@keyframes rwdcur232430 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFklEQVRYhe2WP0gbURzHv/GJWqq+GpW2j5KCRVM6hKI2Q5dSdVCoSyeXkEGoCBbBRTMVu8QsgrUgGaSEliIW0qFDSonSdrCYqtRIMVGaIeil6R9b0RRNcvc6eKGnOfWOJk5+l7v7vd/9vh9+7/eOM0CnzEN9I+GB4V6Lx+kGcA/ADAA/gMGg3SHprWfQYTwKoEd+XAgPDDdYPE4fgNZMTtDu0FwvowKN5lsKcwCoNw/1zQftjjYAK8rcRp97Sy/Ef8vice5aPE4uA/BGn3tU67uFRy3W9HcWABCVsYhrPKvNQbujOAMgqwfAfS0Ax23BA8V9Us1cAbFvrdHnHskFQIt8XYm4xou1FJS1MNfW1ZsLgJsAXkdc42ad5g3Ns5NuTdmMklhRtdGqtlbT3+kGAFN3x7wOADTPTvqaZyf58Zn/OuBUg4i4xrtk83od5mHsfRtmNAMEI6tNahCm7o4Rnea7AOrkR79mAHOpURUiOjaxb5CYrf3QtsotL1KEBjVRM0piXFZo6ycvqjZOKSFM3R2jpu4OngFgtvZdTYU1ysAoia3/Tl/IBMLbG7DU1E4DcCS/bwRkiK3o2ESZogMrwtNX5vN3W9TmYzvu9ZdpBcg6hmrbER2bOFiwjtnafXGvvwHAgiL+WI+5KgAAXDl7DvNfwmqDSQA8xN6EtzJbu1uGeBT3+g1xr1/T53eflDPAOecpSeQ7Yppvp5I88CuWNRO51r4OpLkEkXOkJQkpLuLymXK8CX1SPaI5BzhonpQkpLgEU0k5Xn6eyxtEwVHmSUlEUhJxqaQUz4MfmgA4cw2w9z8gSoAowiCK+LG+hsqqahjSaVhrL04rk6sACLkmYJTEdnZ2eCKR4KsrYc4oSbyYeMYFQeCMkilGyZ1ce2YBKM0ZJVZGyVI0GuUfA7OcUbKUT/8CABDW13DrxrU/AG4Lm2IAQHRpcQHnKowAEM1rF+Q2JxglVkXMyihZDoVC/P27t5xRspgv/0JhU2w+GBQ2xQCjJPIt/vVqhbESANL5AjhUjBLGKFlmlDxhlFw/cYBTneqk9BdoMXKqQsEtiQAAAABJRU5ErkJggg==) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232430 0.53333333333333s linear infinite forwards;
}
