@keyframes rwdcur98839 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8klEQVRYhe2VS0iUURTHf/f09fUFH6NWEJbYgwrzxRhCUfa2Fj1oEWpLiV6LiAra1iaIimiXiFhImLSJIiKo6EGFRfSwnDQtdQodH2W+cnIc79dCy7BRU8fa+Fvec879/+/hcC5MMMG/JeZ/iFrAOtZQwDTuDQwa4yicTASpbGe3rJQ4OrF1o75E8zgq9uEmjTxO8kmuSKs0ileKxUMmXiBuYHK4OmAylR1sJIM1uGWDWMynGYMW7oD2aJsSKoDy8TCQipvLckbmspY6oAM/LQQQHiL6ndbU4qKJwlDFk8JgIEAEHRhEqS9qNlMxmU4XxfToV1oxhSncooEKDgPBgcUqDAZ+YgFprCeLtaTjohNBU8UscjnCN86HKhp5B1LIZDIraKMbaPgtEgSqqOY6b0kkhQRsArzEpITjwOdQ18mIDbjYahw3cuWg3MRiS8icei7ixaYFm5dcJcTwjYV4OS21Rp3xgaP4WEAOYP5hcz3P2IcfSAuneC/TyJZ8aZUP4uECTSylkN4Z6CeSPcRQCbiGuupvZ8ANtAHdAPgpd9qdBLVQJanFql7NVEnOC2cO7dz4VfGdMtq4C3jHasAimQe4aKeZ531nQWq44TQ4S9R8lUgyTcpRKY7HKaOLyr6cbqD+Lx84OGqOyjaeGn62cTtE2GQVRXJKWuWRfGIzJQzT8pGzkdumNqvlnITc5fSu4Z0coFYOiYOwKZzycZIjXlObHrPR9LGcvCFy3URTgEFq+OSXkWs2mT6rx3pjacsjJ6SaheTRO5RhYaghtGSzHDMyDA30BIoDPfqrdliEm+lkEcU6uomig2qgc7QGBv8N57HD2G+4NbpDN+ig/qY1iWgmY7CaGZQSw1nigScMsmbHYsAlqbJXbHkfuBYI6lqtcbBpx+YjQT5zn8cU4uMS8H204kMZSFZbVGywMlil7+tIaoiklCp8lNJJLvB6LKLDk06RFImfbL6wgse42AXY4yvaTyzRXMdNPpDOwB0/wQRh5gckofDxsTt8ZQAAAABJRU5ErkJggg==) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe2V20tUURSHv708HI4yjlpiBWYRBWZpUwjdpcR6qIkeoqGXILpBDwX+AdFrBT1WhEQI3SSIIIzIrhCoRBeTQU3KW95rvJWXM7Z3D0qFzFjmWC9+j3uttX+/vVisDbPM8m9J/x+iDpDPFoqZw5OJQWsGhXNIIpc9HJHNkskgHt2lrxOaQcVxfGyiiDO0yG3pky5pknIJEqAJyJyYHKsO2MSzjwL2ko9PtonDEkJY9PIQdFB7qOIdUDsTBnLxUSLnZDFbaQP6GSTECMJT0EGt+YiHbq5FKo6LgQGXJL4Yy6SoXrUQDx5SMbpai6k3Fkkkcp8OaigERmOgFxUHKMBPsVyVHh7RwxM+c4lvpHE4WtHUO7CcAIqNDBIGOn+JjAIfeMcdU2oyCJNCI63cw6WOM8CnSNfJlA0ksss6aZ2XY1KKgz9izgglhEkjgVRaeECE4ZsOWXJWWq2P1ntO0s5SLgL2hBwv+bzgGENAXizFx5jDAbksffJeglyhm7VcY2wGfpLMUdKpB7yTXfWnM+AD+oEwAEPUmgGzQi1T2Wq56lDzVLZ5ZRYxQOmPimFq6Ocx0DRdAw45PMPLACFejp+N0kip6TRr1BK1khy6lVGrTdDUMEL9eE4Y6PjDB0ZHLVIHrEpriN2URQjb5HFDzkqfPJcWdlLFb1o+dbZTZmu7QS5IxF3O2Bo+yAlapVAMwo5YymfKRWmytR20u+x2NlA0Sa6PBRRjkRs7+XVcsrvtdkc71Y52gnJaGlhGEWNDGRMmG0JH/HLK2mtpwLgVrtZ9WpPJGtII4CUflxS+0gAM/q2B6L9hKgHZLxlAm1vhii7XkMAo8/nEXJKpw08zWUAFUdbsdAx4VUAdt9ZbIbfSRb/WGgcvvSRQzTA1vCLILVxuAsN/Kz6ZgZw4f9xS94PbrCt1Mo0kU0UtbbyljvPAm+mI/p4Cbsh1GeEQPeRRTjwHgYSZFf1JBgu4yyouAwVM3PGzzBJjvgP6v/PiFhsF0AAAAABJRU5ErkJggg==) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98839 1.0666666666667s linear infinite forwards;
}
