data:image/png;base64,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:image/png;base64,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-240240If pointing upward and hitting -85 (just above the ground), bounce it back down-632185,122,87,1Platform5Small Platform5deactivateFlowerPowerUp185,122,87,1Platform5Small Platform5CastleMario-Win-3MysteryBox2falsestartBoomerang0We're assuming there is another life left, so let's reset Mario to the start of the screen the player was on.230true2falsefalse1212false23-29-140165false-44falsefalsefalse90