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:image/png;base64,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 a single rectangle. 20Moves to the right so it creates the next one right next to the first one. Repeats 24 times since 20 divided by 480 pixels is 24, so it will fill the screen. 10Makes the next rectangle on top of the first one. -470Puts it all the way back to where it started, except it is offset so it starts in the middle of the top of the first block. 2320Repeats 23 times because otherwise it will create a stairs. Since it is offset, thjis row has to repeat 23 times or it will not work. 10Makes sure the next rectangle will be directly above and offset to the middle. -470Makes sure that if it repeats there will be no more pen marks.