data:image/png;base64,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 bush(2)verticalVelocity-0.35truedata:image/png;base64,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350This is a bush which can be used for parallax background.264This is a bush which can be used for parallax background.264This 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 the ground that Mario should run on top of. It's not expected to move during the program.true-4.55500,750,1250,1300,1350,1400,1600-600This is Goomba, a walking enemy. It should be able to walk towards Mario.
The sprite has two costumes which allow for a walking animation.-600-600This is Goomba, a walking enemy. It should be able to walk towards Mario.
The sprite has two costumes which allow for a walking animation.-600true160-150-2303000-150-230300014.9999999999965240015