@keyframes rwdcur78650 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEElEQVRYhe1Wyw3DMAiFqvtlDk+UOTIhvdgOJoChVeWLn5RDEJ9nfjbAxsZioCGngE4Urq+3ZVWq2YndQZYICT8qTAI/EBkCz/Ay5CgZRx1qutWXSnyaAeZAg5qVph8hbWUAQGSB4ACCgwelQj1IlzE9TsY8QqiejcBtdKlpljqROJnOJouEETzk2yuBBIpT6UqJ4FlQISCA+yuky2BcPi6iTCkzhgDz5mvIlGA5/lKC0CKqwBPvSZAN2eWYa8JMCYYxNJXGZTXF8kU0zYAM1Oacr+nW8bIskcnxMkDGXc7/tMuohxX239+GzqNCdZrZGVYJHovHuZIfMN4SKq1pBpizKAWsdqGX0fJH6cbGcnwA4RWEjLyJm4MAAAAASUVORK5CYII=) 15 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVRYhe2XbUyVZRjHf5xz4BwPR948wiFQ4iXEsDzKi0KA4uTMtDPKFDDJioNorQ9qW6+r1lq0tclybFG52WYtQ9yMWXOuTFJsWoGTgUIkpPGS8jZBpCM8Xn14cDEW58WMvvjfng/PfT3X9f9fz31f933dcBf/M7Ru7JVANhAJnAdG/3NFExCgNSAPvY/MK0IBUgHjdApID0tDtijIE23I7CREo+f8nSZxNQUDhjBMhiCWWNJh/mYInoe57QAFgD9w0gueEOApwA+4CjhvGTQunK711cG1DvVl5DLErIPE50gAAt0QWoBQ4BHgqCWDT+YXUxF8PyeBai+Ek5G4ldYnO5AoO+KjRfwCESBvUnaT8a7OiFhfYmjNYST3e3Uq08sQoNwbAQCdWR8h/hFIA8vlNJkyD/+DgBlINYZTB/QB1gk+h1Z8ijiGVOItCpJ7HInN5yJQ7A25AXgHqPZH265glzHs8jELRQPbwpfjdAwim7oRfQgnABNQkEJgtz9aMUUhG39TBZgXIUCyt9lPhHUZs0TBLj2sEkdohKw9pQYvuYHk7MdpxrfiWe4VBbsMsVo0vsiWUSTpdcRHR9V4QrcNYxC6598mQRTsUkmyRD+mCrB/i9hSAuVzkkTBLoOslloyRKtHInMQoGmqoDoPyeMNZl6I3zZWWHv2d7ZXObnAdYITVeOVnyHtp1nkcw+tDHOQrv5XaP4SJzs7vmEBLqrNUwG7V+4jy5IO/U3D/JjSTn8j3JepGgca4Th9vEkLbdYBqvt7PuQSr437nnMV2MdDAYc3tGILiPnnTAbboKcO+hshLh/qS+HXfWQDNe4CeyrAbDBzcUMLxmNFEJIIIQ9C7PqpHfaGc33kClFAr4ccLmHSgm1ZZJBUkixFzJXZSeoCzGtQSyy+EMn8ACkeRh6vRwF6PAnsag0UAAuBs3EYU9Zg2fFiRxwW9FxllNrESwD0NcIDZ8xsPBNBbd1lzjn/6P1hO98Bm/9t1lWx6xHTXGQPVhnDLgp22YNV8laEiO2A+gcWv4q8Qbwo2OUISyWZwErUDckjTFUeR7IqsGWUgz4YAvDFBx+KOUsZF0qbrf2XwscrYNHLUJvVRT1XWclscgnPC0D39O1mrQFMWj2y9ab6RK9FZkYjM9CKP9oVqEfqW7YqnJu6EPNixGCh0MGc7h5WiYJdUggSoB04BMR4IyA9dAlKQfPfAhyDSG4NAlyY8J0JODZOEjo+tmM3VjlFlsxAI+vqEV8TgnpoeYySBIdK/OgJJO09JLWUbqAT9+f4Ar9AtSKC4pESJ5K9hxFghyunyVUQ8ctedUPRmTjQdZQOoA74DPf94IKgBMj5AmZGqQNGCwbgYaBsKqfJLVmN3GTncCdfD7WzH6gCGsZt7jpi83AnRh8dYXNsqtibN+DPXroGmjiNh/vCncAujS+y+it1KhMcCFAyXeS3YJi1mJaEZxBTFAKkT7cAgKWo7Vc503yfuAuv8Bfr4aUyuc5VaQAAAABJRU5ErkJggg==) 