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Maximized Solar and Wind Belt
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A 7-building-wide belt that wraps around the entire equator. Includes mostly solar panels and some wind turbines
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
复制到剪贴板
作者:
japaroads
收藏集:
Public
游戏版本:
2.3.8
复制次数:
0.0 次
创建时间:
4 年多 前
2
耗电量
发电量
此蓝图需要
333
1998
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