@keyframes rwdcur217901 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhb2XX2hbVRzHP7/bGGNds5qN2diuKAxBUEHQDiKo6MNSpkMQa0ERmQz0QQShnT5IuL7INvFJn31QcCobU3B0KpUyyIggkz3I9GXTZE3WtV16SZO7mNzjw703vbvLbm+umT+45Pz5nvP9nfP9/c45EfpgSk/HgaRTTQApp14BmkDd0xcDakBTcmVDeiEyKnnlrSdHMp3xSk/vAB4E7gE0oAWYwHlgyWlLAVWnD6Ae64U8OZLp1uY64a48BjwEqgDyuOPUT8DvPnKAuBbWgeRIRoxKPghiYW9tHbgEMg6MAwb2riR85ACt0DsQwhaBR4HdwBlQqyAmdhxYDnkNGMSWownUepbA3QW/HA4JwGXgOZAF4CQwDCwDLcmVTcBUehrJlQEIFYRecldzn/4AKD29C5gCdbvdIgWghL07huTKTf/cmzrQjTzIlJ4eI0GR4Rg0gLXWOUAH5iVXrvrxgUHYK7ljb7NrCzwwCBNDMDzwMHZ23N8NfFMHIpIDnGbxGvx9DX41oNqqYsdAqRu4M7FX0/9ADoDS09tJaFcw2++DfAzU3aDras4Jp4xKXnnLvRJ7benisZHSHyemy+e/vTcId10auqkVdeUApT9PvAbQbDIuIjqK+4LwoU/CsFYz6uONuvkZqL1h8F0PIkf/G/I8jN1xZ2KvUgpBm/ji6HcAFwhId80hFKOSx/tFlSA2MDBxW2xjXa9O7QuUoIOMSug3Z9W8Mr0PAEusMeDizfB9j4Hnn33mB7c89cIkrbZ1Ogjfz9sQgKHh5AHgL4D19Trfzy0E4vu+AzcQiPy/aQgwmr4bgJ8XCptiI0swk2GLWz6Sp+aWzYbJU09M0G63qTdMNAmO7UgOvPMk27VBrniaOizHjp9k92OPsF5vhJorkgSxBIeUwrIUnyjF/GyW/d7+M7/8xvLK1VvngGjsx+L1I3O8pQlvAof8mMXy0q1zwBl5AKCt+NzbXD17nHZjDYB2Y43quW+uGza7h3dnshRmshQg5JvQbzN7mBbhS6ApQlzZF3fnvSeaxO2pFcpS/ndgTAStuAKjKV6MfPwenEQVV2Dntt7HFlfs37GtTEaXwOKoO5n79USe4uvDPzIX+RxInOLl0SxnL61uBGBYJ0ZTHLwwxEcQMQa8NptlDEWmdJWvNiXexktiUT18is6F1ZcrGOC9p9lhxXmjuIru79t5Fx9o//Dph/Mss/EPCoB/Afo8bB/2Vh0JAAAAAElFTkSuQmCC) 8 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur217901 2.6666666666667s linear infinite forwards;
}
