@keyframes rwdcur259424 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRogd1YS2gaQRj+XAIlGFQaUiT2YCsqFEJyLoGG0FAkDaQYvNtjTgEvQiGBHooXIYfSx6H1HpQeErGlNuQUCqWQQBuIYpIeDFJpY6TioYftQWYz+5jdyboatx8I4zx2vm/mf8wMAGAxPSEupidE2BGL6QnxrJ0Vz9pZW4oQ6D+Z5TXYTYSgrMgsr8EV8NpGhEoAAPz49tw2IjQFAPYRIWy/qDMb7SCCuQN2wRCr4VP5q+FgsjvNSs1Bly1jxwGmgJdvjvFla4dJyBXwiufpFADAnUjKyv0UIQCd1SY/gmxqifsjhPxVwAFA5qhv38WlxsePMromQXah8WAEng9/4E4k+25CqsmUUYfHhGj0W4TKB8xM7k4kTZsR74Kx0NVKdROFSP9IKohYMCTVx6N52TeM5tA0oV6bgCvgFTO5eWY7EaGIdKDLhGPfExlNfj1zgCfvP8vaN8olzXEsE72UD1iZrNYzB1iJ35H+x6N5FYdmpeagcwygDhLcJkSvHJnMjBBXwCtOPryF8enO2hWSZcNv0Y6u7MfMxCzMhiPI5DrleDTP5S/KSLO/dYz9LW1CWtDrw2VCZPVnwxF4Wn7MhiPYPixwE6YjzUpiB+vpGQAdey8k0VUYVQnQi0LbhwWJvDLc0cSVoZGFWDCEWO6iHy2IVwiXCTUrNUc8mhcBSOajhCvgFbWI79V/otRoyOroSBPyeDA1dgPAhSAihEeEKScEoEo2WnFdi/x+5TcmA9dldbQIGlq7rIQsD/DcvpqVmkNJPpIKqvpN+U5V5AGoyANAqdHAlO9UVR9JBQ05WZLIWPb+bGaEazyrH48fdX0WMnJYrZVVYq86zmzr+EOZaUoyJzZzDjJaJT1yvN8voMxsl0yI2Nqgv0IoIQByR+RxHOWYXkOPk0BCIDGFWDCETG6eSwSPk1kBvXlkUahfK2olBOAiMxKlrDP5IEJoVmoOcqQl0Atbg4YhQH7WIf+vjtLlIOUBO5Gm8f8+7poBSfsA/52g27GqowRg/rW5kCyDvjfTl5VejZUE0G8w1WxR9C3dB6D/2rxRLiEWDOHmdwH+o2FpcrOgx05vOnF4F6iPtnTDuqYP+F7fA+b+Gk64+6pz0iTkrca1Wls2jxYkAc1KzVHNFlHNFqXGarbIvOQDwPmJfHUiqSDcfifcfuels7rWWP/RMDbKJZyftGTz0pDdrCgTAmVCmpd3UucKeMWPTxekXSDbbhZjv5wI73bKJ7fbmFvdBD1X1+9CWq/Jc6ubhhcbXtRHW6gvsC8yShGazyJ6UUjv5Q6w5kCo91qnK8AKWHEhGqhTgZGgbgX39CjBS64bEf8AAstcxo2EP+IAAAAASUVORK5CYII=) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur259424 0.8s linear infinite forwards;
}
