This puzzle imitates the crawling of a caterpillar on a leaf. A leaf is a 4×4 square. The caterpillar ate a path through it from one edge to the opposite edge, so the leaf fell apart into two identical (congruent) pieces. The caterpillar never crawls along the edge of the leaf. We know which line segments made up its path. The task is to draw an example of how the caterpillar could have crawled.
Here is a sample puzzle and solution to help you better understand the rules.