Simplify exactly:

 tan⁡(356∘)−tan⁡(71∘)1+tan⁡(356∘)tan⁡(71∘)=tan⁡(\displaystyle \frac{{{\tan{{\left({356}^{\circ}\right)}}}-{\tan{{\left({71}^{\circ}\right)}}}}}{{{1}+{\tan{{\left({356}^{\circ}\right)}}}{\tan{{\left({71}^{\circ}\right)}}}}}={\tan{{(}}})=\displaystyle {)}=  

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