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Let X and Y be two arbitrary, $$3 \times 3$$, non-zero, skew-symmetric matrices and Z be an arbitrary $$3 \times 3$$, non-zero, symmetric matrix. Then which of the following matrices is (are) skew symmetric?
$$Y^3 Z^4 - Z^4 Y^3$$
$$X^{44} + Y^{44}$$
$$X^4 Z^3 - Z^3 X^4$$
$$X^{23} + Y^{23}$$
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