data:image/png;base64,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data:image/png;base64,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 the stage's costume and you'll notice that the clouds and some hills are part of the background.This is Boo, a spooky ghost. Consider using it as a flying enemy.
The sprite has two costumes which can be used for a creepy animation.This is a Piranha plant. Consider using it as a stationary enemy, or perhaps as an enemy that pops out of the ground.
The sprite has two costumes so it can open and close its mouth as an animation.This is the ground that Mario should run on top of. It's not expected to move during the program.This is a sign post which can be placed in the background to tell the player which way to go.
As if it wasn't obvious to go right!This is a hill which can be used for parallax background.This is a coin which can be used to reward the player (maybe for reaching a difficult place).This is a block which can be used as a floating platform or an obstacle.
Consider having a powerup pop out of the block when Mario hits it from below.This is a bush which can be used for parallax background.This is a bush which can be used for parallax background.67This is a platform which can float in midair.This is Mario, the protagonist. The player controls this character.
The sprite has stationary and walking costumes which can be alternated to do a walking animation.
The sprite also has jumping and falling costumes if you want to animate jumping.Take that you goomba!2This is Goomba, a walking enemy. It should be able to walk towards Mario.
The sprite has two costumes which allow for a walking animation.Mario-235Marioadd comment here...Floating platformFloating platformmario-fallingGround platformFloating platformyouWinmario-stationary01