@keyframes rwdcur30982 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/ElEQVRYhe3WyWsbVxwH8O+8WaxZtEQz2lUZ2/JSb8SxSwUN2GmghUCghx56cSk99JJD/4zSXnxp6aUUSnFSE5o29JDWAacBHwKhlFBsrGA7GsurFM1YGjmxrJk3PSQKJnETb8ml+cGcZt77ft7jLQO8rv97sfv9sL29Pd7X19dMKdUqlUoJgPvKAN3d3alEIjHU09NzvaWlJb65ublsmubKcSBeCOju7k5Fo9FTmUxmQlVVgeO47mQyqRqGsfSJLBffr1TITcB5KYCTJ09qoVDo7UwmM6EoiiAIAhRFASGkqz0SaW7JZtPtjvPGB/X61s9A6dgByWQy2dXVdTESiQSbmprAsiwIIZBlGRwhrZ9K0judra3vrep69rxtW4dBkOe9lGV50XVdYWdnB4QQEELAMAwESvFZPg+vx0M8siydPX9+zKsoI5eAjmMF9Pf3/6iqalQQBDiO8yT8wzt34HVdcCwLwvMQPB7p3XPnxrySNDIGBI4FcOHChUuCIHwUDochiiIopbB3dmBcvQqpXgfPMAAhACEgLAuO4zx1RXmHANyRAaOjo180whvTLooiHtZqKHHc9g83b67btg3XdQHXheM4dHJq6oplWb98Dtw/EmBwcJBbXl4mhJA5hmEAAAzDgGEYlEol5Hw+br65Wfh2enrHtm3Ytk1/n5y8Ui6Xxz9++PDXg4QDe+yCtbU12tzcPL25udmhKIpXlmWNZVksLi6iUChA0zTi7+lpcgjh/r59mxaz2Svlcnl89BDhewIAQNd1O5FITJmm2eH3+70bGxtaoVBAIBBAOp1GKBRidjQN9wUh+8fKyvUvS6XvsMepmEqloolEAtFoNFkoFMx9A3Yj8vl8eHt7W1RVNd7W1gav1wsAEEURjN+vMdHoZrlcXimVSku72yeTyfiJEycGT58+fcM0zVwsFrNWV1efOSeeexDpum7zPD/NsmwwnU5HQqFQePe64Hke+Xz+TZ7nbdd1jcb9kEwm4+Fw+NTIyMiEpmn+zs7Os7quZyORyDOIF94FhmE4LS0tty3L6vL5fF5JkjSGYWDbNubm5lCtViFJUk9vb2/ENE07GAxWgsHgwPDw8ISmaZKiKADAJxKJs0tLS1lVVcvr6+vGvgGNmYjFYlOmaXb4fD6vIAja3bt3YZomJElCJpPhOI7rUlVVunfvnv/MmTNfh0IhSVEUUEofbVeAj8fjZ3Rd/y2VSm0sLy/b+wbsRhiGkTZN07O1tRUSRZEZGBiA67rweDzgeb6DEDJsGIbQ2trKuK6LxkMppblc7i9FUWYmJyfvHGgGnkLc2NjYCPj9fv/Q0FD88ehAKUVTUxMURWFlWWZkWYbjOE/CFxYWbtXr9W8mJiZ+2t3ngQANRF9f3y1KaZ8sy15RFLXHIajVamBZFoFAAJRSOI6Der2OhYWFfxzHGRsfH7/4dH8HBgDA/Py801gTsix7PR6PVqvVQCkFx3G7R47t7W26uLj4Zy6X+35tba18LADg0UzE4/EpwzA6AIjVapUTRVEE8CScUgrLshiWZe1r1659tVc/hwY0EIlEYqpYLLIzMzMXDcMwYrHYEPBoTZTLZViWlatWqz2zs7N7/j8eCdBA6Lp+q1gsziqK4hiGUQmHw29VKhVYlpWzLKvt8uXL9L/aHxmwuwqFwryiKNQwjJwgCPEHDx60Py/8pVV/f3/vKw99XYetfwELD1Abt55cAQAAAABJRU5ErkJggg==) 16 15, auto;}
