@keyframes rwdcur21459 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 4 7, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 4 7, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 7, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQElEQVRYhe2WW0xTdxzHv7SlnLZAe3qjta1tacv9Ooqi6FDHEhhyU7cZsxfjo9ntySV73hJDFrLswexhBrO5PeCYi8wRiwWlbIADJ1rDxSqVUqAtLb3B6X0PIJmEMGSaPYzP2+8k55zP+f5///P7Azvs8H+Hvq6mAUgDQAIgAEQBxF6lAGNdzX/nQNap5grdu/FEwvbpt6avphy+CQBLAKhVoVcmQNNIuFnHqkpaDtceZYrUcuzWlZbMC0svcTjsMaOxZ6qlpcW+KrP0smSeE5CLeGJFdjEzhZUGj4tCwOfZFWQFs4VCgay5uSH12LFman7ecae9vX3o8uXLDgC+VZlt81wPpIrk5OFKfb1Kk8mxW6dxrf/hiM0d6I7FYj6Korg0WoKpVMpyamtrGk6deq9YJpNFe3t7Kaz0SfjfCiScTmdMVbBHbh6biixECYtUVzDe19dnbG1tNXV0dPTK5YrJZAZtiWAlM3i8dFV5eVn9yZMnD4hEYspkMnkARPCCS7N+F8T279+fEEhk/BQ2Z3a3cnfw4MEDWWq12tvT0/PUZOq3t1/pMP/88y+mzEylnclMEZJkuqaoKHvf8eONRTwe3z84OORdTSO+LQGTyTR35szpVKFQkE5LolMEK5mek52VW1d3VGC326etVmswGAwGr127Pn3xYttAWlqaVaVSK0keS6HTyXTNTU3ieILuePDAHFpNI7GZQNIG1xhyuTz1xys/nEhm0LL9wRBILgukgEtzOQPUDYOx/9y5T/4AsLj6AgIA//z5zw41NLxRt+hZCPj9WJyZmev74MOPev1+P4VN+mN9AgAQ9/l80a4uw6O6o28KJBkcbSxOixFMWogvYHM1Gl1RY2OTmiBYgeHh4RCAZQDe7m6jpbf395tNzfXseGxZbX3qyK2pqSmMRCJOi8Xix0p/bElgTaKt7fupwqLSSH6+Zk8Sjc5ZXlqiuFxmilQqV+/du6+svr5eCsB/795oBADDs+CSjhqvvsaIxso58WDho0mLRJNbWKDVar137951AAhtVQBYaaJQZ+evMy6X31xWVlJCkoKSWIzmZ7Ph43JTVVKpIq+8fI9er9frwiEqT8P2fFmZTTYrkhfUMsacoIT0KLDoyPCzlRn5BQW+kZER2/rl2EwAWGmg0Ojofe+FC98Mq9WZ7ry83Irk5LSMaDRuZTAiCTablSORSEory2j19AidTwvMI4PHhk6lgFargpIX50ScT/iLHC1Xr9fPDw4O2vG3rfpPAs+IAghcv971+MYN483i4oKoSCQuBwj63Nz87LJ/Qp6bb+e7XA54HzsgEfGhr6lG+sFGpIkzQHrGOcP2ZHdF1RHCYDD0URS1lsJWBdbScDgcgUuXvpu4fbvfmJOjXSIIVk7C71Q4x/2plv4BpNJjEAt42J2lA112CEmMIMJTD8EUFoel2cUOkiQHbt265Xv20PXTcKtpuAcGBnzV1bVX2Gz20Ofvn/hCS4YkEg6BdCEHBAMIPJ4AyetExGbBotsLcBIIBAJhg8Hw3Ox4kQTWEwdARSKRIDc2z6nKImsr6t6CsrQMrJAPXocd3ieTmH1ihcPtxX2f6LerXd1fd3V1TWEbPbAZUbMt4Hq7Qn4k+0iTmK56HQTTjSWrBQHfIiiKgtnmGzvb+tNZs9l8DyvnijVehkACADVicQ4VCcJFYvqMLGy3wTNrBxUKY3w2MHbh5vTHNnfoT2wwujf6FW8XAsCu01WK6pxd7MpoNMGcnAveaeub6QRgBxDY6KaXKQCsnCkJAOzVmsLKV29pMu6ww3/CX9QkOS9pMnZ2AAAAAElFTkSuQmCC) 4 7, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 4 7, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 4 7, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 7, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 7, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 4 7, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 7, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 7, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 7, auto;}
