@keyframes rwdcur69233 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/0lEQVRYhe2WsWobQRCGvzlMukAgkMKNGnVpBKndiAjcCBI4ETV5AL1EijyFG79AVNiQFAEFNS5SBdJHIFQk6WwJWbF9u6txsdbhk3XSyrZOTX4YhEZ7+3+3M7srAOWungDRgvxGpDkQhSgC0D8pyHYAtgmRqfM2IO40WtEQCzu9SIjcrVYUxNK9XgTEysNm0xBBp90mIXYWJWU3nwWQjQLcmIeY5K3IWoAZgEBzBdAce5EULAgkBQg1nxlLzki9Ai5AnoWXK/Q2VFUfgN6gaLPZ1Eajkcnpb/T8V/gtG9rdWfNZMJcb+9zfn2EAOwQ2XKbmIr4JRIjjGGstxyIwVnjqpzsbwo+v8Gp/eSlCO3Zl7ed1cgRXCbx+t9xn4TmQp9mLZzQBRnA69G89GsPZCPbewqeDgDkDvR96Cj58BeI4RlWZTqc457DWppEkCcaY9HOWB+j1evcjm1O6AvV6HWttCtHtdgGoVCoYY9Lo9/v38VkOoRO/tWq1mlarVQX0+2f06NDny+WylkolBfR9HLYN1/vvP4HLPnQ6HYwxgG++06H/2RjDYDDgzb5vyBCtAyDyAib//BfnHADjcx+3c9bCl2/+mccEAJDnL7NmF5eQmOygUPPgQTl6lOv4v7auterVarU+OOcwxqQHkXMO59yt2xmiKEJEaLfbH1fNeQ2+jCrKqxXHawAAAABJRU5ErkJggg==) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur69233 1s linear infinite forwards;
}