data:image/png;base64,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:image/png;base64,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 which direction to move towards Mario34545245-33.18000000000001Mario StandingMario StandingIncrease Level by 1 if mario passes the right edge of the screenIf touching the bottom half of the platform push Mario down Platform20Gravity0If touching the upper half of the platform push Mario on top and stop gravityGround-50If Mario sinks too far into the ground because gravity glitches push him back upMario StandingJump500-20002