Tao

Results 3 issues of Tao

vm.$data.a = 1 没有起作用 this._setData() 函数没有定义

这个没法解析

\displaystyle \frac{1}{\Bigl(\sqrt{\phi \sqrt{5}}-\phi\Bigr) e^{\frac25 \pi}} = 1+\frac{e^{-2\pi}} {1+\frac{e^{-4\pi}} {1+\frac{e^{-6\pi}} {1+\frac{e^{-8\pi}} {1+\cdots} } } } ![图片](data:image/png;base64,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) 分子式中的分母会进行缩放