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