhF43gNDNHYqap4HQzR2Ds0lTfAEP1nuz6ON8EQrSwFVLEXDNHmL9M0lbfAEI2drop9YIjGzlDF22CINou+UxX7wRCNvUsV74AhGnu3Kt4FQ7RnKDO1tO+BIRo7SxXvgyEaO1sVH4AhGnuB5uNDMERLZY4qPgJDNLa+pvIxGKKx96jif2CIxtbUVD4B84kq5mocB8AQjZ2ncXwKhmhs5BnbZ2A+U0UlVRwEQ7RUTlbF52CIxt6rii/AEI29T3N6CAzR2Eg+vgTzpcZxvyq+AkM0tqIqvgZDtPvtA6r4BgzR2PtU8S2Yb1UxX8tyGAzR2AUax3dgiMber3F8D+Z7jWOCxvEDmB80jjKq+BEM0XrDQk3lJzBEYxdpHD+DIRr7oMbxCxiisbNV8SsYoqXykKbyGxiisYs1jt/BEI2do3H8AeYPVSxRxZ9giMbW0VT+AkO0fCzVOP4GQzT2YVX8A4Zo7DJN5V8wRGMjOT0C5ogqlqviKBiisSVUcQzMMVWs0Hz8B4ZobFGN4zgYopVlpSpccJaiYx/RVLLAEI1doXHkA5NPFXeq4gQwJ2gqd6siPxiitdNVqjgRDNHY1ZrTAmCIxkbuHgXBFNQ4HlVFITBEY9doKoXBFFbFWo2jCBiises0jqJgiMY+popiYIjGRuaFxcEUV8UazUcJMERj16uiJBiisaNUUQpMKVU8rvkoDYZo7GqNowyYMqq4SRVlwRBtLvWEKsqBIRobiaM8mPKqeFJzynMtiMZGSnsSmJNU8ZQqKoIhGvu0pnIyGKKxkbnlKWBO0Tg6q+JUMKdqHNeoohIYorWxZ1RRGQzR2GdVUQUM0dgZqqgKhmjsBlVUA0M0dqMqqoMhGhvp+zXAEG0c3KSKmmCIxj6nilpgiMZG5g61wdRWhS1DeeXqgCEaG7kjnwbmNFVsUUVdMERjL1ZFPTD1VLFV81EfDNHYQhpHAzBEY59XRUMwRGNf0FROB0M0NpLTRmAaqeJFVZwBhmhsL1WcCeZMVWzTfJwFhmhsD43jbDBnq2K7KhqDIRrbUhXngDlHFTs0H+eCIRobqdPzwJyniktVcT4Yol25napoAoZo7CbNR1MwTVURuatfAIZoY8cuVVwIhmjsbk2lGRiisZER5iIwF6lijyouBkM09jpVXALmElXkaD6agyEaO1jjuBTMpapIq6IFGKKxw1XREkxLVbyk+WgFhmhspE6zwWSrYoQqUmCINtK9rKm0BkM0NjJTagOGaOPpKxpHWzBEY6dpHO3AEI19VRWXgSEa+6ym0h4M0e4er6nicjBEYx/TVDqA6aClfV0VV4AhGjtaFR3BdFTFG5qPK8EQjb1Z4+gEppMqXlHFVWCu0vp4UxVXgyEae4UqOoPprIq9mtMuYIjGXqlxXAPmGlW8poquYIg22r6lim5giMbuU0V3MERj31ZFDzBEY0trWXqC6amp7FdFLzBEYyPj+rVgrlXFO6roDYZo7Luq6AOGaGzkfWVfMH1V8Z7G0Q8M0dj3VdEfDNHYvqoYAGaAKj7QfAwEQzS2v8YxCMwgVXyoisFgiMZ+pIohYIjGRp6NXwfmOlV8rHEMBUM09n+qGAaGaGxk1B4OZrgqPtF8XA+GaGzk7jECzAhVHFDFSDBEYz9VxQ1giMZO0nyMAjNKFZ9pHDeCIRp7UBU3gSEaG3nSOxrMaFV8rvkYA4ZobGRP3