@keyframes rwdcur45884 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 21, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 21, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 21, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 21, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 21, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 21, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 21, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8klEQVRYhe1WK7CjMBQ9vKmoXIm8ElmJRCIrKysrkZUrkU9WIpGRkZGRyMgrkci4rAjhQV47bxaYnRU9pvSS3HNyfyHBDzC6cwDAzCgv5+Sn9X+Lj5jM2sFZO7g5OQAU5wKyFS52sBtkK9ylLNy9qpy1gzO6c7IV7l5VLs/IBXH3qnKXsthNyGH+h5m/LWDTQXM/vWPTAQDyjCYR2vDq1CxS0DQCjRAAgFYaEBGu1wpGaRTnAlqrb0I198DxuDoiUwSUVihQgJmhtIKSAkYTmBlE5EUpvZbnJRahk61wRAQ6eULu2P/ORMXYEn4gqgGlFbKeQKcrAExCmrYBANxulRc0pLCDHgV8buH/qoHQcmlKiwVKKNSPx8IWyJ9FZLWAgJDvgL5n5JQii+zAWIB7Cshm+Y8RRya0464CnsGMXdD3vAthjKkI4yE0dcBOJ32FDwDgtn5agEGY/VU+3ZxTulnAgdvapUWG7iGhh6NvxbHgePAEWdoD8DYTRjLzLkV4EEKCDKNu5WSsuQesTS5l4YgIad9BzlJB2ck/WLv5evYOZrM8hFUbTsTvmytvJeRDgo3x9mE8/cYJGOCLMJwkulTOdYN8FpnL2KJ7kf93WHOlbv4wCYNoi6NNIpKtDiJfq+FWClm776Wzf7HnjTfeeGOBP7EtCVvVyiduAAAAAElFTkSuQmCC) 8 21, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 21, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 21, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 21, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 21, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 21, auto;}
}
div.testarea{
animation:rwdcur45884 0.8s linear infinite forwards;
}
