# Hole in 1 Cut

Logic Level 1

Using a single (possibly zig-zagging) line, can we cut the $4 \times 6$ rectangle into 2 identical pieces, and rearrange them into a $5 \times 5$ square with a $1 \times 1$ hole in the center?

Note: The cut may not be straight.

As an explicit example, this is how to get a $6 \times 5$ rectangle with a $2 \times 3$ hole in the center:

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