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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwUlEQVRYhe2Wv0vrbBTHP7kIEUMLmqGDQ5MxIBScWoRC/otkVBwEaXb/DH8sDjoodHZ26RCrnYQOxcEhOhSyZLEo1tqedygN8d72baLCHa5fKDx5eM75fs7J00PgR/+6lIzn5btzpj38wVjXdUqlErlcjl6vR7vdJoqiL4HMMxdN08TzPOl0OjIajSSp0WgknU5HPM8TTdNkEvNt5rZty8PDg6RREARi2/a3QAggruvKYDCIK/V9XxzHkWKxKMvLy1IsFsVxHPF9P+7MYDAQ13W/BBFXPjEPw1DK5XIy6R+/SqUiYRjGEF/phGiaFrc9DEOxLOt3wz+AAbEsK4YIgiB5J7JV73le3PbfKp8bWy6X49dRq9Uyd0EA6XQ6IiLi+37WBALI1dWViIjs7e1lB9B1Pa7AcZxPAayvr8vBwYHs7+/L0tLSzPhf0zZLpRKKMp4jNzc3k+20g0UBCIJg/KAorK6uzjw8FSCXy8Xrp6enlL4f1e/347WqqtkAer1evM7n858CWFxcnAqTCqDdbiMyfmWVSmWyneUOYBjG+EGEbrebDSCKIu7u7gDY3d1N6ftR1WoVgDAMeXl5yQYAcHx8DMDGxgblcnmynWYOYBgGpmkC0Gw2/zdgGoACcHJywuPjI4qicHFxgWVZSZNZk5BCocD29jaKohBFEa1W60PeNAAAPD8/s7m5yfv7O4VCgUajkexE0jSGMQyDWq1GPp9nOBxSr9d5e3ubZTGbKmGA67qcnZ2xsLCAiHB9fc3R0RGXl5e8vr6iqiqmaVKtVjFNE0VRGA6HnJ+fc3t7O9dn3nARANu2OT09jW82wOHh4dSAKIqo1+vc39+n8liYA6AA0mg0WFtbY2tri52dneR9GFOKEIYhzWaTVquVbPvc6fmpb8KVlRV0XUdVVfr9Pt1ud9pfLVXuv/5V/KMf/XX9Byhl1nmuwRvIAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrElEQVRYhe2WMUvrcBTFf3k+LBha0AwVHGIFh0yC078Vh4ofIhV0KI4mH0aXTt3E0Y9QMAquHaJjshSy2MFiUVt73yDNi7W+NlVweB4IJJf/vefck5tw4Qf/O7SU5+Wra057+A2xYRhsbGyQzWbpdDo0m03u7u4+JWQSuei6Lq7riu/7MhgMJInBYCC+74vruqLrugxzvoy8XC5LGIYyDYIgkHK5/CUiBJBKpSK9Xi/u1PM8sW1bTNOUxcVFMU1TbNsWz/NiZ3q9nlQqlU+JiDsfkkdRJEqpZNF3V7FYlCiKYhGfcUJ0XY9tj6JILMsaJXwnGBDLsmIRQRAkZyJd967rxraPdD4xVykVvw7HcVK7IID4vi8iIp7npS0ggFxeXoqIiO/76QUYhhF3YNv2TAJs244dXFpaSidgZ2cn/qxM05xliMQ0zbhGYhjf4de4YDabje/v7+9Tcr+i0+mMrTeK3+OCNzc3nJyczEQ8RC6XGytmFGMdaLVaiLw6VigUhuE0M4BS6vVBhGazmU5At9sliiIAtre3p+R9i6OjIwBub29pt9vpBABcXV0BsLa2xurq6jA8zX+AYrFIqVQCoFar/TNhnAAN4Pr6mna7jaZpHB4eks/nkyQf/QmxLIvz83M0TSMMQ+r1+pu60wgA4Pn5mdPTU15eXsjlcjiOk3QiSRqLUUrRaDTI5/P0+32q1SoPDw8fUXysKkHA5uYm+/v7zM3NISIEQcDFxQVhGPL4+Egmk6FQKHB8fEypVELTNPr9PgcHB5ydnU3kmbS1CMD6+jp7e3sYhvHhQcdxAAjDkGq1SqPRmIpjmrVJAObn51FKsbW1xfLyMpr2N1VE2N3dpVarUa/Xk7ZPrD/TTriwsMDKygqZTIanpydarRbdbnem2t++Ff/gB9+OP/X55ksdOZvyAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur233010 2.4s linear infinite forwards;
}