s1gblbFF6oYC4Zo7CFV3AKGaGxkz9U4MONU8aXGcSsYorFfqeI2MERjb1PFeDDjVfG15mMCGKKxkSdoE8FMVMU3qrgdDNHYyEg3CQzRxsJvNR+TwRCNPaxxTAFDNPYdjWMqmKmq+E7juAMM0djvVTENDNHY9zSV6WCmq+IHjWMGGKKxH2ocd4K5UxU/ahx3gSEa+5Mq7gZDNPZjTWUmmJmq+FnjmAWGaOwBjWM2mNmq+EXjmAOGaOyvqrgHDNHYzzSVuWDmquI3jWMeGKKxX2gc94K5VxW/axz3gSEa+4cq7gdDNPZLTeUBMA+o4k+NYz4YorHfaBwLwCxQxV8ax0IwRGO/VcUiMERbIf2tigfBEI39RxUPgSEaG5kXLgazWBX/almWgCEaG5kXLgWzVBVHVPEwGKKxbVWxDMwyLctRzcdyMERjI2vTFWBWqOKYKlaCIRp7RFN5BMwjqmitcawCQ7Ry/KeK1WCIxh7XVB4FQzQ2ksoaMGs0Dvcvr1gLhmj/O1bjWAdmnaaSpXE8BoZobF+NYz2Y9aqwB9R+/wcYorGR+dgTYJ5QxQmajyfBEHM/dtZUngLzlCrGaSpPgyHm/py5pvIMGGLuB9KayrNgiMZGUtkAZoPGUUBT2QiGaGxkhbMJzCZVFNR8PAeGaGxkhbMZzGZVFNJ8bAFDNLawprIVDDH3c2iN43kwz2sckbX6C2Be0DgizwxeBEO0NxJFNB/bwBCNLar52A6GaKy9K2AcO8DsUEUxjWMnGKKxkff7u8DsUkVxjWM3GKKxkbf3e8DsUUUJjSMHDNHYpRpHGkxaFUU0jpfAEI2NfOHyMhiisSVU8QqYVzSnkTheBfOqxlFMFe7vdbBEu+eWUtUbYIjGltbyvAmGaOxfWid7wexVRRmN4y0wRGO/0zj2gSHajKus5vRtMERjI6nsB7NfUymncbwDhmhsaVW8C4Zo9RGJ4z0w72kc5VXxPhiisaU0px+A+UAVv2h9fAjmQ1WU1Tg+AkM0NpLTS4PMJ45um/RrWTgHLSvzi4LOqb+JUTr3iNLjbmHHbQXcxOBe3s8PMr8QwS/fy4Se4+Gf87htKvz4m1tf3OtJfmPP3xMoKx5+vFY9yH2dcT/S5O8s+N/xh8flm5+zcZMGz/fNB7QqS9Bz+4nT81N4nmxeQfT1gswHUm5Ti9scw9PKeZ75SVKGuaKri/K49ArBw5PMK4rH5YEf2fDDMpe3wvDwDPOTxcNPTGohbw1Q30Xg4enlpySUhZuEXB6LQs8zy0+V685tPrUkT658xeApBk8lSYMf608OMh/a8QRynlFeGWm4NuC+22sf5G5XLwEdTySvInlxcVULMh95TEEaPGmcZ5FXlTrijyBQy+tcStD9VZP8Tw0yX4W7/+9ezvJkcZ49Xl30WZIGfzChDPQ8cbxGrLyXo7w8PZzni9cUXQfR8axwniZeK6brA1156Hh2eG3R8fN1p60AHU8KryO65kHuZml3bXnqN88FP010xYLMDyJUhK4idHVjusLQnQwdz/yuF9MVgfYU6HjCd33RFYHW5fNU6PBTV0ED0bmPNPjhSSXoeOZ3w5iOn9JUho4nfJ8e0/EzlSrQ8aeKGokuBa3TVYWOp3efkaBzaVeDrhp0Z4rOXUt+Bl0duurQnRXT8VPnGtDVgO7smI4fPNeEriZ0jWO6CkGmX8X/eGY0T5VuKv2OP+nB/tAkyB2v6sPD86QvkH50TpAZz1x9uXGwAfQ8RfrCBH1D1Ftj/DtfkDk7ullCuV2ZeA40v7u/SHT8lJEfTuYLMl/fXyw68u5x4hnQ8Rv8S0THzxr5uWe+IPMlfvOYjp8vngUdT3i+VOqWusYoN8fYs+HhF/otJO7TJW6e08yTnFuKjh/gVg8ypzLz3OZWoqsBbZ0gcwYzT2nOjsXHD3J54jLPZE4l6Ny98nzoeAJz65iO84Mm0DWBro3o+DGhS4tnJ/N05bYJOhcHT0rmWcrtRMcPHJsA8wWZk5Mvi8XHTy656ZznJLdP0Ln88cxjnop8uVxrN+9yD5LZJt345eY4F8NzMTwdpF+MDzIbRbkNk2cc8xTkKyQNNw64fuHuVQvE0xye5vB0lDS4AdSN9/xZg0uhvxT6K+Xe7e6h7r7qNva47T9uo5HbsNQCnhbwdJJ8NUE93gQtN5y3hKclPFdJvfLTKvepRivoWkF3tegGiTYbumzoOifo3CulFHQ8s7hLLN0B0LWGrjV01yToXP542jDPI+4qOn5W5bbAtYWOpw93i+muhpYnCfOs4e6iGynay6DjycI9RMef63H69tC1h65ngs7lj2cC89TgXqJzn2bwp5k6QMczgq8VHTWOv0LQ/fUWHdcNk4LM6b48/7dPLL6h0F0JHU/77Ss6fqzXFWXKF2TO9u0nbZHbdzmnd+PZEtRBviBzqm9/8SyBj5tyubH2anh4nu8A8bh43djq5r/Lg8xW287w8CTfgdK3VoiWG17dllSe0MszfAdJ/3WfM9wJHTenXgM9T+4dLPniVlvO4+jtCk9XeIZIGsuDzM/IFEUcPIeXJ/VeJ+VgXbnt1m6tyDVKd3h4Ru9QScNt3l4kHre+7AE9T+YdJvpVQWZLuNO6jZs8bZfn8Q6PrWE5BnGjp/P1gocn8V4vabiPFd02S45xznst9NdCPyJBvz7IbBXlmbo8dXek5Mnp3NZWbpHlB5Z94OkDzw3ioYYbPF07cu2vLzx94Rkl+eJWT9ceusDTD/p+0N8o14/5ejTIbFZ25ekPT394bpI03EbgtUFm27Er0wDoB0A/WsrBtZkbK7oiby6PA+EZCM8YSYP3J7d5kdskB0HP83NvljQc7+YX7IfcfDkYnsHwjJU0NgXRtr4zyJyGy/Nyb5E0CouO2x3duuY6eHhS7jhJgz+mtUU8Q6Hn+bi3ShpbgsyWTs57nX8YPDwZ9za5hvQ8hzIxf8PhGQ7PeElnR5C7cZBlaB7kzgF41i1Pw50gZaGeZXJbLUdAzzNwJ0q+uJ2T2ym5nXEkPDz99nbJFzd4cg3TC/4b4OG5t5MkX24M6IE0uLlzFPQ87XaypOHGJDe/aIk8cTMnT7HlObdTJI0Wot+BuroJep5uO1XScC8Cuc524y63lY2Gh+fa3pEwvjstNyDzrFqeZjtN6vcNxEk9t+HdDA/PsZ0uaTAP/CjaxTEWep5eO0PKwY1qfAYxDWncAo9/Jy9pTBedy9OMIPdFT74gc1rtXaJ/Nch8Mui0bpPfrdDzjNq7JU/8EcQ3xevydhs8PJ12ptQVNw9yi+Be+HnqLM+lnSX56ijpcBvcBOh5Gu1syZcb1ztBx01xbmycCM9EeOaIZ1eQGdddf3D96CXElS/InEB7j+SLPyS5W/yToJ8E/Vwp+64gszGWG1NdGpPhmQzPPEnD9f/honX5mgL9FOjvlXJwS6wbm4eJdyo8U+G5T9IYAk9OkNmWewf0PFf2fkljT5DZAuzuI0PhmQbPNHgekDTcKzO+WGOZpkM/Hfr5kgbzztd1/CR/Bjwz4Fkgabg+wBei9NwJPc+NXShpOC1/QNO1L/eK0nl5HixPjF2U0Bb5OtO1sbuh5zmxD0oa/PlNtqlC8PH8V54Q+5C0E2qYH1cWVw+z4PH7GhLK7h5e8LXxbOh5IuyShLK79Q5f7jvvHHh4FuxS8fBZsxuHuP3Bee+Bh6fAPiz5crxbo7n13HGkMxd6nv26TMrutxGEeeErdJevefDw1Nflki/XLlx5T4CHP5lyLzw873WFeBzvdNw2ya2P98HDk15XSlncvM3N9bhd0/l5eivPd31E0nDx8YdV3JbGj5EOz23lya6rJI1PgswGSf6gCt8V8TzX1ZIGN0JyveY2JLqtTwvg4Umuj0odH5B0XJ64oWohPAvhWSPpcLPkZ0HutqZf4FkED09vXSsebp90vPv/B+Hnqaw8t3WdlP8gtAWD3Odynwe565p8Qea01sekLIyTW62+gGcxPDyndb3k6/Mg80OI7lniIfiWwMMTWh8Xz5dBZvsjf9rDbUNcCs9SeJ6QvHGr49dB7tYpt0HKbbR6GB6eyvqkpOP436Us3FC5DJ5l8DyV8MyKabl74nLol0P/tKRBDZ93v438rYBnBTzPiIfbv5yW2x7dy+uV8KyE51nxUOu2e/Nnrlx6j8DDM1c3SJ1Rz+3dh5HWKnhWwbMxYd65X9JaDf1q6DdJvri5nO833kVaj8LzKDzPiYebyd0mSrdV8jvkbQ08PFd1s3j4voNjxnuIYy08PFF1i5SfGzU5xrixyW2r5EmpPEt1q6TDjZncnO36s3vt/xg8PEX1+YSxLEvGzPXQr4f+BUmDm7dSUibnfRwenpr6oqTBH2N29wluMeNJqDwrdZukwbXAUdG79J6Eh6ekbpf6clpuCfxX0noKHp6PuiNhDUGvW0M8DT1PRd0pejdHHy1puPvfM9DzLNRdUo5/JN7mQebHk56Fh6eg7hYPNy78LNfPbUTYAA/PP90jHsc7nbv+bJNuq8ZGeHjyaY542J9c3+X2EufjiaY88zQtntLYdsGNptzoybNMedrpS+LhPaK8eN2YthmezfC8jGvpniOWg9Z5eGYpTzV9JabjNo6t0PEM01dFVyYrs5njeeh4YulrMV1p6F6AjueTvh5Ll3XBs0Z5GukbUnZu3OJHtG6u6rYUbYNnGzxvimeD6Ljhyl0/ni/KE0j3isdp3Ljr7iPu/lMC3h3w7IDnLfG4ezs3p3FTlruv7oRnJzz7xLNKPCybGyN3wbMLnrelrrg1zW2n2g3dbuj2x3Tc2MWTQnmW6DuiKy7x5UCXA927MV0J6NLQpaF7T3QlJF33ztS9F3PPj52kLvTB/wF6kOye6aAAAA=="74EC1F5FDF9E8A7AB9340F15ED5E03D0
Copy to clipboard
Author:
osaerisxero
Collection:
Dyson Spheres
Game version:
0.9.27.15466
Copied:
15 times
Created:
over 1 year ago
3
Dyson Sphere summary
Not available yet
Tagged with
Football
Futbol
Soccer