@keyframes rwdcur255786 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIAUlEQVRoge1aW2wTVxr+zsx4bE+CN3HCNOESEjuQS1sXRWwQaIq2KAUKCexD1ad96WOREEJ9aBFa9aGqon2oqlWk9nEf9rH7UAqi2ZCy7K5V7WZpSrNSanJxQkgCnVwIxhmPxzPn7MNMLrbHJCZAomo/yZJ95sw5/3eu3///Jvzbv/87qdx+BBuHxpLJr+j3fR+xudk41CjNeiorIJXbQ/yBg50IVvyWCIK40Q7p9ORtgVRuP8If3qD9lgU6ckeiQ7EFltJ0ADSvjhoFE49qND48zldUilzTK4DHAxDydH0yBpZ8vF9Y+u0RhCdVLwzThBUfhvm367104u6fYBgq1Kh7XcOYpaOjfyZpo5bnuHf4V18DEb1P1y9jsABkWe318EUbn4kPIX2jp5dO3L0IwxiAGjUK1lejJmQlZk3d+5hEb/rEbaWnPY3NAF9kvwDShgnkEgAAv8ezrgaYaSI9OoR07197zbvjF9laxi/BJjFE79/vNP55s8pbWtoq1oVBiiCRymSWv7uuG8kjgFEKWJa78ZQiNRyD1tPdkxkfu5RlvKwAgAhAAuBzXtEBaAAMqFFAjRpUVgaM0ZEPtO5rn/pOtbd4a0MghfYDx9kECYFmZLIeuRJglCIz0I/k4CBASPaGtH/Pp6cmr+pj8S9o/siL/pqaFiEQOAOg0SmLmYnE5dTERD8Au64a1ais9OkjwxcS3dfOiVVVRxmlATDGZRvDuJKGBpQfPATNYnm2uu9cy0JycBCz13vOA7iV85TCHk0VwLzLspFKKoJn6jo6PpSqdwAAtPvTGLtyBamJidgyAYeEJSt9j37ovwCgEvaMcTnttZT6xC7264MA8meo8NFjj/QtqNHvCtZxh8/D8427wiEE99YDAOYlHyZ5vhErS2oFalQHMOl88iErS7bkEgMKFW4UjNK8S8qt7FnguRB4kfgFE7DXXb4kePGgAClohysBRikAzMM+bTYbOuG5BFj+EQq4EGCmidSdn5CemrwK+6jcbMwuTk3f0OKjYC4Xa/Yx6sgDrae7Rx+LfwF7FjYbsw8HB7vSRiYUONnewnbXZj1cmQHTRObOT3jcfa1Xj49eoun0+rTN84Ya1TPJ5K3k0ND781e/vm2MjWZJHJuAZcEajiF1vbvXGB+76CIPNhdqVLO0xb7UyPCFx99c7cvEBsEytnkcAI2O3IHxbZGq8kVDjWpU0/qM4eHz2jdXv7b++yMALAgsmfyKDsUWHGdkaxq/BFsA9tN7E5fYf/51G9U7ggL9vu8jltJ0x5N6kiReL6qYaQVyC52yKqftYpAnxSErMTo22oV7d0WBzc3GAdAcN1D019S0lFQEz3h4vrEYHcNMK+ArL1MEn3+5TPD54SsvU16KRLqIwCfW2xbhOANAbHFu/nJibGy1FDcZMAsAQl70wIYkBAJn6jo6PtwVDq23vyyDpe0VK41tr0Dr2bMw9VTRw5+YmsKPX/4FALKl+FJfBd7zAWiUqncsS+KNQPD5ENi9cyNNuEtx/ALEXKEZ0AHEtPvTmJeK3cMrS0jw2e+aug5tZg6mniq6rcTUFGAvH921rwLvaWYicXnsyhVMPuUmbj17dnnZaDNz6Pv8c+gPF6JPs4mNhUeXkSss7dOME0jd8R3MNA2k0wtQo6bz2EhNTPQ7PmzRx+hLkUjX6g1r6inoDxeiPw8MnAPwoMj2Vo7RFeNFIpXI8Pt9Atd66CKbnpqnI8NfQlaGoEYN50g14LLr14SswG2UnbIHUKPFEshtXySiGOHD9e+y6p1lAikP/o7bsauMpPX99MH9TiYrA1CjW8EPyIdjvLCntlM4/HpbZkbVOABl3CuvQTx+6rQnvPePnCS1QlakzbY1D7IicqIYEWvrOv1vnmjj9zYCgGQfox4P+H1N8B9/q1UM1X+25UjIish5vRFfKNy57cTJNk9D03I8deUe4HkItSFsO9m+31+/71NeKjkAWSn+DH3WkBWR93ojUij8SfnJ9jZv48vAqkh69kXG8xDrwgieam8pbWg4BztattkIljc3vSd3dByTml8GyUkD5N3EhOfhrQ1BrKo6iq1BQN5Ws6e9tLEZRMiPnLtKCUIIGKUBFH8HPA9IjLFgofB7YS1kR4m3glbiAFbQjq1g4IbwfwJucETYmmXPAoXzA/YeaHHxYSlsgTULYNaJ76+GDiDmyGAAa0hiWREBBAHIsH3w3EE9kJe1WZMAx6GkoQGlPrErL8UEQgnPJRanpm88HBzsykC5laOdtMW5+cuOG7icYiogiUXe642UNze9t61mTztjLJi3YRnjKiIRWDwPmPnerysBwvMoP3gIdlonb0Q4MBYU4qNvp41MKDk09L4lK32rSBiOA75airtKYs7rjfhD4U8Cbx4/VtrYXDBTafE8CMfBLVjuPgOEOAm1Qll0AuwJIXCyvcWkV/6QGr5znspK/7qluCPMfHWhzl+9daqN39cEnRMA9wC0M/LuEXZXArmpzEJgu2vh/80brZnk44uZibuXmKzEVjlFBY0nohjx1NZ1SsdOtKG+ASkKYJ195iKPwOok8rpQF4b3yBun6c1vdXPy3sd4EolVet7bdryNhfdBZwwots9VyCKQzrgntp8MHqz5VQgWfYf9+7txazz+GdzcRlkBkUpkPlz/rnD49TYa2oc0BWA8ecLWgsASj27TgR/2pzfUDMAsyyCh+loyPycxWYHLHz44+P0+Vr2zLDOjapkZdcP+Bpud+cf/AFSVpC4B5AuEAAAAAElFTkSuQmCC) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIhUlEQVRoge2aTWxc1RXHf/e+j3m2x/Z4cCbG9UyiEEKagkkMtUIyNgkEqaiLdEELVKI7JDDqArJh5R2rqmWBSKFWWQQJpFb9yAKE2iyoMlCaQuKkJRiLBfGMx87gzBh/jJ/f1+3ijR1/jO3YTjCV+O/mvvvm/P/n3XPeeedeQSKtAw1AHLAAycYRAFNAEZiikAkASKQlUFuxEQX0TdqwKzYmdKBB7rnr56Ip/hSenwK1QQEiQNcm0PTzqlT8ffDZp5mKIQBd3nHn3WJ7y9MEwUFcN75JO0OqVHwzGPz8LR2Ii6b4U9qxH3WKmtqN/WcFaqbcElz+b60azb+95FKgHMeUsaZO2b5/n4jWb9qOf+Y9gPd0wMLzU6KmFjYqQCmYtQk++xT/3D//oIZz/YCzSED2yqDvum8rz3tJO9yFqKsHITZkTgDhasHSAbnwcZq6tm7yyrbxLnxM8K8PT6rh3KtAfn79AxQyAYl0QY3mTylUBCl6jfQRRDS6IRGhZ5QEZNVgihg3GGMV8rMX/o330Qcng+Hcr4EhQJJIxwiTAoSxUAZGg9GRPv/iBQJN9tZ0P7RuEbOut+j3ikzrTCNcGqsgsG3K58/hfHj2pJfLzpM325Idsr7+OLC3MnUgmJw87eSy54G8P5Lvcy+AqWm90aMPo91ITAjBtOMuG17Z1UqhX/uK8uDnKN+rOsUrlaamL116zclmfwsMUch4JNIxo7HxeNOxR140EwkAnEKB0pm/4+SyAxQy4yTSeTef75s5/8ms5rnPG9u2NVflLDVqdu/GSu6oSn51AUB58HOu/eVPf1a+/w5CLFYhhKNcN+9NTw8CYxQyc9ctQ8q9zakUdTt3AjBtWUxJuZe5JRXGRH42l/2dP156X+h6CqXMJQ7UhZSPJh9/4jGSO1bkuKoA5Xso33/HnZh4C6j2GIJFwVpBxNDMtngj8e1xAIoTJUYMbTHB8L4xj3QROFeNmxWLoXz/sdU4rh2toee9BR5e+xbAkAJDhsnNkIIVwzQUsswJJNIse+pVsJmy4VuB7wRsNdYWIISz5pxbBCFY03Z1AUoR2DZeqTSlXDdPtSC79Qh81xuyC1fHvMnJFV+qywVUyoPyRx8wdenSa9709GC1VHnLUcgEzuTk4Hh//8vFM3/Dn6ouYnEaXVDbOB+ePVl5w459Q5SroVgeGjrl+37E8/1e7fCDELEWTagIEKGHZ8Oq0vvog+u1zTry/03H3Bt7eLgvUArD93vlA90s5KwDHoZRUF+XWvyL/ajL//lNkMu+uuXk51AR4ebzfYECzQ962X8fGEYR8HRgAine9z/5eDzo/+SPqnjtr8Aoy0viG0WL8vyGpYOVsRYS6fVKmC/F/ZF8n4JZKbUnkfIcMKUDxeDKl6/j+6YqXhsCxgHdbEt2GI2Nxw0p90YMzbzRil15foPVFEvrVs38mG7VYDXF0tvb218RujZxw9SFcGzHG7DHx0/b2aHzQD4Yyb+h9IsZYZoOUNSBshrODVRuCShkIJGulfX1x5uOPfJicypFW7wRQ974R4du1VC77bb537XbbqOzpwfPnlmX+91A8cXlAbLvvgswV4oXVPbKmAozqKdTyITEF8MC9pqJBHU7dxLfHp8vzDYC3bJoSH5v3fe5QYBV/BrCD6PrpfgCvv/3pYReaTrphKrm6nsbGHAKBaYti+JEaUNLSLdCp3m2Tfmra3j2zLrIuYHCHh0BGGCuxxQmgTnHB4JEOirvuPNu5Timyl4ZBArchCDu7OmZXzYT2WHOnTyJXRrPbDKIPSAmWm5PoWmOGs59GTa2trc8LWNNnb7rvq1G86eAUSeXPe/ksgNsII1ub29/ZWHAevYMdmk8c/XSpV8Spuj1YC6NBkCrvK35J2LfPT/FLvf7w7lf6UCUIDgo2/fvU573kkJFgtGRPsLezvg6jUEiTTUvV8ZGKWTWK4BK/zalJ1PPyR/c8wL33It/9h8x4PVw/btuXETr0Q53oe/v6NVub30aaK3Ex9aiQt5MJk9Yh9IvmEeOIRqbwHUTgF4hGHbmRF09ZvoIkY77eo3Wb4GICnkrteNEffeRnkjnAwhrbkWHnBeTEwIRjVLT/RB193f2RtqSvyBsiW8VmqO7dj0bO3q0p/bg4ZD8ki7ecu9WRESPPky0vf15PRrdsyVPIZGWZjS6J3bgwDONh7qQVcjDSi8yIdCi9RjbtjULXU+tOO/WQmqm0Wo2xaNaTc2K/dO1iS3tmH2DUIo1bW99ltkkvhOw1Vi7N6qUTlj0Vbtatbm7LoQZrpoj9YrtVbHqBCE1hJSPWrHYskarEDi+6w05pAeB4iIhQjhuoHCDcMgN1PIGWfiSajaj0T2aabQuC1ildKFpPxZrbHmtKqBm926Sjz/x2EotbrtwdWy8v//l8tDQKRLpuX0x23a8gS8uD8x9jGCPjmA73sKSWAdS0V27no0dOPCM2RSPVvt/oWs07N3H7EYFWMkdrLq5MDnZ7GjGS77vR2aHh/tIpPNA2R4fP135