@keyframes rwdcur117975 {
0%,7.7125%,100% {cursor:url(data:image/png;base64,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) 5 11, auto;}
7.8125%,15.525% {cursor:url(data:image/png;base64,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) 5 11, auto;}
15.625%,23.3375% {cursor:url(data:image/png;base64,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) 5 11, auto;}
23.4375%,31.15% {cursor:url(data:image/png;base64,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) 5 11, auto;}
31.25%,38.9625% {cursor:url(data:image/png;base64,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) 5 11, auto;}
39.0625%,46.775% {cursor:url(data:image/png;base64,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) 5 11, auto;}
46.875%,54.5875% {cursor:url(data:image/png;base64,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) 5 11, auto;}
54.6875%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsElEQVRYhe1XMW7DMAw8F32Ed38gKPqGIMjUJxTd0ozJWMAw0DEe02xFn5DJCPKGIsgHvPsX7mCwpmVJpBR36wGCJYUgj2fJZBII2CzR8nVZIZnCluA12CzRZulwr27c9jZbiYQ3G3JYN93I0nEQM6BpJ5G497HjTuczybIPfL72awl3GgKa4Bzzmf9VcYgK8CxeP/v5x4t/X5M9oDiE5MwV3EWCFIg+hJyEmc35Chwv/frpYfyaNDcAUJwBE3TAtPsSRIbAUAVfIFJBmz1gKJDnecufLhwv42GDxt+IZZ7nbVEUo31JBVf2Ln9OAj7YDiRHiPRRBIiE67fQ4FYCJBmXjgeVFAglYjWk4PxDpEUoCVU19AUyoa2CBGst8PUBWdrNd8/A4SS5l6H6EtYNsFoMiQDhVTKKQN0Au7c1gJ7ElBDLMSF7XKP+3mO16KTffk1DQFQgS4Ht+/6XBN+np23cRKCskPB3zUkcTsPgtyKoK6aGUwPtNVQ1JDS3NSa2mxBVjl2lkxxNIbcNA5a+0ulqzWJbMcLgEPrq9l8huCf8JzA1glsyvi4rJDF/yTl+AIx40zeYuQB+AAAAAElFTkSuQmCC) 5 11, auto;}
62.5%,66.30625% {cursor:url(data:image/png;base64,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) 5 11, auto;}
66.40625%,68.65% {cursor:url(data:image/png;base64,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) 5 11, auto;}
68.75%,76.4625% {cursor:url(data:image/png;base64,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) 5 11, auto;}
76.5625%,84.275% {cursor:url(data:image/png;base64,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) 5 11, auto;}
84.375%,92.0875% {cursor:url(data:image/png;base64,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) 5 11, auto;}
92.1875%,95.99375% {cursor:url(data:image/png;base64,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) 5 11, auto;}
96.09375%,99.9% {cursor:url(data:image/png;base64,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) 5 11, auto;}
}
div.testarea{
animation:rwdcur117975 2.1333333333333s linear infinite forwards;
}
