(cosxcosy-sinxsiny)(cosxcosy+sinxsiny)=1/3
cos²xcos²y-sin²xsin²y=1/3
cos²x(1-sin²y)-(1-cos²x)sin²y=1/3
cos²x-cos²xsin²y-sin²y+cos²xsin²y=1/3
cos²x-sin²y=1/3
(cosxcosy-sinxsiny)(cosxcosy+sinxsiny)=1/3
cos²xcos²y-sin²xsin²y=1/3
cos²x(1-sin²y)-(1-cos²x)sin²y=1/3
cos²x-cos²xsin²y-sin²y+cos²xsin²y=1/3
cos²x-sin²y=1/3