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If the line x=y=z intersect the line xsinA+ysinB+zsinC-2d^(2)=0=xsin(2A)+ysin(2B)+zsin(2C)-d^(2), where A, B, C are the internal angles of a triangle and "sin"(A)/(2)"sin"(B)/(2)"sin"(C)/(2)=k then the value of 64k is equal to |
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