@keyframes rwdcur151685 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTElEQVRYhdVXwU/bVhz+7AQ7y5qqoIqkWwoIIgjdFkDaJIMTqStECisrW6WqKlW7W+rDpElTDjtsp/0JPVTtsVWLKmgrqiEF0Rut22mrgBySMEFRKrY5maBYaRJsY78dWrbEDiUpu+yTfHnvfb/v935+9vt+FGqHv6WlZaS3t/dksVj0S5LURAhhKIpSPR7PhtPpTC8sLEw/f/78JwDpWoNSNaw5FYlEfrTb7b7z58/TgUDA4Xa74XK5wLIsFEVBPp9HNptFIpHYunnzprG9vb0cj8d/AHC/jg1a4AuHw08FQcinUiliGAYxA4BlzDAMkkqliCAI+XA4/BRAe93KXq/3NM/zBVEUdYvCHgmUQxRFnef5gtfrPV2zeGdn5+Xh4WFFkqQ3Bq8lAUIIkSSJnDhxQuns7LxcTY8279zr9Ubz+TyjKErdlauGZ8+eQVVVpqOjI7pXJXw8zxckSSKiKJJgMEgymUzFbmRZJvF4XI/FYjLHcUp3dzfhOE6JxWJyPB7XZVk2v4J/4kiSRHieL2C3MxEOh5+Wv/NysqZpZHJyUuE4rhAKha4AOA6g6TW1CcDxUCh0heO4wuTkpKJpWtVNiKKovz6YFpwSBCFf5RCRYDBIotFoaXBw8F6Z6G5oGhwcvDc2NlaqVkFCCBEEIQ/gVAUrEoksplIpy2JN08jY2Fipr69vYg/hCvT19U1Eo9GSpmmWmMlkkkQikcWdtTQAv91u93V1dVkCTU1NqdlsNj4/P3+mngTm5+fPrKysxKemplTznN/vB03TPgB+AEBLS0tsfHy8ZM5UlmXCcVwBe5d9NzRxHFcwH0xCCBkfHy+1trbGAIDu7e09GQgEHGb248ePjYaGhusANt4ygY2GhobrT548McwTgUDA0dPTcxIA6GKx6He73Rb2gwcPXs7Nzd1+S3EAwNzc3O3Z2dmX5nG3241isegHAFqSpCaXy2UhP3z40AEgsZ8EACREUbRU1+VyIZfLHQIAmhDCsCwLiqIqHlmWGbx9+Xew+eLFC8Ycm2VZ6JrmAAA7RVGqoigMwzAVzP7+fhWvDuB+kjjUuLGkEqGtIrhqEHwykd4CANrj8Wzk83kLMxgMbgEI7EMcAAIDHseWeTCvGmh+l94EANrpdKaz2ayFOTQ0dCAUCp3dj3roCH027HUdMI9nSzqcdioNAPTCwsJ0IpGwZNnf309rmnYR+/gPaAYucm6WNk8k1rWtxT+3pwHAJsvyhqIo0XPnzjVQ1L8OjWVZNDY2kvX19WOrq6t1f46D79tuffPR4a6+w4ytfJwQ4Lufc+qvG8a3ANZpAOnt7e3lpaUlS5DR0VGmo6MjUvddcKx7wu00IqNt7zDmufSmBoOQZQC/AYANAJaXl//Qdf3zkZGRCsLa2hquXr1q9/l87c3NzR+vrq7OAii9QbtpaGjo1oc9vZ8tFx2OD6i/cPSAvWLB97/kXt5e0b4GULljsx/IZDIkGAwSURTf5AdomPzAnTt3SpqmveLzPBG/9BAitBEitBHxiyN62Gur6geAMkdULm6+oGZmZvRYLCYPDAwo3d3dZGBgQInFYvLMzIzFEZUnIX11lPAeendHBLzyhMPDw0o18WpADaZ0J4lP34PiZWDxhBWfyNra2t2VlZVrDMOo7e312/lqYFkWroMH1d/tLdfWVNytifRf9QWPHj2qvy8oQ/tOZ5RMJuvqjJLJJLl06VJNnVHNvSFN074LFy7s2RveuHHDMAyj5t6wlgR24G9tbR3p6ek5WSwW/blc7pCu6w6bzbbV3Ny86XQ604uLi9OZTOY+Xv9k/hf4G71/k2wpwS+AAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur151685 1.0666666666667s linear infinite forwards;
}
