@keyframes rwdcur98411 {
0%,6.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxElEQVRYhe2WW2xUVRSG/305Z05nhqGDpSpIbQuUWmsVgUqw3lBMUKKIiRGjEjUmXjDRJ/UB1AefjPESMcZoDETxTqSColRbEIs6VEoHtLQjNC1BS4FCb3Tm7L2WDzNTCiht9ZU/Wdn7XP/v7LPWOkdgDFr2zOsbr5x73fxkcnCQGdgTq/tizctPPzCWe5wu+U87i2ZUlC9/ftXqKVMvKQWAYDgSLpt1zfUFxdNLiawRQkg34AWD4Ujw/5gDgDh9x7ybbl987xPPrQpFopP2743/tL9ld+O08tlVueedX2ithbGWmBgMIJVKpnbVb15bt37NK10H29ryp0wryz0vP6+lsX7rfwKYfe3CxY+veHW1taR946eEkC6E1Mb4xhhjiBjEDCIGcxpCaTd4vLvrwG87fthQXF55SySal//pqpVL49s3bxgNgBq+kTMuWlxeed3iQMADMQkiImusISICAwyAsyPSEMb4vuN6oYumllU6bsADhJxecdWCRPyXTb3HDneNCaD70MHWi0sq5hRMnXGpNcZkTYYbgzltDiALRUxsrTXMzETW5ITHTwxFotH49m/XjQRwShJOLi4tu7yyqsr4fipriowRhsxxivlJpbGk0m5nxx+/bq1e/dJI5mcALFr66NOhcGQCWUtgShsyg5kywWmqTA5kjw+NxFBK67/a9jZ2tMYbRwOgiy6ZecXNd9z/sHYCbsVV1y8yllLQDgQxhGAIJgjBkAzp5LguE0sia5LJZIqYISgNIJgBySAWpqi8sioUiUb6e7p7RgS4e/mT9y1aeu8jSkmZTCUNEVP6vTKyD8xgMDFtWLv2zR3ffxefdeOiZQuX3jmPLBEBp+QJAGglir/7bO6Vsc1f140IELQ0rXVLTYufSoGIQESwxJkxva2048W2b/3og7deexYAdtRWr+vrbNtYXDgl3/eNISZkSzSND11UVPa4M1+W1H+/8e2zAchwJC9Pq5CnVEgCAWIECOwSZ4NcAjzEY7Ha7EUmeeJYc1O8kWxAk3XImkz4mozRlEqp1OTCsoqblyxbMdIKKCk1HTl8qN3xwhPC46MTCUqwVApCKRZKQSolnYDXc7y7o7kptg0ApHa9qoV3PZV/weQJLBWEcpTQWknlKKEdJZSjhNLCcQPY8tXHr50VIPF7U+POn3+o6+3vT86uWnCbJWKCVCyyoZQlYFLh9CuU40A5gfFVt96zsnzm3DkMWEilhFAKUitIPTR3coIhz/NUbfX7L581B7KTxO+76nt6+/q8nGAQsJRpMYBggAhSqOBNSx58zlhDYMD3/RQJpQUTIAHBDJnOQqkFTGJ3w1euEqmRXsEQQPehg+1/tDY3VcyaN99QcpAlgSHT9Z3piJbYMEtJTASldbpMs2UIgBleMBRsadjyycdvrHxoJPNTAC4unVmVd2FBiWUAUmmQBGSmDpGtR86sCEuRmZ8EYEgpJVs7ULt+zVmX/QwAqZRc8sBTK6YUlpQODPT3sJCaRbbpMobPAT4JNvRlSjckN+B58R83fXRgX/NvowVQAMDM3NvdtW/m1QuWQAiHGUJpHbDWEqeF4YFhTWqoXQMgIkjHDezbHft2oO/4sVEDAEDXn+0dgyf6D19WecPtvT1H/9zb+POm3LwLCpxATthaY4Z/l9LmDAghlXIcAExMLITE+OjEC9tb43WdHYmWMQEAwP69TTuPHe5MbN344Vs16957M7E7VhMalztuQv6kEgghsisgpNLacd3kib4jbc076xkiNxKdGCVjBje9/8ryhtr1n4zGHPiHX7IzTpBSPvbimoaC4hklvu8bIZU+fuSvRM1n77zY1rxz29HOAwcLL51z2413PvxE7edvv7Bvz45tozUHhlXBv0lK7fqp5AAREYOhtXYT8V9qft3y5dBTtu2JVb+7J1Y9FuOs1EgnMFnTc/RQMzElvWBYBUORwV0/frOhvaWp4b8YntM5ndM5na6/ARFFVcHWjsBqAAAAAElFTkSuQmCC) 12 12, auto;}
}
div.testarea{
animation:rwdcur98411 1.0666666666667s linear infinite forwards;
}
