@keyframes rwdcur117766 {
0%,5.9%,100% {cursor:url(data:image/png;base64,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) 3 13, auto;}
6%,11.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
12%,17.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
18%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhcVXMW7bMBR9Drp4CZAz2OgJvCToCXiFGJChZlMhFOgWFEGQOUMhVMjSGBKgXEGo98BdfIJCvkSWjr+D9BmSEiVSdpAHECQ/v/gf/3+0ZOCdMfFxzrKCbGur1dJrL8YH3+BBcGlzkeTGknEi4YK+TB0c/F1ImEGzrJDNtPuScNZAnj/JsaoDm12ZU58mnAisVksAAG2jJqi+zoGZTI9QRxEgDj65SBtTasx15PmTMwmX6yLrGIYhAODxaioXP//6BwBYr9cAgCwrtIePcSUJAIVhSFUC+ibqMW2jlo19fTY/GXKokrp/vJri4ffreL9LWzbV3xVSA1VSM5/H9rLcf4+cbD7QMjBbRJIIYx63T7XfpVrPqJLafzSqBETbiJhE0/OcaBtpeuC6s539DqCgk1AJbK6hiswUHW2uxxFo1btKQLNFXdf9LpUprZK6RACAu/3rAzezlm/Xvk4E1OAMKwmLj0/wTmdVhLZMmBgbfBCsB1WYqt28MWMwyNjUxPNpgU8vS8wWkTY30fd74kXAJJH/PUfw8Y9cM+eMpmyD+zu9jucxJlWS0vNpgSC41F7HPOcsdIn0KBj6FMuyolMvQ3D+IrLix5e6PzsH4J56xuDb0BqQ8fWnHPoG9ydgBjdI+AYHPEuQN2mG8iFqQghBZVm+zR8T4JYAapo+FkKQEIIAcO+EwQyom5Wl3a9UFss+Rx/wibpaHMe2NS/0ZsDzJKPq/h+PcvgXci3JtQAAAABJRU5ErkJggg==) 3 13, auto;}
24%,29.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
30%,35.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
36%,41.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
42%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhcVXMW7bMBR9Drp4CZAz2OgJvCToCXiFGJChZlMhFOgWFEGQOUMhVMjSGBKgXEGo98BdfIJCvkSWjr+D9BmSEiVSdpAHECQ/v/gf/3+0ZOCdMfFxzrKCbGur1dJrL8YH3+BBcGlzkeTGknEi4YK+TB0c/F1ImEGzrJDNtPuScNZAnj/JsaoDm12ZU58mnAisVksAAG2jJqi+zoGZTI9QRxEgDj65SBtTasx15PmTMwmX6yLrGIYhAODxaioXP//6BwBYr9cAgCwrtIePcSUJAIVhSFUC+ibqMW2jlo19fTY/GXKokrp/vJri4ffreL9LWzbV3xVSA1VSM5/H9rLcf4+cbD7QMjBbRJIIYx63T7XfpVrPqJLafzSqBETbiJhE0/OcaBtpeuC6s539DqCgk1AJbK6hiswUHW2uxxFo1btKQLNFXdf9LpUprZK6RACAu/3rAzezlm/Xvk4E1OAMKwmLj0/wTmdVhLZMmBgbfBCsB1WYqt28MWMwyNjUxPNpgU8vS8wWkTY30fd74kXAJJH/PUfw8Y9cM+eMpmyD+zu9jucxJlWS0vNpgSC41F7HPOcsdIn0KBj6FMuyolMvQ3D+IrLix5e6PzsH4J56xuDb0BqQ8fWnHPoG9ydgBjdI+AYHPEuQN2mG8iFqQghBZVm+zR8T4JYAapo+FkKQEIIAcO+EwQyom5Wl3a9UFss+Rx/wibpaHMe2NS/0ZsDzJKPq/h+PcvgXci3JtQAAAABJRU5ErkJggg==) 3 13, auto;}
48%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhcVWQUrDQBR9FTfdCJ6hxRN0U/EEvYKFlOguEgR3IiKuXUgwuNGSQLxCsftSNz2BpJdw4/K7SP44M8k0M2nRB2Fm/vzMf/n/TWaAf0bHxTlJMjLNTSZjp7UY+67BPe/U5CLItSVjRcIGmzK1dfB/IaEHTZJMPLrdlYS1BtL0TfRlHZjs0pg2acKKwGQyBgDQMiiDqvMcmMlsEGorAsTBO8dxaYq1sYo0fbMmYbNdRB193wcAvJ53xeTZyzcAYDqdAgCSJFNe3sWWJADk+z7lEehqVPRpGVRs7Ouy+F6TQx4V7et5F8/vv/31Kq7YZH9bCA3kUcG8H5rL8nATWNlcoGSgNwgEEUY/rH7VehUrLSOPCv/WyCMQLQNiEmXLY6JloOiB68529tuCgkpCJjC/hiwyXXQ0v25HoFLvPAL1BkVd16tYpDSPihIBAO7Xvy/c9iq+detaEZCDM4wkDD4uwWudZRGaMqGjbfBGsB5kYcp2fce0QSNjXROLgwwnX2P0BoEy1rHpf+JEQCeRfg7hHX2IOX3MKMvWuL7VcdwP0cmjmBYHGTzvVDmOecxZqBPpTtB0FUuSrFYvTbC+ERnxeFG0h0MA9qlnNJ6GxoCMyyfRdQ3uTkAPrpFwDQ44liAt0wzpIvrHuCOAykfvt0NjBkajkVh8NrP1m+3ml1wuWvuEYWick8lsi1YE4HAn+AG/nf4t7Rp7rQAAAABJRU5ErkJggg==) 3 13, auto;}
60%,99.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
}
div.testarea{
animation:rwdcur117766 4.1666666666667s linear infinite forwards;
}
