@keyframes rwdcur233956 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 22, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 22, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 22, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 23 22, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 22, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 23 22, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 22, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 22, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 22, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 22, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 23 22, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRoge3ZT4hNURzA8Y8/SZJe00QmSZJGaZo06fmTxYQshCRZyGIWWCgbFhZsJAtpspAsZjFN8icSG5H8SZqFYoGN1fhTRCTJwmYszpnmzut5c++8M96o961f797z7vn9uef3O/fce2jSpEkq5mBeo52ohx4MYDFKDfZlQvRgOEoflqGloR4VZCc+Gg1iGBfQHmVKB1NCB04aG0BWzqK1UQ6Ox15/dzwrZyQOYnpKZTk4IqRaNdpRjjI3r8IUAbRiRQI9vRiMslfOIIoGUEJ3lI7YthI7CuhYgbYq7c9xH9+F4l9e0LdxKQkpMJLPg+iM/3XjDl7KVwu92BJlfsZGV9QxKEzDSSlXceQptkbpiA7dwuucgQzjdEbHi9hWzuvUtAIBLMepzHkb1mbOH+B8PN6OfQV0Z3mEA3gzwf65WYXLwijkvdvDeBb7XcbbTPvD2NY+2Y5XUka//IHsz/Q9GPv2G50UGsZ6YQ00qHYAAyZhhknJIeOPQk8qY//6SZycZgAVdGJTYp01SR3AamxLrLMmjUih28K6Z8rRhbuKPQfqJuUIdGBzQn25+O9noVSsFtYyeZYSj41dBE4J8r4TJ38Sp6CMJ4oF8FSiUUhRA0uEhVwR1mJpAtv/fxE3A6iDo9hQr5IZCRz5LBTmuor2KzgcbVR721qAe3iVwIe6qZxGrwrFLf5eUn022lOv4clKoQ8YisdDOIY1uJba0MzUCoXU6a1oexfl0yTYS0IJJ4S0OFfjujahHm5KlEIpGdmh+Sp8gqxFX7z2PTbWYzRlDVzHcWEnZmHOPotMoY3B3cLdH9mNqUULbsRrv6hjFFIV8S5clH938ht+xuNWzJ6o4SIfd2sxy9hU+BWlFnONOv4DvxP50qRJEf4AFvLhrBV3VL4AAAAASUVORK5CYII=) 23 22, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
}
div.testarea{
animation:rwdcur233956 0.8s linear infinite forwards;
}
