@keyframes rwdcur120464 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFC0lEQVRYheXWW2wUVRgH8P/Mzl5mdvZO6YWCxNALl1aERhOqgEpB7liEoka8xGLUPggJxiBKCA+aGCIqkhAgSowlWvWBUiBIQKi2xHIpCqUXsd1Ct+3udmc7uzuzuzNzxocGoqG3kG198Evm5Ztz8v/Nd5KTAQYp1/KamrQnPm8wPdM2Z7D3qSx6sKaBn9zhMEeL3H1Hahwrf9407oCEzranZRegrCQ3IyNxZr9nxbH9bFnXxHEDJInJp+hGbClfgV1vr0I+37TJGT5ZbV/X9Ni4AGwmOaSAS0ZlgnVL5+Kz7RuwYDp5xBk+Xu1ce+VNfsMtZkwBOsWGCG2KB/uTAIA5Mydj747n8erK6c7s5OkveOnyIeuGruwxA8R1LhiVVMkvJO72PE4O77+1FDsrFiOXb9/o6P+pmi/zLhoTQEK3hMSYEu7ui/17MU2hdHEh9u5Yj5JCZvbEaPW3aaXntpieC9/3kQwKUClWlBVDz22/dLd3/oYKb4AAAApyM/HJtlKUr57udicadtuiFw6Z1/unpAyASoaoFOfrFZIg+kDrSruKioMx/NKsAABcdhbvlj+JjzYvQaHzz422UHWNc039stQAAFAU7RMiKqS4BgDIdFJo9qnY/GUUX52NIzHgwJqnZmHfzjIsK7LMMgu1R/hVF94xr+/hRgswDCnLryiYyMWWrHo8CzzLwBciOPtHHKJMUN+chDegYsZkIxwcjQkuDiXz8kBU2XzzWl2JLEXyzIVbLyWbDwj3PQGdZv0RSYEkD0zAbaNA6RooXQXRFPxYF8Fre/04f10GAPCcCdvfWII921ajwNXxLBWsO2Fe0zLikQwJAMP1iBKBGFMBAB6ehoEmUBQVmqbASKu47pVRsd+PPUf7kRhYhuULZuDrj1/G2mJXriv0QxX/9PFdttJGy1AxQx4BVfCBhYnffqmkyGOalmmBklRwtEFCX78CCgREBwyUBkn0o/a3VrS0tGGSi8Coy2AZBbPz0wFNMvZ6r82Pq/Qc7eFPL2pNu/vu+c6hAITm/AliDLbfFvhYLo1ELA6OSUDRKNAUBTrRDSI0go56wehA9SkadQ1Xk0V5bvJovs00ZQJFF08jyOLT0ez1LrvS3T/bu+7cVmL0VPZWzhoZwOgxSdNN/o6u0FRJtsJAabAa4ojLOjjSBrN4CSqh4v2WvNNJ06QTKpPW1AZ7uOUmRWr7Kb44R5uXxUfmerhERs7MpH3S1Ki7rSv4Yb3flRF+QT6Y+IYVhwWwWm+S0GZ/T18IYTEKm5WF2wqYI41gtauQjA80ysYH3wtbF55UjvDkn3s7B546AEgvlxknG7ekW2V7Fi/ZcxCxB3wyc+eSHxIgVuWptrW/9wgRBWEhDJORQTbXA4dyAxKbXxfgFr4Sq8ppHWr/neo9wKq9QLQFiALw3TPp4TYTMMFYnMBgNMNsMoHT+5CgHD6BLX59NOGjqWEBGsxdogSYOQdkOYZb3X4EuPm75O9nXEtF+MgAmu0UYgRCREFY6oSgZV6ULQ9VpiocGO4iAmAhwVBcM0nttwKQoiKS7LQzqLKK4wagKDqk6ZTY3tkNUSJqV8xdn8rwEQFJmg8rqiaaEMH1gPvC5Z70U+MKUHQ+zFB61Mlb8Gt37qHoYYs03PqUAzSKl9wOcyiY9PzVKniOpTp8RAC+s8DC2TobA1mHO/bZg2MBGPFnUtadta2C4/xYhI+q2Bdjzv8s/H9RfwNtgzzkvm6wtQAAAABJRU5ErkJggg==) 6 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
}
div.testarea{
animation:rwdcur120464 1s linear infinite forwards;
}
