@keyframes rwdcur107592 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 18, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXklEQVRYhcWXaWhcVRiGn3NnzzLNZDpJpolOmlSdErG1NC6p1oLVDkVEIRXF0rq0IC50QNxwhf5Q/+WHiogiriAtVkVk0Ma1LmVqbDDVdKxpJimdZphkknEy+53PH0lquiSZqRVfOHDvOd95v/e+955zvgv/M9S5TBKRimQy+RZQNd2VrKqq2qqUSpXLZTyH5HWhUGjX/g/eWOu0xtGs1YxEMlx91446EdmklIr+pwKAgtlsTolAq60WZbYwonTMZnMKKJRLppU7IRqNPvJx8KhvdNlaalubcLgWkfJez5HBIV80Gn3k9Hh/IGz0B8I3z8VXtgO6rntPZAxIdRPvDRzDbjTiXeVBspPouu6dlXjZNP96oMofCPd3+Tyh0/nKdsDtdm/f1tG4Nxr8mdSS21FL7+TL7h487rq9brd7+6zktwE3Az8B+86WHBZwwB8I3wfQ5fO8OtOnlIqJSN/yC3vW2y+wYzOB3VFJa2trn1IqNou3AGQArcvn2TdXjrM64A+ENX8gfFZxIqIVCgVj02ITzQ2K1S2KpsUmCoWCUUS0acH9wOfAAeAKfyBsLksAcA/wKPD67Kefxsru7u4H29ZsoGesyFAS2tZsoLu7+0Fg5UxQl89zEEgxtVd0lisgCsSAG/2B8Bv+QLh2ZiASiTxtqrTTO2Hij3ieSiMcz1swVdqJRCJPzyaZFvFhl8/zflkCunyeT7p8nteAO4CHgOcBRKQjPDTcYXB6CCWEXFEYToHFqGFweggPDXeISMdpXGf9+BZyYAa7gJeBZ0WkIRgM7qGmse7A6GKiQ+MszaU4cWwC9VeOoaIb5WisCwaDe0SkYQHekyj5LBgfH388+Evv89ZoG+mfzbiv+obkkSVUeY9iGusgpjvQFk0y6TxE++UrnqipqXmhFN6SNiIR2fzhRx/vvLhiHbbfKnBtHKS6rRK5agJVt5LiSJTqrxrIhA2kqlfQ/dXXO0XkmFLq3YW4F9yIRMQcCoUecDk9Rr3XiMVqJDfcgORBmTVIj5I+aoeIwpwzovcacTk9xlAo9ICIzLn8ZrDgK8hms+v3Bw980VS5HNPXDrQKIDvdgGIO9ElQRjDUg1YNhXVxBod+58r21TdYLJa98/HP+wpExJxIJHbERpO0DDpQJjDZQWlTDQ2kAKalUExC/jgoF2ghB7HJJJlMZoeIfKuUyp2TAyJyy67du/esubCT8edOHTMvAVPdP/fFJGQGwbACDGawbYDvh3azqbPzVqXUR+fkwAx0XZj8rUgqkT3ZV91sQWmn6p8cyaLvExp32tD10hZYSQJyUiARzhB1DjNmHME7spp4/Mzqq7/+ALVaPQ1pL6Wu8JKOY4Ug1TH6t+3h81UvcaT+4BkxR+oP8teOIC9ZHiaTGycvpRVHJTlgyie4VP+VP9/5lR5VhSvbyIR1lPz0t2USM67sEj59uY8tUo/rzxNMrrOcPwE6aWz6GJsTa2nLr+BENo+uwR8VU05clFqJIQPPpO9luTdCQtLkSJ8/AWMmne+zi7Bla4mSRec4FMGRnFoGMY4DkLDpcI0XGu1A8vwJyJHnJwYWjLtsy6UU2l0c7vudi2k8LwJSVqs1lS9mKrKrEmR6smcE1F43VSo0X9bM0submcjEOdTXS+tN9Vit1hRTRcmcKGUr3vLdDz++lU4r+nsOs/epb08Z3/jkTSev0+kUhtoC3lWXYLMJ13ZcvdVisbz9rwSICPF4/P79weCLGKxVNbWL540fH4uBnkle2d7+mMPheEWp+VOUXA+ISOfAwMDdo6OjG+eLczqdn7W0tLyplNpdCm9ZP6ciYuWfH9K5kFRKZcrh/V/xN6o7MUMq8Iu+AAAAAElFTkSuQmCC) 15 18, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXklEQVRYhcWXaWhcVRiGn3NnzzLNZDpJpolOmlSdErG1NC6p1oLVDkVEIRXF0rq0IC50QNxwhf5Q/+WHiogiriAtVkVk0Ma1LmVqbDDVdKxpJimdZphkknEy+53PH0lquiSZqRVfOHDvOd95v/e+955zvgv/M9S5TBKRimQy+RZQNd2VrKqq2qqUSpXLZTyH5HWhUGjX/g/eWOu0xtGs1YxEMlx91446EdmklIr+pwKAgtlsTolAq60WZbYwonTMZnMKKJRLppU7IRqNPvJx8KhvdNlaalubcLgWkfJez5HBIV80Gn3k9Hh/IGz0B8I3z8VXtgO6rntPZAxIdRPvDRzDbjTiXeVBspPouu6dlXjZNP96oMofCPd3+Tyh0/nKdsDtdm/f1tG4Nxr8mdSS21FL7+TL7h487rq9brd7+6zktwE3Az8B+86WHBZwwB8I3wfQ5fO8OtOnlIqJSN/yC3vW2y+wYzOB3VFJa2trn1IqNou3AGQArcvn2TdXjrM64A+ENX8gfFZxIqIVCgVj02ITzQ2K1S2KpsUmCoWCUUS0acH9wOfAAeAKfyBsLksAcA/wKPD67Kefxsru7u4H29ZsoGesyFAS2tZsoLu7+0Fg5UxQl89zEEgxtVd0lisgCsSAG/2B8Bv+QLh2ZiASiTxtqrTTO2Hij3ieSiMcz1swVdqJRCJPzyaZFvFhl8/zflkCunyeT7p8nteAO4CHgOcBRKQjPDTcYXB6CCWEXFEYToHFqGFweggPDXeISMdpXGf9+BZyYAa7gJeBZ0WkIRgM7qGmse7A6GKiQ+MszaU4cWwC9VeOoaIb5WisCwaDe0SkYQHekyj5LBgfH388+Evv89ZoG+mfzbiv+obkkSVUeY9iGusgpjvQFk0y6TxE++UrnqipqXmhFN6SNiIR2fzhRx/vvLhiHbbfKnBtHKS6rRK5agJVt5LiSJTqrxrIhA2kqlfQ/dXXO0XkmFLq3YW4F9yIRMQcCoUecDk9Rr3XiMVqJDfcgORBmTVIj5I+aoeIwpwzovcacTk9xlAo9ICIzLn8ZrDgK8hms+v3Bw980VS5HNPXDrQKIDvdgGIO9ElQRjDUg1YNhXVxBod+58r21TdYLJa98/HP+wpExJxIJHbERpO0DDpQJjDZQWlTDQ2kAKalUExC/jgoF2ghB7HJJJlMZoeIfKuUyp2TAyJyy67du/esubCT8edOHTMvAVPdP/fFJGQGwbACDGawbYDvh3azqbPzVqXUR+fkwAx0XZj8rUgqkT3ZV91sQWmn6p8cyaLvExp32tD10hZYSQJyUiARzhB1DjNmHME7spp4/Mzqq7/+ALVaPQ1pL6Wu8JKOY4Ug1TH6t+3h81UvcaT+4BkxR+oP8teOIC9ZHiaTGycvpRVHJTlgyie4VP+VP9/5lR5VhSvbyIR1lPz0t2USM67sEj59uY8tUo/rzxNMrrOcPwE6aWz6GJsTa2nLr+BENo+uwR8VU05clFqJIQPPpO9luTdCQtLkSJ8/AWMmne+zi7Bla4mSRec4FMGRnFoGMY4DkLDpcI0XGu1A8vwJyJHnJwYWjLtsy6UU2l0c7vudi2k8LwJSVqs1lS9mKrKrEmR6smcE1F43VSo0X9bM0submcjEOdTXS+tN9Vit1hRTRcmcKGUr3vLdDz++lU4r+nsOs/epb08Z3/jkTSev0+kUhtoC3lWXYLMJ13ZcvdVisbz9rwSICPF4/P79weCLGKxVNbWL540fH4uBnkle2d7+mMPheEWp+VOUXA+ISOfAwMDdo6OjG+eLczqdn7W0tLyplNpdCm9ZP6ciYuWfH9K5kFRKZcrh/V/xN6o7MUMq8Iu+AAAAAElFTkSuQmCC) 15 18, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
}
div.testarea{
animation:rwdcur107592 1.2s linear infinite forwards;
}
