@keyframes rwdcur138250 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe3W30tTYRzH8bOIzVkkGJoVpUSlZaCuiIiILkS6iq7ETulF2q1dlTfdeu9/EGFtOesioouoKFprUYwUtdESf3CGh/1yCB7YzuP27mLbcZOpcy7rogcOg4cD3xef7/c8zyTpX1lA7d8G+IC6vwlgOwhgFyAD74EwIAAVeAl0Abs2BQwMDABMbLUdwDHAlwyFETNzaI9HUCoPsHD0NNGbfSTcXwC8QMOGAEmSsoiikwAaECKojTwn4R0j4R0j7vKgVNSgmPcbT6z/PggRXBeRBeQgNk0iE/v3WP89lMoDaE+cBkJttOUBAlWHib/9ADBVsB25gGKTAOT4J49RRG20IfzTJKOLsLKCPuUjIveiNp1Fe5pOKBmKAHRtCigGAbyKyL0GIHqzD2AeuATszvzOC/+0kYyYmQN4VxRgMwQQXDhyygDovp8AF9e8cykZXUzPxsfPaPZRgHDRgI0QgAjsqUOpqEE9dY6UEAC717xjTuk66ok2lIoaAnsPAiS2BFgPAUQ1xyjxT550fxcXCyVwWZ/8YaS00HAGQN0yoBACeC9m5lb7+/NX7gyYgcuAErlxe3VOuu8AvCgJsBYByCuhMAnvGNrjEdSTNiJyL/rkD1K6TjIaRfinUZvOGoCE5ytAZ8mANYhDgE+zj6JYa/O+e7XRZiSjPXGiWGuJ3R0A+FbUObAFxIWUrodj/ffyAEpFDXGXZxXheFb8SVgC4jzgTbi/EL3Vx0LDGQJ76tCePkfMzpEMhbMnYOHipQJyEBOZmegCXpC+BQXpW/EN0Fkw9u0AzGYzra2t9PT0MDs7W9TdsW1Ac3Mzw8PDjI+Po+u6yMTqAO4DV4HqPwqoqqpieXmZTDFzycVy1rp9qa6ulux2u1RfX2/sLS0tSQ6HQ5IkyWYymfRyAIyVm0BHRweBQCAJ+AYHB/NSaGlpyZ52Gw9VKQCr1crQ0BCpVGoeuAKcDIVCWCyWPITH4wG4VnaA3+8HeAjsy9l/I8tyHqC7uxvgdbkBYeB6gf3rLpcrD2CxWAgGg0ngeDkBBb9h0v9slLa2NkwmE+3t7TidToQQsbK3YQPcA7fbnW2RF7gNVO5I8QygDngEnN+xov/XTq3f5OWEf0bzafEAAAAASUVORK5CYII=) 3 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur138250 0.53333333333333s linear infinite forwards;
}
