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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA1ElEQVRoge2ZWQ6EIBBEW+P55rBeEL+YTIgLSJVMmXrfal6HXgAjjDHSTF1vrylBLD7TbY8ZIiDPmlLTarQ+f8KC+MgXVEo1IJ9CDmA02ABq2mFHy9wDvwJngmD5CFYK7YkS5COYNfArTJKPQM+BEqJ4xl3oPdTub4D7IDxXcn8tnzmSlJDPlLJS8pkyABLyXYgTwFENSCBdxNJtVHqQDbyVcBcaDTeAB/KdF4D0JH5wkOEDuJoDYDBn1rtigDOzu9Bo5APA3gvV5jSwmP2PzBhjutgAFLiSvG1Gs1EAAAAASUVORK5CYII=) 24 23, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 24 23, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 24 23, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 24 23, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 24 23, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 24 23, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 24 23, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 24 23, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAzUlEQVRoge3W3Q6DIAyG4bLs+rhYbxCPWBan/YHiEvM+p8Puq0VUBAAAAECqrTXZWvt3jA8lz+vuLNne6q/RKdRSXOsSp5s7AU+w5K2pT6CW8vOH2l3ue/VqTa9l1bAyfIlPQLuDPdjZmpHwDmNbKNrEovAiM8+At4mF4UWsZ8Ci7febTqSHvwcs0dPkqsbEFMYn4AlfS1FPJk8tw1gD3vDH9QuaiDcQDX+8LrkJ/Y05wgqRXDv3FPLcwYn9fsb+FlohWjf1WwgAAADAU+zdl3PsMYsE0wAAAABJRU5ErkJggg==) 24 23, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD20lEQVRoge3YW4hVVRzH8c8eIiREIStEX8RCVCTMfBB7UQqsjE1ZT9GNogeL6OYEYRdCu1iWhJRIYNeHSuxh0fXF7CGJLsdBRGsKsQeHiAq0QUzC1cPapzlnzz7njMN4edhfGNaevdZe6/df/8taM9TU1NTU1NTUnAZCnCTEyWdbRi/6uvQtxd9C3H6mxIyHbgYsKtrfzoSQ8XJel755RbtKiDOwB/sxIM8OnnZlYyTr2BPiD0a8UGYYe/GjdsP+mmiBvag2IMQ+HMFkLMdnmDSG+YawQp7tmyiBveiUA7Mk8UMY1C7+GC7G1XgA27Bb8soMbBLi+T1XDnG8mtvolAMLi3YAc0t9F2C7PFuOnSVRS/EVHsKLlTMn787C10I8aKxhGOIH0qbeL88O9TJgftE2VOfBYiGukWcbS+8H8BxWC/FbebarJOIi5HhD8v50qVy3jhkqjGrgQDHnPlxfGHC0dXinHNiBVbgdK3Bbxaj90m6URc7Bq8Vvd8qz34v3S7C6EPIxHpW8uwhXFM+XFyLLnCwMHpJnM1s7eoVQAw93GDNf2ulBeTb0/9s8GxTiVmzC3XhBiPfhXhxHvzx7qxi9u/hpGg+PYUPLOsNS2JI808ZoD6TrwxH8i6nFc7ekvLTyXAjxJdwqFYA+vI+t8mygcpZ01qzFHdq9sB7/YB02yrP+1s+qPDCnWPAXzO4ifhiv4FBlb1qoX4gXSh79Xp4drRwb4rV43ojnW9mDm4rnA+XOKgNaw6dcgZoM4HF59nkHQVOw2EhV2dlhXB+exiOqY58UNs1CMsp7VedA8wrxk5RcrQzjdazsIn6hFMM78LMQDxfhVMUsPNVF/AkcxGVSIg+OxYCmtc9I9byVdVLlGVJFiHdhC5ZgrTybhs24RYg3VnxxHB92EE8qn80wPiTPhssDqpL4sHSiNktXmfI9qFE8v4wb8Cm2yLNvivkuwdvFtw/Ks/ZdDHEZXjNy9rTyHr7Au/hInt3c3YCUcH8WIqdhgZQT8yTPzC2Mq+KkVCqDPPujQuSbeAcb5NmxUv8aKRfKodQvVcIn8KQ8W19etJzEU6QdHJZnJ6TdbVQYuVDaseYBNBtXSW4+Ocq0PNslxC14VtrR3aX+jUJciWWlLxvSgUc6OEfR+Tp9KoRI3mOqdMH7BNeovo7vxa9GDi2Yie8kr1eeNxNjwFgJcYHkgU5h2MpxXIcvJYOnVnn3zBrQpDoMO92DoCHPrqzqODsGdCLE2doNWyJ5a5s8u+dsShsfIW4WYiyqVCXd/itxLjC9aBtdR53ThDhZiGP5e7ympqampqam5lT5D30jJeb7o0tkAAAAAElFTkSuQmCC) 