data:image/png;base64,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data:image/png;base64,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which direction to move towards Mario4524526.380000000000166Mario 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