@keyframes rwdcur227286 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHklEQVRYhe2VXUyTVxjHf+dtCwUKDYhQPqQfOkRegY4xFzbaZcUbEzSLd8YR5nbF7uY0MUsW5240GYtZonFXJi5uWXCZmeKSOWmMReMcQ2QWBaVAUSwtAuVTSvu+uxguZJPBrNsuxu/mfXPOk+f88z/P8xz4jxGLbbhkhwnYDLS6vZ7b/6oAl+woQEj9ak4p2uFuYpHpDcBdoAq45vZ6pp+VAGmR9Zriyp2UFTsoddQB1CGkOZt9azMw5ZIdtn9EgEt22FyyYzMweae9CSEEnffuYnvFvE8ybSR1tVUqr65XgGcm4PcrcMmOZGCqvLpeab/8peSslYmyihxTKqnpMDMzww/nxhlpa0V5FK4DDECT2+vxxyNgoQObbPatSkzSSRnlFRSW5iFCZQx5rXRftDI1VMD2HRk4a2V0yeknil+uPYqQ+ueL9anRPP6xrjbfGwve3R+anmbbGzmM+vMZuD3A2MP7gY5Lxw0CC9OhQpSUcYxpr5KWq+J/GENMBG70hvwd8TsgWKeqyiGzLUxSUhIjfQa6rjXSc/1Mmaoq2XOR6UEhqeSYUuka6CS/0I9+qhOgNR4HJACX7CjSJCTfer66ft/94eeYGAVJCzZ7TeBxYE97U64ShaxsA7mr7tB44Pyh2XBkQ7wzQjv/rYhmFmLIm2W92MCDQB9CEegSkk1CSEM2e01Al5CE8zUzJfKLfOa7ihDSPlVRPojncJivAWuWOSgmg3tKXClcbz7HmvVGiioj5JlKSDFWkpmdZ0hKyeDNt1/i8+M/k20xIjApo0NdF3tD/r54BCxswwKgBpiU9MYTmS9s4ujB3SQm6ggGx3kwGEaJDdPw4WG2vLNRadx/XgI1xd3ZEtdU/NModsmOzeXV9d/nlcSknp/GsFijTM6upaBsmG+PfM1EYKIOGETFh2C72+tpcMmOT0DsB9Xg9noCTzhnUZ40in1tzcek8FircuvqKb47+c0hU/ENVMC5ww5gcHs9F9ydHl9uYdXeHdv2zhnz7btLnbvCwOW4HZh3IRnYhEoLgnWJxoRbhaU78V75AiUWMQMR4LIhp9impFvIMEWYGktk7kEfaanpwcHulo/dXk/DUwt4gqAioAK44PZ6Ai7ZaShx7gr3j4YkS7aFtfYoQ/eitHfcJ3V2JDrU86PO7b20LAe0S4fAfK8v6Hf1gN/XJpG+hrX2KKcbjlH1+vtoNQEezT7SgnoYeHc5uRd7jpcS9J4+UR+NxWLk5Oo40vQpKQU+VBUKbOUKiGXPh2U58EdcsmOPRqMdEaP9WWdO6blpnaS1PYw06ueXm2f7+O2lnFxOrmXVwF8I6SlxvmXx+9okfUJiVKPVjZw8fTD77+TQLB2yONYsc2Owv/2j2fGA/mzLV1WZGkFvyH8lnpwrrLDCCv8/fgWF24kOzib8cQAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur227286 1.2s linear infinite forwards;
}
