@keyframes rwdcur249282 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSklEQVRogd2YvWsTYRzHvwmFEwIJBFycXBocpA1CZ4mT/gEuRjrXujZqNhfRmDlN52AU9A+wU2rXFkNaBSVTpw4tBHKLFto+DvF58txzz9s9d7lGP3CQ3P3uud/78wL8rxCB12/fkavWyRqq9Ocvk2uejciqHmzvAvfvAqOTPrZ301QpGiEDCCFKL7+oVTFvUZBGgHofAB49vIPRSR+lci1NvawJGKDzPmUeo8AghJDF5Q2xARFCCOl+/MqezZMBLAI23qfMZRR03p/nKCyIN/hiHQ6aeP+pj5evPqSqVBQCBgwHTfZb7Dr8MxmmFNzc2gEAPH1yL2OS39zaYXImmAGZTIa9oBr8TbOL+rPHoYGpvKrVDgdNrK9VmBE6eSoL9IiNEcqZOCpUmfOzo8DFP1tfq4SUF+V52Va7Z6yz2Abw0cp5Pgr5IruogrzCovIyohgRKmIXSuUacp4fuk+NGPtHWPBuBozIeT7gFQPyY3+E87OprKnugARTSEchX2QpkvN8qbFUDlBHRkYqBsyS1Azg68IkF4V/PgLaIjYtoaOsn1wxzQlKA2w6AKDuQHGhc4JJD6kB/KysYpbeL+SLGPsj9l8XhVg1kMYuzfSN2EU8i/QBpnOHCScD0iheEdu1kRV087O4vEH2Di60m6A47B1csO8QQojMgFgp1O00sLI0u6lkZSmLbqehlYn89atIH0oiaUTTJ21UaZR4/EvlmlN7dX0vEqI3VF7Sybi+x9/noxB5Q1Mq17SF5epF03vdTkO6tLBOIULMxcsPbruWcnnPqZhpGPm+z4f117cf7LJNFxHZGLw8nRf4NIpcxDeuX4bu/f7+U/tflR78fdMYqm87b+pNtcAzHDSZsuJvE6rcp8Q6lZh4xC6IrvUh8zpP5BQ6Ps1i/zA46LXbt7T/bbAZ4/g0rG7kCFRXn7PflQd1th5yUVpEHGP/8BLV1TqABPYeuq6S9KpUXIXKoF3I6gQYgLTvTrZ6U+8ksTqdeH0SZVor9FCYh24vrQ2Q0Wr3iGhEUvDK2x61O9Fq91gqmTClBS/Hp4mORFejpXIt1KGASVqIp9M2cjYkcjoNTCcovkvJZABYy6UGTaMksV2sJVYciZ0Y/MW2cP8A2BMNLLm5Wr8AAAAASUVORK5CYII=) 7 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
}
div.testarea{
animation:rwdcur249282 0.8s linear infinite forwards;
}
