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There are also 4 points that were on the border of one or the other shape that become 2 points on the border of the new shape. Therefore: A=a0+a1 B=b0+b1-2n-2 I=i0+i1+n As such, I+B/2-1=(i0+b0/2-1)+(i1+b1/2-1)=a0+a1=A Let's verify that removing a square from the outside of a shape that verifies the theorem creates a new shape that verifies the theorem.
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