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0%,0.73333333333333%,100% {cursor:url(data:image/png;base64,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) 4 23, auto;}
0.83333333333333%,1.5666666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
1.6666666666667%,2.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
2.5%,3.2333333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
3.3333333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
4.1666666666667%,4.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
5%,5.7333333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
5.8333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
6.6666666666667%,7.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
7.5%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
8.3333333333333%,9.0666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2WT2hcVRTGf9+5971JOlMRwUUr6EqUbrQUQbOoRFOJEYsLQY1W2oBRVHAj6KJaEARRBIuR4KIUBdGFuLCLShRjaLtyUUU3ulMRpa1Lm0xm5h4X73XSyUzSmcS4qR88ePdyzznfPX8v/I+rHer34Oz0g57ZNUTlADS9QaIBCBGIyhFwcPZ43zoBYv9MA6awIqiMpoMkAhEQyAax3ZvAy4/sd2/V+eXPiwCM3GLIcp4+OgZhO35mviCUAI+w9x5QRoo3AUa07R5U4bF33+jLEz084OV3Oay83YpOV7lSDgSgQuGnSFSlH9vFRVZv3HXziLsvc+D+HQBMTVwgWo1o1+FxmAOHU4dwJCJFxm7bhhSYnHl7czkgRfDWZdyEiEB3fAWo3DcE6jul1iaw89qcJjA1cb5QvHccU5WnHjhLkPjozIc9b3j89MC2exOQIvIWklPc3kABZPhAzu0PbZWP3/mQt3A+nr+X5HVap+cAGH2+QaYq+/bciLnxa1kds/OD1ftaWAmsIgFRRLP8czAyzHKkQLIi+5uDl/uaiJ2/DqcWkNeZfEWgwKmfTwogt4PuNDk0vgN3Rxzy4DmzX7+/KU+0CUgRx4ugeGG8o0oVyow3pIS8sy9smoDJSAQggQKmrCitEl/8eKxcTLn7MqO3X48Qz+57wQ0x8+U7G2LTJhCIJIrMRzkRp1ftg5DyoloUEYtY/yNlbQKmIQIJ7h6DVAfNIWVdApc8YUx7UMbU+E5kkWBHPNo23jr50sY6YbRaGfthsIBU6Zh+qxGUgQyFIUAExXXPX5FAFmooCY+34ixhzGF0e+ASTvzwngAyvejIGNt9A0HDHNn/gQcyXv18crBpGK1aZkAVYUQbxsrHx3qQDFeOiJhVCKqApyvKteVXbzw3+pqnVGd24fWBYvnonjc9tyrTE7to+RInvv2epcYfzHx1dF09XWkebYgYaoPYLuQUMVWw8i0gT/TTJ/718fLMyGe+2LzAHbv+ZrF5jp9+/w33Jse++aSnrY0X8DpwihwQRY4UL6be2IIBW+Dh3Yf9YuM8T9xXI9Fi4bu/SKnR5Ykt8UCB4l1pMgwru2ar69SWEfj0bFFFyZ909xZJTkrL/x2BNhSQMswbvUfLVY9/AOH25HWf/ZcNAAAAAElFTkSuQmCC) 4 23, auto;}
9.1666666666667%,9.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
10%,10.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
10.833333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
11.666666666667%,12.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
12.5%,13.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
13.333333333333%,14.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
14.166666666667%,14.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
15%,15.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
15.833333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
16.666666666667%,17.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
