@keyframes rwdcur217399 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIElEQVRYhe2Wv2sTYRjHP+9dKMWpxFVnpZOzQydJ2klalCJiRTuGDh3EIX9AkQ4SSikOTk4hko4mtYMEZzdFcBVcSnEqIbz3fR3uLr2Q3qXcNcUhX3jheH89H77P877vwUwz/Y9Sy3lqudJ1xDJpAMAvxDegi+h4T8zvawOIIFrAIwQIgB9YjhCfED3vhelPG+Al8H4IMNr6iC9Yus7S8WvmZ14AL2PsaGzW+ex54AHwEKgEe66cFyDVAQC13HfEIgA26rQMEFuItrdpTvIGjpXlAEAnJImJAJgDqsDfosEnA4huYuYgMbKGaOpd8aM6yYEecBbBbAHt6DuEgGawXwwiE8BbN31ED2GBNmIdJSAUOhE0xiGC+uUKc5IDcRq+ek/Niffc2CSEi50QzWB3DGIjqLu7xQHCQjwcLthMQJzfCyHEzgjEKmJ50uaZxzCWPriy98ycJvuCfVdCNLGsYSMQG6VpwALiD+LY3zErhQHSFLxNQIQAINoM+Iw4QJwhbvq76df2ZVKQKn87SgdROiBMBzSi7xvAUtYehQAA/FfGYqOaiFMBcwmg6lQBoiALiC5icMHDlVmIuWsgeOPKiA3EKuI+ltLQgWQL35DbfuPi/4ncDvivzSmigzjEcoyGN+ZoC/sqafsUOgVJBXU3j1jCUkUsIxYTEB/9PfN4qgBjQNvuFqKCWEHcQ9zxD4wmr5wGTM15Qc1dTcHPNNNV6x8KtvhkoNwvRwAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur217399 0.4s linear infinite forwards;
}