@keyframes rwdcur184036 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe2Uy2sTURSHv5uk6SgdSJUMiZRY2lok0I5iF75w4aLQjdCFG0FciktBV+NGaFy68gX+AxE33QjdGKHQ4gMkgy2tqBXb4mKUNrZN2k4e00UmGlKTzMDELuxvd+89nN93z7n3QH1ZDc48k6+euaGp/wRCNDAHQEno9eI8V/VtLUNTrdq9VphWWlBd8lojixa2RFBT8mZqVUuqS241WbdMe/IG9vwX1EtsGZra1NzQVAXoAYaAgpLQn3gFAOWSC9vIB/TZZieAU7ZpFxCw400gqiT0FTcAgQZnFfMrwF0boJGCwDCQdANQbxRX67YD84pG3Zg7BZh0ke9CKwDeucgXMTS13zMAy7Kk4MBVjbaQm5zeAQD4Iz3d5DM4GQXbBQsg7hmAEGLLyq0tlle7B2F4LA1SlMVfBR68XSf1dQvKX9QbAAB55NpDgLno5coNCfRdKpsDyXmTGxNrnIy0MXLsAMBxTwGAyfBYmmxnF9dfZHizvE1hYYLiegaAw5Lg2WiIczGpEj9oaGrQS4AZc+nT66H5R9y7KBOV/VAyyb56ztKszrfVHONzm3z8mSeX/92mmFOARpMQACFEwdDUx8DpI3I5vFiCqfH73ExtkC3agektwkGBduYgZ2NSDPjsCYCt9xtmidXNEka2SHJ2k5ffi7uCfpgWU0sm549Kg0DKMwAloc98uTVQ+GDkA3emcwDIAYh3+lCVPymiHX7i4TZ8gqiTvI4BAOR238Jwr9TfHfLT7hcoHX7k4F+fUAlnb8sdAPA04BOZeDhYAnqBQzXnOrACTCsJfdlF3n3t6z/XDmFd2NwLGWcyAAAAAElFTkSuQmCC) 6 4, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYhe2Uy2sTURSHv5tJ01E60CoZEimxtLVIoB3FLnwh6KLQjdCFG0FciktBV+NGaFy68gX+AxU33QjdGEFo8QGSwZZW1IptURhLG9smTSePcZFJjbGTJjKxC/vb3XsO5/fde+654C67Sswz+dzMTV37JxCiijkAasxwy/Nc5ae1TV2zK/caYVpqQfmVVxrZNLAlgoor306Nakn5ldvbrBumHXkDOz4FboVtU9e2NTd1TQU6gX4gp8aMh14BQPHKhWPkA7odsyPAMce0HfA7+RYQVmPGUj0A/iqxkvlF4JYDUE0BYAAYqQfA7Ssu140azEsaqse8VoAXddQ70wiAN9WCQg6XL0OmrvV4BmDbthzovaTT1Oqek/lWueUdAIAU6uwgm2SrgQkOJ5Daz26uN3I2QNQzACFExk6vzBVXv3+EweEEAPnFGeZ+5Lj7epX45wwUR9QbAABl8PK94HCC6fCF0gnxd5/fjI/MWFwdW+FoqInBQ3sADnsKgDMFqbZ2rjxN8mphg9zsGPnVJAD7ZcHjoVZOReRSfp+pawEvASat+Q8v+2fuc/ucQliRoGCRev6E+SmDL8tpRqfXeb+YJZ3dbFOkVoBqPyEAQoicqWsPgOMHlGJ6vgDjo3e4Fl8jlXcSExmCAYF+Yi8nI3IE+OgJgKO3a1aB5fUCZirPyNQ6z77m/0j6btmMz1ucPij3AXHPANSYMfnpem/unZn135xIA6D4IdrmQ1N/lQi3SESDTfgEYbdafwUAoDT7Zge65J6OVolmSaC2SCiBLZ9QgdreVn0AwCO/TySjwUAB6AL2VcQNYAmYUGPGQh11d7Wr/1w/AZt53tzx+d1TAAAAAElFTkSuQmCC) 6 4, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe2Uy2sTURSHv5uk6SgdSJUMiZRY2lok0I5iF75w4aLQjdCFG0FciktBV+NGaFy68gX+AxE33QjdGKHQ4gMkgy2tqBXb4mKUNrZN2k4e00UmGlKTzMDELuxvd+89nN93z7n3QH1ZDc48k6+euaGp/wRCNDAHQEno9eI8V/VtLUNTrdq9VphWWlBd8lojixa2RFBT8mZqVUuqS241WbdMe/IG9vwX1EtsGZra1NzQVAXoAYaAgpLQn3gFAOWSC9vIB/TZZieAU7ZpFxCw400gqiT0FTcAgQZnFfMrwF0boJGCwDCQdANQbxRX67YD84pG3Zg7BZh0ke9CKwDeucgXMTS13zMAy7Kk4MBVjbaQm5zeAQD4Iz3d5DM4GQXbBQsg7hmAEGLLyq0tlle7B2F4LA1SlMVfBR68XSf1dQvKX9QbAAB55NpDgLno5coNCfRdKpsDyXmTGxNrnIy0MXLsAMBxTwGAyfBYmmxnF9dfZHizvE1hYYLiegaAw5Lg2WiIczGpEj9oaGrQS4AZc+nT66H5R9y7KBOV/VAyyb56ztKszrfVHONzm3z8mSeX/92mmFOARpMQACFEwdDUx8DpI3I5vFiCqfH73ExtkC3agektwkGBduYgZ2NSDPjsCYCt9xtmidXNEka2SHJ2k5ffi7uCfpgWU0sm549Kg0DKMwAloc98uTVQ+GDkA3emcwDIAYh3+lCVPymiHX7i4TZ8gqiTvI4BAOR238Jwr9TfHfLT7hcoHX7k4F+fUAlnb8sdAPA04BOZeDhYAnqBQzXnOrACTCsJfdlF3n3t6z/XDmFd2NwLGWcyAAAAAElFTkSuQmCC) 6 4, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACe0lEQVRYhe2Uz0sUYRjHP+/+cgqX1moHJ2SNTImFnCIP/aJDgVE3D136Byo6BXmaCKK2Y6eooFM3IwI7BB7MQFCyQBxSNCqjtA6T6Jbuus7uznTYWVs2d92N2Tzk9zbv88zz/bzP874vlJZdJuaaPKXMDU39JxCijDkAckwvlee6CndrG5pqF6/VwjQ/gsKWFxvZ1HAkgqKWr6dajaSw5fY63zXThpyBDb8FpQrbhqaua25oqgzsATqAjBzTH7gFALmWC8fIA+x1zA4AhxzTJsDn5JuAIsf0+WoAfGViefPzwA0HoJwCQCfQUw1Aqae4UN0VmOfVVY15pQCDVdQ7UQuAN+WCQlIKPxsNTW1zDcC2bSl0+dlp/KE14zuvj+BrPVW87B4AgF9pPks6TvGFCd8cRQTqsBa+rq6tZGyAqGsAQogU0B++NUbhQ7jt4lMQuV+zc1N8+ZHh7utFBj6lIHdF3QFwNAQwqZzL75BE/6PVYM+UyaW+nxxs9HOmdQvAPrcBBgESDU1ceB5nZHaFzHQf2cU4ADskweOuEMciUj6/3dDUgJsA4+bM+1cdU/e4fTKIEvSCZZJ4+YSZCZ3PC0l6J5d5N5cmmV4dU6RSgHIvIQBCiIyhqfeBw7uCufSsBUO9d7gysEQi6ySOpQgHBNqRrRyNSBHggysAjkaXTIuFZQsjkaVnYpkX37J/JH03bYZmTI43S+3AgGsAckwf/3h1f+atkfZdG04CEPRBtMGDKv8uodR7iYb9eARKqVp/BQAQrPNMd7ZIbbtDXuq8ArneSzCw5hGyqOxsVQcAPPR5RDwaDlhAC7C9KK4D88CwHNNnq6i7qU395/oFDmPe3EaBZLYAAAAASUVORK5CYII=) 6 4, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACe0lEQVRYhe2Uz0sUYRjHP+/+cgqX1moHJ2SNTImFnCIP/aJDgVE3D136Byo6BXmaCKK2Y6eooFM3IwI7BB7MQFCyQBxSNCqjtA6T6Jbuus7uznTYWVs2d92N2Tzk9zbv88zz/bzP874vlJZdJuaaPKXMDU39JxCijDkAckwvlee6CndrG5pqF6/VwjQ/gsKWFxvZ1HAkgqKWr6dajaSw5fY63zXThpyBDb8FpQrbhqaua25oqgzsATqAjBzTH7gFALmWC8fIA+x1zA4AhxzTJsDn5JuAIsf0+WoAfGViefPzwA0HoJwCQCfQUw1Aqae4UN0VmOfVVY15pQCDVdQ7UQuAN+WCQlIKPxsNTW1zDcC2bSl0+dlp/KE14zuvj+BrPVW87B4AgF9pPks6TvGFCd8cRQTqsBa+rq6tZGyAqGsAQogU0B++NUbhQ7jt4lMQuV+zc1N8+ZHh7utFBj6lIHdF3QFwNAQwqZzL75BE/6PVYM+UyaW+nxxs9HOmdQvAPrcBBgESDU1ceB5nZHaFzHQf2cU4ADskweOuEMciUj6/3dDUgJsA4+bM+1cdU/e4fTKIEvSCZZJ4+YSZCZ3PC0l6J5d5N5cmmV4dU6RSgHIvIQBCiIyhqfeBw7uCufSsBUO9d7gysEQi6ySOpQgHBNqRrRyNSBHggysAjkaXTIuFZQsjkaVnYpkX37J/JH03bYZmTI43S+3AgGsAckwf/3h1f+atkfZdG04CEPRBtMGDKv8uodR7iYb9eARKqVp/BQAQrPNMd7ZIbbtDXuq8ArneSzCw5hGyqOxsVQcAPPR5RDwaDlhAC7C9KK4D88CwHNNnq6i7qU395/oFDmPe3EaBZLYAAAAASUVORK5CYII=) 6 4, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur184036 10.416666666667s linear infinite forwards;
}