17.5%,18.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
18.333333333333%,19.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
19.166666666667%,19.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
20%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
20.833333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
21.666666666667%,22.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
22.5%,23.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
23.333333333333%,24.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
24.166666666667%,24.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
25%,25.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
25.833333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
26.666666666667%,27.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
27.5%,28.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHklEQVRYhe2WzW8VVRjGf++Z6b0hxlgTNLLQhRgSF5q60CBJWwsSBHWhiUGD0QDBskH+A8OCf4CdkYUBgmnURDcGJJbgpX4QF65YSIwbN6CS6Mb2duacx8U5d3pLp83c3rKSJ7mZ3HfOvB/P+3XgHv7vsKYHTx0el1kOONpulHb2AKUWCVoEc0mVeO/DmcY6AfLGJyVA4BxmDhCBEqkARZnkB7Fd78DJt6a14P/it5v/ALB9WwBg+tQkADbXYcQMnIdQwPhU9K/9KDJPqQXl1mL6oy8bMeFqQl2eGFt+xDESZQrx1/vKPEZJMOFVNLEd1d8p2Pnka+r6vzm49xGQeOeV24Qwn+g13j5xH203CvIUWogOA1NPOzwFx05fGq4GpBIhwFKuwawFlFFGjuEIlJXxWA9hY2rg4VFjURmH9v4JluMndoNKDu65jGF8fu1CbYSfXRvYNlBTAzEKxVcKmACLfhrZ+qysgSqaI+PHNV/e4tzsc3grcd9+gxDj73cBmBrbjLOcm3+0wXJOX/54oFyvhoqBgI95JFa2EMH1H3Q4cpyNNJ9eDbBUA4n6cHUWWcmbH3i8wfc3OsnepFp2P0dffYygRYrwhgIlZ658MZQ/lQNCSD5SEozeaO3BUlcYDkkYvTPDoa8LAiCMFhgY88TWi/juxhUDaGcPqtC/TD61CRR494XXFUKXc52v1uVNzSRMsAynlWKhNAXjrBiWhaUUKFmb2JUkF3A1u+rr62cNoNDLAjj00hY8XWCfAoHznYvrm4RCGC71fIrMVicIhfQ+bslgxO8HxFKIlshsbY1/LVtipQadX9JEDLtVUrBrbDMAByb2yId5ZuY6A25D0XexMHIymuQ37o2QnlTPplhh4cDz+wXi/A+fDpTLHdsmqpqQusz+fBuAmbmra+pZkTRz7Wr2rw+h4sAa6NnIqQrA9ieeladk59hDYBm/3yoxslW7Y/CyHQiRi7W6Yxiua/Hjrz+lSJ9RzgiH9z0OGIEXBeKTzuwyJjbcgR4yevMk3aaJt607cdcc6DFhF9sCoVBUq74fd7kG+qFaB+7hPzhVO+1bD1v3AAAAAElFTkSuQmCC) 4 23, auto;}
28.333333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
30%,30.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
30.833333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
31.666666666667%,32.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
32.5%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2WzWucVRTGf+fe+UhjiSi1ETduJOLK6kZpNB9oJE0FvzZWwVjbhajVf0BwoTsXrqVFUrAiUgV3JqUmTlrFheJGhK4Kgi6EQkUzmcx7z+PifTtJnJl0Jh036gPDvO97n3vPcz4498D/+K/DeiUuvHJcKCGgqTryBlIGQEaGex2pyRsfXOz5TIBS70oDImGtZ8OsVKw5WAD1Y7qLgLefPSaAn38TlXAzD91zE+7rHHnvASCh1UUsAS7AYeIRnAY2dDtGE7OSsMjrp77sKRLh7x+kVHhlGIHQypLldIvF81Z38zVRydet7diuaFM5cfesopU5PncX1fI+nj78J2gd+RogXnqzQeZrJDUwwHGSGkzeG0HOiZOLN1gDSiQ5IoEcyKAotlyxgUWiAiBUVIUB6sPzrgJGb8k/PT93BZUCNv4oqMFrh1aAwMLF9zt6ePbbvm13FpCjyDcOaoA38NQgWNydlR3Q8ua5B59Uk4xPlh8DAvr6O4h7OfTqVZKvMX3fKGaRy7/+gcw5eX6hr1x3QysCwfZQ1nquySJYCSREhhBSE+H5v6dB2N4uoBSGyRTgwjdgkWNvVcE2WPrxo8LTZwTihdn9RXEeERY5tfzhDUVii4C9mAKKDgSClRHZNrLkyJtg4CTCLjpfVwGVOEKmCsQEREoBMq21iOd/+tQAMp8RwPT9oyAxP/mEAE5/9fmuIrFZA2EPZapYVC4gNlHqnmuRIWW4sq6cvgQIAYaPHyZQpRIWcTXbNtQunSs8nZHjvDh7G1jAeFwhDLGwcnaXnVCOWSBQRYxQiSMkbeyw1fJuiUAJJ8GO/OsIcK8TwhBwJ8YwZmXKYbjrxtqlJQMQEwKYOnArkRLzU08JjNMrn/UUiZaATHXKHoA8765U3Hy9wYqeJu8vCm0qT0y/o6HSPt4993JfuRwfm1SkzPzcHYBY/v4KInGm9sWO57TdBUlNml7vxzYAkcrmi4RIbX2kEwbSz7diYmxGTsbDB0YQzuVfrgLw8YVaR1v9X+DXg0UCkUA+L2z+utAHLqDAwbEpSRscnd1PhrP6w+8Eq3CmtrTN5uAjUCBSxiwWk+W1mdHbeD2P5f1iteiY0kHlTa5Ep1T8YwKuIVgFWVEHGtwc8e/BXw04Vizg/1eQAAAAAElFTkSuQmCC) 4 23, auto;}
33.333333333333%,34.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
34.166666666667%,34.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
35%,35.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
35.833333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
36.666666666667%,37.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
37.5%,38.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
38.333333333333%,39.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
39.166666666667%,39.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
40%,40.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
40.833333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
41.666666666667%,42.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
42.5%,43.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
43.333333333333%,44.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
44.166666666667%,44.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
45%,45.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
45.833333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
46.666666666667%,47.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
47.5%,48.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
48.333333333333%,49.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
49.166666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
50%,50.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
50.833333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
51.666666666667%,52.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
52.5%,53.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
53.333333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
54.166666666667%,54.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
55%,55.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
55.833333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
