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What is the inverse of the proposition "If \(x=2\), then \(x^2=4\)"?

"If \(x^2=4\), then \(x=2\)."
"If \(x^2 \neq 4\), then \(x \neq 2\)."
"If \(x \neq 2\), then \(x^2 \neq 4\)."
"\(x=2\) and \(x^2 \neq 4\)."