@keyframes rwdcur134783 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhc2WPUwTYRjHf1eLidNRJspWWEhITHOQNLSDSet0uNhOIiZEOhlnEiNoEFnEOOkkTAoucExlo8bBIyZ6djCUrbDYc8HexBFDXoejpWA/3poWfZJL3nvvyfP/PR/33kFtE3X2225KE/FazzsKUCvzjkPUEq+3brv5JEU6BqG0GLxj7RA0bkHHKlBuQbPMOpb5P38L/rtzoBqiqbihnMImxcWdF0yAMBSEW3UZJ9eFiL9fSIi9fF7s5fPCjmnCjmnC9SNcP2LD10GI7u5usZpOnGa+PStc161A2DFNHHW1BuFr7nLWfobi3sKcheg8fF3AXVqpPC9FhtEvwVGXHETLAIFCFnsnj9097m1E5+v6bkhAtDS5EyCSfm/tTiYIhiCUfEnBuM/o4y0v4LmIm8DNX/V1pAHugFiMaZV785MFgH4+oOKJVlsjAOkWvAFlXU+hHxrk9QDFuQWKcwuUIhqliAbHwLE3AxxDNDKMO3kd8+pQw7h+WYCyWdYMpGB5/TYAYytJrwXPZzGWTfr6FczDIQJ6gGQ8yq3XTxpWWboCPT09Yn/jHdMjOX7s+7CsR/h8PvoGBogmYiiKQiodY9OwURSlstfMWqqApgVJTkUB+BAy2WEFu5Ckt0pI04JYVhEAc+tj+wDS/X1n7kfjUchmCY8uku7v4+mrFADJqSjBkMnlyJzUgEsDPPv8TZkGASbBEBQLcG/tC+BlXbbtrMm1B8F6Yf4ewIPQmMZiae17Ze/GwQHBEBjLJsBJ+TsE4EGsMz2SYizliRQLkFkvkj3z9s9Ix5M+iMZPflRWGSccfgpAHJ0XOQ14SDh8peK7t6dRKpWkYrf0LegND/L2bpE4OnF07Nwuqpr5w08vlVBVVepjJF0BVVXFmOPQGx4EwM7tklFVAKZCZ3tu53YBWJWILz0DjuMoGVUVFIplIhzHUaozrT4DMqoKjtM0bktD6DhOzYzKGVucVqae73lry4/k+X7LigP8BpskGjx7Mj5jAAAAAElFTkSuQmCC) 5 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur134783 1.3333333333333s linear infinite forwards;
}
