data:image/png;base64,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data:image/png;base64,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

501

0.5

table

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 } elastic

2000.60.8-1

quadratic-outlinear

quadratic-outquadratic-inquadratic-out2quadratic-in-out

.52421

cubic-incubic-outt

1cubic-in-out

.54122221

quart-inquart-outt1

quart-in-out

.5818

sine-in19090sine-out90sine-in-out190elastic

quadratic-inlinear

quadratic-inquadratic-inquadratic-out2quadratic-in-out