@keyframes rwdcur241105 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElUlEQVRYhb2Xf0xVZRjHP0cZEzPHnLApdr1cUljMDOFym/iH5t1tgT9a/aFhf9QkqY2C2YhcP+Zay4AFxNgchf82oaWDFrY70K0Jiklxt8xLwuVygpI7h5RI4qi3P+C8nnPPuQfoh9+7u/Oe53ne5/uc532e97wHbCCEEHb6/wJL7Mi7ck/clyAsyc+7m8T0SVWcdzeJ/zOIuMUYV+YUC4CKy41U5hRLucW9slCfMZcA4PatSQN5dnI6x8fP4HQ5yE5OJ9Y9ILRg54OMNDrNXbkneOTQVn78pJu8SwcNk1LT1s/ruCmjjN5IP2CfkTiNvCv3hEn5wIMrZDB6DA0O01lQC0BRsM7ScVGwjqaMMvJSPAAiVhBxQghR7SihtLoCuJd2jdz9uo/4pOUA3AxFAKh2lFCuNnDnUDdNlEmyWAFlJ6dTmVNsGUScoiiKFkQ0Sqsr+Li80iTXyKORl+KRAcksILMAINAtO8wtgRaEXlHtKJHZKFcbDESdBbV6p7NubRC5PRpTJ7tAmUOV+2WpvHktIsd3DnXTWVBLqsu+APNSPHI5ouF0OUzh2rbh/YDtRnT9m5AcR6fRKq12qY4Fywx0FtRSrjbQNdpLudqAeuDzRTteKGJmIDVtPUPqMJ/teMcgDw+pjK0fZ2xq3Fb2rwMAUBSFycYOg2zyue0mOyvZgeL3taL75wFY4c+sVJNs6fdD5qAaO1hR7IUMe3/RO5Nwuhy8suopspPT8bYfRll6z2Sq9SJ3k1ebnMRHbrB87+MG2VTrRQASdnkYLmzh2sQI3vbDdOTX4G0/LLn1RSicLoeph4Xul7DXQ3zkhok8Ya/HYCd0rd7sO8a1iRHDFq3fDyy7YP/GnfRG+mn2HeNqdwCvexs/fBrE695mykA4aZlBf7U7wB+tPVx6LyBtioJ1hEMqw4UtJq55NyJnVgavPv8CgLza6Z1Zs4ue++5m2urPss9/hHBINRxY9LAtwjFfIm27atjz2hPAb6SxibtRNnf7Rtieu4P4yA3S2AT+Ptrqz8r5+GWdWb4x5u2Cff4jSjPHDJMLnnUbbL764lvTHIB63/FFnyWF0+UQHfk1YriwRR6rfFs8InD0tBi/MCBmpqbFuZ0fyP/M1LSYmZoW4xcGRODoaeHb4jGRVuYUi+HCFtGRXyOcLodAlw2rU4rshg2J63gp+BEPpzgYGFWp3vMmAJlv5EvjK1Xtclze9qG09X/Xo2jk+zfulJ0QDqkGXv0SmA4LGrmGiTNnWLNsJVd0NgnnukxPMDdHaEHEgACU6BqQT191vdlA/uStVaxZuzImqWYzGBVEtI3T5SAcUqV8SbRSSz3AwKjKwKhKWnCS3WszAfjyF/3zY5DtXptJWnBSzgPo/KuPkz91siFxndzk9O8IfQaUcEgVvav66Y30c3D107LaB3+9hWtu3V8M/MzKzQ8B8PvcuFQ39la1U5T/qHT69dstWlcIQKsBmFtu2y+YZt9s+2Vsnd1cTl3280yOT+pj3Qe7g1KmtWQsLPgTCmbbUasLrdKtZIvxuajX8VtxB/EkPQZAz1gffnosZYvB36DjMLtXT0OIAAAAAElFTkSuQmCC) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur241105 1s linear infinite forwards;
}
