@keyframes rwdcur197335 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChElEQVRYhe2Xz08TURDHv9vS3dW0ZfuDqJQU9bCiaQKEyKE0etBoPOhB48mLFzAcGsMf4Ml44Gg4EGz4J4wHPXkhNTESwWojjYgWSmgx9NdSutvdNx5oDfHU3S3pQef0DvPm+5l5817mAf+6cVY3TqHo4N3SeU0pfX8BH7Max2FV3NXrjemX92Zdvd7YFIqW4lgCaIlrN38lyrc/3NVu7CbsQDitiu/deyPvR79A8xcCgto/wef8q6PqzOYyZulYAP4Wr0d+gBiD3leE5ssHBC00wW+bh2i7bLxbipJXS1TG38vG6Ro4xQUQA7fPg52qoTyWlMmjJni3FG03pikADpg2fEpNTIVWpIVoVkiFQMQgpgbgW7ySFdMDK7pUqXHAtBmAnrY9OTzlN4I9/EYQINxRw7lntbE18N/64Hk1vAAOL5t++rEAzFW5r6113E0jIAKIgUAAkJ2rcp/NCLfM8v0FAQQGmOr5DgIQCGAEkD0CGxUgEDHYLYF1ABAO69A1AIC6fQSgLjbhoXgTojsAsC1uDwCt7Lt4C4jsN2HbT3HcQ0N//AlhZhggXQMzdAAIxz0UabrqR5/tjgGA8KQ+uHPpILIOh+7yq2dzIGZAHdxC6XryEXOq90+mZYiboTSABx0HIGC+p+xdrF9Yl2vDP6GLeYAYDuQMGqG9sLgaDnvfjWcImG87KZjoAU0pJR1VcVJauZZxFngYogJiBgyhCseugMCnWxmHIkxqSilpBqDtkWwZszSqzmzyO8FVUT03oUpbgYY/jxNrQzjz+mFGWOqfbFSUJbMjuul/QWs2VGPbieLIW9n38aplcUsARyEaFwuPXengc6vilgFaEJ34Gf23rttvWbc6PG0hJogAAAAASUVORK5CYII=) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+ElEQVRYhe2WPWsUURSGn1nGdUN2FkFIiBiJCmKCQTATFZFYxCL5B4K9jQ6ChYVdEC1sUkwq/4EgKU2TLRJEjVkUIhoxBDWo4IIf7OC6rHvvsZgdWbDIzNyFafatZrjDeR/OOfecgZ56SinPkZLniO85UjKJk0trrm1V/nn56TVtq7IJRGKAyLx6Z9H97i1Tvf3QNYFIBNBpXr/wFtGaX1Nv+Dr3IDWEFdMY4D9zRCOiQQv9K8cZnLtUybXsaT+wal0FaEOsN49W3d+nPoAIwcUNGid2KGwcpLg8Dgh9L4+w9/1QBZj0g3ih7bgAwNX89kA+vz0AMPtn8MetxthHCq+G2bd47i6w1P6uGdc8EYAfWM+jZ8+REUTCEiAAm35gPY7t2qFU1xAAkbD+IqlDGAEIAjpDALRGtAqzkAkA8u8qZgIgIiAKzCpg0oThAMosAwiIKExTYACgENUK+8BAsQeR58hpIN9+HZVoEIUlGPUcOd8+a3YOrd2UZBmtN0Y+u/XxdyBCbeoZ9WNb9G0eprR6BhD6X49R2DmUaBckWUYlbbfKX27ed4OzLxCtwgxoBVpRXJtgeP56Jaf2JNqGsXvAD6xarmVPH7h3pVJ8crIr5pAgA5GiTHy6seAGk2tG5qkAOiG+zS65+x/NpDY3Urf+invqKXP9BdU9HpzMtscMAAAAAElFTkSuQmCC) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur197335 0.26666666666667s linear infinite forwards;
}
