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0.00029998890041068%,-0.099400022199179% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACkAAAApCAYAAACoYAD2AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIklEQVRYhe2YTW8TVxRAz3zY8dgmGcd2YhvseErSgiOMgIAQIFGkqlIVqQu6ZcGqYoXEX0AIiQVCohL/AZVt1QWbLqnUNlLVSBQSo0QJTlInThzHeZ6v10UbNqDEjm3Ewmc30tx7z3tz38y8B3369OnzIeTHKKJ2EPtRBOGQkg8ePJCGYaCqKnxE2bbI5/Py3LlzMhaLSUVRei6ptxvw6NEj+eLFC0zTRErJ2toaGxsbstFoKL0QBGg7sWVZ8rvr10kkEszMzLBdq/H3q1fMl0qHytcKbfXk/fv3pWVZ5MfGiJsmyaEhJvN5Jo8f74XbO9qSTKfTZNJpjmUymLpOzLY5Fgzy1Zkze7f0pD9blrx375784fFjToyPE4tECHkeg7u7RITgxOgo30xN9cKvPclMJsNoMomVTOItLVF7/RpnZQV7cRFZrXJjepozk5PQg9lseXXfvn2br69epVoq4bx9y3qpxPbSEr6mEZYSxbIYHxpiptuG7Ug2haC8sMDs8jKZSoVorUZqdxcF2BSCysICW/U6OuD+N5tdW+mtSkpN1ykvLzMiBEdsm2O+T0ZKJFBaX2d5c5Py/9d7Md0Sbakno9EoE+PjGIaBoyhsKQoVKdkFfED4Pg3HIQgcHRkhl812w+0drYxUFotFvrxyBXt1lYE3b9hZXUVUqySEwPR9tnSdjWAQPRZDPXsWLxbj5+fPKZfLrdbYlwMfdzIe59TkJJcuXCBaq+FmMswvLPDr3Bx/Li0RbTZJDg8zlskwlk4TKhapRCLMvny5J9kxB0pms1lOFQrkRkaIGga6ohBPJMA0+S0YRNRqxPN5Pj95kmQ8DqZJYGCAH58+JWdZCl3ozX0lU6mUzI+N8Vk2SzgQwHcc1FAIc3SU05EIvq6zVqmQz+cZPnoURddxAFVKrl28yNzcnJyYmEDKzl6d+46wUCjIb6enuXb5MsOGgbu6ii4EddfF03UWy2XKa2tkUilGTBPXthGuixsI4IfD1H0fIxzm5s2bB9baj31n0vd9UFUWV1Z4KyW6ELj1Ohs7OxwxTXaFoF6vs761hRoMIppNGkIQ0DQGmk2kpnG6C5/L/UYn0+k058+fJxoO4zgOAd/HsW2E42C7Ll+kUnjb22x7Ho6mYQ4O8s/6OkOKQjwYxJWSX2Zn+WN+vpV6h5Lk4cOH0rIsPM9DCIEK+LaNGgzy/a1bXCwWSRoGf5VKLFer/PTsGW8WF4kDOU1DAX6vVrlx507PfogPQp4qFOSlqSkZGRiQ9HCv08luEdvz2HEcmp7XLZ8P0pGklJJQKIRhGN3y+SAdSaqqyuDgILFYDE3TuuX0fp1OE+i6TigU2tuD94RDZ7579y6KolCtVtnc3Oym03scWjKdTqOqKo1Gg0QiQS6X48mTJ5/maUafPn0+Uf4FeJmLrj5el5wAAAAASUVORK5CYII=) 14 5, auto;}
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0.00099996300136895%,-0.09870004809822% {cursor:url(data:image/png;base64,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) 16 9, auto;}
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0.0025999038035593%,-0.09710010729603% {cursor:url(data:image/png;base64,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) 16 19, auto;}
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}
div.testarea{
animation:rwdcur26151 16667.283333333s linear infinite forwards;
}
