/** * Bundled by jsDelivr using Rollup v2.79.1 and Terser v5.19.2. * Original file: /npm/d3-ease@3.0.1/src/index.js * * Do NOT use SRI with dynamically generated files! More information: https://www.jsdelivr.com/using-sri-with-dynamic-files */ const n=n=>+n;function t(n){return n*n}function e(n){return n*(2-n)}function a(n){return((n*=2)<=1?n*n:--n*(2-n)+1)/2}function u(n){return n*n*n}function r(n){return--n*n*n+1}function s(n){return((n*=2)<=1?n*n*n:(n-=2)*n*n+2)/2}var o=function n(t){function e(n){return Math.pow(n,t)}return t=+t,e.exponent=n,e}(3),i=function n(t){function e(n){return 1-Math.pow(1-n,t)}return t=+t,e.exponent=n,e}(3),c=function n(t){function e(n){return((n*=2)<=1?Math.pow(n,t):2-Math.pow(2-n,t))/2}return t=+t,e.exponent=n,e}(3),f=Math.PI,h=f/2;function M(n){return 1==+n?1:1-Math.cos(n*h)}function p(n){return Math.sin(n*h)}function I(n){return(1-Math.cos(f*n))/2}function l(n){return 1.0009775171065494*(Math.pow(2,-10*n)-.0009765625)}function O(n){return l(1-+n)}function x(n){return 1-l(n)}function d(n){return((n*=2)<=1?l(1-n):2-l(n-1))/2}function v(n){return 1-Math.sqrt(1-n*n)}function B(n){return Math.sqrt(1- --n*n)}function C(n){return((n*=2)<=1?1-Math.sqrt(1-n*n):Math.sqrt(1-(n-=2)*n)+1)/2}var E=4/11,m=6/11,P=8/11,w=3/4,b=9/11,k=10/11,q=15/16,y=21/22,Q=63/64,S=1/E/E;function L(n){return 1-g(1-n)}function g(n){return(n=+n)