@keyframes rwdcur138130 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE20lEQVRYhe2UX0xTZxjGn3N6IKXWQzUEy7EMs5hK5yBEtpmNhpiCS9fUsOmIyS4cSGJMw403JnqhN17onRfEGI0Z+IcbExKzG+MSLxzZ1oHbggXGLqASbIAqre3p4Tvtd753F0PDplIQ47Jkb/Ldnfd5fu/zft8B/q//Qh05ckT+V4xjsRhcLpcKwA1ABfB2QTjncigU+ujhw4ffdXR0HCKiyrcKQUSlDQ0N4Ww2m5qdnZ06cOBABxG53yZEqc/n+/zx48cTRDT36NGjX9vb2w8TkQZAeRMGRSfhnANAvlAoLGiaVnr+/Pmv29raPsVf92LdSRQVKBQKICIDADNNM61pWmlPT097MBhsBaCtF6JosyzLYgnAkCSJmaaZ9ng88uXLl/cGAoHAeiFWAwAADICxLInM1q1b5atXrzY1NzcHALzzuhBFm4QQEEIYAJ4fSZIM0zQzmqaJa9eu1YXD4WYA220225ovZjEAuVAoCCJiz9ZARM+TYIzpHo+H9/X1bdu3b98nlmVtxxpfRzEAIYTAcnMspfAMhDGWVVWV9fb2qqFQ6AMA3rUkUTQBSZIghGDLjYUQBhHlAOQAGKZp6hs3bmS9vb1Ka2trvWVZtVhlEqt5huLZtEvnufE/1mGUl5cb169fZ36/vxbAe6uBKLoCALAsixFRdsn8hXXIsqzbbDadMWa4XC6jv79/oampySNJkme9ALLNZoMQIidJ0t92ryiKLstyJpVKsampKR6Px0Uul2OyLOtut1vv7++fbWtrU8rKylb0KBoR5xxCCEMIwYkoD4ArisImJibkZDLpURTFXlJSwlKplB6NRvOGYSwEAoFpn8/Henp67HNzc47Gxkb9tQGISFiWxQDkiYiXlJQY0Wh0s6qqH/r9foeiKAupVGpOluW8qqrKyMiI4+TJk5Xj4+M/eL3exKVLl/hK+kUvIRGBc24QkWGz2TL37t2zu93uzxoaGraPjIzoJ06cGN2zZ0+spaVl8vTp0+nKykqcPXt2c3V19bYtW7akq6qq2Er6RROwLAuccyZJEkskEmzDhg17vV5v7eDg4E8DAwPfJBKJ30ZHRzkA7Nixw1FdXd0Qj8ffv3LliqempqYWwFgxj5XKrqpqYHh4OGhZlv/mzZuhmZmZ73Vdj/r9/taXNUSjUaWzszNsWVb3qVOnQuPj4ysOWWwF3G63zzudTn1xcVEfGBhwl5WVuefn5xODg4O/vKxh9+7d/Pbt29PJZFI0NjaqPp/PsS6AcDg8k8lkeDKZzExOTmbsdjtM02QtLS35VzWl0+n84uKicDgcSnl5+boSQCQSyZimGb9161Y8Go3GOOf6pk2bKsfGxioA4NixYy9o7Ny501VRUaE8efIk//Tp01eCrrmIyD40NNRHROMXLlzoftk3R48erbx48eJXlmV1Hzx4MHD//v035g8AiEQiwWw2+6Ou69+eOXPm0PHjxzUADgDOYDDojUQiXxYKhe47d+4cqqqqKvorltYKEIvF5Lt37x7u7Oz8wul06qOjo3+MjY1N5XI5tmvXLmd9fb19aGhI379///DMzMzIGwcAgK6uLoWIWru6uj6uq6srdTqdKSLKTE9P8xs3bqTPnTsXy2azv69G67UAltW7mqb5a2pqXLqu5x88eJAA8DOA2dUK/Akho6rklEYJJgAAAABJRU5ErkJggg==) 8 