@keyframes rwdcur98842 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOUlEQVRYhe3WzW9UVRzG8c85c5m5vUIDtcFSIWA0vIQNaSJNsAsjGqTsMDGyYENCwsr4H7AgxLjkD3DnjpVh4YYVAcPGRGMkCpEMUAsBCqWd0Tod73HBS8pLWM3c2fTZnOeczfPN70nOOfAlhg1Mb/rDJl8NDmCPYz7Vxs5BIUzFb2LysbPIqw6PaCk040fxsLU+rxrgsQ75Pv4Y7znsL2yvMjqCoLBRxz5MOq3CKmpgyZqwO0ynremOtvddcUvHz1UAPJ7ATVfdlcexGO0y44CvVVRFfLIWSqV1KHRNKO2tporak3UubUgfhqmwIXRCmdqppTDpNzf7XcXTCcybseQfmfW6Otimab9TeK+fANkzF1z3hr3eUcRGVM6Wpc1GrHPGdz7DUj8Aas/cDYthSzhq2CMty+lOKmUW/Gu3i5r4pR8A2Qqfu2I+1VNTR+Y6FpWGzPrASRddxtVeA9RW+Lm0OU3Hg3FjGAtZGA2NVEu5UZlNhrTtcts5dHsJEFf4efe15Aq5aFxmRKahbtyCfaat9UUvw18EIKgLupZFgTgaS7nSsmi7pk96f0HVntt1leHdcMiYtv8kfyvShfS2hroGxrFoh5neVfE8QMtwmAzHbPNAaaj8tnzorONmrXFDIRr3lgmz5rRc7gVA9sJ+wQN3kfnViAtO47xrzrsmd8mUnY7o2NGL8Fdrwg/xXLztgJ9U8BbEl05ydb9b75Iz+nT7vV5bnLDVnwbwP3yqAnsGFb6qVa2qcv0Pfrmevat/lmUAAAAASUVORK5CYII=) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
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}
