This includes the solar sails, a single layer of the sphere and the full blueprint (only 1, 2, and 4 are toggled on in both game and editor)
Solar Sail:
DYBP:0,639058457862927683,0.10.34.28392,3,0"H4sIAAAAAAAACmNgYGD4DwVAJgMjiGCocmWAgs8spvuB2B4szoQkqbd3tzFEScN+sCQziOBxc+8M37p5Vswho1du5fbvm1v2gSVZoJIwY98BJUAKwJKsaJIodrKhSYLs09trvRksyQ6VBDreDoj3QbEdWJIDKvn6pp79hnTrfUB6P5CGSHJCJdcBBUAS6yAKIHZyQf2J1SvcaCGE4hUeqCRWB/FCJbHayQeVxOraoQMUgHiFRZ+tsfFmO2BU2YNwkQw7kGawx89voDOfkHvw85H9h+7fkc4HAFtxQqVUBAAA"E934E87D6EEFA4CE695B659650083D08
Dyson Sphere Single Layer:
DYBP:0,639058458054485561,0.10.34.28392,1,78"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"F72106E84379F0804C1439BDB1182B64