@keyframes rwdcur59139 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 24 23, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAISUlEQVRoge2Zy28b1xXGf/PgcEhOSOpFUW9TImvZkRMhNiqkLVIjQOyN4WRleJVu82cFgTctkjgI2gbdGIED1LEiGYofNW2KlGQ9SFGkLEpDcjgcznRB0lAkSpYltoERfxsCvDj3ft+5584951x4gzf4bUNo41xBINT41QAVkBtjFmAAOrAFZBu/J8ZJBajAKDAIeF/RtgSsACnq4o6F4wpQgHHgFCACCIKAx6Pi97+FpnkRBPEXBo5jo+sltrd3KJcNHMdpDtnAIhAHzP+HgH5gsiECj8dDONxNJDJCLDZGJDJMd3dnS8NcbpOFhWckEkkWFpbIZHKUy+XmsAnMAWv/SwHvUA8ZPB4Pp09HuXDhHSYmxhkfjxGNjtLb242maS2NdV1nfT3H/HyKeDzBw4dxZmbu8+TJ/G4hKeB+uwWIwO+BsCAIhMMhPvjgfa5evczU1PlDSR+Eppi7d2f59tt/cfv2HTKZbDO0MsA09fA6FNIR15sCwm63wuTkOa5d+5jr1z/h4sU/EA6HUBTllcgDKIpCZ2eQSGSYwcF+AgE/pVKZfH6TWq2mAQHqh/zEAt4BhtxuhYsX/8hnn/2FK1cuEYtFXtnrraAoCl1dHcRiowwN9VMo7LCystYUoQDrh9nLhw1S/zyOCoLAuXNn+fTTa1y9erktxHdD0zQ0TaO3txuAfP45s7M/4zjOKJDjkIN92A4owPuA1NfXy7VrH3PlyiXC4VA7uf9yQUXB6/Wi60USiRS6XgToAZaAWiubwwS8DXR7PB4uXbrI9eufEItFjhXvrVCpmJTLZVHXi5KuF8VisSQaRkWUJBGfz+vk889JpZawLEtq8GwZSgeFkEr9kuL06ShXr17mvffOtSV0KhUTXS/KW1sFeWdHF4vFolytWiKAyyXbPp/P6unpsj/88E/W48cJ6/79RzS4PKXFjX2QgFFA9Hg8TE29x9TU+baQL5XKYi63KedyeSUeT2gzM3N9mUw2WC5XGpei2wyHQ1sXLkymw+GQfu7cGfPp06RlGEaT03+OKmAQIBzu5syZ6IvD1Q7yy8sr6s2b343Nzy+EHMcWd6UU6LqlJpOL4VTqWWhkZCDb1RVM9vR0GMvLaavB6UgCgoBXEAQikRHGx2Mn9n6lYtIk//nnf317YyPv9/s1xsZOWV1dnbaqqgAYhkE+vykmk4vi0tJqqFKpqKFQz6Pl5bRBPVkMsieLbSUgBODxqMRiY0SjoyciD6DrRTmXyys3b343trGR94+ODtuTkxNWNBqxgkG/7Xa7G0IrbG1ti5HIsDw391B+8CDur1ZrY6rqThhGxW5we6mAIIDf/xaRyPCJw6dSMdne3hHj8YQ2P78Q8vs1JicnrPPnJ82hoQHb63XbolinYdsWpVJFDAQCNkAmk1XW1jIht9udNoyK2eS2G+LeP6gXI2ial+7uzhOHj2maYqGwLc/MzPU5ji1Go6N2LDZmjYwMWprme0EeQBRlNM1nj4wMWrHYmDU+/jvb5ZJFoI+6s/1HEaAC+/L54wuoisViUc5kskHHcejsDNqBgGar6sH3iaoqBAKa3dkZtAFqtVqwIWBf0dSK5cvSi1dCrVajWrXE5qfS6/Wiqiq7Pb+PlCijqipeb52v4zhKg+s+o/a4+VdEKwFWOxeQJAmXS7Y9HrcJUCqVMAwD2z54Gdu2MAyDUqkEgCAIJvXaYJ9RKwEG1GvYdkBRXLbP57PC4dCWIAhsbm6JhYIuGsbB5a9hmBQKuri5uSUCSJK01SBfOooAHUDXS+Rym+i6fkIBih0I+K0LFybTgiDa8/MpMZFIyktLK7KuF8XdO2HbFrpeFJeWVuREIinH40/FatWygXRDwPbe+Vtloz6gx7ZthocHeffdCTo7931+jwxZlrBtW3C5ZHt1NaOm01lfpVIRHMcWLMuiWCwJOzu6uLW1JWazG+KzZyvSo0dx19zcQ3lhYVkol41sNruRsaxalXpanX+ZgBpwyrJq+P0aZ87EiEYjxxYAIEmS7TgO/f29O4lEKrC6mlFXV9PS8+cFaX09J62spOXFxWU5kViQHz6Mu2Znf5YzmQ3Bcextw6g8Xl5eNYEq8Ig9GWkrAQYwDLjAIRqNMDExfqI6QJYlXC6X43K57NHR4efZbM6dTmd96XRGSiYXpCdP5qUnT+alZHJRymSyomlWnZGRgWwo1P34p5/umdvbugUUGwJ+6ZwD1nQDXZVKlYGBvhOHEdAU4LhcLnts7FSht7fnuWEYgmlW5VrNEUVRdHw+T2V4eCD30Ud/nh8fj2Wmp+fMmZn7lmVZNrAAbOxzzgHrpYBouVwW7969x927s8dqneyF1+uxe3t7TJ/PawcCfuvs2dPbrQoaURTsH3+ctR48eNysBewGp304aAcs6rvQUSjsADA42E9XV8eJS0pZlvB6PbbP57UCgbdqHR0dVnd3p9nT022GQj1Vr1etLi4uV7/66u/2nTszWJYFde+vtpzvkLXiwGC5XFZu375DLDbKwEBf2zoSbreC263Y7GleJZOLfP/9v7l9+06zW2c2uLTEYUV9jfrBGSgWS5RKZYaG+olEhttW2O+FruvcuvUDN258SSLxImJmOaQV/7LG1g719kpHPr9JobDzIslSFLltQnRdZ3l5jVu3fuCLL/7G9PQ9LKsG9bifP8z2KJ25dSBYq9W0lZU1Uqln6HoRr9fTljOh6zr37j3g66//wY0bXzI9fY9KxYR6f3T2ZfZH7Y2uAYFaraal0+skEimy2RzAsXdjt9dv3PiSb775J4lEqun5ZnPXOXyW31B7fTde6weOJl7rJ6bdeG0f+VrhV3lmfYM3+K3jv5eD83U7L2IvAAAAAElFTkSuQmCC) 24 23, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
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}
div.testarea{
animation:rwdcur59139 3.3333333333333s linear infinite forwards;
}