56.666666666667%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhe2Wz2tcVRTHP99z32TGKFRRwYqCiGbjwgq1UkwmpdXSNiAUBaGVLmppVm7d9X/o0orgxtRS/IGuFCMNSY0GRBC6EOmmolDEZUyaee/e4+JNpplmppmXTFf2O4vHm3ffued83/d8z4X7+L9Dgy68MP2Wj2a7yWwUgOQFha/g6RaRgug57jnTFz4fOCaADbrQSUAEL8ATiRw8toNkgBChyt4AZHf+8f6bh9y94I+/I6YR9o9F3CNnzzdR9gR+dQEQTo6lNZg42I60G3AQ7iln+sMvB2JiUwLuCdr1SO3KJfDUrj4HhPkapDVIt9bfbF8N2cjADGzK8uVnX3Akzhx7nqCMk0f/RMqo22N4totT51L5CdIKkRzDMMTkngYAZz+4VEkDmxjoVLFBHiIDauWNR9xbFLRwjySEZECigqT6J/D4IwERODX1Txl0/HWCPcCZqWsEiU8WZ3pWePmnynsDfVKWDCl09ACGKVRo2sHRCXl836QXaYXLVw5i1kA/LBLjMpPvtRixhzmydwxh3Lj5L3la5uO5z4aSTocBERBl5XT62RDClIFKVXj7Nyx0NCAFTAFfmMPCKG+fi3iMLF3/WQAjtZMeHN45/ChFMmKa8kiLi/Pf7YiJTgJGICojWI3gNYTj6na2UhMJV9sJh8DEhi4QphqBOkYNUbBRo7PXSvXn6Q3P0zLjLz0EwInmaw5wcX52W0x0dYG5YdRAWWkv1ssmBDjqKn77THR2cFJpKM3DoAzxNaFH31357SsBJCYc4PSRJ0neIqXy/tLVhe05YeGr2MZpptJi++P2s510RSeBmFZBdbz+FKKBA9m6/fbA4u/zZQY+7u45zT27ADjRPOQiY2b+22rTMHqrnOfKcXfwAll96wgSuLjNiCoZ5qa1x/cdcCnwxdL3lb7l/udecRDvHnsGgNlf/gK21kSP80CBe15l7zYEWm+qdNeVd7w1XLw6dsDdcyZefBCAGzdXCdZgpo9jVh/gWyD0OGLc7ax4DwZsiVITidNHn8ZslMVfc4Tx0dynXXsOnYFulNNVqvXtjT5Hsp3jx+tLAtA3Da9phcwafVK8xwgaIai/od3Hf/jmHctE4Jp7AAAAAElFTkSuQmCC) 4 23, auto;}
57.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
58.333333333333%,59.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
59.166666666667%,59.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
60%,60.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
60.833333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
61.666666666667%,62.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
62.5%,63.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
63.333333333333%,64.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
64.166666666667%,64.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
65%,65.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
65.833333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhe2Wy4tcRRTGf+fU7e6BUWNCICLZ+kBUNAsJMg/iKDOZuHAjGiHECcYwgn9BFvMPuNGV0aCgiIpIQJCAcaLOY+Fj5UYYEOIuulACIT3T3bc+F3W70zPdabt7OgvRD2pT99w63/nOowr+x38d1q/hW688JcUa5mWwALFGjDdAETA8jFMKe1h854u+zwTwgdgWzs3C9t8tgDnWfzwtZDs3ll44rrqqXLl6HYDD90cAzrw5nXytrwE5MUYkh4mnMcsojz8EGsdwYc6Zc5/3xaZDAQGBjO3Z0S0PMCsBAZFhah7XvxIdllMPzKqhGqfm7gEiJ479QYybhbPA8aVSohS3UKynfS8z9/h+3Md49e1Pd1kDEk7AzAHDLGsz88IkR8pbMZhlhd0IauDA3gwQC/N/kVsdTR7BY52Ts19jlnHh+8tdvVz4YWDfQBcFUuRgZJiAIjKz0Po2SrSiOTWxqFq8xoeXp0F1WLmEqDPx+nVQZOrQPoICV65Wiary8ep3g+vdBW0hxZt8LCvYZam3zXFZqg2MYXJ9K7RqQM1WW10Bcl5cElF11jdSpMYRBTJOHj2AtIk0KYBP1lZ3xaalgJQnEkX0GV70eEIouErqMRUGR0uBSKM117EysEVok3pl45IluxnlqjJ9aD8AJ6aOqeR38N63g/V/B4E8boFqoEAzx91mu+Gp7wGTEayMtyk1NIGoTXJymHyGlJmLXQmsFkrAlAzn9Px9uI1hviCAd5ffH24SRnKkRmpBNYiIXneAk6VlJco+hmu43rjZBUq3Xhy7F5PTUI1et/XaRpqIlWyfzK4x/djdOM5rM4vKqXNu+XxffDpGMYAsghrpnv8HuJVwMjJKKWUO5LV+fANdVHv+iVmhBp/9uDyQonMPLwiMhaMHyeMNvvrpV6JqfLDyZc9zOjU2R0M1lGME3NpE7UPB0c3UAs8+sqitxp88+agTVee332uU/U7Of/NRV19da2BXMAcznBK4E4yec2LkCjQx8+BzknJenj9I2e9i/eecSraXNy6e3eZz9Ao0Ubwf3CqYV3CrJ1V24LYRWP4lvYqDvaQsVKmEPVQ877Ab/RNnB8zLBCuWV263u38h/gZQGQwbF0qvFgAAAABJRU5ErkJggg==) 4 23, auto;}
