@keyframes rwdcur160676 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 11 13, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 11 13, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 11 13, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 11 13, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 11 13, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 13, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACM0lEQVRYhe2TXUiTcRSHn805tzk0ow/b7EOjDEFaGQa1Ri1mEenADFLRgkXdDIIUoqAoyCJWUHQRBGEiBZGFWNCF6RahE0IqB6Xp1IlDNDQzlX2vm66qV0Xfunqf23P+5/dw/hwZC6ArH2Moje3fAnyyvOH1Qt4sFIVQoX8LiqRcimQJWGJTHIrFGQvGsIkZLkgj0Hi21t1tt4e7jZgfpaJ17eXgv8iSCRVWV/uujK5JuZAdD557POMondVvntxz8rRFbAHBLxh1918nL/tYRjR0SzbtY3ZgqE/scAC5YKVtXwBVUkdLbiq9uuMsn2xKb9+mtL/Vofk/AgCTE3UEYUqlYW0kqk1eefhum+FFiZgC83NmoP7DiYtxr6UoWlHc8ZWqsc6rGXcUAB4TT5z5eJcyfu4NAOfdznr1zDjetAJ5c15mhHS54UeZKdhZaHs3G2CdKomapQgIXgFH/Fqy1A4SZGXZ4UiKPB7hs14NiYAS9FPhYb+fQr4ndvFwWWyxAn+/AtOQhkz1K5RyI0DPeGiQppcV7NoxTYoqB4Ui3a9JtqLXvm9WNLRv3Mr+rI8EFivxJxW+Mqom4lT2B0vMrTUYXKrfW3LMLl3T0dvPRqyreoctXBIvHKDcswHrl7oDxX3hhk228DXQXUb4/Dw7qfaX8mBwN1pRPW6yXvcUeeVzlCONJDrm6u0p58boKVpEFQC4Bxon+OpRFczXex9WiC7gAG0t5Ig+WEJCQkJCQkLiFz8BIJ2v+IY1T3IAAAAASUVORK5CYII=) 11 13, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWklEQVRYhe2VXUiTURjH/9teX7Xm1GEzdC0VE2eD5WorIcPZTS1RL6LIIozaRYbVhD6EyHBpEEKNisAiBxEklAwVlCh0KFlQbcSy2kaSFmXNWWvZ9u6rq2Btcxfvtrv3d3ee53D+PzgP5wAxMIkhmajEbh3AjdVPJkRk4YUQBTkS3MwEBKQJhlQLsCMLeWIE8QPcIIFbEgVkqRaIYuZwU7+9YZfx3/qZevtZ4w3dnHULtqYi778rmATYhpxDCk2xTIRqzmLnrMXOme/m814NCH9SkF0D3rUCjmQKsKJLemCntAJrslTIzbp0nHQS576IYZvNDIpY5bB7VZeV413tAGBUoAgsaD9S0B40wUpHIGoGgGZgpHIavaU9IAM9rowMkOlAGfcPe5A65VHK207jyOe2/sLuEr4LFavTUV9MgqQTvoxAGNpH7SVznwZCS0KM8odxrKbmAWacF+FFh1Q2bcsW4ajDharq57DQFeDEbxvQyNvkJrFxf52sEaAIKfJXFuo4lgnrS9++HVOPdXe+4jvdcCDmDIRx0tGEFZwr4t8+wVuX2w9/0NCyylOrSbvNz1282pHXi85EwuMLqL+pkE8OIQQ23D4XzB8aYNw8rs8Gb30ZNghK0ZpG4GHBXdxPVCI2LQtjOLMQWrfnzZBcOSWJbOsl4NoO4N68Gl3mBGKWH8IlJwXbL8g9vrrzY1V9FyL2Nlvgfv8aGm8AKvZa+n9G/BkoHym6TjytLbJopW4Q9SyEBvcicIJuWEIYQGwbBvkk2efGfwfCMMM/GQDVl2wBBgYGBgYGBoa/tcS4YbereDsAAAAASUVORK5CYII=) 11 13, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 11 13, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 11 13, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 11 13, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 13, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 11 13, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 11 13, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 13, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 11 13, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 11 13, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
}
div.testarea{
animation:rwdcur160676 2.4s linear infinite forwards;
}