@keyframes rwdcur55993 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZ0lEQVRYhdWXXUxbZRjHfy8yrKSBA1S+IrSDxTmEBWNGQkQg0U3xYmpGpi4xC6CJbl546byZwZvtajHbnSNLuFmCUgkklQXQMXQE1gwQ0s3qhuAEdmTQQS2Fsr5enAL9OKd8xGh8kvacPk+f//M/73vO/3kO/McmdpiXCCihD8AC4AFW/g0CSUC+rOKXCKAblODjV8C/HbCEHRDIjC4OIA8wCmRvFywxTsyMtsQmwIe2xH7M5BtmlFDGKFNoF6aEMPxoW+QFglslYJFV/BnuENPU4MZJJrmGBLLIZ5R0nqRAFvFjRH4vOYAaTUJvC8zRxQFkDt9io4Lf8RkSmMRLKsXRxQFkFdNASrRfj4Ci49NArHxDIBZk3cbxyVK6DOOQvhUCpjgA8DpHDGMHKI+bq4OtR8B4iQHpoVYs0xztF6m0y118sAmBGGw9Ah4xTU1cGLPOKk2ixksRAeqA2a0QWMGNU0zwphGYDHBUZNGyDl5Mt0zlPcPiD2ngOp3oiFQ4gSQgFzNlFFDNH6yIXt4RCl/rorZwZf38S1p1C+fiEH28y09MYaOSNCqAfMLuhcSwY6S85oWOHhDLNJOCSS5zdC38XBEWrmrnhyrJiSicQhv3mJNQz4u8FkNMk203sLLWC2KER/eKMmnhK67s34dlxMXZ8NjhQ5zp6OJnanhB+oy3Yx1LE6aZNQJ79PTd0K4a+Ku3jIDo5VnAtZNm9E9ZwvoXWrPY1EQJ3aKfD1+qoDE6VvcWF8Q1GsRu2rZIwAMb80ASyTwdaqmxhRXa+Q1VKht7eySZM60OPgF4/xgXrJ9+/rLFbLF0jHXcG7g4MPzA98AsV6jVxRunnEmGAX/4QGICsimmjGzymcTLOD6ep1w+Hqtwopc6WcUlAHGNhvN3z589aTtpUVFxBB3YXfZZ5zmnY+bSTA+7MWElhUVUnFwHpgipot5ElASkk0pxvMYinuCiXNJWRBTQdvCNg7amw02leeQRIMAQQ9gf2en5ocftOuE65XP5BtGUMEKMHtPB3kUmRbLE8F5HpNEmFzm29vuzeZ75eMzTmfV2VmmpKCWJJHLJxZpgJWgLZiy9uvTK/ND8wPLk8gRRc6NuO5b7Yvt5hI0zF+2aC8yZO8c6ZwcZJEgQgaCQQqqppqywTClsLDzNFttxcrza4ikcUqE+2i/91N48d9Nhf2TnFrdYZRWJJIMMsshC2asUoI1omxKIP1pf5rJR6H7z/Z6+vj53K630048bNxNMoKLiX/Av6GHrzYSGmiAe6rfUdbNhcp1wnUpuT25a2LOgZJONispteRu1W7UTevY3I+AVveSEZriN4gHqGKYTK5VxCKQsfbfkGKkfOe5t9J5W9ioF/kX/gtql2u98dOcLPQJGLyYJaANkOhtj+RzgI40KuZ/v9ZLEXxzHSUvowtLR9nwlVNgDrEbnGI3lwbCkSJvnrkEOIZFZe869hv8Ls500I1XcoCTaKcYpR1O4bdlOX041tQRL6LcHHZX7X9jfnfx3oauKMd8AAAAASUVORK5CYII=) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur55993 1.0666666666667s linear infinite forwards;
}
