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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEUlEQVRYhb1XbZaDIAyc7MX0ZsSb4clmf0D4MiLbbpv3rAiSDJMJUsGXjAQhAAh099z8mjHHI0AS/Kn966aaJr8CQGzdrA8kCRHJ43MbqZSFOa4fgCDwUzpozMwniaSA5xnfS97IgNkqE+/ahYEyMGHCcs//EG5bBZ6NICxwe3fAF4sxXtoxRhe4C4AktQkYY+wAeE4AUAGqpndUr89dvuGkoLVA4jhSe9t2SJKIjMonyUMEqrXvjBEhEGF0KoKRiQtlFxonOTemutXmOWRmzkmfMVoY2Latoj/Pvk1CdUF4CgRjoREZBDg0l67F23e4VTCCsfa+R9wyofkCcFifbVbZQqhBISlFkAcNWPDzPFObhN6ACBlJgLGGygBRtHQcWidlT24FjJpon1sQlu92j2g1QNRxu8ZKuC3D7MntNRAz4bYCNJGOwRcAOM4HEJ2zFlijfFV1g68BQPkpqzIwXnUYuEL7zcqBBxHWcsxbjwhi3AFJij4OARS+MHW4JnZZsA59vcCe94OOgXy/+w7MPsc9a+kgsPSZJtPWnFauCKpAOvS4811RqcPCSvDRqWnl8V34GwxbR+q/407S4Ss4TUHT9nzVlyenpXpWJAr9mgdzO9yk4WlVfUXe1H4rziad5XpKw8sA0gZzPaSMlfVqcNefjsEWy9Oz1dPvshY+BeBjIKZb8Tfsryto8/zxPy9fsV/nV6R8UIU0xwAAAABJRU5ErkJggg==) 0 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2UlEQVRYhdVWW7bDIAgc78a6tNKdsTPuR4IZEG36ug9OPUkVYRiQCPwBsWHCYCLj/CcBjCCKuY8BMDOTH3BogFXsmgteACGyGV8CMJhhH6RrLPIkiHspc+eqav5eAjCzsgA9wpWjHmGhx/O83nYAg7HWmq/DDLa9bZZa6/+CqGowdLlcCq1GvwkDOR2OWlWnEeY1EZjsT6NnFe3geMtTTEemLxdR5Wj3RnMbKAchAoNMGFDVPqp8+ryqRgci5qlgsK7vul6MixTgAFAUZmeDoqxo5qqvAC1rYEjLgglOARfjWBtCKToJoKqJTvFuSES6k0zv4fQBBtgpz2UmeoTkgHVKBlIhP8RAZiKDO3Rj1wunIx3lUw4rAbfTZJSZ8ahDamYM3HOe1xlEaCwedZEWPqKTVtyi3dZw21+vAG4CgMf2CK311lrQuV4NQOtt3IDeyipuw19JyHPEWbw5SWo87pgLMQBgmmQBohK+D7h+AJFoLmsgOYkAZA6g+syOpBb7WHcSYWBnCQL8tezFuTGAkYGwd+J8CGShFzY49UjDQRTflbs2mcpzINAvn2UNuJQ3m8LesYFuSqc3bfvKPWcAPA3ijHy9w8gr8kgUH2HhXzEAxBPwlhr4dfkGOskC2jWiaqkAAAAASUVORK5CYII=) 0 1, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
}
div.testarea{
animation:rwdcur171702 1.4s linear infinite forwards;
}
