data:image/png;base64,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

This block makes the brick wall block. The repeat row/2 means that it will prevent the block from making double the amount of brick walls row. It draws row A and change the X by -300 which brings the brick block back to its original position and brings the Y by -15 so it makes a lower rowThey could be closer together but for the most part, it looks like a brick wall. You can change the dimensions to make them closer together to make them look like a brick wall more if you would likeThis block makes the first room. This will repeat the number blocks 10 times. This draw a brick then bring the pen up and move over to make this space in between each block. Then move 10 spaces and repeat for however many times. For this is.

This block that’s the same thing as wrote, except the move spaces first, to make the brick wall uneven. We can see this on the ends.

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-10241010