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