@keyframes rwdcur251205 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRoge2Yz2sTQRTHP0oIoSxSKoiH4KWlBFEQ6aF4KS17Eg9zys1DQa8W6d9RsHis4KG3PQ1SPC2oeCkSClIoPVgQKSIeJMgeQgjFw2wwmZ0kbzbBHzAfCGFm581739k3vxYCgUAgEPiPuTTT3mK9AKzkv0WgCnSBM6AFtEjVj1m6nF5ArAFiYAt4ILA4AHaBlFRN7X46AbFeAvaB1RLWh8BDUvVpmhAul7aM9SPgmHLBk9sd5/2UppyAWD8B9oDamFY/ga/5/yhqwF7eXyn8U8iM2N6IpyfADia/vwzY3MDMk23g5gjbx6TqhW84fgJivQx8pDjy34FNUvVa0Md94CVwzXrSAW77zgm/FIq6c7iDXxMFD+Tt1nK7QWrAfr6qiZELUMk8ME/UXSfqrue1/eBPvbya9i4Rq5hUE+PzBupDJSNi0zv4PsZu0/Fky6cb2RxQSQW4x7DgDN1s+ThzEutj4JZVe1W6Y0vfQORoey60ncSOo+6u1Fgq4Iqjri11MoG3jroVqbFUgL3y9NDNjtTJWFL1meJmtyg1lwqw2/WkDoRkVnncDj+EVMCFVa5IHQiJrLL47UoF2B1WUIl4lMZijhn2HDuTmksFuA5k81InE9hw1ImXZ6mAjGIa1V0NS7DtqDuSGssE6GYPsDeWCJUsSB05MQc7exM78Ll2+hwlXBtXA5XMefTxm1g3MKdSm12fbuQCdLNNcS5UgTveIkzw7ygeqQ+B1Kcr3xvZCcW50BchSyeTNq7gO5g7sldA/jcylVwHGiOeZphUaw/t1Gap3MBMWDvn+/yBG1kfldSBpQmtevmvQlZ9P6HtU1L1rEwo5S71unkOnFJMp0EqmCPBuF27gxn5UsHDNJ9VdPMb8IHyp9JDzB3YO20Gmc2nRXPdrAMLuAYlq74ZKL0CnvNPfJmzMTe3CHO2qWHEXAAdsuoycDTrb6OBQCAQCAT+Jr8AueevoZ5JoWcAAAAASUVORK5CYII=) 23 23, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur251205 1.2s linear infinite forwards;
}