data:image/png;base64,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:image/png;base64,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

left arrow-250

left arrow-240

left arrowThe donut moves to the left until the x position is less then -250. After that it resets to x=300. This action reapeats until the donut touches Mario.game over2click green flag to restart the game2allThis sprite represents the ground on the stage.

Sprite(5)0down arrowspaceleft arrowThe code in this block accounts for Mario jumping.These blocks describe Mario's motion relative to the arrow keys and space bar for jumping.