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SSS (Side-Side-Side) guarantees congruence.
Equal corresponding sides satisfy the SSS condition.
SSA may produce two different triangles.
The order of naming determines the correspondence.
Corresponding vertices are M↔X, N↔Y and O↔Z.
The order of corresponding vertices must be maintained.
Three sides uniquely determine a triangle.
Corresponding vertices are A↔D, B↔E and C↔F.
SAS stands for Side-Angle-Side.
Two sides and the included angle satisfy SAS.
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