Each is given an initial velocity of 40, but one's velocity is multiplied by 0.8 every frame, while the other is multiplied by 0.07 every frame. You can change the values in the project yourself to experiment. To use this for a JavaScript game, you'll need to convert the velocity unit from pixels per Scratch frame (30 fps) to three.js units per screen frame (usualy 60 fps) using dimensional analysis. For 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