data:image/png;base64,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BAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC223423434545245-143.18Mario StandingMario StandingAnimation for movement left or rightIncrease 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 StandingJump50090000