Find The **maximum** possible **perimeter** of an triangle (**XYZ**) which is inscribed in
an another **acute** angled Triangle(**ABC**). And It is given that circum-radius of
outer Triangle is **R**

**DETAILS AND ASSUMPTIONS**

\(\bullet \) Inner Triangle XYZ (as shown above) **must touches** the all 3 sides Of Outer Triangle ABC

\(\bullet \) Use **R=1**

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