mirror of
https://github.com/DSPBluePrints/DysonSphereBluePrints.git
synced 2025-12-09 04:23:27 +08:00
1 line
22 KiB
Plaintext
1 line
22 KiB
Plaintext
DYBP:0,638239156777856633,0.9.27.15466,4,90"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"42FEC6938B782781CD6B85E7BE05B201 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