@keyframes rwdcur48368 {
0%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhe3VPWtUQRTG8V/WGETDKvGVsIUYNBIsDEqKFEHEQksFi0gqP4GNH8NG/AwWYiEiWKgQrSxEhFVBjSCryKKCi0R3N0jGYmbdKIS94Gwa94HLZea+PP85Z86cIXxFA4uivuFNmnuHD/iBT/qgIYQ140V8SRDLCeQp6glmNTfA8F/jE+n+RFz5Z1QS0Aha/Qbo6DgOYYeYiiWUcpvr8dMy9mES4/0wZ/0IdHQYNVQxKgKv4idWckGEAteLBFNOIKPYksO8aF6nxDTsETcjMXq9IpgNAM4mgLE1320owJyYhhHd8P9zZZSIS+qlMY5gOpl3jLMcTEU2YZgnHKSNhcTcqYo8ADM9AK4RbhCmaeK0DPn/DTBLOFYwEghTsUdk0TBsxU6xyOuYxUfc7b53B/dwE/WXGZtSiVjgE3jLSoNW809zYkOqJcasHbEEB3CbVo3zbW5dTw9nuu89FjddI6d5R2GS72Kdw8lthCuEq4TxmPeHOCfjxuuoVGHpFWfwKM0938vrZVb3Yx4THFXsuMimC3M0nxHuE7bHKFzsh9GmdearFRYC5Qe0N1N9z2UZW3AR7drNJZzaSNOBBhpooP9PvwAVhIt+lGw5NAAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAklEQVRYhe3WzUuVQRTH8Y/Xi71oUmJh0kLUgkJ7cdGqVQupRZsgty2kv6BNq/6C/oHWQVC7gmwVUSuhTQhmQV1EerlUSJiJ2dXb4ox1r6loz1Or+4VhhpnzzPObM3PmTBM+YAzd6EplIpVJPMd7LApWUr1Q0/5rmnEDg2myAbShijLa8QPfsCuN7cBS6s8soFhTH6np70+TT2N3EjOHebSgI7UzU6xpF9aM9eMLKtibasL1xSSkIiPFTcYKOJ1sPqGUfriCt/icxPwzAasMCXePi7MwJ1ZfSH2ZzsFat2/EEXT6HQlF7BQRk4mtCugSYTooVj8nVt7+vwRIAoZxCT3p28xnYDsCjif7QzghvPIxFwEDW7fvFPtfVn87ZhOwzY1cxGMRhpn5JaB3E6PzuIqz6AvX92ImDwFNqI6KG6ZZHO2XIsA34iivpzglh+u4SGSZfWJjp1kp1x/OMTwRrp9AaYpZkZAyUyBW/RUPWZqkci4N9mE/x7BHfcKq5CUAqleo9vAdIx3cO8OySMm15Q6ui0yYGwV4xOI0oxif5cGr9W1PirdA5gxYJ+AgMyUu47bY5/lWShf/tH2BN3J0/Xq0iex38zDLw1SvUe2ILRgRt2CurL2KF8Qj5FYr5QEq71gY4inuindArjSt09eCA+ju4MIsz3A/7x83aNCgQYNVfgI4HoIggiztSQAAAABJRU5ErkJggg==) 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:rwdcur48368 2.6666666666667s linear infinite forwards;
}