66.666666666667%,67.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
67.5%,68.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2WT2gdVRTGf+feuZOY1tcGi7S4KLixCkJaEDdijEltE7KyqHXRdhFSSEDcFMSF3RS6cGUFS/DfQlFKEUpBa2mtqYkLu3QhVkGXdlFQSlvalzdzPxfz8vrqm8R56XNVv80w98495zvfOfecgf9xv8Oqfvju9JjMAlKG8luAAMP7daSuBpYA4uDcico2AVxlphYwLb+pfadkrTqSfy4c2TulnCV+v3INlPPUtgjA7DsjGEZj8SwxxpbzMDyCdzVIHwWM1AZkLuXAe3OVlOggAOAJOAtERCJDCGcpKGJmFFELswRnocRCdTU6WI4+vkcg9u/aBET2j19t2428+NZ1pEbztCfYOlLrY3ioH8MxPfd5L2rAMPN381t+NwNzgOEs4OyOiMWZ7tCRgs0bDST2TfwFCJ4ZBUuY3r1IJnHq0nxphJ/90LXvcgIo407kBpY2nw4rL5l7Qiual54eF8DJi+OAh+8XAGPstTqYY2ToIXLV+e2PPwHxycKXXeV6JawQUg7xNmBEIo4i59asDRHLj/WCgL47CzR45bCBeeYvf92MdI+kjAO7HwYg2F55N8D73358T0qUKNAgmpFbhpG3MYu032+zBF/aA9ZMwAERCMgaCFCbwwuXTxlApl1yFhjb/gjB15jd+boAjp8/tiYlWn0gsUBx/5O2nl8CFfk38xie5b64VrQUSNxAIcCzo3jVgTOlBxZ+PW8Awb0s7+pMTWzFcCS8Icxz7NzRrvi0CAT3IODAAiC8Vq92NWtCCEN0MVjLCSRufWGq7wlMN4tUrHLwm5+/aG5PyVtg5/YtCDEzOqNGvMGH8592Nw2D34BZAmxElhBsAJH9uwVlRBxSTkSIHHPVZ0IHy5nhN7UUr/HR4vGucjn55IxyNdj3wgYyllj88TqewNyFD1a105E4ZynB1nfjG4BcGVF1ci0VC1Kl2dGTft6O4ccm5PA8v2Mzqatx5Wo/aTLI22cOlfrq+XiTGuRkSBnFX5PDWLkmeq7AMp7bNqk+P8js5BCpG+TST4azfg6ffvUun2u7vFWgoplHmjNkhe7a+z+MJi7+8pUB9CeblCZ1HnA1nOUd3/13CrS5MAxJ1frKfYe/ARN0BujT0UxMAAAAAElFTkSuQmCC) 4 23, auto;}
68.333333333333%,69.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
69.166666666667%,69.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
70%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe2WS2hdVRSGv7X2OecmN+ahThpxIog4EIyOKiFqtKE2RRDUoIimDUqkogMRB0opqBNx4sBKiQOlOrCIWEQ6iW01tkInUiedCjqxWPFB87i55+zfwUlumt6kubdNRvWfnX3WXuvf/16PDf/jeoe1ajj14lMCQBGzQObdYAkQS0eWIeWMH/ywZZ8AScuWiiVdc9wSsASzFIgYTpCRtxN5PQL7x55QpOCX3y+SkDF4ZwUQL7w/CBj88B14hoKBgQ2NlOt+G2KWWv6nohaZnPqqJSV8vR+GsaQ5UkHUAqgoV8yWtqoMbimQIARmtHGzzZZDd+xQJGfvrlswAhOj/5DbAkIYxtP7nQ7vJQ3dQMAtJVjGQwOdLBZ/8VybOdCkgFuKkWAEkJUKrGiBiOW3YqmAYlsnvhxNOXDrTT3kmmNi9N/S8f0PAwvs2fktAF+emV4z2tTMJhHIQg9WGHigLDHHruGEG6Hh+aXht0Ws8cHJIYizaOYYppzhfX9Q1xzDAzcC4rfzIgs9fHTi8KawWlHAHLyCrAvzBJKbUVwgDfPEoihzAnBbxXsTCRQ18ICd/h6Alw9UKaIxfe6IATi7JSLP776d1DrA9sqAqeMfXxObBoGCGhYDEthSpwvW0TBMQzdSTupVwHAlm5IbDQJ5nC9brCjbLYHoacNw+tznBpCFSYF4YKAPJPaNvKIYFzl0/NBVsVlRQPNEhbK05USVLfhyZEkPMdYIVkEWMXKwZrv2CcRaWXCDI+BdEE+jpUl3KY6efa/MCX9dUp09j/RTy/+mlj+pIs5zeOabq5uGBTkFDqqD6tQ1tyaBZVS8j0I1EqtS91ncEqJn7cReTYC4ABYg6SdSJY+zjRa8Fo789EaphL2lufoFtt/VS1SNiQfHlHiVqROftKTEJZ0wln1ddbBFompXVGAZmfeSh1myIPI4R+JaVT0boYnlM9sfl3mVz378tK27fOzuV7VYXGR81zYSq3Dq5xpZ6OHdY69d0c8aL6KIVG8nNgDuVTKMDu/DLSXxWdwqG+7b9Ckzdu87ckvZcc82gnfy6/lFkDjw9bNrxmr9TdgiUuskCVWy0IdbhWDzQLGu/ZbN2cn7vlDwTsZ39hNV5+TZC0jizaOProq56Qo0HIcuEr+BSuhCiIqvXVVbRuDgqdGlPnFGmCGlKDYn95YRWIZbIJEDCdE3rorrD/8BL3BNTxfxwKMAAAAASUVORK5CYII=) 4 23, auto;}