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79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 4 7, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhe3V/U8TdxzA8c9d767Xx7PloNJiH211ArWK6DFF0S1BKiCwOJ3uISq/7U9YssTMxB/8QcySuWA0mpklywiZ0ZkMHWz0VkDHNPiAT50WS5XSFft8XO+u+4GaKHGO+PDLxju5H+5+uHvl7nPfL8B88/3fk806RwFAAwA6ACABQAAA8U0CsFnn+vfXuXa2Ms7tUj4f+uwb9sv7kcRtAMgAAFcAvTEA6lhIudo2eA5ubGgkim1lYHau8EzQK06qVMqb/f2+sQMHDoQKmMzrwjwDKCteULLItZyQKzQwFeUgFY8a04r0EpouMjU1edXNzU3cxETkUldX18VTp05FACBRwLx0z8wAQZVQ765f02x12FXh4AM4/dv1P8aiiR5Jyic5jqNQNE9YzKalDQ0NLTt3fug2GAx8f39/FgAkAOBfFZCPxWKSpbzafOPWff4vgQwYXe5bPp+vr6Ojg+3u7v5lUZn5DoahGVKBy3Q6ylpdvapxx47t64uLDRzLslMAkAcAAmYGGCnA8nN+AwAgrl27VipaaNLLlaqHZvOidG1trcvhcCR7e3uDLMuGv+/qvn769I+s3W4JE4S8WKejHG73kpq2tiaPJCGoMjO2rmllyXtOg4q+FkpNwswnkuYMYFn20Z49u5U0TVMognKkApctcTmXNjY2FY+Ph8eCwWA6nU6nz5w59+D48RODGo0maLXaLBqN3Molo40m/t6uLWsWr9m1lWkxYBk4fzX6O7xgTmYD8gCQ8/sHAh9/9IFBqcANmex0XqXEBJvdSNdt2FhltTnQCxcuTBVuGmdZ/71jx078SpIqRDkxst2iFZCV62qgbMtu0ISvOL/+6c53ABCdKwAAQEokEkJPz893vd53dAsNKqcooSJJoNML9Art4sVOd0tLqwXDiPTly5ezBUhiaOhS5tNNpZ/UNXtxeTwMycAN+DOpF66MZ3sikchDAMjNFQAAIMXjceHEyW+Dle6VYnm5oxpBZCoum+UoipCXlprsDFNT5fV6SzKZbGJ0dFQEAKHObVpQ27arSoiPQygiwvm7wugKppaqqKiYHBoaisFz/pR/AgDMDM702bPnQtFo8nrVKo9HpyvyiCKaVCohQVFqq9Foqair27SqYfNmg5yUZ77oPHPxwbDv2o2b9wJdw8mTnvX1E4FAgDAajeUejyc7MDAwMRvxIgDAzExMj4xcjR85cmzYZrPHli17i8FxbakgSPcxLJfXatUOU5llWU3N28u3bdumR/SO250/+M/7h0duBoNj/r179xb19vZSTqdz6erVq2M+ny8CT62iyL8Ang4FAHVlZaX+8OGDjW63eyuOkxKC5EM4LtEoKjcDEGguJ4Sjk5OPQuPjo/F4/IpCoQgNDg62oShKMQwTb21t7Ziamkq9DOBJGABoGYbR79//eV15ecUGklRJCAIJmUzS4jhBA2BKUYTHMpksgqLoY1EUhVQqhfI8j3V2dh7et29f6FUAT0PUNE2TR49+5bLbbQxF6S1qtYbDcUQQcjlSECRMygMgiIzneR5SqTTX3t5+0O/3x14H4EkozCy/6vr6enV7+25zaanJSuCEWYZhOlEUSZ7npVgsFuzr6+s5dOjQbZjZ2l8b4HmYJwdWuCYVHpqBl9y05ptvvv9ufwOTM/FYdlFSaAAAAABJRU5ErkJggg==) 4 7, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 4 7, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 7, auto;}
}
div.testarea{
animation:rwdcur21459 4s linear infinite forwards;
}
