@keyframes rwdcur19396 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAXElEQVRYhWNgGAWjYBQggc0MDGw75eWlBsTym5aWat9XrLh/fe7c6/S0lwnG+CcmpsEkIiLDyM//h54OQAE79fXN5unqJg2YA0bBKBgFo2AUjIJRMApGwSgYkQAAlYsOpv7hm2YAAAAASUVORK5CYII=) 3 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur19396 2.6666666666667s linear infinite forwards;
}
