122474363 / DSQ

《戴森球计划量产量化计算器工具》原作者已经弃更,我将继续为大家进行后续更新,我一个人的力量有限,希望各位有能力的小伙伴一起来维护本仓库吧!
https://www.svlik.com/t/dsq/
GNU General Public License v3.0
80 stars 20 forks source link

研究站产糖超过一定层数爪子的放置出错 #33

Open gxnnding opened 6 months ago

gxnnding commented 6 months ago

普通研究站超过9层蓝图开始出错 自演化研究站超过3层开始出错 image image

gxnnding commented 6 months ago

BLUEPRINT:0,10,6006,0,0,0,0,0,638494593519140000,0.9.26.13026,%E5%AE%87%E5%AE%99%E7%9F%A9%E9%98%B5-1440.000%2Fmin,%E5%AE%87%E5%AE%99%E7%9F%A9%E9%98%B5-1440.000%20%2Fmin"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"2470A3E882597B642D901945FCCAC3DE