DJzfYvInJk4D5YXlQbSru6fuUBdaTc1KJkLyq+yhrSxghT2pRTAjWN1H8Hy/N1AKN5/vA0YrtfvCUnxhSZwyk8kTdV3dPcb9B7GlBmvZWQUrCliT/LwIC+3wgxi+3xso8Efy1UvxuZK4LXnCPNTVQ0cnM1IDd3Otp8qnpFiUSZZuZa6JiIV8oBvND3oVzAYj+TdIpAtLzkq0yrbkc/rBwz0c+CGOpoPnb4K6CIBAB2x0bUjNlFsErN3PXg3770NK7UmlX8yo7JUxrncPTLnrjv3y3o6fBXd9H9fzYGpqw2bUTBl0bQiwdaCoSsU3/TPvsenDHoZRRMpzwjQdtTS3R6yyujqa8fO5Djy/4WYc9gCK4iYft/G4ftymvGQJRbl+3GazR3rmj9v8DzF66JVFZqCiAAAAAElFTkSuQmCC) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIa0lEQVRoge2aXWhb5xnHf+foHEmOjy3bsRXVX3WG6yiZa0IIaztUGpa0JEuz0NFCL9rLMVowuwilDfRykJUQSjErjF3sohsUBuu8Zl2TJpm7CfpBydI4iZ3GcbTGUaRjW5HsY0s6X+8ujuzYiT9kpXM/6B8E4j1Hz/v89b7nef7P8x74lkMCIBzzAw1ABAgCcoX2XMAEMoCOHp8t2Q8CjaXPvdovADowgR43ldKFBrm751fSxsbncJwIQqx9AklyARtVTeE4x92hi68LYgn0uCtVaw3y9h0vEAg8jWW1I4RS8RyKkhKZzNvu+f+8DiTnCESkjY3PKXv2taKqa7ZbgowQintzrMP95KMGLGvRRZHP1/q6e7rk+zeD7Kt8DttqtU+9/yzwp4UEgjhOBFWlYgKui0glcQbOjIjRK28Jw9DR4y6AmDEyYujCn8nPPsxudafcvhl8FZMA257b6swRkBcuqV9Zo3HXxU2nKJ56PyGuXjkkZozPAD/hWKR0h0k+f0EkRl8WZ04e8z2+d7vv/h9URMK0LEq+ygsJ3IVguSvhujjpm8yc/EfCvXqlV8wYHyvNrZ1yTc1BIFq6a9idnu63k2PnnGujh+zTH/w2+LOnor6WNpCksp0v3LEtVyQAUO1f8TIIgXkjyeyJvyfskSu9rmEMAH41VHtQ+8nuV9SmMADWuI5x5jR2kqMin//Uuf7lYXPg9O9CTx4Iq+HIilMAIEnMFO92flUCANK1EYyhS8sQwDVvjMWLV7444hjTcfS4QTgW8clyNNTSQrC9A4CCXyUvy1HAD2ScXHageHmod0aWXlabwjtYZhG0rduojm7DMJd2viwCxtAlJt75y6+FEB8ucbkAJIHUfMwH/D7Z36hVU1OnATCdqSbjk/0A6HEIx7LW5OR72fi/z+HlHv+dhiVJeqwm4H+V6LYV/VuVAIAQ4kP0+Kly7gUvCNwX0mhoCAGQmdRILAwMehzAAL4ofe6eMxwDeHW1uSrNiN8YfE/g68Z3nIAQIOYV4HrDRIhVb1qegOti3riOeWMsjhcq1xupfDp9tphOsRKRpQm4Lk5yjNy7/YmZ4aEjQOr/5ORKSN4aHDw60f9O1tL1ZUncJuDpeU+Y3bzBzHvvJgqXL/faU1PxhUlqHWEUJiZOGhcu9OaO/3XCuXEdHGexr9wm4BUjQiBSSYon3ktYI1/0Osb0AHrcWH/fmUt2GetW5nj+4sVfGH97Z9j57yi4DkiSXfJ5PhObqGrKvTnW4QycGSlJ4o9ZLInLRUTYTu2dg6WxCF6GXQtMJ5f9l2sWe13XPSI9umsnqvolpcAyRyCD4xx3P/moQYxeeUvMGJ8pza2daqj2oE+Wo36f7C+3RhC2Uxusr4spwar5MSVYRbC+Lrapp6dPUnxT5XvumqbtDJu5bL85NnbWuXb1kBSsekaqqpoCJuB2Ub9BagpHsCxE9pYO+P1btr4U2rPnlVBLC41aNfeFtHLnRQlWsaFpI0owCIBdKDA7PoldyJdtA+BmziB5dZTxkyd+kx+6dBSYlaq1BvCqPPR4wVsBPT4riCVK393StomqTWGC7R3U1N0WZpVACQapbWtZ8++MTA6/MQNeYeRHj2fEHSH9thot1a/feIRjXuAp+auUBoOLlsbr7Qxb4zoFv+rp+cn130LTOQMznQYYBkzCMU2qqw+jqghiKfT47NwKNMrbd7wg8vlar3uQv+BOT/cbZ06Tl+Voxif7E2t8iH/04ovz22Z2fJJP33yTwq1svJKH2Jme6gdkSdNi8patzxMIZJxx/RiQmCdAIPC0r7uni/zswyIxethOjp21kxxliWppFUQ29fT02YX8fLy0C3kKt7Lx9Pnzvaw9q5uALGvaj+XOrmPSQ490uoOfJ4A/LCQQxLLa5fs3w251p/jnB33u2PXDbi43gFculj9dOMZS/3JpLIUeXxuBcEzzaTW7lM4H3lCe2Ndh1zfinv1svgydy8QyQijIPuT2zQT2H4z6oz/8va++/kmgoYLk89UgHNOUmppdwa4tfdU/PdAh39cy14ZRuKsvNNfY8vmQm1sJ7tvfWPTJfcXLQ7Y1OXkcr4ZdT+c3+EOhWFXXlr7q/Qc6rMYI1pwWWtCEW1qNShJy0yZCTx6oq9667SWgeT18vgORuu7uw01P/bzD39IG8tKuLl8PSBJqOILaFN6B1/pYbzRrbW2xQGv7ss5DOSWlJzbWGom+CgSRJFlapfX4Ha+JvwX4nsDXjbJ6o5IkPSaWTmYmnjRIAsYaM/YGvOjWTOm0ZdGcsvxYOWZWJaBt3UZNwP8qSzVahSCfTp+9NTj4WmFi4iThWBY8EXYzZ2BkckBJVTquucB5zR8Kxeq6uw9rbW0xJGnJnVD/4IMU75VAdXQbK7W4fenUjoLt9NmD539pZ7OnANO0neHk1dG5YgQznca0nXlJrNTU7Krq2tJXu/9AR6C1neVC5WrOr05AklY8XACgroGq3Y+Hi7ncEbdYnHLz+XNmLts/fvIELDhimpPEPq1mV+ABTx7YTRFsyy7DzQoJLHescxc2biLw+N6o7bjHrNGRQ+bY2DlYJMXnJbHS+cAbgb37PW1jOYBzD+7fJuCWmkXze3GpA7UV0dKOsueJ7e4H4jXn2tVDIp//FD2eASAc0yRNi8mdXceUJ/Z1WE2bPGHmVOi85+uivlABRUlhW61QOsqsBJuakR7dtVMKVj3D5aERAUnCMVmqqw/LW7Y+Lz30SKdd3whFc3Vby8GywOdLcUdfSBeZzNv2qfefxbYrf9VAkmxU9UupqmpqUSdTVSEQyLiDnydKxUjlrxr4fCkxOfFHSpXdwpc9GoEwX83LGBN4L2MUSvY3lGw34D0X92o/BWTQ4/ewlN8Q/A9Fw8CCtGFf/AAAAABJRU5ErkJggg==) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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67.5%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur255786 1.3333333333333s linear infinite forwards;
}
