@keyframes rwdcur98423 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjElEQVRYhc3VT0iTcRgH8Ge/d++7+W8ufZ1z003dmmusoZZYagfJg1YXI4iIgg6dKjp16WIRBRLoJQMxq0MY5KmoDlkEoyByNt2mczbdq/tX01wOE3339v46RNKpW898Tj8e+PH98Hvg98DomHv4Rv+d64VFGjUAQJG2VHvyQk8/YNWpc+ePL23Q9DP3x6ftR08cu9z76P214bFFrHzlu7ev3UvCYvjgoaYjkN/fEQwnOCE0+QoLQKJCZEUIf577KYOcFUUJKIWVZDSABgAACEx5vYQAob97cjQ8PYEK8H0an5RlkAAURBS31mMLQdwXmA34ZjJr2VXCMMr1TDqxmkoIqIB4dDEVj8YEllVxqVhkdmM9s4EK2NrclELTfp+S5Ug8EkKb/zYAACDg9UwAgBxbCHpyAvB7x32Z79++JJfCszkBhENBYT7o/5BZXU5hApg/B1EUsyynyob8Hj8mYOdUV3d3x637IwN1TW0u9HDCMPDyjXsstvaD9gwMD2FmMwAAlFKYj0SXE8n05vORB0Opr8k4JmJnFMtxytb2zjbs3O1/YFcJr2nv7D6tIAz514X/BjBWmQ0WR32LRlvK5wTgcO1zFvP6Wp2x2poTwN7GA82gUOZXWR2N6ACW5YjF7nKJkiQbavY0owPK9AZdudFsFUVJ4g1mhzqvQI0KsNpdtkKNhpekrFSo5U0l5ZWVqIA6Z0O9QgGcLMsyy6o05ZW1TlSAxe5skCSQKQWgAERfvbsBDVCmN2pNNTY7BQCWU6kppVBhsqFtRLK/9XCLwWyxzc1MeUbv3b6USS8v8AYT3krue/hi8ObdJ4O8rqIEAEBnrKk+c6XvMRrg4tXes3n5Bcq/e8Wlei1W/i9k3vYN9TyfYAAAAABJRU5ErkJggg==) 3 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkElEQVRYhc3V30tTYRgH8GfvzjnT449O+6Fz2n6oOZlahkakGJhelVREEF5UGHRVIBR10U1FdCGE3oTghRQVBHZTQQQpCKMgUptus2229LidzVw69bRsOzue00U06B941nP18t58P3xfeF54Pu4evTv04E5xSWkBAEAJZ+DOXr41BFjT23fpdGRb3Xjl/viy8/iZnv6Bp+9vj44vY+VT7yYn3BF+OXy44+AxYIe6A+E4w4dm32IBSJRfWuPDXxZ2FFCykiSDqsLaStSPBgAA8M95PIQAUf/cKdHw/AwqwPtpalZRQAbQEEnKpITFAG4DQb/3s7iVTRKtlkqJG/FkIs6jAmLR5UQsKvA0rWMSwlJwOyVuowIy6bQcmvd5KZohsaUQ2vvnAAAAfs/0DAAowmJgOi8An2fKK26uf1uJhIN5AYRDAf5rwPdBTH5PYAK0fw+SJGVpRpcN+aZ9mIC8T66Bju6eI6cu9F+NCxFBTCZQnwEAAJ68mZmcDMvqxRv3H2Lm5hpYW9/4kfqVKZx48Xh4fVVA+47/n6EZHdXWdeIodm5uD+iNRq7zZG+fhlAUNgIAAA61t7e6ha1Vk9VhxszNNeB0uuzpmCAZuN3WvABcTS1N6Z8SsdpqG9EBNE2TGmdDo6QAsTjqWtABpvIKo7nSVp2Rd2Rjha2+oJBlUAG19Y21RaX6sqysQjFnshrKLFWoAGdD8z6NlmYVIESrY/XlVQ4XKqDG2XRA3lGJAoRSgVBmW10zGsBktnB7qp0uVaOl6AKWVYAwZlvdfjRAa1tXW6V9b/1C0D87Njp4TdxM8kaLHa0BGHz0euTe8NiIsdyiBwAoq3TYz10ffIYGuHJz4HwhW/TP/t9lMHNY+b8BEN/4OO8XfkgAAAAASUVORK5CYII=) 3 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnUlEQVRYhc3U30tTYRgH8Oe858e2dDr3y206zzJna9pwmpZSCupFgVDQVV4UdREEURAoXURQ4p0oIRThhUgXRRcR3XhjSAQRqC023XZ0us2d6TzqXNPs7Jy5ddXAf+Bd36vn7vvheXkf+DD9ZXx4ZPxxqbqMAQAoLa/Q3Lg7MAyYQpI0TQ8+HXpysaundWNr93df/72x2tMNLZ8/vX2FA0B9nZ35Fo1E+fbOtssDJaPd3GpMGeG8MzjKAQBQLBreCa+uhI5ygCQ5CzlASEjEg9gAAACLXo+PIIHKA0HlAaFoKODBCvj5Y857lAPIE4jKyPJhbC3oxwrgFr3+dFpOIZJk9n/tJZLCRgQrIB6LCvEYH6FoBSPw4eDhQfoQKyAjilluyeelaAbFw9wCrvICAABg0TO/AAA5fi0wXxSAzzPnTad2E5vrIWxf8BggxAUiqwHf93RyW8AJIP8NkiTJNKOQOd+8Dyeg6Cls4FJvX+e1Ww8fbfDrfDopYH0GAAB4M70wOxvK5u8Mjkzi7C1sYCe5t3/wR1LNfJx6ubvFR3Ei/o/QjILq6L3ajbu3cAcqdAZN15XrtwlEUkUBVFlZS53T3aGu0OuLAjjjOucq1xptRsvJuqIAXM3trQRBIKvd2YwdQNMMOuVobJKlDFhsjvPYAfpKi9ForrFlRFHUmaqdClWJEiugwe12VrNqS5lJj2rdHbUm1l6DFeBucrm0IGYNmpxUzSopm6PeiQtAAQDodeaq0JqwvrzkFze3tpVqSmHDBjBWmsqsNrsjT9IMrVJTQO0jC2s/iwuAWi50tlWxdfUry8v+d1Ovh5KpVEJnZhtxAWB04v3Y8IvJMb3RpAUAMJitNTcfPJvABrg/+LxfdaLk2P0v1xo0uPr/Atjj76mU6zZwAAAAAElFTkSuQmCC) 3 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur98423 1.0666666666667s linear infinite forwards;
}