70.833333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
71.666666666667%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADe0lEQVRYhe2XT2gdVRTGf+fOzMt7TSworYpZiJKddNEoQpEEhdKmacHqStpNoP/AiDu7KAZBqQiNIPgPpIIoVito/VfBjYsUbUVQoW5Fd4GuSmnry8zc87mYlz82L+l7eelG/TYXZi7zfec7955zBv7Hfx3W6cbXD+9SSkoa+smsARYwq5FaAyNQ6iqFNznw9nsdfxMg7XRjEJgFjKR6IAdzhCNKXAWushvu9gLemHhVroLfZ6+Q+2WGhy7j3uTwa6NgKXx/AUyVhhCxkVHQHCR3ABFRqhYGmHjrZEdOLBMQLCVYRpY4roIsFBQYWAZWQ6HWEiCQtdYckWNywBHq2IFlKp/cekxmdQ6ODVL6VXaP/QFqgnIg4cCUI0UcJ1iCWUIerzC6pQDgyDtnejsDrpzM+gAjDf2Q3N4SUBEkoUlUSUIEDCkivBvO1QVs3liSBWdsfBYQPPIoIJ7bNQMYJ89Nt43w1Pl1EuCe4zaHJMAxwOkjhH4Sq62NZRUsRLN/21MyS/lg5gkIDXTuO0DsfTaSWp0dw/eRJQP8OXsNV8nxs093leuVsOiA5qpcKgdPwK8Dwh08SRERqUStw7deWBAQcRIVaOZbsBoTzzcB+Pri+waQ2pSysJGD4/cTLCVNPhSCF77c35MTSwQIQ5gikBOVg4WFjVFNgvpwz7HQuv9L3vcsAEUwq0qs1Lp6i8Gd+fWEAZi9rMwabB8eRMCx3W+q0DVOfHN0TU4suQXzFSwCkKsktImw9CYEI3qOECISLFsL940CWgV05LGWiK/alpdPf3mxcoJXJJyJnXdW8jWtmtU5fvaZtVXCqLlWp1OVDlhc28BVEJVT+nXAqkppG7rhXi4gWIZqdyNbmXgen/w8ZQBz5aTMEnZsHaSWZrz0+MfqSzZx9LPt3XXD+YhkBSCkErObjwulmpgCpZpkrSZFL91w78MjQpHPf/qhq1zu2TKpRraZyT3D1JO7+PG3hDQ0mDz9wKrfWRZi6X/h3DwFN8KJuApKbxKtSXTryMF1qedLse/BadXTTex8aIgs3MbspYw09HPko3vbcnU8E3YOIbxyhILoJbZK71h3B+ZxaNtppaHOofEhAinnLxpZGODgqXv+wdl7MV8Brqp7lqpuVVTedmq+BSmo8O6FfVWk9oUy20CS9FMnX7bvljmwiOq/QSqIPcyO/178Dc8wjtlhAgbPAAAAAElFTkSuQmCC) 4 23, auto;}
72.5%,73.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
73.333333333333%,74.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
74.166666666667%,74.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
75%,75.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
75.833333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
76.666666666667%,77.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
77.5%,78.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
78.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
79.166666666667%,79.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
80%,80.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
80.833333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
81.666666666667%,82.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
82.5%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
83.333333333333%,84.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
84.166666666667%,84.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
