data:image/png;base64,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 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 upjaime walking b(2)Jump5Grounddata:image/png;base64,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 which direction to move towards Mario45245-90jaime walking a(2)jaime walking cIncrease Level by 1 if mario passes the right edge of the screen0090000