@keyframes rwdcur40977 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhe3Vv2oUURTH8c/M/jEbY1iSgCHGsIqkiZAoCCGibGNhoaQTH0DwDSydF7HRxtYuhVVIk8ZCLARDWIgYkbCskiybsO5azFXs9hoINvOFw8DMuef8zrn33KGg4D+TnGbRMGuUMYYy+uglWat/5gKGWSNFPVgVgyAE2mgnWat7JgKGWaOKSUxhJthiEHKAL/iIThAyiIlbjkyehkTjmMU13MdNNELSLbzBW3ln2jGx0xinkDzFBOZxB03zlauWaqmV8SlzlYd4gusYC+dkJFFOIXk52CwWLddmrE/jvLzgLhudVdtHD7Aj78DIgxnbgUHwPcG0C+ma9StYwkp4XuJenWryFAthzUhiO9D3p0wTbk/iMlZDiP3cq/SduSqt43oQO5KoDoQZ7wUhh27UcEt+Dh/jrnwrzpEO4WuStaIqi90CYb5/4NjPRD4QF1GSb0MFXXZPPuBzbNxoAUHEIba86+L9X18+YY/Xe/Ac32Jjlv5FAGTN+r7d3oJmdzkf/wO84uUmOyePsJFkraPYeKf9F6RYw7Pw6gU20Ym9AQsKCgoKCgp+8wumjGzX5dw5JwAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhe3Tv2tTURjG8c8NMZY2DSWUtP5ALiIuxqFFqWIUlUz+mHUW/BOcvX+E/4UuTopDUdzERdAiDnJRClHsUkqISWkc7hGyeVIsDt7vcuCcc9/3Oc/7XEpK/jHJfj4aZynMoBq2hkmWDw9cQGhcRzMIqKGCPezgO/pJlkfXrEwjYKJ5EyfRxR3cQBvHsRCERlH985WCcZbWQuPrWMEtLOMzfuAsXuMFdhWO/D0BitdfCc3vWp1tadUwbvvQ5+sIUvTwJlbANCM4HUScszLXcnmetSZrJ7h3lG6dmaSDm1iMHUOUgInwNdDWqbOQooPzuMClJdqH4SrS2CBOM4I+auYqDc0jWFWYQhH+IekWbwfLijBGEeVAeE0PQ4uHMI9juIhriizOcqYB2xjECpjGgS94b7CHUdhamli32BlS/BWfYotGhzDJ8l2s+zZ6VFi+OXG6iR4vt+EpNqLrxl78zThLq3jm4akutxXjeM7jd2z8fIAnSZbnByYgiKgoEng/rK+wjo9Jlvf3U7OkpKSkpOT/5RdtQl6roxL7GQAAAABJRU5ErkJggg==) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur40977 2.6666666666667s linear infinite forwards;
}
