data:image/png;base64,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data:image/png;base64,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
501
0.5table
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 } elastic1
1
2000.60.8-1quadratic-outlinearquadratic-outquadratic-inquadratic-out2quadratic-in-out.52421cubic-incubic-outt1cubic-in-out.54122221quart-inquart-outt1quart-in-out.5818tsine-in19090sine-out90sine-in-out190elasticquadratic-inlinearquadratic-inquadratic-inquadratic-out2quadratic-in-out.52421cubic-incubic-outt1cubic-in-out.54122221quart-inquart-outt1quart-in-out.5818tsine-in19090sine-out90sine-in-out190elastic