@keyframes rwdcur98836 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuklEQVRYhe3VT2tcVRzG8c89MyaTJg51rMHUNP8N0zbGWNMSY+yi4KKllW5aU4IuRFe1i+IbcOsLEN+A4MKdf1YutQiitS6E4MJiLRRcpGEc7SQzc66LmWm6MGYmjREkD1zOhXPv8/v+znk4h4fX29i/Az7bUjG8HKo4+d+Uf9EH4ZPwuyHvb9ciPET5XJgJc476zTHnUdxdgDGL4fUwpK5sWE6fud0FGLcUj8dVdwXDVjzrMvK7BVAMF8IUopwuedFzjmCmU6PMtsoveC/zTuaFJCTZtJr2ppm015hH/Cxx26edWGW3UT6n27TrbsQYa/FW5CfsA6c0wrjcrlnnW5B3MVwKg8l4EjPjmWzyVJK1X1avrHnBgCud2HW6AnmvuOK0cn293qeLZDWRPp42nLJqRs25I4dKO4adrsBMOBkmJCoi4gMzCYKK40YULLZr2BnArEuOKiujinXUHpivYVTJE5b+DYBiOB3OG1CyJqg3IaJG95AKqHjGpDZPxvYBHjNvUpc1UdTott58WkpRVzOty7CrOwmQc8pl01b8Iag1AWo2cpDeH4NHlR10ArmdAThoMZwJI+oqqja6b40tpfffKp431E4Y2wM4ZMlhJRWtZd4oHv/m+yqGlfR7bScAiuGlMClRUW2Gr1E4SkQ9om5R2kSJGtsQ/OnI1mHcGuCwqxZ0WVNrJr5RNJV3W3/8Io740aBEXrcoNEHqoinZrcK41UmYM+GEgpIsEsEtB+JyzPnBsptu+N7Heow45i0Tig6pOGBVal3Bihln/bL5/fDPAGMuhnNhUF3ZN56Mv8ayL33muo/wldZxew/XfOiaBU971ZQz+vWZUDJunwHz7rR/QbVUMOmmd91z1td6van9+35GjzdM+9wFd436brMPk80mUMCsRqw2uu1cs83x223+v6c97el/rr8A3aPHNSrSy8kAAAAASUVORK5CYII=) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiUlEQVRYhe3Vz2tcVRjG8c8chnTS1sEOabClSZM4DtPahtGkoZToQty0plIQayS4KZYuqkj+A/8YwYVbXbnUIvizLgrZFa3gLobLNL3JzJxxMXeaLFozM/mxkDxwOXDPe9/3e97znHPZvT7Bi3uQZyBVwtuhhTcHTRB2VX7EvPMSo97bVZ4BVQh3wk/5+/kHrnqE6iBJBu/AlMVwK0zFY7Gp4qjjLh8sQNlSvBQTa4JJq15zF8WDAqiGd0JFWyoKglRFBbWDAbhk2YIhG5oiNnFWYtLSQQAUwsUw56REKmgiCkYkZryrTzP2D3DCTTeM27CpiVb2viGqYdxn+wlQdN2nZqxZF7QQs5mWoKhuzGUU9gugFuZDGeuaaOh0oJ3N5qRmjStZ3B+AWR96Vd3jrHjDVgegiUmJk72bsR+AargabjglsZG1vwuQyyLaAlIXVfRoxt4BTriiYsiGKPLUgK1tMW20NE0bctbyXgIUvOWuaaseZ0ev+3S3oP10DF5Qd9qcHszYG8Bpi+FamNCSatha/fZjuB2C1ExvZuwNYMyScxKpbpu3isdnxDd0bsZRH+0FQDW8ESpyUo3MfJ3CUU40LDoiamcoUWcbgnXndzbjzgDnLJvfdu93i7YV/WU0fhsnPHBGTtERUchAWqIL8juZMb9D+YKyOSWJPHKCP43ElVjwuxUP3febrwyb8LrbyqrGpEasadtUsqpmwR+qWOkfYMrNcD2c0VL3o5fio1j3na/96kt8jxQ8wT1fuGfeKz5wwTWjjitLvOyoU674+9kA/6WSioc+98SCHxzzsd7/9zXDbpn2jff9Y9IvzwvMPW8CJczq2Gprtf1rNht/HvD7Qx3qUP9z/QvvzMVxaDrR6AAAAABJRU5ErkJggg==) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur98836 1.0666666666667s linear infinite forwards;
}
