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This one was interesting. Made me think a lot about how we use color to reason about the significance of something. When you have a very colorful set of structures, then a gray, black, or white section, you can usually understand their meanings to be different.
In this case, we have a gray section at the top left that is consistent from input to output. We then look to the colorful section and see that it is being extended downward in some way. First replicate the input, then continue downward, but we quickly see we're not replicating the entire pattern. From the input.
When we look into it further, we see that only the section covered by the gray is part of the tiling pattern.
Now how do we determine how many times to tile? Some of the train examples show one time, while others show more. Ah! The input and output dimensions are the same, so we tile as many times as we can until we run out of space.
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