@keyframes rwdcur123286 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 20 22, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGQElEQVRoge2Z+09TZxjHv5RDoadQsIVyvwgDmRApWClyV7lJTMycCnHZjIu4LItx2X+xLDFZsh+2ZIuaRcci6BZwghFBGQzlqkYgrAoUKAgtlrYcSi11P3De9NCVAr2wLOGbvDkN6fv2833e53kvB2BHO9rRjnb0v1dwcAgAnitdXerkQVGJOfklyekyOQC+KwP8hwaEEQeqPrlQcPJ01bvlZQsAsyujUB6m2pToyKQsRdWZqoJjJcWDjQ0Nyp6uPgBWV8babgNUeFpe5aGamnPZpXlZk729fd3Nd/4AoHd5QA/COZdAEpVaeLy6+NPqU3sLZKmTYyr1k1v19eNDQ0p3ht0WA3SsTL63vPps5olD+XGy+LiXOp1uornlwdPuzidwI/qA9w3QEYrjldElH36QXpEho6JFgepFhpnqV74abPj9tmFqaszdH/CaAf/QxJTw3MqKqOKycnlRcoqB9qcEvn788Yl5jaq56c7E8MggnK883BVy3QL3igHB7ozshLLqU2E5OblHFPExSsAqDaJp1axeP9vz9Nl4R2sbw2jmHXTlYXU/4LHNCsDpEusVA3xaGBhZVFT2cWFSTMubRT0l8MHUAsMYprWa0cZb9ZqXoyoOFI/lII0YAOc7xMi2GKD8d0mj5BI+9YoXSFv4ZsZ3xWJhFhhmuvX+I93Q82HAqLOD5sLz2c9WACb2uW0zQIVmV5z86OJnNXHJMaEvZgzGldc+9ILYNK9/Oaaabm9tMc4o1etAcxuPhScGtqUGqJB9hZXVly7WpCsyUnrngZGmfmVP7XfXoosOxC7NjI7rlMMqFoZ2AB+AtbmPjeABwMdT8KK9eSXHvvry0tEj+VmPF3ygvDeo6rj29Q+GF82/AdBBIpFCqyV5zAXnzgYxYMbq/qADYMTqTDiURw5zwvcUhwsvfPH54aKD+/r0Phj9U6nuvPHtFcOL5lsANAB40GrJhhXANmcmSOQtWKd43TEgCkrOPwZIogAgYHdmYeb5C+eOlh2UjZj8+KOdE/N/Xbn8s37gfh0AslRa7Z4kfSgHn8n3zNhECvlulT4wKTsvPPvseToi66hvEO2fevrM6XMnSvN1PCE93KnWt/30zY/zPY03AGaG041A+ALwZ1sAAD/2byR1gNWILwFYZJ9Oj9lbLOIgcXCSIteHjkmkoyPFCQp5/pmT7/PNfAEG2id1bVcvX9M+aaoFltQOOls5oKSRlAHWblykbXjE3pIBYUpaliAm4wDlKxRJxFbe2xWYO3vMoiU/k7Hr+ve3ZnsbrgI6lYOuZIe1Txdu5IlJexNOtYUaEErFexSHKDo6IVAsoAJFIbwlq8g6wzfNJlo11IrFNwQmnaOTJYGn2UaKmFusXAPk6LCpGdi0AVF6lpyOlWUFBIeIEsLD6Nl3fEtcphCFlJa619WnxgrD85MkpDiBD2QbH7YiNWN1iSSwXkohoVAqTs8tpaXxcSnR4bRq0cyk7qeQNDPJq33Ur57rb/mVmRpqe6vVqmGLrCN4EnkTbMVJsbD0VuE3bUCSmpMbnCST7dkdLdbgHZMcuYywcZX15v2HPXP9Lb8saiafLevn1AAYtstG8AxsFxnyPQK86fTZnAGBOEaqKCiNTU5NWBT6mdOECzAPDjM3b9fXvRkZuGuYnVECRg2nhzN4MweeYc0EYG0teHYGYg/m5Mdl5mYLQoN4cZY5y+TDDmVLQ90Vw8TfPXZRJ/ABsBUsgadYeCMHnmEhGbYfWXE8ZyAgIiIh7UhFeWhclDRKN8F0Nf7W1N3SeHNJ/XrELurc8YgBEfsEB95oBw+OCQv+vWO7ZYAnLy4v27NfLreOD47drbtxfaSr48Gyfo57GbEfi6QOgSdpY+IYIEdkrlyCd2ogMj45RZ6tKNB3P+5rrau9Pvr0cQ9sZxt7OVrryepC4EnOr7c5efTFFhUWviv0eWd7+0BH5yPt9PjIBj/ATR1y1rew0NzIb7izblXO7gMhWIXe6L0NgQ9hG1lVuMslA9vp0qNy90JDUkcEGzxgK1QT5+kVuXul5KYOt2C5BjyeNvYA7vQld1nAdrYh8F5JGUcQroj7Lgewbf8k+l6NOlfuGADWvrPhvgbZNrlaxPYz4PJ/WNyVOwa4s7CtUd/RjjyofwBYlXgX2+pxdAAAAABJRU5ErkJggg==) 20 22, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
}
div.testarea{
animation:rwdcur123286 0.8s linear infinite forwards;
}
