What is the property of congruence that justifies the following statement If WT ≅ XY then XY ≅ WT

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The property of congruence that justifies the statement "If WT ≅ XY, then XY ≅ WT" is the symmetry property of congruence. This property states that if two objects are congruent, then they can be reversed and the order does not matter. In this case, it means that if segment WT is congruent to segment XY, then segment XY is also congruent to segment WT.
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