@keyframes rwdcur66141 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACH0lEQVRYhWMQ9fhzkYHhPx/DAAEmEbcvQspVX/cOlCOYmLn+/pFOeGAyUI5gYmBgYGBi+8OglPTARKeW/o5gYmBgYGBjYmDg5PzLoJH20MS4gb6OYGJiZGBgZ2ZkYGNmYODg+MOgk/7IxLL5G90cwcTKDAkBNmYGBlZmRgYOrj8MBlkPTezb6eMIFlZGiOWfL4u8ubpR+BAL6/9PzEyMDMyMDAzaYX91rq5iOEZTB7AwMTB8viLy5tFG4eZLEzkm0dIyrEAt4edrvbwfeeTqD9y23C750o675Opn+f6cJf7WAuZt5Brw8+vPOz++/lhCrn6iQfTxTSy0MJeJWIWs7CxEqx3ZwHvtgpDIw+ueuy+fa0eMeqoHq4CU0EI1GzUJfkmB2cSoJyphWfT3szAwMHgwMDCcOVFY+AKf2g/P3sXfOvxn4sfnH1KJMZuRCMtluPg5HwtKCzB8evmJ4c+vv5X7UzI7iDGcGEAwCrj4ORsVTRQYdNx0GExDTRmYWJjaLfr7qRZ1xETBP3ySDnOmJ/AIcmW/f/o++WhewSVSHUB0FAhIQaPg99/KA9AosJ480UZGR/qwnKEcw439NxheP3jLfKKwEK+D0QHBoDxRWPjk28fvrM+uP/f+8u6r+AGk+GflZNPil+Bn4OLnYmDhYGVgYGDgIcVyBgYiQgAfsOjvZxNVFL3NwPBf7veP3z07IpJKKTFvFIyCUTAKBgQAACnprXC/WdmlAAAAAElFTkSuQmCC) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur66141 1.25s linear infinite forwards;
}
