@keyframes rwdcur8327 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABx0lEQVRYhe2XsUsCURzHP1cZCCIcSmaCSw7W4hL0DzhEm4u0tju3FzQbFI1CTVFD0CTV2B+QEFK0ROAWuUhL0Guwp+d5d949Pc/gPtt5977v4/vd/d6dBgjs0RzOuUFMIMNS0EnabaaolDJi3KwFm3DVfy0AKqXMwI/lYkFc3jeUMs2CqnKWYpPAKKgs54eYZE5OwgzKQV9wJuWgKzizcjAluZPrlupcngcpr5yqpJcBnuT+hHqUiwUAvPZDtxe7lpNiUsiISrN2M8CTnFFMdfcwMirAlZx51SYhJrHaiz3hx6oZcQobuXpGuUmLSexCHeX8LKkZq+CRcn6W1Myc6Vh8Nu0vNpfUbzkYFuT8Cg4OWxyffjnK+S0mMU8kjvZhOQX5VchmQNd1tHQ7EDmwaDMPt0mS8QidXIzv7Vc29P65acuBRYmT8Qi5dJRYdB6AxlN72k62iFoV8XiHuNjLy68xAYhysSDKxcK4X3pKyJKJWhV2d3RY3ERL1Ic2+yDKC917UNycdQ+aL23W154DlzLSuwezK5BeAn4+AtQZZuAh0VNbvL13gnKxZKDNaIk6YP2yGRS9hwSY6h7rmSBbSUhISEjIP+YXpPGs78toyacAAAAASUVORK5CYII=) 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,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur8327 2.8s linear infinite forwards;
}