Sin^2((π/4)-x)+cos ^2((π/4)+x)
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sin*2x+ cos*2x =1
(sinπ/4cosx-cosπ/4sina)*2. +(cosπ/4cosx-sinπ/4sina)*2
(1/√2cosx-1/√2sinx)*2+(1/√2cosx-1/√2sina)*2
(1/2cosx*2-1/2sinx*2-2/4cosx sinx)+(1/2cos*2x+1/2sinx*2-2/4cosxsinx)
cos*2x+sin*2x-cosxsinx
1-cosxsinx
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