@keyframes rwdcur242961 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6klEQVRYha2XT2gUVxzHPyPpTNQt7JqaiZcWD1sGC7KJ6ZxMWLzYCmIbAkaMYEAWS0pCU3oR11ZXSykYWRtJ8NJCogkoRkxFzSkEqTBZYz2YLoaKWXrI0sKsNP5JTPN6WOe5szPZXUt/MOx7b9683+f3nTe/91soYUIIUer+/2FVpZxnR2sQQghFURSA6urqioBWVlZYWlpS/jOA4zzQlMSB0DSNxsbGStYEIJVKiUpAVlWg2EzTZHZ2tmIAB7YcSEmAhYUF2bYsS7ZDoRC2bbvmFo85sA6IZVnCD0IClNtwi4uLsq1pGr2Hg7RGlwG4PFFFz4BN7+GgnNMzYBMKhSSIaZq+EFWO8+xojcdpIBBgASi+t7i4SHa0ho27BuFZilaS9AxAa3SZjdFuWNcIdEiIUqYIIcS5bp2D8dPAa9kDgQAA699pl5OzjwfyEZ/5ms5kluxoDa29WzyLXu6ZeaVKTo6FQiHC4TCWZbn2Q5WiKBKi2DqTWVYbb2pqArYQjx8FwDAMANLpNK2Jk1iWRWYkwMZoN/3fnKNnwPasAyBJivfAuW5dAnQms66HMpk538UcS6fTJBInaWt4KF/L2rpTmKYJ4FJhjSRRFEXTNOrq6nwXzWTmyGTmGB+/VdK5YxcuDDEy/T6XJ6r4cyIJ4PsZrykeePLkiWz/lvrSFdXw0KBL6mJzxgzDIJ1OS4h32xbkZiyG8ABs3bpVtv+YuyPb91JTvpECDA8NesYc0Hj8qJTez1wAkUiElj27yWTm6ExmeTj5O53JrO87LwXkZ7Zte5KXC8A0TQFQ3/ghw0ODjI/fks6HhwY5c7avrBPDMHzVABgbu8bY2DUPhEuBROIEDsS91JQn8jNn+6SDfe0HyrYdqHj8KInESSCvciQSkfcLUzEP7v5S4O4t30iKlXCcrTa+r/2A3A9OkPH4Mdl35WXTNEXbJx8xcvUmLXt2r+q0Evui63Pa9rfzqpRg//52WnbtYOTqTSzLep0JCx8SQjA8eoN9n34MvKTnyAl03ZsJKzEH+ucb+bzRsmuH7zzXHpiamnKKH0au3gQgvneF+/1L3O9fIr7Xe2DG9wru978smLPigrh9+7aM3M8857PzNUA+ZRYr0NDQ4OpPT0/7LuxYNpul99tjMqhC+X0BCm379u3i/Pnzsh8MBldN1fPz8wDkcq9PwFgsJqV3FHgjgGKIcgCO81gsBkB4fX6LPbCfeRxXBGCapvggtI7Zp8uu8eLiNJVKufpnTx+R7R+OfU9k0yTdP61UVCV7ADp2RsVC7rG8krFtQtd1MTMzI2ZmZoSu6yIZ2+aa41wdO6Pi6VxU/HNJFcmDa3xLvrJUHTuj8sHIe3/TP/kUQKZU55T7rHk9AL/OvS2fjWya5NDxZqqtfILru77sUaJsWX5x4g7BYJBcLsedzZtd98LhsGz3T/7Fo0ePZBW0tu4UPy6tKDApDh1vzk+6PulZv6QCmqaJYDBf6eZyOTYXANi27QKA/GdbePQ6lY8j/1cXqyr+xwRAX1eteH5JE6qqCk3ThK7r8vruVEIYhuG6VFUVuq6L55fyv31dtfL16bouVFX17IOK80B9fX1FCrx48UL2m5ubZQVk27Zv9BXlgUIH5az4FQghUBTlzaRfzfq6asX8lQ1SbgBVVYVhGGL+ygbR11UrVFX1lXo1+xcvzJ5M5uLQNAAAAABJRU5ErkJggg==) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLElEQVRYhZ2XX2gURxzHPyvpJmlTehejm6cWHyJLfTDVdJ/2bPAlGkqxNg9KIkSQayQ2h+mbeGKMFXww6YULEV8qGPEKIQZTadSXYMXC9ojpy3H08E+OQu7wmjtorJJqpg/JTnbvTy72CwMzv/nt/D7zm92ZWYV1JIQQiqIodruqqkqs529reXmZpaUlpbwnVKwXPH1zM0IIUV1dzfLyMk1NTRsZE4BoNCo2AlIUwA5e4wuRvrmZly9f4vP5SCQSGwawYcuBlMxAvizLknWv10s2m3X159tsWBvEsixRDKIAQFVVuc6Li4vSPtDlkfXey1kGujy0Nb8GYGy6QtqcPl6vV4IYhlESAlhJu1Op8VqRejoiUuO1+V1CVVWRGq8Vb17dFm8W+kRqvHbNttAn3ry6LcI9W4WqqkLTNKFpmjBNUzgnZ0uxg6dvbi6AqvGFWPwlUGDXvvyL4YAmM9A28LGrf6w3tpqVnLR5vV4aGhqwLMv1PlQIIcRwQKMzGHKlvaamRkKoVRoAC5nHAAwHNLpDaXw+HwDB4Gl0XQcgHo/T1n8egGQkxpbmACNnh+m97H5nCjIwHNAKOjuDl7ja/22BvTuUJpmcKzpgPB6XMO3tHYz1rkBU13+HYRgArixUACiKogghXOszHNBkNrpDaVeQUsEBdF13QYxNV9DGSnYTiQQNDQ0u/012RVEUpbKykurqatm5kFn77u/evcPFC+dJJueIx+MlZ++EuH59lMjMdj48tIjX65UQRQFsldrtHkV/K2q/MXqtqH2jcgE0Njby+f4W2f5z7te3gtF1XQI5s2AYBtlstmDzKgCwlUzO0R1K88f9x3SH0ly8cJ7BofAG5+QGckJMTt4qgCgA+KTpU26MXpMQzhducCjMjdFrHO44Imdq1/PbpTQ5eYvGxkYMwxCw+hkC0tDffw4onmY7Cyd7ThTtK2Y/3HFE1tvbOwgGTwMQDJ7BsizFBXDowD4AIhNT9Pefo6VlH+GerXLH23n8naKz+n3kX1kfm66g/0eFkz0nXMFtgIOte4lMTGFZluLKgDMLNkjvqXOkxr1saR2Ff6I8n/6encfVguBbWldTnufjzMhPP99haWkJQAaHvNPQsizFhohMTMkZtdEh6/la6T8CiAKfwaEw6XQa0zQ52LoX57i2Co5GG2CVUmiae4vetWuXqz0zM1MA5VQ6nWbgwhkiE1McOrDPlf6iAE6ZpimuXLki2x6Ph/r6+qK+qVQKgFxu7QT0+/1FZ15yCZwyDEMcbN2L3+/HCbGe7OB+vx9Arnn+rJ0qmQF7KXZ43yXx4rWrL3+7jkajrvbQpVOy3vXNWYCSAGV1tKVZLOaeyRLy7xaapolYLCZisZjQNE2E/LtdPnY52tJc9hpflso5SONHfzNy/wWA3FLtU+74nvcAmJ17Xz77w53psuOXdaisrBQej4dcLse2bdukPZvNus72TCbDkydPSEZq5AWk2AU01LlJAASuLitQ4jDKD74R1dXVASv3w8++uIdhGORfQkOdm8Sxvj0c69sjQdYFuPT1BzwL52S67SM1m81ysucEmUzGVWDlwnEvYJFIJFzXdDt4lfWQKuuhtK8LEJnZztMdj5idnQVW1tsug0Nh6urqXAVgfn6eyq9eMT8/T2Rmu2s8O3D49mu5BGXfAdM0ZRqdf0elZF88AR48eKBomiafP7X/ObC2/m8t0zTl52eD5dvsHxG7qKoqy/8K6lS4Z6tIjdcKXdflgKqqCl3XRWq8Vv4NvU3Q/wA0ivUkch8oYwAAAABJRU5ErkJggg==) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur242961 1s linear infinite forwards;
}
