@keyframes rwdcur199961 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGyklEQVRYheVWf2wT9x19vjsbJzh2fpgobCYLNIwmJFZpplXaKEq1rtX+AlXa/oAxCf6YtClSo27rOjEJoVaaWESHAkMs2zTEaKm0NTAxpJaRKN2ikkUKCUZOjM9xnLN9dzk79vl8vtydz3f7wwlyfq2Eqn9Me5L/sHX3Pu/77vl9Dvh/h20rF2t37/7YHo+fQ309kS8Wx/7Ksj+fCIVCly5dEr9wAfpHH/2S4rhTxb4+tZROE9SRIw6yu5s6zzDH6Vhs9PLlyywAU7t/v7VUKr2s6DoR4fmxG+Pj4bNnz8qb8ZJPKuDMsWND+okTckmW7bAsuzkzA6Kzk9CeecY1LwiJpaUlbv7atfN2w7hC3rv3bSfLvurbu/dHe3bs2LW9pSW8e/fuQiAQKD6VACsQqMXi4k+LN26YIEk7bDbAsmBraiK0jg5yhuPip48e/XqTYbyhnzwpG3fuwPjkE5SGh03vkSMHbB6PM5nJMMViMcNxnFHJTTyJAJvfL4IgYGtspFaGAwDZ1UWwqioC8LTJ8pnixYt6SZYdoCgKJElYqRSMq1fNAwTxmtvtPtjS0uIDQG1ZAAAES6XTjnPnnOShQwTh9xOON9+kZK9XnVtcTOfz+QJ27qRK8ThAkoQFlEVaFsx43PSYZq3b7d7vdrv3AHBW8lJrB+mfftpBzMz8yaZpX2W83kt/DAR+LwgC+97Y2AeHOjp2PHf06PfcmuYNNTQkJjkuxnFcIplMMrogiERnZ3VpaOixQwBAtLcT6aoqiaIoN4B6AI7lg5vAmgyoExMt9lDoQamvz2Xcvk3UNje/+JV9+9pn8vlH8XhciKfTs8F8PvpA05LRVIqLJxJzjx49uv/w4cPgvhdeYJ995ZVXzclJy8pkLAAgDhwg7D099tF8PhTnuPlwODwdDoeTANQVAascsMViPytduaIYDENZdrtDv3jR3PPuuy/X1tb+SxAE9fr165Hu7m7J5XKFdV13JZNJhaZpnuf59HtDQ4M76uravtbX9wMrnQYoCti+nbgnSeFZlk3EYrHZubk5HoCxMnydAM0wnNtsNsqiqMqwES6Xa7/T6QxlMpnY4OAgC0CosFIHoLMsK34wOvqbfzY1zezbtetblqZVL/C8kpdlKRaLhYPBYICmabby9OsETAF//ubx4983FxZMc3ER9pMnqajLxZdyOUpRFOfyUBmAskyEFbKRkRHU1NSEJUkymEQiSpLkl3Rdd4iiKEajUYam6aimaWLFfesF/G18fKrg95/6xuuv/6K6VKoNNjYy/06nIzzPs/F4PLMmr+aa77h165YKIOzz+di6urraQqFAJZNJXdM0tUL0qvtWhdDn8+nppSXugWHQUwTBR0WRZxgmEgwGJ6anp2lJkhYBaAAsbA5TkiRdEIR8NpuVSqWS/J2DB9UIw2gASmsvXrcLurq6qLa2Nl9VVVWrqqq1yWRSnJ6eTvA8L6Bsv/5fhm+I4uHDfxGam//xu7q6v4uimO7v73/MsdkyIlAujJXSMFC2b8vDAeBX77zTpBaLPkVRdJqmYzdv3pSx/Cg2bEIrEHDwIyPe1tZWGYCEpzz5CsR8Xs5ms5l0Oi1xHLcqA+sc0K9de4OMRE5bkkQYPl/617L83VQqFb1w4cLaEG4VBMqhNys+q0NoBQIgJibuFN9+WzOmpgiivt5TfP55VyyV4mKxGC/LsrGe94lhoRxCExUhXvUIbH4/LIAw7XaHZbc7QJKUSZItJEk+6/P5vNhgd3xerCOMNzZe/vJbb/VY+TyhNDfrc6IoKYriKBQKzrWCvxABVxjmtzXV1fONe/e+KGkaxfN8gmVZPhqNqhsRbATtzJkemaL0s7ncoKqqUuXf7jMFsCzLUhR1Nzo/zxiGUS8IghQKhSKqqipYDo4VCFA2v3/DPFhjY/Vmb++pGrfbWf/SSyLH8/cBRLFBcwKb9wDl8Xiqi8WiU1EUAuUOUKThYZfr9u1ZK5dDYv/+q3/IZC4sLCwkBgYGVrmT7e29kaqp8d6sqRmNRCIfDwwMjKNcxZ/twDKMXC63snSwrN7cNjv7E+P993Ujl3PsPHHih9U+H01R1DCAMMplBQA47/Gccjqd3VI261hYWDCW5zx+CXkSAY+HVv4QcLs/fO7YsV4iGiWS7e2ZbZrWqWlaGACzLNYEgGw2y8iyPCwIgpOmaXGjwU8iYB0+nJyMjDY2Ht/Z3n44VSg4BUHILDfbKp7+/n4ZQATl9Q2UW3RLGdgUPT09PoqiOpaWlrwMw2QikUiUpukEKhzYCrYsAADR0NBQTZJktSzLUBRFxedYVE8jYAUrtq/Lyv8U/gPrqaGlAAMdBgAAAABJRU5ErkJggg==) 16 16, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur199961 1.8666666666667s linear infinite forwards;
}
