1
0
mirror of https://github.com/DSPBluePrints/FactoryBluePrints.git synced 2025-12-10 05:13:28 +08:00
Files
FactoryBluePrints/[模板]密铺模板 [Toolbox] Blueprints Toolbox/【晨隐】传送带 Belt/螺旋2x2/压缩版双螺旋(上闭合).txt

1 line
9.3 KiB
Plaintext

BLUEPRINT:0,10,0,0,0,0,0,0,637627580330345330,0.8.19.7662,%E5%8E%8B%E7%BC%A9%E7%89%88%E5%8F%8C%E8%9E%BA%E6%97%8B%28%E4%B8%8A%E9%97%AD%E5%90%88%29,%E5%8E%8B%E7%BC%A9%E7%89%88%E5%8F%8C%E8%9E%BA%E6%97%8B%202x2%20%E4%B8%8A%E9%97%AD%E5%90%88"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"207DB4B12C6BE43E7A57FE7470E4E802