@keyframes rwdcur257602 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhe2XXWyTVRjHf+9Hu7drt3Wl1I2ldhk6WdBNRUogBnBskyVEtpB0JoozkMkFiRiDGG8McEdcQsIdEuKIiTFLUIlBAyzxwo8EdVuAIGzI3LKxuKWj61q3fux9jxfta7pmpdvgwkT/yXvznOc8z/+c93/O8xz4r0N5iLluwAVYgdlHQyd/wiPAFSAkSYoAzC+Uth9J+z1SOIEzIMedzlpRXb1X+P3HxI4dZwWgZ3wmmThwOj0vL9Q84w3Apx7P5rJ169ooLvahaS5UVUOS5GxfIyPmW8ArwF6gZ6UEWmTZer6u7m3Z691OSYkPh6McRZGJxaIYxjwALpeL9vZ2RkZGuHDhArqum2TKgEvAHuCrXElyibBBlq1fb9p0VK6sbGL16vV4vRXMzEQIh0e4efMTbt/+jFBoQJqbm5P6+vqkVatWiePHjxOJRBgaGoLU7wBoA34ChhZLJC1icwK3Nm78sKyqqpnS0rUIYTA1dYve3pOMjHybMIxkNynRRQEH0AgEJEmydnR0GJqmcerUKTOeDIwD64HpXDuRiTNeb5MIBH4QBw78KTo67omWlm+EppUJ4CNyq9ydHhdNTU36oUOHsgV6einJ3ZKkxnft+lLs3/+HOHhwUuzefVFo2mMCOLyUAGk/EQgE9J07d2aSiC9GPlvK+yoqXrKWlFRSWOgkHB6nt/cksdhEJ9C5RAKdQGd3d7dcW1uL1Wo17VZgXz4CjT5fA5pWSjI5Ryh0l3v3vksAJ5aY3MQJYP7cuXPU19cviJ+PgN/jeRaLxc7sbIg7d75ACL0bCC6TQBD4fGJiQvZ4PKbNAF54EAG3qtqLHY4KFMVCPD7D9PTvkFL7SnAFYHR0NNPmJEsHmQQ0RbGhKBYURUbX48TjUUgdtZUgCjA5OYmqLrjvtFwEYroeQ5IURPoKURQLpM75SvDPPMMwMu2xXASC8/PRmdnZSYQAVbVht6+BRYSzRDQCuN3uTALTZOkpW4Q/B4PXMQydwkI3Xu92QAqw/BLrAV4FjKKiosxcv2Y7ZhO4Mjx8GV1PsG1bFS7XkxQXP2UF3l8mgfcA1el0MjAwsCB+tmN2MRoIh+++U1PzmnL/fhGqqgES4+M/bgH9L1JFJR8OA0cBw+/309/fb9qTpMrzgu4pm8CsELovkYg87/M1UFGxBl23YbE4mZj4pQl0B9CfHSQNN3DMTF5XV8fo6CjRaBRSO30W6M63AwDfB4PX3/R4nnMUFDxOff1apqbs2GxlhMNjW5LJ0LtANVAErAU2plfdBbwIGBs2bECWZQYHB83k40ArWScgF4EYcG14+PLr5eWbpXDYQ3X1E0hSOW730zidNbKuG7WyrLVaraVticT9VqA2PVc0Nzej6zpXr1414wlSTclvi+RatB8w0WKxFJ9vbPxYrqx8GVW10dpaQFfXAJHIGLHYNJIkcfHiHgOgqqqKrVu30tPTw9jYmLlygzwd0YMIQLonrKl5o8zv/wC7vTx9OQkSiQjxeISurmoDQJblzPNubns7eXrCfO+CIeBsMHjNdePGmWdCoUFF15MoihWLxY4kKfT1nRQAQgg5vaAkKcG1kmPbV4oF7wKLpUjYbJ6Hfhfk+wX5CGmkRLvccv0//j34GxjAq5i7ESDCAAAAAElFTkSuQmCC) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDElEQVRYhe2XW0xUVxSGv3OZCzCMMyOOEwWJQEAFA5WLVmOtKVgxfTAabWOrNT77UJJqX5rG9s3W2Ie+2IcmtbWN1aQXMTYWk6aJxYSUItYGFEdlAFGY4TLODMwZ9jl9GCYZTgAHbZMm7Z/snJN11tr/n7XX3msf+K9DeYbYPMADWIHY3yPnyYRHgRZgVJIUQ5IsBsgGMDptPzrtlzGkDHxcwEcgH3C5KqxebxUu10rs9sUACKERiQwwMtJDMHiDiYmABnwOvAOMPauAeuBLr/d536pVr+J0FpKdvQSbzYXVmoMkqeh6gnh8nGh0iHC4l+Hhm/j9zcRi9x4C+4Er8xHMVwM7ZdnaXFXVlFtefoClS59jyZIK1q0rIxazI8s2VNWG1ZqD17uMfftKefhwBQ6Hj0WLitB1yREO33kDuAF0LzQD9bJsvbx+/TE5P38zbncxPp+bwcERotFBbt8+z+joLRKJKFZrLosXV7BmzX5ycnzs2ePg9Ol79Pe34vdfxO//Rgfj5bkyMZsAF9BVW/uer6ioEbe7GMPQCYW6aG//mN7eHzVdT5wjWXQRwAE0yLJ1b0nJLuuGDe9SUVFOT88AgcAvdHefp7f3+wdAObPUxGxL8ElBwbYX1q49hNtdjK5PMTR0nUuXDhAMtp8wDH0X8BXQCXRNP78zDHEqFLop+/0XN7rdWykuLkUIB5IkEQr15GpayANcfJKAPElSv9i8+UPF4ynFarUxOPg7ly8fYnLy0RHgfebe8zGgRdPGo3fv/rjN661n+/Yy+vsFkqQyOHh1LXDKHG8WcDg//6XtZWV7cDp9jI31c+3aB4yM/HFimjwTtGrauGNiIrRRVRuw2VxoWpjh4T+VeDwYAn5Nd5ZNwQ2FhfXY7W4SiQlGR/0MDPysAcczJE/huN//w9Tjx/3U1eXhdK7A56sDaDA7mgXUeb1VWCw5xGKj9PR8i2GIc0BwgQKCuh4/2939NdevR8jNXY7XWwlQM5+APFXNcTocy1EUC/F4mLGxO5Cs9qdBy8hIF0Lo2GyL8HjKkGWLC9NRnS7ArihZKIoFRZERIk48HoHkVnsaRBKJKJIkIcsKWVkeZNkOYE93UtPeJ4WYRJIUDCNpUBQLJPf508ARCLRw4UKFHggEUjYZmEx3Ss9AcGoqEo7FhjAMUNUscnKWwSyFkyEaAJqamtJtY5jqyVyEbcHgDXRdkJ2dR0HBi4C0lwW2WMALvAbofX196Vy/mR3NAlru3/8JITS2bi3C4ynF6VxlJdlaF4IjgOpyuWhubp4xv9nRfBDdGh/3v7V69etKKJSLxZKFotgYGLi60TCmokBrBuRvA8cAva6ujo6OjpQ9QbI9z3sSxgxDFGra43WFhQ2UlCxH07LJzV3Jgwet2wxDcwAd5kmmkUfytDwG6JWVlfT19RGJRCCZ6c+Ac+agObvhjh1nfUVFr2AYCcbHA5w5U6lPTzQFnMXUDUmuuQro1dXVALS3t6fI5+yGc6HeYnGK3buvGIcPhw1ZloWqqgJIDWOWIQDR2NgoNm3alO4rSN6sFoydFoszRSaqq6vFyZMnRU1NjZBleQaBoiiitrZWHDx4UOTn56eLFMDO+UgyuhMCPkCXZZmamhq2bNlCQUEBk5OTPHr0iM7OTtra2giHw6m4VNrf5Al3wkzgAj4F4pjSbRqpb/Fpf9ezEpsx47+Amev/j/4XzCfITvJsX2i7/h//HvwFPKr0r8ZuBb0AAAAASUVORK5CYII=) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhe2X30scVxTHPzM7O+6OszrKuqaK1CjUQrGGIn3og/uysmIrLS0UyUP1SVIQn6z1X9ClfQ8pbdAXCQ1USinBaqAJtBYJQh7ij4qCiUbQrLqr6+56Z/qwM7JudN2NeSi0By5z5957zvd7zpx77h34r4vrErp+oBJQgcPXQ+diwCFgCogCVlaL2uND9rrXKgZwC0hmAYozmjOXBG7aepeWELCZB/S8Ztl6oYsApDxznwB3ARkwAXRdp6Ojg6amJtLpNJIk4ff78Xq9zMzMMDk5iRDC0Xf0PgN+Ksptm/mJR7Isi7a2NhEOh4XP58sOtwVYqqpawWBQjI+Pi1AodFZELoxEthhkhb20tFSEw2GhaZoDnATGgS+AT+3nOJCUJMnq6+sTAwMDuZ/jGUXkxK1s8K6uLiFJkmMowvlZ7rfnrY6ODtHT05NL4mYh4H7bQwGIzs5OIcuyY2CwQAcGAaulpcUh7rRkHvInMmSDiebmZlFeXp7teTESIWvndHb+aFVUvGvZ9k+JnPPe7nR8Ph97e3sAKWCkSAIjslxyfP36I7m3d1FWVR+BwHun7J9H4H3A1DSNhYUFZ/4OsF0kgW3TTE4sLk6gKF40zU9l5VsArfkI+IEygPr6eqLRqDM+VST4id6LF0+QJBceTwW6XoskKQY5eZBNwON0ampqsCzLeY2/IoF4KrUPWCiKB0XxIMvuUzgASlb/yOmoqpq9Rn9FArqiaFiWCUhIkgvLOj6FA6cjsA3sA2xtbVFSUuKMv5Q4BUp7eXkjkuRCiCRHRzuYZnqXnHzKTcK/AHlpaYnW1lbI1PLPKf6IDUiS0t3Y+DGa5iWdPiAaXQaYy12YS2AKIBaLEQwGnTEV+LpIAl/V1gYVXX8D05RIpWJsbv55Yj8fge/J7HtmZ2cdEiaZ6lZwJVTVysGWlhvoehWHh3vE4xs8f/5Hyrafl8A2MAbI09PThMNh6urqHBIRCjgL3G4jEgx+YxceF4nENo8ffweI25xRT866DxjAE+CKYRjm6OgokUiE5eVlh/AxMEEmnHEyu6Qd5O6qqlbl2rUvqa39AF2vJhbbZGXlZx4+HNoA3gF2CyEAmfP7HkAgEGB4eJixsTHm5+cJhX6QFxfvsLu7ihBHuN2llJW9SUPDh/j9b2MYjXg85RwebrO+/jv37/ebQiTCwG9nARV8IyorKyMWi9Hb+7d8dLRDIhFFiCQul4rHY1BaWk1DQy1Pn+6TSOywtnaPBw+GTSEO896I8hFwIjEOXMG+lvX3x2RZdlFZ6cEwJDY3kxwcpBEiRTp9QCy2ztzct6ys3N0Aes7zvFACkMmJEaC3qalbvXr1IwKBFjStGssyMU1BPP6Mra1HrK7+wtrarynLOr5NZuu+9M0vI6f+C9xun+X1Biy323ep/4JCIpCPkIdMbS/2uP5f/j3yD3Pun7vuxRKSAAAAAElFTkSuQmCC) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhe2XXWyTVRjHf+f9KG/XdtSlNhvLHIjOLGpRkYLEZHPpBhgQFpNi4mdG4ILEYAxivDF64QVxJsodEhKW3Zgl6AheGDBwoZKgkvGRaDYEl+yDdCl0m7W06857vGhLypuu7QYXJvpPzsX7nPM8//953ufkPAf+69DvwTcA1AEuIHV/5FQmPACcBhKAKhqJvP1Aft19hR84AmSKCGWJUZjLAIfzfveMCHCjDOlCQ+X9IpUIRJm5HZrmOh4Kva1dvPiZXTCGw2Ha29tzzkIQCARwu92cOXOGEydOIKUsLNUAG3gZGKx2xwVENM0lN2z4RO3Y8Z3aufPcnQwIIYrTrQDlcrlUW1ub7O/vl5FIpFRGFsxEqQz4gd/XrfuwftWqTdTUPMj8/G2SyQkGB18EmAMGyBVdEvACnUBUCOHavXu3bVkWhw4dKs7EJPA4MF3N7o80NXWpaPRHtWfPpOrpua62bRtUllWvgE9ZuMoD+XnV1dUl9+3b56yJw9WQB4QwMlu3fqN27fpT7d0bU9u3f6ssK6iA/dUEyK9T0WhUbt68uVhEppR4zfHd09j4gmv58pXU1PiZnb3BhQufk05P9QK9VQroBXoHBga0UCiEy+Uq2F1ATyUBnc3NESzrAbLZ2yQS15iYODsHHKySvICDwHxfXx8dHR13xa8kIBwMPoVpekilEly9+jVKyQEgvkgBceCrWCymBYPBgs0Gni0nIGAYnlqvtxFdN8lkZpme/gNy1b4UnAYYGxsrtvlx1EGxAEvX3ei6ia5rSJkhk0lC7qgtBUmAqakpDMMotlsLCUhLmUYIHaVyBl03IXfOl4I7frZtF9vTCwmIz88nZ1OpKZQCw3Dj8ayAEoVTJToBAoFAsYBpHPXkLMKf4/HL2LakpiZAU1M7IKIs/ooNAq8Ats/nK+b61bnQKeD06OgppJyjre1h6uoepbb2MRfw/iIFvAcYfr+f4eHhu+I7Fzo7ouGZmWvvtLa+qt+65cMwLEAwOfnTRpB/A+eqIN8PfATY4XCYoaGhgj0LvI6je3IKSCklm+fm/nqmuTlCY+MKpHRjmn5isV+6QHqBIWeQPALAxwXyNWvWMDY2RjKZhFymj5K7xMpmAOCHePzyW8Hg095lyx6io2M1N296cLvrmZkZ35jNJt4FWgAfsBpYl9/1MeB5wF67di2apjEyMlIgnwS6cZyAhQSkgUujo6dea2h4TszMBGlpeQQhGggEnsDvb9WkJCSE2W0Yy3d6vc3d6XQslPdVW7ZsQUrJ+fPnC/EUuabktxJc5Tsi06w93tn5pbZy5SYMw0139zL6+kZIJm+QTieQMothWJw8+ZINsH79eiYmJhgfHy/svGJHVE4A5DqZ/tbWN+rD4Q/weBrQdRMhBELMk0rNks2mOHasxXb4FdL+JvB9OYJK74LrwNF4/FLdlStHnkwkRnQps2iaiRAuQCEEDA19ofKkgly1HyX3z0umfam4611gmj7ldgeVafru6V1Q6RdUEmSRK9rFXtf/49+DfwDuNJ8mZwXQwgAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur257602 2.1333333333333s linear infinite forwards;
}