15 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhdXWf2yV1RkH8M/9we2lXC5tvfxmoAywQDuwxMbya1e2FZmkmcLCxKBuzs0oi/AnEslYsmzTbG5pglk02/5YtkzJWKcyNNnGRMVAlAQQslFR5IcgBS+1Fzpb7tkfb5t1ZhLami77Jm/ec877PM/3e877nOcc/g+xGc9g3P+CfEl6tPC5dQLOonqwAZP9tJ+78GdM+xqZKby6frD0xPtp33H29aiRysrhAOqGSkAGG6ffEXWqv87Nv9SJ9FAJ6EhV2V7qovB32t4gNUomlvQK8oMRcbWoT6SFFXuEcQuEOGHqCgGvDAV5L9aJCatMDAfdHL4gFwxhDsBPsyHxpbt9pnuWkRpUweShFKDd5e6XnStBk7Hd5eIZNFdc73d4EqnBCLoSVotbe02t5jmyoejWsNfnQ379sHDrduH+klDzoICaPj55/LinfUvPe8yAyKtqhVUHhdWtwvLFo8K7GsMODSEzRbivGAlY2CzgAf8ucAfGLxJmP+Dk2AYhPVZLerRzonKOq6+Eh2of0l45SxaOLLlgzkt/VSZu/mMkhkfbcuIiEiNMvFy0rVEutWtsW82Cx8nVmQAfvKkpVcmLK20685oZuDP2CYT1ouTa2tOfe91tdueflC6rigZO7eT0buo28FGBp+fQ3DZX+aWkahm1srZ4x1r7rTpA5Ww6zxGLRbbFk5Zhx8dXYJrogNlcPk7dxdO2YFuFZH3bvu72040V6YOjCxY2MyEfPfDyQyw9Pt7dJrssSIjm9baiGWvITCaUaMlTlvOb4kknsAN6VyAnSp5H5v/EksqZlFXQ0hDTor5zuER6jDKzjbTRYY8NP2J1K+XjI+ejW9n1Hdadme6kTsPE9u9VKOzXnrzudvMvniJVafvxPzmBb/edca+AZ+Y9YmVVDZ/9ajSwbQFrdk/zqFm6BEGQEnebPU5997R5m7h0hkQZqQouvc+x5wlB+9++aRGOogM/wFSs+m//OolvjbzWyhs3/+eHmffy+L5WVZ3D7NQmI/lGx4r2unezRflNkc1f7uGDQyxs5tqm6IB662lZcXVK9veE2uAKtSGOHR++44/PLWXPJud3PUjxBKUucjfwsMPrX3R2zu+9t+a9SUX5pyLHfT+k5oUxfn283uGvDNfeGo13daBk2cd4PvokAX2xumdFfj5iinX4M7b1+Z6qWevw/SXhGwWh8Vex8FpiUShpCg+npoe6DY7lbnA8kbZbtIs+FWT7tKuwd8YaIVfnw0lLPbvRjFDSFLa7qWuUxBcx6dMivhIW94iZ2mh0uGR5eEFDiPGjgQTr92GEl3AeRyskXy0TN0JC4MuG6GLSi5WprDDPqFAtE2beJyTLBdw1FORZnFn8hJB/Sqi+V7jrhIDLmNWfQIkBCvgnLopZ1vCo2JTlpLIU/uHN8wdtwcWrDTSQHOjFLy4c9f6pncTiHHuW1t9KotCfIIMR0Fk4ZP3r39cO4xZwTa0/oHsQMfuNePkER5ZuFW78noCWoSTvxS14CxcM8oI6GJTjpoE4/gv7T26bMX+QWwAAAABJRU5ErkJggg==) 15 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur78650 0.26666666666667s linear infinite forwards;
}