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5ElEQVRYhe2UUWhTVxjH//fmpsRYb0Pp0vYmrbJKNbqNQOeENQSM3Sgl0oHUwphdHcUH7cN8GvhgX30RVPpgrUKq0helL0IVBj7EEVSsk1osFpYm7TrbRduYJjfnJvecbw+rxTnX21pxDPbBebvf9/99//85F/i//gt1+PBh+V8RHhsbg8vlUgFUAVABvF8Q0zTllpaWz5LJ5I+dnZ0dROR+rxBEVOL3+8OLi4sLs7Ozk/v37+8koqr3CVHi8/m+evbs2RMimpuZmfm5ra3tOyLSACjvQsByE9M0AaBQLBbnNU0rOX369Letra1f4s97sW4nLAcUi0UQkQ6AGYaR1jStpLe3t625ubkJgLZeCMtmWZbFEoAuSRIzDCPt9Xrl/v7+L0KhUGi9EKsBAAAGQH/FiYzH45EvXbrUGAwGQwBq3xbCskkIASGEDmD5SJKkG4aR0TRNXL58+eNwOBwEsNVms635YloByMViURARexkDES07wRjLer1ec2BgYMu+ffs+55xvxRpfhxWAEELgVXEsufAShDG2qKoqi0QiaktLy6cA6tfihKUDkiRBCMFeFRZC6ESUA5ADoBuGkd20aROLRCJKU1PTJ5zz7VilE6t5huLltktnWfi1OPSysjL9ypUrLBAIbAewYzUQlhEAAOecEdHikvjf4pBlOWuz2bKMMd3lcumDg4PzjY2NXkmSvOsFkG02G4QQOUmS/pK9zWbLKoqSTafThUQiIRKJhMjlckyW5WxVVVV2cHBwtrW1VdmwYcOKGpYWmaYJIYQuhDCJyARQsNvtbGJiwhGPx11EJKuqKvL5vLh3714hl8vNh0KhKZ/Px3p7ex1zc3POhoaG7FsDEJHgnDMABSIyFUVht2/fVvP5vDMYDJqqqiKVSil2ux2qqiqjo6PO48ePu8fHx2P19fW/nT9/3lxpvuUlJCKYpqkTkW632zOxWMzhcDiqwuGwEo1G5fb29syuXbsSe/fujff09KTdbjdOnjxZXlNTs6WysjJdXV3NVppv6QDnHKZpMkmS2PT0tFksFmv37NlTOTQ0NHPq1KlYLBYbA8Cmp6exbds2Z01NjT+RSHx08eJF7+bNm7cDeGylsVI5VFUN3b9/v5lzHrh69Wo4Ho/3Lyws9NfX1wff1HD37l3l0KFDYc5594kTJ1rGx8dXXNIqAtPhcPxeWlqaZYxlh4eH3aWlpVumpqb0iYmJN262e/du8+bNm1OpVEo0NDSoPp/PuS6AcDj8ayaTMSVJyiSTyYzT6VQ557Lf7//HbNPpdCGfzwun06mUlZWtywEcOXIkYxhGIhKJJG7dujXGORdut/vDhw8flgNAX1/f8owLFy4AAHbu3OmqqKhQnj9/Xnjx4kXBSmPVRUSOkZGRASKa7Ovr+/5N33R1dVWcO3fua855d3t7e2hkZOSd6QMAjh071pzJZMbz+fzPZ8+e7b527ZpGRCUAnG1tbTt6enq+KRQK3cPDwx3V1dWWv2JprQCTk5O4ceNGV0dHxw8bN27E06dPH6dSqQnGmOn1eh2aphUePHiQPHr06E937twZtZpnWyvAmTNnUFtbO/ro0aNfysvLyzVNc3s8ng88Ho/TMIzs0NDQk4MHD0YPHDgwFo1GLeet2YHXSqurq2sOBAJ18/PzuevXrz8GEAUwv9oBfwBlQq5Dyov+tQAAAABJRU5ErkJggg==) 8 