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