@keyframes rwdcur193731 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiklEQVRYhe3XvY+MURQG8J/XZDPWZ2SiVGl9FELjq97CRiLR6PwBgvgDNDqFqBV0SgrRohAiIUQhNDQS2Wx8ZbDWUJzz7r7z7rx2Zu1E40lu3jmTm/M8955z7zmXf4w1I8xtYQLt/BY5ejnm8C2/86spYAKT2IZD2I8dabeT9D1e4yHupd1NMSsWUCTxdpzCVNpFbfRqo4vbuIq3afdGFdDCJhzFOWzN/5/iPmaTfD7n9nLOQezJubO4hFv4pCEsgwS0sAVncDLtx7jZtIoBmMbeJL2Oy/gwSMTaml1gM84mOVzBkxHI4SWeYx92Y136+I5ffxKwHsdwOu0LIoYrQRd3cSRFvMMrtcSshmBCZPcNEc/LmGny/pzD5e+dQdSEjgjnDE6I07IgoqhMnBTZvlXEfCjyQXYNM3iUfk8lzwJKAS1xrqfSbky4JrJlRJT+ppKnVRcwIS6ZSXHUxoFn6f9Q8vUJaIsbrhDnvBFN8V4mD6TfInnadQFlAhbiAhkHZtL/DgN2oBCxKfQn5kDUVzvE6kuOKs8SAW2L1+s4MF/j6RPQE1Wtp5Khf0K56iFXz2LNKHmWCHhvsaINhRHIS44qT5+AOXFDlVVtHOik/4E34TfRTPRESR0HDqb/h8nXJ2BOdDJdi/V8tbELX5JnyQ7Mi9jcTnt6lclLf3eSZ+GkVc98V7RRs6KZ6KwSeUf0BbPpv6+8V/uBn/iKj6Kw7DNaljfhfPq+iAfJMVAAsTVvsEHE7Ahe1FUPiU6SE23ZNXy2TEf0Cz9ERVwnOpkD2CjarGExjeNi5WVP+DHtPozaFT8TVa0sLNWuuCOO2q6cu+KuuMRK3wVfRLb/1bugin/2MqpjLG/D//gNoli+3Imwj6UAAAAASUVORK5CYII=) 15 16, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur193731 1.6666666666667s linear infinite forwards;
}