12.5%,17.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEElEQVRYhe2VTU8bVxiFzx17jD3jGQNx8BgPA57hw/UEKQRQUEIUtaCoVZVIVRtl0f9QdZdlfkJVqZsom2wiBaG2UgkoSIFGJVGDGhZICQ1gB49iGwcHMOXD2J573RUIklA+mraL5mzv0dxH7zlzX+C9/mORw5hbW1tVSumGx+OpnJiYeP4uABwHNUajUS0QCLSfPXt2dGFh4XkgEFhNp9OL/wpANBrVFEU51dXV1SdJkhgOh3tevHgx/S4g9gUwTVNVFKW9q6urTxRFl9vtBs/zfDgc7rEsa7q6unolk8ksHRWA+6vDaDRaTSmtbG9v7xMEweVyueBwOMDzPDwej9Db2/tNqVRSTdNUjwqw5wSi0ajm9/s7amtrB6emplyRSITjeR4OhwMcx4ExhqGhIUdLS8vn+Xz+uaIoa0eJ460AO8be7/f7BUop9/jxY0QiETgcDjDGMDAwAMMwSDgcrmhra+uNxWJH6sQbAKZpqoFAoKOzs7PP6/W6JEmCz+eDbdsYHx9HY2Mj7ty5A8MwoOs6FEWBw+Hgm5qaeo4CsQsgGAwKqqp+0NnZOSCK4nbmgiBAlmUUCgU2PDx8yzTNE7quE0VRwHEcOI7bhpiamhqXZXkxm82uHQRgVwnn5+c3nU7nZ/l8/rnT6QQhBBzHgRACURSRTqc3Q6HQmenp6aWqqioA2PY4nU4kk0mhpqbmuiiKH7W1tTUeegIAypqm/bKystIsy7Lk9Xr9hBBQSjE4OAjDMHjDMKp4nhcePHgA0zS3Szk7O4u5uTmoquo+efLkJ8lkcuYgcbzRAcuybFVVR3O5XLPX65UqKir8Q0NDCIfD0HUdmqbB5/OhWCxibGwMpmkiHo9vXY76+nrIsswbhtETj8f37cRb/wLLsuxQKDS6tLTUODk5yQzDUBsaGhAIBEAIgSAI8Pl8KBQKGBkZeWLbtr+uro5omgZJkkAIASGED4fDPfF4/Hev15veqxN7vgOWZdkul2ukoqKirqGhwa9p2vGtPgCAx+NBLpezFxcXk9lslp4+fdrn8/lACAFjDADAGOPtYvHMqcnJyS83NgqDwPKBAQAgm81SwzB+3dzcbJFlWRJF0b8FEIvFkEqlOFVVawVBECcmJrhoNLoNaNs2nj19inOJhNDjcl3kVlZmL9r26vfArjj23QWWZdnBYHB0eXm5WZZlSRAE/87MdV1HMBjkCoUCxsbGEIlEwCjF1JMn6J6bQ8faGk7U1fH1qtqTSqWmX4c40DbcCbG6usrPz88roVAIqqpClmW43W54vV4UCgU8fPjQZpTiXCJBOtbWENU0kHIZHMDXB4M9qXR6+mNKF38EcgcG2ILQdf1eIpFw19bWBnVdD0iShHK5jHK5DLfbDVEU2cuXL3+refTo50+dzlZT0wgpl4FyGYQxcADvq6z8cP7Vq5F+SuPAPtvwdd29e7d47Nix77LZ7P2NjY1ntm2DUgrGGEqlEstkMsmamppvG1OpW7MzMz/YxSIrUwowBlCKlXweG8XiwheXLt07VAQ7FYvFaCgUur+8vNwsiqLk8Xj8tm2zmZmZJKX06s2bN28PA/ELxWLJSqf5plAowjFGcuvryK2vJ3TDaCT9/ezIAMDuTgiCICaTyU3G2NUbN27c3vL8BDy7UCyWEpkMf7yqKvJHPm/pum7svPxv6/z58+7u7u6vrly5cmEvz3Wgt08Uvy5fvnyouA+sa9eu/TMffq/3+t/oT1fkNUPmVk0aAAAAAElFTkSuQmCC) 16 