data:image/png;base64,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gAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCyayright arrowput these inside so that the dino can move left or right mid-airChecks if touching the grass or the platform. and if it is the dino will stop moving. If it is not touching these things the dino will keep fallingleft arrowright arrow130Platform30,198,34,1Checks if dino is in the sky and if y position is above 130 (height when it should start falling). If true it will slowly speed up as it goes down until it reaches the ground or the platformPlatform30,198,34,1If dino is touching ground, the falling speed will reset-1-71497