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4060myself25y position-30026.001quadratic-out

501

0.5

501linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elastictime in milliseconds

x positionx position y position direction size501linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticgettergettergettergetterreporter

linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticquadratic-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""

de:ist _ leer? ca:_ buida? es:_ vacía? fr:_ vide?

de:wenn _ dann _ sonst _ ca:si _ llavors _ si no _ es:si _ entonces _ sino _ fr:si _ alors _ sinon _ 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