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFK0lEQVRYhe2Xy28TVxTGv7nj90w8fiVO7MQm+BHHJinFiepFBUVRJVREpKIuokq0yy74A7roglVXLKiQ+lh0U1UkCixbFClVyIJUbXioqtIApqbxWG6cxMETj4PN2DN3uqBGgYRgUMqmfNJdzRyd33zn3HvuAK/1fxfb6ouRSMQ3MDAQpJR6ZFm+D0B/ZQDxeDzg9/uHEonET729vb6NjY28JEl/7wXEcwHi8Xigs7PzUCqVmnS73SaDwRDv7u52l0ql3F5A7Apw8OBBT3t7+1upVGqS53mTyWQCz/MghMR6enrcpVJp2e12N3p7e7lCobC55wDd3d3dsVhs3Ov1usxmM1iWBSEEHMdB07RYsVh84/Dhwx8Ui8VaZ2dnZXl5+f6LApDdHnIc95eu66Z6vQ5CCAghYBgGmqbh2rVrSCaTh/bv3586efLkOYvF8s7w8HD0RQF2dWB0dPSC3W5PcRwHQggMBgM0TcPU1BQSiQSi0SgsFgtYljVGIpGRTCaTdjgcldXV1ZadeCbA6dOnJ8xm85jX64XJZIKmaaCU4vLly/X+/n42EonAbDY/doZlWWMgEBhJp9O/OZ3OUrFYlFsB2LEEp06d+txkMo11dHQ8tt1qtUJRFPA8jxs3bjxuOIZhQAiBpmnIZrM2j8fztcvleq/VcmxzIJlMGh4+fDji9/s9PM97ml9ICMHa2hpUVWUFQTDNzc0hkUiAZVk0Gg3cvn0buVwOx48fN4XD4ZFMJpP2er3PbcxtAIVCgQaDwZ83NjaiPM+3cRznYVkWuVwOlUoFQ0NDcDqdqNfruHr1KsLhMNLpNHK5HEZHR5s7xRgKhUbu3buXdrlc5ZWVlVLLAAAgiqLq9/uvSJIUFQShbX193VOpVDA4OAiWZWGz2SAIAhRFwczMzIamaZYTJ06AkEcVZRgGDMMY/X7/yNLS0i273V4pFos7QjyzCZsQ+Xw+rOs6n0wm25vnAABYrVbYbDbUarV1WZbn+vv7Q8wjgVIKRVFQq9WMDofjXUmS7nZ1de1Yjl23oSiKajAYnAXQJwhCG8dxHoZhAAD1eh2qqsqzs7Nf1Ov1m9lsttHX1xcDwCiKgs3NTciyDKfTaezr6xsRRXHHnnjuLBBFUfX5fFckSYra7fY2m83maTQaqFQq8sTExHld1y8uLCxMu1yuxtLSkjEQCMSq1SpTLpfhdDrB8zwAGP1+/0gul0u73e4neqKlaSiKotrV1XVFkqSo1Wpto5SaJicnz1NKLywuLt4BgEKhcMfhcCjZbJYKgnDA5XIxPM+DUgpd1wHA6PP5joqi+EMgEFjN5/NqywBbIdbW1nzz8/PfU0qnmsmb+mRl5c8/zGb7UVl+k8TjDqrr0P9dlFKazWZv8jy/OD09/XszhmkVYItIOBzmM5nMEyfdGYD8Avg+SyTOCnb72L5AAN8MDkInBJRSmslkflUU5cvx8fHxrXEtO7BFeqlUUp6GAuA7k0ic9dhsYwM9PTA3GjiwsoJ5txv5u3cXqqp67unkwMs5sE1HAMOZaPS7jra2DxPBIKDrAKXQVRWSqtJvS6WLndevf/oxkHs6dtdx3KqOAYH86mom4vVCbzQAVQU0DQylQLVK3m80Yh/tkBx4uRJs0wwgHVMUS1GS5GBHxzABwFAK6cEDlKvVbCgcTjC3bu14ddsTAAD4EcgcqVbpuiTJ+zye4XKthnK1mu0NhULMpUv0WXF7BtCEeLtWo8VyOWszm33haDSyW/L/TF8BB/bkp+G1XoX+AcMxQ0JreJWRAAAAAElFTkSuQmCC) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,67.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,92.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur30982 2s linear infinite forwards;
}
