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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9UlEQVRYhe2Wz2uURxjHPzM772azKcmKdZWkShsW0RTa2irIXiLeNOBBQgr2kkD7T7T06kUQQRBLBD22Yo+5Fr2IN/EguehFLybIuurG5sfs8/Qw827eDd13a9WT+4WBd3fnne/n+c7wzMJAA33sMv/npXmu1Au4hRaN2l5qAPcUuX+ZuZsfFGCBq4sWO2uwFYPFYmnRYDcHKOAAvMHeuMiZn94rwA9crBcpL9lonJqnz69YpcpkXNACNAU/c4mzd98ZIJrfAVzWNPtssChCmQoAFosg3mKnL3A6F8L2A0goLRUpuSqTVBjPkHe/ukYjYtkUwhnsUr/1cxP4hduLNY7/mJghjCUMB6t/P2WZ211pNHnGOIc6YIqQUEKRa+c52fNM5CZwkPp8AYdoG5XwnQpUh/dzjLNdcxNKHRiLpYBjkzcY7GyeR0+A32jMtfFOCc6qinhAAkR5eITP+bYTeYV9FHCZVBzPeQJQ+Zm/6m8N4Ch+rQiCoOlQDUlEiP3JYQDWaDLMaNehdBQ5wFcpzMJbA3g268HedyAgGBsXILDwmudMMIXNVG+wrNOKBhZFar0L/Y8qjSWUP9v+rBIOZfXhJGs0GGaUDd6wQYu91ChSQiJ0Icem5y+KPFLkhACje4YY+hTU75wDR5JTPN1a7mxTdstCPwBFevaCvC24nsZerARziUNj/Ajs+ibM39mgbKwtHtIHvXxy+8AVVl+MUKmMfZFsVy1gi+EcaITxLXi8shxTEdr4zrMi/leOJv9qkJdA1K2hkaRTeTq6FIGmvjzMGNW4aFh2nENMTXx3I8+g713w54S+QGKTjyqUgqn47RTSLSqUwpytV9Bep3luw+zKW7/vXaCeGfH4bALtdbr6QTqI27HZBPV4YKbf+n0BZlfMXWOZRmhqrLi9DrKZmZQCQNotm1trOn1uw7z7dZzVH2O6qMI84IwFVw4lpGDiaQK3vn9p3u8fkp36fUTnVDgCHHefAMIj47g+u9K/4oEGGmin/gHzoTDiUBQyiAAAAABJRU5ErkJggg==) 16 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur221526 1.2s linear infinite forwards;
}