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3UlEQVRYhe2WUUxTVxjH//fetpYGSjdnxVKGEoN0cUsjU5dhMKlsMVjCnKlzybIRsvhA9NmkDxieJNmLDyQa0UDVkZhlryNxvsBwCWRqQsEK4lZg1DIINO29t/e2555vDwJxTrkgzmXJvuS8ne/7/77/d07OAf6P/0KcPHlS/FeER0ZG4HK5nABKADgBvF4QxphYX1+/b3Jy8sempqYvicj9WiGIyOb3+4OZTGYxmUz+duzYsSYiKnmdEDafz/fJ/Pz8GBHNzszM3AuFQs1E5AFgeRUCpp0wxgAgl8/nFzwej+38+fNfNTY2fown52LDTpgWyOfzICIVgKbresrj8dg6OjpChw8frgPg2SiEabIoinwJQBUEQdN1PeX1esXOzs6PAoFAYKMQawEAAA2A+pQT6dLSUvHq1as1tbW1AQBvvyyEaRLnHJxzFcDKEgRB1XU97fF4+LVr194NBoO1AHZKkrTug2kGIObzeU5E2vIYiGjFCU3TZK/XyyKRyPaGhoYPDcPYiXXeDjMAzjnH0+JYcmEZRNO0jNPp1Lq7u5319fXvA6hcjxOmDgiCAM659rQw51wlIgWAAkDVdV0uKirSuru7LXV1de8ZhlGFNTqxlmvIl7tdWivCz4xDLS4uVq9fv64dOHCgCsA7a4EwHQEAGIahEVFmSfxv4xBFUZYkSdY0TXW5XGpPT89CTU2NVxAE70YBREmSwDlXBEH4y+wlSZItFoucSqVy8Xicx+NxriiKJoqiXFJSIvf09CQbGxstBQUFq2qYWsQYA+dc5ZwzImIAclarVXv48KH90aNHLiISnU4nz2azfGhoKKcoykIgEJjy+XxaR0eHfXZ21lFdXS2/NAARccMwNAA5ImJWq1UbGBhwKYpiP3jwICsqKsLc3JzFarXC6XRahoeHHeFw2B2LxX6urKxMXLp0ia1W3/QQEhEYYyoRqTabLX379m07Y8ze0NDA+vv7xePHj6f37t0bP3To0K9nz55Nud1utLe3v1lWVrZ969atqW3btmmr1Td1wDAMMMY0QRDUmZkZMZlMOk6cOMEikQgPh8N3E4nECABtenoau3btcpSVlfnj8fjuK1eueMvLy6sA3N+QA4Zh5PL5vLpp0yb5zp07YkVFhTg7O2s5ffr0/UQi8QuevBMAgBs3bqiDg4NDbW1tCa/Xa29tbd0ei8VWbdIMgNnt9j8KCwvlbDarXrx40VlQUOAYHh5WM5nMxPMS9u/fz3p7e6fm5ub4nj17nD6fz7EhgGAw+Hs6nWa3bt2SJyYmUm63+w3OuQ1A7kVJRMRyuZytuLjYbqZhOoKWlpa0ruvxgYGBicnJyXFJkhw7duwox5NfMsLh8Mre8fFxAEBdXV3Jli1bSnO5nH16evqFoOsOWZYd/f39bZzz78Lh8BfP23PhwoW3+vr62ogocurUqU/Naq7r6SwsLFRDoVCf3+//4MyZM5/Z7Xaboig/tLe3zwuCIHZ1dVW5XK7Pa2tr/dFodKKiomJoPfXXFKOjo5bOzs6vZVkeJKLY48ePe8fGxroePHgQWVhY+ImIolNTU983Nzfve+Xiy9HS0iKeO3cuGI1Gv81ms/eIaJSIYouLi303b978prq6evc/Jv5MeDZv3tx85MiR1qNHj7YBqCciGwBcvnx5TQX+BNr/tOo5j89lAAAAAElFTkSuQmCC) 8 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
}
div.testarea{
animation:rwdcur138130 0.4s linear infinite forwards;
}
