data:image/png;base64,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data:image/png;base64,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 the degree turns 90.Also move 25 steps this makes it where you can see the rest of the stairs.The wait time needs to be changed to 1 sec.Put pen up and pen down before and after the repeat block.I made it2Say I made it and then put for 2 secs.When the flag is clicked Alonza needs to go to 9-100,-100)