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S1=n+n−n+n−⋯S2=n−n+n−n+⋯\begin{aligned} S_{1}&=&\sqrt{n+\sqrt{n-\sqrt{n+\sqrt{n-\cdots}}}} \\ S_{2}&=&\sqrt{n-\sqrt{n+\sqrt{n-\sqrt{n+\cdots}}}} \end{aligned} S1S2==n+n−n+n−⋯n−n+n−n+⋯
When both infinitely nested radicals are defined, what is S1−S2S_1 -S_2S1−S2?
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