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Three cubes with integer edge lengths are given. It is known that the sum of their surface areas is 564 $$cm^{2}$$ Then the possible values of the sum of their volumes are
764 $$cm^{3}$$ and 586 $$cm^{3}$$
586 $$cm^{3}$$ and 564 $$cm^{3}$$
764 $$cm^{3}$$ and 564 $$cm^{3}$$
586 $$cm^{3}$$ and 786 $$cm^{3}$$
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