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