@keyframes rwdcur187114 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjElEQVRYhcXXXYhVVRQH8N+5c9VxnMwytfwqKcJCykrDTCsrBgPxoSAroy+DInqoqKCk6CGLmnrwaR7CiIgoLIKxmIzELAKHQtC+yKCiqawoPyqnLJ3Vw97Xe71z7zjOSwsW55y1917rf9Zea+21W4yMWtGGouZ5cCSKimOYOw9XYgnmYjJ240T8hHfxC85AD17B3pGAqqcL8VbBoXZiJrGa2E50EmMIHJKetbwLN6A0UsNt6EKcQPQSkQ13lFtjnSJeUsQWYguxghidjZ9EjK0CeTXrOiYajQ2y4sgA1iliPbGAmEFMruH5xHpiI/ErsbPqncBbmDpc4+3YjJhNdGfDq4jxg908iEt53fYMaHZ17CvcfzTjbdJ+R3f+mxVFKU4ZhuF6Loi78/ZcUJXvx5yhAFwro99IPKiI0giM1/KDGURbVfZGM+MT8AliFXH3MIwPZ0sQN+ftqJGtaQTgHsQ5xMpSOaY1UTaBWJddPJG4qgZMMcR2vES0V2V/YUE9gL5ZRKci7j3KH02QsmI90ZeB9BKTsvcarRlLrD1StkuqqGB5wYH9Uvoc1+APTq55L0mp2Vfz7M7jp9etq9XTm/WMrsrOr1SpOxal3LcLf9S5JqRCfwFOwcVZPh2v4UVMQQu+y2PrDa4+N+NTPFAVzSPV8piU/2JFExcuyG4cIxWaFUQHsYa4LHsicsT3OiL1DnMLsVYRO/M2oquM02A2FuIJjek39Of3ftyFv/F2UbI5BtyHM3FnnlPZ4APZOunA2INnixalOASthw+Kc5sYrgWwAbcXZXOz8YfHHe/1GdPdWbRYiq3Ykef34Pwa4xUaJW3nn+nz73JloBcTGxg+Dm/ikvx9RRx0HmbhQLklaSlSuG3HxwpnCHMbGK/QxBioNA+tpQqYb/AO/q2b3I9L5WjJ9Cg24b19u13X9727Bg7agQ9xm9CGpQafw4UU6W3CQBJ9UUiHz5cFUy/HrbixbuEofIaV6Miyx6VsWCRF+5IsvzwbHmdwN1LG51K8ZQBLytkDW4Orf8akjLTWfTfVLPpISpt78UL2xDKpNdqLR7Avg366DsA8qQQOVEW/V15uIR0YvcScIargqJyKnTkdo4bH5SLVbO2WXLRqZGdXALRhSzkr6h5CyR05xzdKndL+rHg7sWyIdTOJNYpK/ofUcxyOk348V3HFFMzXmJ7HNinI9kjVsU/qUsdJtaCeCqm+9Av7quKe+nnt+KaUXdzdpJo14vajjD+WPbSwej5sbvJ/nqws6sggFg8TRCNukY7unVJPsCDJ+6SYbkiT8UFFQWfe66s0P+ub8TRitSK6FBFEl8N9wNJmxmupA/8WOSgrXe41juh0B3FZOm67iS5FdEr9wQlp/Acpo4+goW5Gy/HUVGbPxMPZb39hLJ6VCkhrfp4lXYkm4WXpOO6v6voWV+DrYwEA46UKO4eUGT1SVezERVJp/QenSleosVicLUo1531cL13fBtFw7oYnSltyXgZ0U4m2gaHXbJN6j01Sv9KUjuVyWqGpUvv+kOTlbThJCuAfJSc9MwK9/w/9B3HPhoQAKi7FAAAAAElFTkSuQmCC) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur187114 1.3333333333333s linear infinite forwards;
}
