YLL討論網
Do Math And You Can Do Anything.
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(從2002年至今)
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" alt="[/IMG][/quote]
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" alt="[/IMG][/quote]
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[數學] 求解次擺線之交點
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於 星期日 十二月 27, 2020 6:27 pm
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