Reference curve
\[y=\left(x+2\right)^{2}+1\]
\[C=\left(-2,1\right)\]
\[P=\left(-1,2\right)\]
Image curve
Corresponding points: \(C\mapsto C^{\prime}\) and \(P\mapsto P^{\prime}\)
\[C^{\prime}=\left(-2,-2\right)\]
\[P^{\prime}=\left(-1,-1\right)\]
What transformation has produced the second graph?