For Consecutive integers x, y and z, where x > y > z, which of the following CANNOT be the value of (x2−y2)∗(y2−z2)(x^2−y^2)∗(y^2−z^2) ?
Choose the correct choice from the following answers
A) 63
B) 99
C) 195
D) 276
E) 323
2 ways:   1) x-odd y-even z-odd (odd^2−even^2)(even^2−odd^2)=even   2) x-even y-odd z-even (even^2−odd^2)(odd^2−even^2)=even   The only even answer we have is 276) 276
<result>D</result>
For Consecutive integers x, y and z, where x > y > z, which of the following CANNOT be the value of (x2−y2)∗(y2−z2)(x^2−y^2)∗(y^2−z^2) ?