24 23, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 24 23, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESUlEQVRoge3YT4hVVRzA8c+VQUpkcCEyWIjYWBlCZhgl1CYjgukGES6kqIjEFhUaBmXDIJIGYZEuoiIaWkS4CLpNi8CgDFxUWtBAWmOIhIjMwiQGEfG2+N2Z9+bOe2/eG9/MGLzv5r177jnn/n7n/P6dQ4cOHTr8f8jyBbK8Z77FqGZBi/234qQsf3I2hJkJzSuQ5d3Yg25cmC2BWqWVHRjAUlzE6VmRZgYkTfXK8rX4BV1FyxUcwG5pcnF2RGuOZnfgXSH8pxgq/u/AKVm+TZa36kttY/odyPI+fCVMZzW+xdpSr2FslyaH2y3gdDRWIMu78Dt68QrG8H6p119YVfwfEoqMtFfM+ky39S8J4YeF+ewpvR/GBuwSyvXhN1n+pixf1GZZa1J/ByJhnRRh8yE8Iuy+zAZp8nPRfx+eKdrPYLU0udxOgcs02oF9QvghnBO7UYvnQZqckybP4m4cFY5+e9skrUNtBbJ8vVjJK9iuEoVqsVyWL554SpPjeEzkjCXtE7U29XbgYPF7QKzipgZzrBeKVjOGI3jxmqRrgqkKZPlmbBRhc59Y/UYsx+OTWtJkTPjAPbJ8WTsErcdks8jyG/B28dSNY1hRZ+x5HBdlxWc13v+AJ4SC56e8DbNbiYWF2c2Isl3vEAKPCPstC38EZ/ENDmGBNPm3ztyfYz/uwK9Ftr4Vi/AcUmEBPbL8Q/RLk9FWFSib0I3Cnp/GLXjHZPs+gqekyaA0GWsg/Pjcg3hPlr+KP/E1fsI6fFcoeRXbRFmyo0ieTTM1D2R5jzQ5V/XcK/ygr2gZEdl2qO6sWb5wIv5Xxo+JrP0x/pYml2Y8f0MF6gvVV3yot2iZXDaE/9wszGOVMJXq9wsbJrXp5o8+kxe3JQVigi6R0AaEk4+X1csKoe9VOSt8gJ2iBOkvIlMz8w/gjaKlUrZHAfk93pIm/TNToPKhpaIu2iqy9FVkwjzG8Ic0uSrLt4icctOEyUyda3ExfjMeFlHrgVKvUXEK7MUuabL32hSofHw9LuN0TYfO8nVi1V6WJoOld0Rlu1Ikw3r54oxKNDyD26oXoyWPn8L08fusWLn7RUSqZouIPo0YwX04JUx2Z3knZ/cklSbn8SNW1CivvxAKNmI7XhPCH5Umh8od5uIoeFDYdFmBLpHJ63EYJ1Sq4Jp11VwocEE44ZeFzwThM/V2oFwFD9Yz17lQ4EQh0EYck+WfVN3ufVRnzAH0iOR2UZhRTWZfgUhea7AXl8Q545Qsf11k5uHSiFGTq+Dd5eRVzbWF0VaZWjZUXwiM84Lwl/0iCq2RJuXzxgRzq8A4Wb5JKFLreuZBUfh149HpaqL5uZCK+6M7xWpXl9CnxXmkG4ebKejmZweqiUvjAREuq68u75ImZf+4jsnytbL8H1mey/L9zQ6btzvNGqwUpjMqqs+muJ4UWCJifv9833jPnCzvmc+b7g4dOnRonf8ATu5DYsC22qkAAAAASUVORK5CYII=) 24 23, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 24 23, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 24 23, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 24 23, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 24 23, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
}
div.testarea{
animation:rwdcur97400 0.9s linear infinite forwards;
}