模拟物质名称求解
哪位高手知道图中标黄的是什么物质?感激不尽data:image/png;base64,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
图片似乎上传失败了 看不到图啊?就一个方块 图片上传不成功,我还是手输吧:
CYCLO-PF*
ISO-PF*
AROM-PF*
CYCLO-OL*
ISO-OL*
AROM-OL*
DIOLEFIN*
IAB*
INO+TET*
HVY ALK*
THEOL-66 谢谢分享。 图呢?{:1106_365:} ctp6638 发表于 2018-1-23 12:31
图呢?
图传不成功,列出来了,在地下室那一层。
页:
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