@keyframes rwdcur38598 {
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4%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHTUlEQVRoge2YXUwT6RrH//PBtIU6hbZAKaSChguINgKNWcOqETGCiQFNNCHG5JigF6K4SIyJemFiNCGxckPYuCEhXijBGA9I48HVXQ0ezIb0eHG0yMGaFaSUj2n5Km3Tzsx7LjxtXBNLY7GeC35JLybvzPv8/533eZ/nHWCNNdZYY40EoGINXrlyxapQKDA1NdXncrled3d3C8kSFi9szEGWpfV6/U+ZmZlnN27cGNq6desfDMPYvV5v39jY2Otbt259d0Mx30BTU1NFcXHxbyqVCkqlEpIkIRAIgGEYpKSkhAD8oVAo7NPT0302m23AZrPJSdIdhYk1aDKZlgwGw088zzMAkJqaioyMDCiVSgBgUlNT16tUqm2EkL9lZ2fnsCzbPzo6mlQTdKzBu3fvCn6/f0gURXAcB1mWIcsy1Go1jEYjUlNT4XK54Pf7kZ6efqKoqMicLOERYhoAAEKIfX5+HgqFAhzHAQAkSUIwGITb7YYkSaBpGrIszw8PD7/+5oo/Y0UDXq+3TxRFLC8vI5ILsizj/fv3CIfDAACGYeDxeOSxsTHtN1f8GSsamJiY+DchJCQIAjiOA03TmJubw/r160EIAUVRoCgK4+PjWrfb/bikpMSYDOERVjTQ3d0thEKhoVAohKmpKczMzAAAlEolNmzYAIZhsLS0hKGhIXg8nk0fPnx4lEwTMetABEKInaKoHycnJ6FSqaDX6+H3+6HT6eD3+9HW1gaHwwEAEARhEyHk0YkTJ+qKiopkjuPYd+/eTd64ceOb1IyYdSDCuXPnKkwm028URYGmaaSkpCArKwuyLOPixYsYHh4GANA0jaamJlgsFiwvL2N6ehqEEKSlpYXUavVAIBBoefz48e99fX2rttXGZaC6uprdvn37zzzP14dCocXZ2Vn/8PCwweFwwOl0AgDMZjMaGxvh9Xpx7949DA0N/WWOkpISVFVVoaCg4JcHDx402Gw2cbVMxMW+ffvY06dPW/bs2aMsKyvT6/X6fwEgkV9HRwc5c+ZM9Lqzs5PcvHmTfHoPAHL8+HHS1tZ2s6qqasX8+6ZYLJaoibNnzxKr1foXobdv3yaDg4OkurqapKenkwsXLpDLly8TAKS5uZm0tLTsWw0dX/0v2O12IT8/f69Op3tZVlaG+/fvIy0tDQCwY8cOBAIBsCyLtrY2PHv2DPv378e6desAAP39/aBpunk1DMS1C30Ju90uHDt2rI6m6f8MDg7i2rVryMvLAwCoVCr4fD5kZmaCYRhMT0/DarUCABwOB5aWln6sq6vTdnV1eRPRkPA6LCws5FwuF4CPFZnnebAsC0mS4PP54PV64Xa7oVQqUVhYGH1ueXmZ02q1hkTjJ2yAECITQgAA58+fx9WrV8FxHHieR05ODlwuFxYWFhAIBHDq1Ck0NDQA+NhPsSzLJRo/YQMul2smIyMj9Mk11Go1cnNzoVaroVQqQVEUPB4PZmdnodfrAQBarRbj4+MJb6UJG2hvbxfUavU/S0tLAQCNjY3RCh0MBkFRFMLhMDo7O3Hy5ElYrVaYzWaEw2EMDAx0Jdp2rMpeLElSy4EDBwAAgUAAPT09KC8vx6VLlwAA4+PjGBwcBAD4fD5UVlbizZs3q9I7xTyRxYskSX/u2rUrV6/Xl16/fh