@keyframes rwdcur128913 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhe2We0xbZRjGn3NOT2lHaVlhXS+MtdpRsVA2IBl0Y1tLVZgmEl0WDU6dU6PIzESJ4oxmxtumWTaJUxMnRuNcYpgajUtgXpLFsQ3ZjJeFShE1jtXadrRry6Hn5h+ywAjQnjKZf/gk55/nS573l+973zcHkKZzAMTxr2OS3zHJPycxU5J2Tip0EaJjirfz3wTANAWnAs2LpoPIqDh5GaHmTVf0Ca54E172MaQkAogAygDsA9AMAIc6P8LGhoY/F6pz5EmeXxwIBF7e8dLuPrfnes1XR7pGUwUSEgEAAO8eOKjrOd5bF4lESs8O+1fLIZZkZ8mTazzuF1u2bX3ltk2b7//pjLe9/gZP6a4Xnv15TgDeAZ9q9572w/2+IUarUftJkmSGfh++88ywX55FUZCRNOIsAwIklBSJtRUlx3yDg2aFQmksc9jf2dbc1FpiLw7OlC9LBWBbZo090tr2oXfoj70jSfYSZk4QQFMAAQIiCCR4Dp9/0+skAICmocnVFM5WHEhzD2xtevDVCrvVB1Ecd/7pN44XcSERhzju6bgx5Ag8RAAWrUZYWbmiNVV2WgBXWQqxWKdrFzkOEMQJBo4DQVEQ2SQUAg/TWABKiAAlQ5nd9tbzO54+lSo75RNclMlo+IWgaYg8D52cxMabyxEKM7CY8zEw6AcfT8B79Dz+ylKCAGAymbrTyU17Fa9e5fxyudnoJygSUY4Ax5NQLlBglOGRGE0iERpBRKYCADiWGAI1q6q70smVNIaPPr593bETvZ+e/tWvmtg7JAARK+K/wbegAIUF+rDZbL6x8/23j6eTOeMi6vzkMy0P6kBjY6OpdHl5deVSfXVw4EdD1coqVpmML1t0IUSyAoW4AJTIklBRLJx1659xuVx37dn13KyzP1kz9kA4FCwIBkPrD3d/nZu/MBfWfC2IcNg/0NcTtV9t/Th79PQGkY9DQVMQBQ4nzvK4tUjbVfdw06xjlzbAfffc/f3+9z5YtGXT7dGpZ4ecjltOfhvdQADQZAEgCTiXUGA5vhBAWlefEgAApisOAIlQoCabJsAKEx5NEqAoOiGleEqAmcTwcKgV5CUdTFA50Flt/fMC4FVb2o+GzG4zxUBHJ5EnZ2A02kYqG+7wSc3K6JeMZ1mH2mCK9iNH6BH1+MGw7ru8m+6tzyRLsp7c/lSV2+WOND3U/GZtbW3fF91HtHPJk3wDiXiiXKFUnorFYiq93tBVe50nPK8A1xQXH+REskggqGvPx8ZamltaH5sLQEZ6bd/rzpo1a9m2J9p6qz118Tf2d5RnmpXRFBQV2U5W1LjyCixLmfo8g+yBLZslz///+s/ob8/Hg/XzXITQAAAAAElFTkSuQmCC) 16 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
}
div.testarea{
animation:rwdcur128913 1.0666666666667s linear infinite forwards;
}
