@keyframes rwdcur21097 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACy0lEQVRYhe3WT2xUVRTH8c+8KdN2WrGRimDUBCJhAmGhGByURDcYl+iCGFYSV2y0Mca4c8OiERZdsvcPJu4VExdsNJNqXLSoE6gtSqylKC1/ZjrODG9cvD46TGfKxM7gpr/Nfe++k3u+55x7Tl7SinqW15oHqCT8slvh6JB9j/aofFd0HXcQPgiYBHryGZV4Y67i4kTJp6fmfXalYhbFbgOkftrtVjIhVf/ht7KfX7/srUIoj8VuAQRQCs3Vb35bUHxtxkQh9BTSsV23AMJizSxUlyu+v1/64ICdGFy2C7sFkERwbMgrlZptx6/4dXMglenTd3jQ9pt3zE+WTOImqt0CsLdP+O6s8emyP76+5YcTW7y4KRAcGvBMuab245KZt4c5uc3+jxdcE3VHR7KSRO2b2+ZuhxYxhYkE159LO5RMCLJpBx7bZPjokJOF0JOfLJjEP1jqFABUcANXcfX7JTNLofDggOeTCYk9vfamApvnKno/XzSDa1jQgTkR3+6qqN9Ly8+z5wvOTpddhEQiMtrS4wnsw5AOdUZPs82Ptqsefsip/kCmfv/hQArDotbsiJoCvP+ncMffjr/5iHee7XdsV6+tkIpi7kNKiwzkM83LkslLtA2AcKZs8cM5Z3Epm/bSG0NeeHnQ4+pGcz5jayZvvpXTRrBmEK0AiMbvBcznii7kir7CDtEF/EvUhjsxHx9cPZOtnc7nvJfJgtP5XAPFaif3u0hF/I5xfIkvcB6Xx3dJYzp2XD2TXZWFGCReR0dWZ2qtDMQKRd1REkUeoHrgEqMjboy+umJYH338fj81vRjtqFk0seohGkE+GLvXZzsZaEtHzkXr0yPZljaNzlnHMIkPO3JuxTlMjeXurlNjuVVladR/LgGte557M7FWCdY1TlsNl7XK0Kiu/OnEZWDt6FlnCWK1MwlpnrGOALQD0apcG9rQhv53/Qv9KfuyKVhneAAAAABJRU5ErkJggg==) 6 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
}
div.testarea{
animation:rwdcur21097 0.66666666666667s linear infinite forwards;
}
