@keyframes rwdcur47107 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRYhe3W32+TZRQH8M/bldqVycbYBiyIYqIihuCvJtyY1MS/w3v/Ff8K/wUTjBfelBATpdwpCokhuowFtjkHlq7rSl8vntOtKW0ZiF7xvXnzPu855/t9zjnPed7MC0Reb0ARBfTQzWrViT7ZCyQvoBzkBp6trFbt/qcC8nqjgnm0pJ0PCulhO6tV288sIFJaQW84wMCO38ZyEBawiZUg7qOD5igRYwXk9UYJZ6Sa9oOsZrVqN77NB/H5ENJDO0Tcwr2BcD00pXIMCtsPPgrLmIvg7QhwKq837gV5AUthW8K5eP4R5HNYkDK4gt+xGhuZLCCvN4p4AzOx1O/qtRBzLN5L8e1iCD6Gs3gtiEpSX1SwHbHuDHIVjEY5nPo2/Sa7MODzGT7Fm5GJcgiuxNpCvJdDWBml2NzkDITxdpB+PcbmsPgyRHekrBWxfyzHZaAtdfPWv6IuFknZ+CVIuxF7H+MENMNw+bmIszhc3S4pk9sRb214Mo4rQX/9wnMJOFJicZG7q3ANK1mtemeU6RMZiOFTxqlDE55/j5mZg/fObp+cVMpeTMunC3Cw+56BZgHVj3n93JMet27SbI6T9750CmZigB1awENpoiVc+ohOzpkT44jG4QNpWp4youSjBPRH5Rbmr/96U2u3ze2fuXeX729Mpju9wPKitT83rG6sw4/SQFpyMNgmCuinvYTm3c11D5pNZqY5ko8nLhZ56x2yMve3HKscdfrEAlzCJ1IG5obdRl5GUasyaoYG0Z4TckW9yGbBnil/m3qlx+WL7OD6DUolZo+zcX9dyuoVfIsrWa26fx+MnANh0MQPw9+m8k2Pd1cUPTJlR0HHlLa/NjbZ2mMas7MsnaTV5OAyKktz5exgvHGDSFybT7R2oXLU9PF5+X7yenpKHu3s2Lx2las3ePCAToe5eRFjXWrqh4aO91gBgcvDC92dkrzVRqan7LGKPcctnPzQq3PvHhiu32e6QrpPOvhJ6q9OzJrJAvJ6YxlfgMWl/fWCHT3TckfS/rOSx1lFnhXkw+F+uw3Xpdo/lK7m9cFxPOmHZCEcSMcpBOxi11S/OhMORuA76Ui3pF4Y/FOaKGAN3+Dzp1JMxlfB0zLh53Qk8nqjmNcb5cGaHcLHsP2z+L/ES7zE/45/AHFtHD4BfNXtAAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADX0lEQVRYhe2Wz28TRxTHP7t2Nmtrk1iGAE1IGkWIJvw+4BtIhnuvvfTMX8G5/0MvPfU/6B/QWkVCoq4KQgihICAKhN8xqQWOu/HOcJg38WSz4xr1VuVJT9rdN/O+3/m+mTcbMMJ0qx0BobyqoNlIc/GqE3ctzY/1WeABBihKroB+0GwoIRfl4qEzrhc0G8rJR9BsHMAqe4hZcOsDByAGerm5EVBzvqVAR4DLMl/pVlth1LH5DiqgW+1Qku2TX5JaWXtC0gIcy6Wx89/LXAVsA32J9y2JovpFsko3Fgpg1RlTF5/Oza86HjvzXYViW5aiEuTrCnAUWJHnhzIvdnxdVokQqgloT9ySiNhfTrWPgMivZJCrxIqQmAauAV3gDXAfSIBFYBkjcyI56sAc8AB4Ld9cvIMEHEslQYyRsgZ8DZwT8O/k249CpAssCNHfgBkhsglcAu4JCfdoDqB4EyayUut3PCTHtZvAGqZ0GxY8aDb64GkiDI+hKoh/qa1iSmP3wh64j4A9ckWxL7PlUxbjoyXhgoO/EfVHxIotmoT0n+H7/ALUagAXJN/2uJ3QKhABS2MTcMEBNp8bh5+BsAgcCmSW/p1iNuDcXuD0Kpz4CiYmYG5+bF4Y+RPdaidyzEcTcCxluHGguw3v3sJgYOT+Nzt/EZaWAb4HTojXdKsdu8N8BCx495fbv7PV/RtKZVAKtIb1p37gyQhWz0JnC1QGZvO9EKw6ELkkCgnIRdEFXtSnpjkyU4O3r6EaFw3PTQbiCuzusvN4DeAWZhPamzUCyrYco0rQAU5dOX/JrHp3Fz7toAkhjtGUyKiSkZCRAAGaCPoprD+B+QUqk5M2j707XEw/AZHoMvAtVy/DytnhAqcS0JpgaZHSsSk0ZTQhbzodtrbfmUEfPsDdP92Uiw7WwA34FDiDOQGPebQB0xWYlSt/9jgcnYX6EVhdoESPjCrPNl/x652/fGomgtVneB8o8P+QXMfcfsvAD25cUSFkx0wthWRZzIAZVDCBpkxVP8mnvIHZ0H9gLiRw2vGoTjigQKGMChkxAQNUFqOCmIxY1qKLcr0Ufy/v+35YfT+lS8Bp4CTwk4fkuPYN5hZM7U+qaz4FNjA16vxHcIA1XxsGjwLWnNYZwl5/OLRDO7T/l30GbOcbK7nJyLMAAAAASUVORK5CYII=) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2WS2/TQBSFv3FCkrYmhJIWSIDyqJB4CPEyEiyQxRI2/A/ED2DJn2IFUpDKhoCAViCoCrRVW0EaKG1C6riOzWLGjWM7jcVDYtGzsT2Pe86cmXs9gr8Er1LNAGn16QK2MA130Dzxl8iHAS3QpCkxDmADjjAN558IUCvPhMh9QS7QUk8XaAnT6JmfJgHUCovIFdUAXZE4KrAVGB50w3fCVu+50NjBAhT56UAwE1gB6iqwDnwJkBTpOmIpwX35kjhQUIE14DxwXRFkgCfAD2AcyKvnJ9Wmq/gFYA65FXiVqhY8nEkE+IdHVySTiiiNtHQaOAQsAEeBCeCNmucgXSghndgIZ0YSAXWkrReBS8BZuoeqBDSBY8Bx4LIiaqh5TaRzLbWAjXDwJAI6kZZMBmwbJeBaqLcIPAx830duSZ2um9vQwg2JIMm7KB+JjhkaguIYwAO6mRIpTH0d8CrVNNLawVheirZdOwcrDbCsEs3GceA9MlN6EOuAV6n66RS2NzksoLEBzcYsqiKGi1BfAXRPfOm3BSx99bdqDlgE8l6lmlhAGlnRfkR6jKuDyUtlEALsNsiULaqYunJ3oAAXadv8dksuBweKUpY8XDsjlYJMFrol20/BXBIBLWQO65XXL1lercHRCbA24ekL2FiXo3Q9OnN0H6zVYXFeugDPkaXbF6AFt6KfAL/uXzFv3KR85zbMfwRXpbGfhs1mdGZag4NlKI6x8G4G4BnRArTNG0nDQPqNAicxzsiO4RFYX8clh6CDmDwB2Sy8ncFmDKGK457aGrAGwMTBwwCvkVuw/ScMluM4B0aRGZAmmAWWBYX9rH5boW3/hHIeilnYV0Dg8HjqES+mp2LCRfa+pxrGFaJ84H2aqVe3yGSh3YZ2my2nQ0rT4JsNroe7vonHXmZmP9Nub3H9wrk4ET7Cd4fojcirVCeRv9ACcA+4G+y3GUdjk/RecBs2Llk66DhiBNAY8T6EQ55Sz5owjcihiXPgu3KhNw39JYgsnpfCbTh46Lgii0sGj1T8muWKW3HkEO+Ahtz7UWQBedIvckIMCdOw+nXGXkpVJuSRB2f5T9iFaex48R14Kw448l2YRutPxOxiF7v4L/ELDhAPP7sGij8AAAAASUVORK5CYII=) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur47107 2.6666666666667s linear infinite forwards;
}
