BLUEPRINT:0,10,1501,0,0,0,0,0,637797461002550956,0.9.24.11286,Solar%20Sail%206%2Fs,Should%20be%20built%20in%20the%20region%20just%20outside%20of%20the%20equatorial%20belt.%20It%20is%204%20squares%20wide.%20The%20small%20dots%20on%20each%20diagonal%20mark%20the%20limits%20of%20this%20build%2C%20and%20their%20positioning%20should%20match%20the%20intersection%20between%20longitude%20lines%20and%20the%202%20latitude%20lines%20that%20delimit%20the%20region."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"9E0FB9EA6A6AD42A8B4EF0C9A86C20BD