85%,85.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
85.833333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
86.666666666667%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcUlEQVRYhe2WS2hdVRSGv7X3OSf3thI1RBAHirYdSAMpaAdSCbSCGN91IBKDIr6CiCiC+JjUgSlBURBxpCNNnURQfKCi0KjzIBkpglC0thQfaXOf55z9O7iPJs1NPDemo/rD5cI6a+/1///aL/gfFzqsaOJP02ck5SikSAKE92VMEZX0VyrZcRrZaQ7M3Fl4ToCoaKLXNkRAPgACwCkhWAoCKWDF9axP4L2pz1WOLuPEqTIlP8TYyEUYnmtecIBDP6ecNS7DdibArvYPvtac0vAn4689VoiNWxsSgRwpABCyOiIUVuTM00dn1zrwzcJJyj5j6vYRSmxn1901iKK2cjhyaPWQoIylxgn27V4mDac5MHOwrz6scUBqEsiQcjq9RvnGKiwmtjLeyv3Ubo09NzA8mFGKckZv+6P19dpWb488UAV5Jmddb4VzfdcGejiQqYaUtlSvUC4EtrETm0FXzf033KsBP8Q73z0EXIEt/Aj+Up5/yvA2wM17d+Is5tjxDOSYnI3633M90HUgV4NcDUwVoAKhCqFGkxRCkzSvAMI662KL0F0DQkgZ+v5LLLqcF18eJvHwxnz7ZLNFuegMU3dcyTYPs64qKWby/fg/OdEl0J1FAdQkUw0X4m5iSoM4XwYgF0gxbIEbXQLeyngbAIsAR1BKpno38dX56w3AuV9UiocZG90OiHcnflemJo9/cNWmnFhBIMEsOUuAAErXDAihSt6OZ6FGpjqhR17fBJwleEvgxnHgEhxH27feakwf3W2t4r8pTU8xccsQ4HgzLCgPVZ6Z27e529DMtwhQQpSIiMF6XBVt5OlfNFQjhCotQlVCqK+b/+8EMMw8xg5gEJnHNiAwPT9iAI38U5k5xkYHyWUcvucLJTbAsx/uL+TE6qPYfDfkLcEXeC408yUMRzM3pJQQAg0rvjvWsHz6ptc14C9m5quH++rlg3vflgg8cusOHGXmf/gbMF766K4N51lHYvH7v4N6WAKJZr5M7HMyVbFez41zsCXn+Urcd91hRVZm/55hzDzHTqZgEYc+nuhZq/CbsCjSUCVYRjMkOEvIQoa3eN38LXegg4N7npNZwqPjV+OU8O3iMki88tkTq2puuQMdZHkVc03yUEMWWv891tZ5I/DJ4lsGID0pZzFmMb0W93kj0EEaahiNQjviwsQ/aUtuDeo4be0AAAAASUVORK5CYII=) 4 23, auto;}
87.5%,88.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
88.333333333333%,89.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
89.166666666667%,89.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
90%,90.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
90.833333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
91.666666666667%,92.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
92.5%,93.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
93.333333333333%,94.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
94.166666666667%,94.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
95%,95.733333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
95.833333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
96.666666666667%,97.4% {cursor:url(data:image/png;base64,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) 4 23, auto;}
97.5%,98.233333333333% {cursor:url(data:image/png;base64,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) 4 23, auto;}
98.333333333333%,99.066666666667% {cursor:url(data:image/png;base64,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) 4 23, auto;}
99.166666666667%,99.9% {cursor:url(data:image/png;base64,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) 4 23, auto;}
}
div.testarea{
animation:rwdcur170928 6s linear infinite forwards;
}
