@keyframes rwdcur87078 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 3, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 3, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 3, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 3, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRYhe2Wa4iWRRTHf/O8M8+7LmkFUiJlFxct1gxNc6ErUpGmIlRL2c0sI5dsWbUsxErErMRMM7MWK60sSEsLFLp+SHPTzTU1r2RqthWFbGFm2zvn34d1t/c120o3v9SBwzPXc37nzDwzA//Lf13c0Uyecnd9OcbzOOZOeLLz2COxkRwNgBL1U0bFSjRmctWeocccwDLCfJMqw4yHxn9ZdEwBYlCz7ohepyvh3mMGMGHyrmILOs6CkNckC2owr/ETH9jd5V8HuP+RnQliuwXdYUHEVN9YE0SxeU3/1wAmTtwNgCCNQZ1iUEP0eiGXtdUkzI5Bm2LQNfc9+kX/NgUYO/vz5J7Hd3xw4MTcKgALhqVGTO37XLG9aKl6/9IhdrCgSkuNGDRz3BM7fJsBACMs6FILagCIqSymMktVoozeM6/3lGjeY+POeDcGLbGgHvKqaBOAyurtJ8SgKTFVo2VUBTB9dNdG87rVvB42r1mxaR90ALCgqhh0IHpNqqze3vGoASxokqU6yYJmzago2XLX/G29R7+wrSLXzjrk2tlXuXb2tWWFBQEwY1TJTkv1mGV1gnlN/Sv7ra5TxcKtPaJU4aR6YDKAZTQfR4/CkQI40ALt9aglGo5jRMXCrc/MGda99s98tJoBC3rSUvmYavxTN3b/EcBSpZYqJ69b5HVTi2Y0qnne7Ju77bdUYy1VEoNmjnp1yz/PwMilm8ojdinio/Bz8lJze8xaU8yOfoDlTel3+5ubAPYBU+YOOWvRyCWb38epv8HNwIK/DTD83Y3F8VdNQ5gTo+cMPaulLwbtBboBFQV3qfLKjg+BZRasUo46HFNHLP/s9ecGlO471Ndhl0AJE2KqLjGrZ+ddVbo2v89SDbCgvhbU13yeBvWNWS2IWRFTJQDzrirdGLOaE1N1jlk9+LcycOOK9SVRNgax15mbeLCtGzAdUZRzVhhtoZQc2mBeDyrRdcDdN6xcX/3yBT23tQoQg2YgioCqV8p6fg8QvfoDg/7UbaE0ArubKy9eck7DsFWfTpCjGsdMYED+4IIlKK9bN9CCBlmqdRb0bEsUqZp1rHm1N6/28movz8Hv72ULOv6VsnPXFwSV6jlLVWtBV5bXrRuS39eyja7evDZ10W0ASpxxyWs9e61o7rtmQ92dOJ4GGkB/2Eh/lBazJqf7F5f2Xnjt+royJawE7cRRuqi094GCDFhGY2KwbjHYq/nOASxobQy2Iwbbl/cIaUWNGKwoButiQRcBvNazV415eykGnRm9xhSgDtlVe4ozNgM4c92XdD2vfvDu2iKn1k/KVnNgXAgsB+YuPaPPKIChn3/SSYm2AgmOs5ee3mePPxj9NDIc58T4t07tUz9oz5pBQm+otZNSeZluLud/MySo8Nm9pOt53wz+cs1kYJoc04Dr/cBvV19sUjmwLZNzTwCY15k0/SFbHOw50iwASCzOr8dUsxC3AdcN/Hb10/7gjZU4o/KtTuc3Ashrkxx7nRi5rGO/FYczfKSy7OTzGwd893GVEpYDU90VP9T8CtS/fXzZaW3p6K/kih9qdgGdvWW0Dkefy35a9Smw/9CB7xSXlQFcvr+mpg39Fxvqgqj1OG5ShmpQmVq5HS2jsrby7iAHboWLjPwNEAWOAYBK37gAAAAASUVORK5CYII=) 16 3, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 3, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 3, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 3, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 3, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
}
div.testarea{
animation:rwdcur87078 2.4s linear infinite forwards;
}
