@keyframes rwdcur123285 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 20 21, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 20 21, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6UlEQVRoge2X2W9U5xnGn7PNOWfO7JuNje0xGOKCDQa8xEZmMeEqISbN1pu0vWgvqFRVvevf0qpSpVRqBL2oKGlTyU0NNSYhxQRv4AXiBY/HM+PZl3PmbL2YOXhwYjORx+Nc+JFenSN9R9/3/L73W94D7Gtf+9rXvnZFvLsOALnXNl4laqsGd+fPrrnaB9+RkuGgmgmFAehV9FW2tgTISdnMwYvXfu3tGHzfdvBQYzq2vKKmo1H8wEC2BEA2HLX6+87ajx46Qpob2hou/eQte11DgxheeJ5Pxdar6HFbbQ0AqLpKMZ4zb10WanSkA3HO2trZ3nrlvUHe7nYlVhdXlEwiVjWnW2g7AEiZUMp27GK/p7HeZa4nEZ9dBWG1sy0X+3tOX/3wfZ3l+XggEFDS8Xi1DG/WtgBQxARjb2i1Hz/TfrSOA+oZRMZXQNEkCI+VsZ7p6uq7cuVtkhHMgbWlAFKpRJV8v9D2AADEbCpf03V5gDtg5i74bRzh5ZWFyYCeimR0xiFAslj4prM9fW8MvntVA8M8f3j/CQCpCt4BlAGgpdYiQkt3v/W15noXD7xZa7M0HXTqj5ZDanYpAku9HZSFIiSbIPhPtnU7zALz9IvRu6jSafVKAACyTphsvt4L5y0OCj/2WS0HBBPb2egm76zG8+EHi3Af9FFkJpaduvXPW+M3b3wiRiJVuzfKAUAuEkl5T14452j0ON/wWQUrzVBrGVF5p7VemIKsxicW1YXbQzef/PXjPySfzs4BUHbZ9wuVVypI4fngl3fHMhI0EiQZzcuKYmLw31hW+V1fq+sXH3R7Lr1W60kvzccBmItBl93/DlRWBgBAyYqkq+viwLlGp9XOUeRQOJGem4vh1jKl/7zdyUZa/A1t3pqa0X8PjaNgnCiGsZR2ZUmVDSDHA0Hr4Z7+5mP+mmaKYO/cH5v97C8f3wjMKLYHtIf9TbvPsXi42X+E5biv7o7MAmCKAGTRvLYbEGUDAMgrqsln7+zrFGennnzypz/+fvyzG3+LTwx9JTNtPV9zLu6j415btL2tpYmgqIf3RmdL+tcAqHDVH0AuldwrAOQi65G0SnEj/7j+54mhT/8ORdGhifn4/OhjmTp55huzm+8+YrOYOjpahXROnBn73zwAFYDi6jjf3frer64lImshZT2wsicAUDKxyPzYxPrTmQkUThoCAA05k4vN3ftGpjtOpQUv62wys7U9PW2xpeeBtSfTT23tZ483v/3Ln9rbz74OVZajD4eH9wYAAGQ5g421rKJw2pggJ1OJZ/cXJNPpU4zg5WkPyxy7NNATCqZzru7By862rg6C4jje5fEuj/5rCGJlyo7vD/Cy9GIfJABal+Lp5OLYM4k7fcLm8JkVnmVqT5zvzWQ5J8XZGRIAaRb4zPO52ezC9NSO3WPnAEBhgzLFoLRsJJ1YnFhVrb0dVqHWZiYofS0cUnSaBM2YdIIkSd7pdgc+v34TFbjwKnHRKADEYuQB5K0WImhXl4NkTNacCkM31tfRcjIBTZdAEoDNf6TF8qNz3RUYuyIZAApZoAHQ9kMnDvd+8NuPTvZe7nA77byUVTSPmWPzFPLJ9ahOCZxOUjwLOZNbH/vP5zsduFJXvQIgD7PXUnvq6puupv5OiuY4ilA1nmXIeFRW6kwui0dw0lIsSeq6jprXBwZQ0+Tf6cCVygAA6JCzjEo7/CJt8poYlyAwZkZSZTksSWI6J2t2k8AkxKyiaBpMFpcgh1dWknMPx3YyaCUBVAAQQzOPQ9P37q+uPEusSTIjURxnZhjabGIZD2sWvIKFWgiG8yBouB125+Lw9U9h3CcbZUfZJUclAYDCXiChZKO54PRoeHLkdiy0khB1xsFwZgvJmIh4OiM3On3cyuq6bHF6beHFybl8eCmGwilGF/tRy4WoNIBafIoAJKi5kBicHglPj96NrC1JEYmwpXSeW01kNZ/dSsUTEkWzJBMdH3oEgMdGFasBkPcCwIBQUdjYOgASajYjBh9/HZu+/YWYiqgU5/TJKmvWKYYkWYslMXdvTM3GjO81GIdCGVnYDYDNa5gojsNAk/LS6tRkbHb4rpRJaAzr8tDWAz5dSSbSCw8msTHzeRQg1G/1XgWAzSpkYeN/QIci5sTV8UfRmTsjSjar8+6j/sTM8CigKSgYN+KVy4jYTeebRMMo/ACuJGjwPgcUVYG8ngVQGmkUwLdUNTJgyFjbxh7RXoSSkaDl8pu+K/12S1UTwFDh76xg0Hgv3TN6SbsRW2ovAIANk0YmSmea2NRmnE7fqb0CMFRq3ngHXs6C0fad2msA4GWzBkTpsxTsW/ohABjSsTHjpUtMxzb1UTWP0e8jEhulvpGFfe1rN/R/+sgHnZFNbREAAAAASUVORK5CYII=) 20 21, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGjklEQVRoge2XyW8b1x3HvzOcjfuuPXJNy6oULZZsS4LtVo7dJI1twA5ySA5tgiJwbgF66aF/Sntseyh6aIEiRVM3TWsb3mRbUdxYkiWRWqiFq4b7LJzhTA7kRIxhSTRMUjnoCzxwGXDe98Pve+/3G+BQhzrUoQ7VGFnbAJAH7WI/mXa74J348CNn74W387G1Vai5TDNNvYx2BRDFXKHnvd/81jN85RpJmYhCeHUFkKVmmqtFuwJA5BNM68Bwx0/HTzO+4fP+kz87K2cTcTmxsgZAb57FvbU7AAC5UJB9J9660NZjZ2UFra+de+9K9/DYqe3N4LKSTsSaZXIv7QmgZtZj9p4zZ52BY11XTnmoUDyG3sDQwNEr71+j3V5fdGN1Ffl0ullmX6Q9AQAoqk6Y/WNvTLr8FPnxUJfz842VfCopEZ7RsycG37l6VVdVdXsztAZZFpvi+DntBwApFUu7BybPs0da3D/iCPJ6f6fjVjYhJIJRcB0d1oELb73Zf2byJ+lkLJENL28CUJvg+zvtCwBVyhCsv9M9Nn76YpvV7GVYetTronMWvRibXyVdfi/NdHW0Bn5++VJr7+t9kZmpR4og5JvgHUCNhSpy/5//Toc2ttLFkkYSwEy6IPR63cwvJo8z4Sf/V/PxnJrO5ZBSSwzh9Hsabbpa+ycAADIfoT29Y+0nB3omPCzzOS+Ks1lVLZgI7VfD3fbbTxaU4K1bXwT/+qff5xe/mQVQaqztHdXcKsTufvb3pyvxeK5Y0syUpimMToYKBBWkGOqTy2OutwMuKvdsZhkAUxlNaUNqSwCAktqIskcnzg72B15b11SVLwj69lLWtBBniI+GXGzy2JHuQX9r670v/zMDgEC52BkFr2GFr2YAAEVFJu2e8XNjpKaQ8w+fzAf/9sc/Z9ZJ72PKx/16qMW1duzo0eMMZ350984cygkYIBoaBPEyABC3+azS8ePB0lYoNP2XP/wucucfX6Tmbz9WqIGJrzmP+cMBv4MfHjx+BBQ78+DefJVpFQ3aFy8FgFIhVdiM8ktT/72Rmp+ZAkBCk6R06P6CQo2cXDF7LOPHHTZmZKTPWpCkha8eL1aMq/bec+Pmrr4+ObYcOjgAAHJqc6WY4ROVjzoAGko+nwpOrSjUiVN5q591H7Gw7ePjw/zqZiS2MLdoDZwZ6nzn+nXf6cuXYrN370FI8QcG8JxKlXuYUMzkMiuP1mV6dJS2+s2Uj6UH3rx4JhYVJMfg1UuevvER1ubz6GI6lV2cmqqDdwCvDgCUUzABoHQplcqufRWWuZPDDleLReVYumvw4rl0lvFQnJMx0SRJOZzu6M3PbgBFoQ5z1wWghPKJQwEwaUIym1n7Jq45JkYYZ4vNzVKQRVGTFLFkYjgwDqdDTIaXhY25uTrMXbdiI1VGEYBEm7WoxC+Fk5GsEE5mhNP9XQ4bq5OaLoGkGabj4vsfAODqMXE9EgDK5zwJgGQ7+3p7Ln36y8DoZD9DMIyToUmNJNHRYqHjPK8QFKWzbpcjvRpaqMeJVM9yLwEo0mZ/F8H6uk2qzgWcNqadcticGsOZSTvX0+WzlNQCSbA2W9v5d6/VY9J6JQBUUijy4WQ+tpkRS6qNpq0Om9lCS6JWSmTzktNuZ7wOikpmM4rZ1+6JPr3/oJSOv9KjaT0BgDJEScmsh1NL0w+ikdVYVlEdJGexljQTtZ0XFLvFTplIVZcIkjURurY9c+smXqHNaARA+Z6anC8mgtPx+Yc3eT6hmjiLP+Bra3WQLAuOBZ9LK77Wzvbwo/9NaUImj8oewvebwKYDADuPlEUACkpiQth6+mDr2fTXEZ4nE5rJlRJ0srulnc1LJVaVclJ68fEivt+Cl1AjRCMAjO5TBaCg3JESKGYy+bXph4nluUVV1d1Z2ex1+1sZnXP6IzM3HqIoGQmg8tuanq0bAQCUAYwWWqt8pwPQdCERywfv3s5FljZE1dpuae/tJIVkMhee3UAZ1oAvooYUGgXwvDSUl8V3YGpmayMz+68v5XRGsXQOvp5+dmcK0HSUU1NRYwpEI12/QEbLwVWGBQAHs8cDQIPISwAEAPnKyO53w2YlYEhHOYnqoUMVZaiiWnXd2D8qdpbgC9VsAEPVS8owXr3eDfMGzK46KACgbLjapPHvk9hJx7i+62Y+SABDRhqGUeO1+vtdl9EPAQDYSUOrGkYqBsgL9UMBMFR91BrvdezRXjT7GK1VRlU2ls6eJ9GhDvUK+hZIePNHajzjEAAAAABJRU5ErkJggg==) 20 21, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 20 21, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 20 21, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 20 21, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 20 21, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 20 21, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 20 21, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 20 21, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 20 21, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 20 21, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 20 21, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 20 21, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 20 21, auto;}
}
div.testarea{
animation:rwdcur123285 0.8s linear infinite forwards;
}
