@keyframes rwdcur54996 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe2WTWwbRRTHfzverNeOnS+nqZOUKkJAKxqgArVC4lCBgANIyEIc8BGJAxcOCHHm0DPixAUOXECGioPVE3BAuSAKSpDVKk0TlRLSfOE6rhOv7fV6PcthZhMriVCynJDyl0a7M7tv3v99zHtjoFHIBRYwBFwGXk9bvPf8JGQmgS7QAOJAAngA3yzgACWgDHyYLxrLRIDoUW4Bvl5zZACZM8AE4MH8BuDC6j2gDyb6SQE7wM+AjKIcwCzkAgEkNQEJrACvNTpQmoeLKcCExSrcegDZfvizBusNqsBnQCU0JBIBYESPcD4ATAHcqYK8AW4XvK76YbOxK2sDm/q9FpWAAFI98xTKC8vhwtJDqLmHypZQIVjOF43IBEytMAzDACoRrwNZtGd2vANyNeCDfNG4G1VxLwFfP209ksAWcBW4AjytyQDcBX4EPskXjc0Du0UkAMoLY8CTfzRufDQRv/BTwkzXUDGeQ7n7HnA7XzQo5AKrkAvsHlkvXzQiERB62MAoMDxpTw89NZp+sxv4L+m1C6hQDAAThVwwhgqTrQ2wgKQ+TZEIlNnLhexwPEW9A5fGzanxFG8Bb2hlFvCoJmWiQmX37GPv3/xIBPJFw0O5dxVINvwu2224VYZ1RyID2QTeAc6jjucZlEdCUmEYRRQvhMJVVAGyWtRkIpMR5hZYMcFIgtG/tiXCEM+grF8C5lGeq6LyxAlJcMyqKADyRUPqjb902ZZUYMiGtAVxAVZMjAYE7wKPaesFKg+G2CtiHFf5LgENE8imOCXEOOy0YdCCdhdkAI8PG9aVszwLvKyJgMoDoWWlNuRYMGG3Gb0KvH9+KC2oQ90EDHhkAF6Y1rY1wTZ5wvU5h8qZMnsN7PB6eUQPjAAXAXdlGxImTJ+CwThkEkAAtJS9rg/tbnMMVbZdPWpRrO8lEDaW9aZsyIUadLrQ8qE/CzjwcAfur4Enm3KjvTCBSkAPaEZV3kvABX4HlpygLMde7DC7CWt1VNXPwPCYasVJMymmks99jWrDmwA9VTEygQrKog032JFe3xYV74Fnm+B5QBNoQV8MfMkq6l5U018Ee/eKaATyRcNH1YHrpY0fROG7z8txUtfWnKDS7gIGYEOrA6haMII6gmL/XpEIaBIyXzTuLATXZko3f7lkxRLfGhhf3a4AHcCFOdX/HFQCNtm7RUWGuX9hbm7ulUIuCKeyVP47G4+dfnskqRZafn01YaaXUQno6yf6/dg41G26tVaA0mD89Bffr806v5p1VmIONXk/iSrFTVQe+PyHdnzAAz1wUVeu3xbrMx8vzs5cTcdHq2eDy59icRN1AkLlB+9MR8S/0tahsAGx4Swmx1PnfJTlPuz2kBOc4AT/b/wDbiJzjMcbNloAAAAASUVORK5CYII=) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur54996 2.6666666666667s linear infinite forwards;
}
