@keyframes rwdcur259423 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRoge1ZTWgTQRT+UgJSIklRKiEVGlw2XirmKKWHXgSDCEIg99yk9CDkEhAUBCWXQA4iveUe6KmECIJ4Ch4raMFdUuLBEAxKEig9rod0trOb2d2Z3Z38YL/T7sy8eT/z5s28N8CSIwIAT6v3DLrx0/uBK9G404/IECauJA3vUVY5ouSnvvfqsmfPmWhza19cMgH8/PaOaxyRY0WmMLNAFLhwmQury7awF7z421coyhokw8dZ/m3n48WXNQdTgTBBmOYqKgpqxtJXzDeNoMaSrgAA1A8fS5tb6iaOK0kjV1EBAC8+fDHbG7qGYr4ZiqtKj0IFNYNa/QRvHj0w21plPbR9Jt2FavUTpHaiaOgaWmUdQLhBYiZ7QIbgBBFgOjwFYeR2HQiqAEvOwBaxT0qHy+elz6hVdwHA4kK0AEH5+3Yht/jOQkHNoHB4OW6iEAwgmCK+CEl4tAt+PPgNbTg0/9sHPWw/S5n/mbU1ZNdvWWjIyjgpQQw17vQj9LdvBeJK0mAdTHbhAeBr5y/uKzcsbSwlADDPhbiSNEbVCgAgUSqD/iZjhc4B+mCikd3oTQkPYEp4ANCGQ2Q3elPtuYrqGgCI8HYIH2RO/v529zoXvdM41rzjTj+SKJUtbbT1AQEXcvJ7GizL2nH8K+XY57Qf6JWx9wlFIa9o4yYc7/wt6FPtblFq6TMyLgWcNq8MeG1mO7hXgOewCgOifP4PF1pkXCkwb1wpMG/4zgfoBIU3JwiD1g7fCrTKulnvKeablmRFJq0d3Ao0dA0FNYPb31eQPl01mfsFTbtzFMOPbWBw8wwNXROax3MPkGO9fTC5aRLhw8a1/jloPrzXCVcF6BRu1LVaJ1dRkUjHkEjHIHpPYtGmT1fR0DWMumfm7ZNHCceyCiv/jCtJ4+PrJ+YqkGX3i/U/MdxtT767d87x8OXRFD9aBseySlxJGqTuvrm173r/5klsROGV2NO87XIKR6Fxpx9plWG0oAu7DgtBq3a+wihhRuo6QTDX9wFW7urlfmHXR5f+KhGaArxxW/Qt2Auhldd5XENGeZ2pgJeVFuWlHmAo4PVSvigv9QRLv4m57xw0FsWFZMkxU/wDSsKXEb56l6QAAAAASUVORK5CYII=) 0 0, auto;}
}
div.testarea{
animation:rwdcur259423 0.8s linear infinite forwards;
}