3Pnz8HIQRv376FxWKB2+3GixcvAABHjx4Fz/Po6upCOByG3+/PEkVxb0FBwd+3bdsW2r1792adTjfjdDpJPLHjaiXi4fDhw2xtbe3PDoejvqenJ9rcRTCbzaisrATDMLhz5w4iO9fOnTtRVlYGjUYjaLVamqZp7cLCwi8DAwMN/f39K+bIqhkAgJqaGrqmpmafz+c77fP5dszNzSnD4TC0Wi1EUcTIyAgePnwIn88HANiyZQtaWlrgdDohiiIIIZBlGYQQTExM7G5tbf19pZgJFbLP6e3tlXt7e20AbPX19VqNRmNgGIZzOBzBJ0+e3PZ4PKWRe/Pz83HkyBHk5uZCEAQIggBCCAghkCQJGo2mGkByDXxKR0eHF0C0yloslr0URT0SBKF08+bNOHToEFiWxejoKAwGQ/SgFPlwQAj5IZ44q5LE8TA5OekvLi6+HwqFKsvLy3NMJhMAYH5+HgzDIBgMIhwOR98ARVEGjUbTPjIyEog1b1JbWrvdLphMpr06nW5KFEVIkhRZ71Hhshw963BGo3HLSnMmvSfPyclZ1Ol0tCRJ0cRVKpWRr33RJJZlGTzPV680X9INZGdnb2JZNiuSsAzDQJZliKIIiqLAsmzURDx5kLQciJCdnT2blZVlVCgUpZ+KjyQvgOhyIoQY0tPT20dHR7+YB0k34HQ6ZZVK9Q+VSvWcZVlBkiQCIFuWZSZigqI+lidJkhgAv758+fLPL823qoXsazl48KA2Ly+v9H9r/oeUlBQLRVGcJElYXFy83traeu5Lz/5fGPic2tpardFoLOV5vtrv9+PVq1fNT58+/d6yvo6KiorvLWGNNdZYIwb/BUFAVRDH+AYtAAAAAElFTkSuQmCC) 23 23, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHVklEQVRoge2YW0wT2x7Gv7n0KplCW6BUU7mEmBIkUBqzjdvj/Qi+QFRQY0g0QV6IusHgi488YY6SGNKds4MPPgjBmHOsNB49iiYcSXYIGnOkBEkVuZSbQ7mVoZnOzNoPe7dRcyhkF+t54Jf0Ybpm1vq+zPrWf60BNtlkk002iQMqVmNjY+MNjUaDqampTr/f39/R0cEnSth6YWM2sixtNpt/Sk1Nrc/JyRF37dr1K8MwfYFAoHNkZKT/zp07391QzDdQV1d3MC8vr0un00Gr1UKWZaysrIBhGKhUKhHArxqNpm96errT4/F0ezweJUG6ozCxGm0225LFYvmJ4zgGAPR6PVJSUqDVagGA0ev123U63W5CyLn09PQMlmUfDw0NJdQEHavx3r17vCAIvZIkQa1WQ1EUKIqCpKQkWK1W6PV6+P1+CIKA5OTkGrvdXpAo4RFiGgAAQkjf/Pw8NBoN1Go1AECWZYRCIUxOTkKWZdA0DUVR5gcGBvq/ueKvWNNAIBDolCQJy8vLiGRBURR8/PgR4XAYAMAwDGZnZ5WRkRHjN1f8FWsaGB8f/y8hROR5Hmq1GjRNY25uDtu3bwchBBRFgaIojI6OGicnJ58WFRVZEyE8wpoGOjo6eFEUe0VRxNTUFGZmZgAAWq0W2dnZYBgGS0tL6O3txezsbP7Y2NiTRJqIWQciEEL6KIr6cWJiAjqdDmazGYIgwGQyQRAEtLS0wOv1AgB4ns8nhDypqak5Y7fbFbVazb5//37i5s2b36RmxKwDERoaGg7abLYuiqJA0zRUKhXS0tKgKAquXbuGgYEBAABN06irq4PT6cTy8jKmp6dBCMGWLVvEpKSk7pWVlaanT58+7+zs3LCldl0GSktL2b179/7McVy1KIqLnz59EgYGBixerxc+nw8AUFBQgEuXLiEQCOD+/fvo7e39oo+ioiKUlJQgKyvrl4cPH9Z6PB5po0ysi2PHjrEXL150HjlyRFtcXGw2m82vAJDIr7W1lVy+fDl6XVlZSV6+fElOnTpFPr/vwoULpKWl5e8lJSVr5u+b4nQ6oybq6+vJjRs3vhBaW1tL3r17RxobGwlN08ThcJCamhoCgFy5coU0NTUd2wgd65pCq+F0Os3Dw8NPbt265XC5XFCpVMjNzYXf70dFRQXsdjtSU1MxPT0NSZIQCoVw9epVhMNhnDt37nlDQ8OheA2saxVajb6+Pv78+fNnaJp+19PTA5fLBbvdDkEQIMsyBEEATdNISUnBxMQE2tra8ObNGwDA0tLSj2fOnDG2t7cH4tEQ9zzMzc1V+/1+AIDL5UJPTw+CwSBCoRCCwSACgQBGR0chCALGxsaizy0vL6uNRqMl3vHjNkAIUQghAID+/n643W5otVpwHAeLxYKxsTEsLCxAkiTs378fmZmZAH7fT7Esq453/LgN+P3+mZSUFDFynZ+fD47jYDKZYDAYoNfrIUkSFhcXkZOTgxMnTgAAjEYjRkdH415K4zbgcrn4pKSklw6HA4WFhTh9+jQkScL8/DxEUYRGo0EwGERrayvcbjdevXqFgoIChMNhdHd3tyd67/Q/uXv37l8bGxsJAFJVVUWys7MJTdPk+vXrpKuri5w8efKLJba+vj76n9lsfhuPiZgnsvUiy/LwgQMHtprNZsft27cxNzcHQgi0Wi127NiBnp4efPjwAQBQVVUFjuPQ3t6OcDgMQRDSJEk6mpWV9c/du3eLhw4d2mkymWZ8Ph9Zz9hx1YHPqaysZMvLy3/2er3VDx48iG7uIhQUFODw4cNgGAZtbW2IrFz79u1DcXExDAYDbzQaaZqmjQsLC790d3fXPn78eM2MbJgBACgrK6PLysqOBYPBi8Fg8C9zc3PacDgMo9EISZIwODiIR48eIRgMAgAKCwvR1NQEn88HSZJACIGiKCCEYHx8/FBzc/PztcaMq5B9jdvtVtxutweAp7q62mgwGCwMw6i9Xm/o2bNnd2dnZx2RezMzM3H27Fls3boVPM+D53kQQkAIgSzLMBgMpQASa+BzWltbAwCiVdbpdB6lKOoJz/OOnTt3oqKiAizLYmhoCBaLJXpQinw4IIT8sJ5xNiTE62FiYkLIy8v7hyiKh/fs2ZNhs9kAAPPz82AYBqFQCOFwOPoGKIqyGAwG1+Dg4EqsfhO6pe3r6+NtNttRk8k0JUkSZFmOzPeocEWJnnXUVqu1cK0+E74nz8jIWDSZTLQsy9HgarXayNe+aIgVRQHHcaVr9ZdwA+np6fksy6ZFAsswDBRFgSRJoCgKLMtGTawnBwnLQIT09PRPaWlpVo1G4/hcfCS8AKLTiRBiSU5Odg0NDa2ag4Qb8Pl8ik6n+5dOp/sPy7K8LMsEQLqiKEzEBEX9Xp5kWWYA/Pv169fDq/W3oYXsz3L8+HHjtm3bHH/M+R9UKpWToii1LMtYXFz8W3Nzc8Nqz/5fGPia8vJyo9VqdXAcVyoIAt6+fXvlxYsX31vWn+PgwYPfW8Imm2yySQx+A/tJcLiCI7gdAAAAAElFTkSuQmCC) 23 23, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur38598 1.25s linear infinite forwards;
}
