@keyframes rwdcur101944 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 8 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2klEQVRYhd1XS27CMBB9RhEcIpcoG5Zwg6oqLe2aHgRzkO7YsekVWNJVL+FDBFmaLuIEf8axkwZV7URWjDPOjN/MvAlAh+hKLUDupSu16NrTV0TnUwIFGgRAJPb1kEmWFmEFwmoso/0d+DUhEACCNHeYTBhR/gYCRP8YgXwHpDUn5rqlA8KveuGNH0gxeGfDCwIn8ztEIYOwhjsQGnMlMyjDk3CPU3v6q1GXMTNy5LZVYOdJxInxQlAbPDnVAri5Ujc3J1iT3i3X3u4bGyQNyxGWICzNnFrHGga0+0HOGreXCUMYAlmfsqDyzPvLlz4RIPbWQi4/OCeVbOfjT+vpOv3CG0RxBCbFrPzUF/UGwjWm0leLSIYeJfigBUpXaltMy3eIiCOMMdpZL9p7D+13NPPk51wq6bgRS0R7ALRe36eblq7UNpoPfR3w1yKM6DPhoZ1J796CNFz0Rc3TSjYKqVAY7iDyqsDsIfP7+ekhCj/XCw7BiqxHLKOD74Vm3dyPxw9eISYBCh21TlzO+KjVzHrH2Yp1wxCFlEh+ebN5BAAUs/Kr1/tYFJh84GIPr690lV+UFHSlpsW0rAZ1v53TgqEvat4bAeMEmwu54/VlnSSfdM8a449IB/1+AzUOjffOChvEAAAAAElFTkSuQmCC) 8 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhe1XS24CMQx9gyI4xFyi3dAd3KCqOi3tmh6k4SDsuMgs6aqXyCEGRXIX8yGTOD8YxKYeRSSO47zYjh2AAOlGLUHjTzdqGVqTS0VwlkCOBAEoIusyaJYkRViDsJ5q03wAdyMCASDI7hddJExId7fAP4B0ANLoE/PdFIC0xoXVriBx8co+LxSou7FrhYSEdTkAd7MxJTrl8iDcoR5Of950nDETYuS2t8CMEw+I6VzQblgTWd4wY6UtbqPpWXbJNZdLZnqXi7rP94QVCKuuTwOwvgaY9aBrRC5vkOPWMm5wXSDbUwoqjzxez9WX1jgxPwh9Uk+CyiMK1CMlBdirNOi1N/TxIjQTi/JHn9QXyFDAKKJvBkzKKSOgBhW6UVsxL/coeCDUWSM5yEwdfT/6nIsEHds4OWk1gKrqOV60dKO2o1dQCggfAJuXUjV1o+amFYjcq0ZXANCNeggCcKzgu+tnpW3usK0lx2Df317S3wy2FTh/OgDsU7tyeY8W2wpexSZPWv1E8/uq4SEZbU+SZ282rwAAsSh/s/SxVogE3BAvVl0JmT9Ujg8A9g5XMpIGzynHAPRJPQqUga085I2FxPb5UUWDL57Np/grFki/f7dXlvni6JgfAAAAAElFTkSuQmCC) 8 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB60lEQVRYhe1XQU7DMBAcV1b6CH8CLu2t/QFCFArn8pC6D+HWC1RCfCHHcOITfkQiS8shTurEceykqbgwkVV7s+sdrzdrF+iBztUC1Hx0rhZ9NkPBet8SyNEgACxgNwCzKC3CGoT1VE6HE/gzEAgAQZpfmEyYEH8egX8C8QSk1aeO56oEZGvMWu0C8NGWVV1gSM3YjUJEwRpPwHXWROSmjE/CA9J69WenzYoZkSPX/QrsPPGQmG4LSoepk7B2rpSHW2OzZoOPXGNOe4AmKMqcJyIzIaqZchKZztWSQ/h5MItAX653RcUm4EhkOSEnkdli2gNMVtcBM/ehZdd0HAWuC7XkJDKHaRkVB/W8bYc+WQAzPhffulCvIGuC2Ili9AI69YJ0rnY8EW9gHiKxpNr60uoHr3PVBQQgsvq9TXpkdgNos7kLH1o6V7uKBFEkCR+BtsxTEduV8Fh1GDNZLpsKl3z6ulC3YSUrCvCt5ryqFQgrO9S2DZnx0+O9N/xdZ8HRkUg0k6nrfQeqbDudvjyGHjhRiNlvKwpO7pTl/abLl+80dKMQguwWb7cPAAA+Fz/RBPhcFHVxGgGG873g4/0zpNsNnauEJyJvaMh+x7S3CJSdFFRmvy8CvfDmQmR7ed4Ei0/4zJrir1hP+f0FmnI3dRv/BHoAAAAASUVORK5CYII=) 8 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1ElEQVRYhe1XS27CMBB9RhYcIpdoN3QHN6iq0tKu6UEwB+mOi7Ckq17ChwiyNF0kJP5NbKep2HQiC9ux5+c3zwEYEFPrJch9TK2XQ3tKRQy+JVCwggCIxL4CmWWtIqxBWE9ltNyBmwmBABBU+4sWCRPKzTPw70C+A8rqU+T5UweUNxZe+4XI0TuvvCBwasdhFjIIa7wDoTFXMg9lPAgPOHXR90ZdxszAyN9WgY2TUUAliwGVw4RE9ruBdSCsQFiBYdFZ8ZVrnTVNQsqMp51jiETsRxub47PiSFgFqolSUnWO+8uUvvLGmfwgzUU/SKrOEDg5SgSipdTp9Q1ycwmZyUX1ZS76A2QpiCgSh5EGE2u6gEytd3JefUI0m2gPCDuNOcZihpXVT37OpUAXaxwQ7QbQZvOYvrRMrXdOnceUl1SC3RhG9JnweO106Vd+ksaLuej79CIrC+Ci6aNquEN569o+tePXlyc2/QEgTK3ncl7VYDLgfZj0V7Lq3xF5AL6azv0/EWQh57ytLAQAbpj1LmaLuw2PzDwvKj693T4DAOSi+i7SF81CAvHE3CtD5ceeSYAFYJCMaO8o7bFBDfqLM9A6EcdCZnt/2yTJJ43KKf6KDaD/B4f5gMUyCrpgAAAAAElFTkSuQmCC) 8 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhe1XS27DIBB9RMg9hC/RbNJdcoOqatq06/QgJQfJLhfJMr0Hh7CFNF0YEwzmY+Iqm46F+A3M7zFgIEKqkSvQ8FONXMXWTCUWnSWQx0EAWGLdBFpkcRE2IGzmEjpdgbsRgQAQhK6hkTAj3d0D/wrkKyCsNo18f6qAcPrMKTcQL17Z5wWGs+77XshIWOUK+MKGlBmUchAecDbWX4UOM2YGRooVoO8MJhsnASXmC0En8OwB1sZKd7kNgrXIvXKNxfZyV1gR9fmesAZhrdtkFNN3AFltU0RkjIJjA/JDIDorOdWXcX0DR184/cz8wFUrnzjVFy9+DIOjxA7Ovq7A0FiCFvyh/lGt/AJZG+RulMOX4DEGqUbueVUfwQDSlrNbACesum8nn3Mp0I2VEBDtAtB2+5y+tFQj94NX0NjmU06CXQIZ0c2EJ9MSTm2cVE6qlcs0k+2FkDVXq7rc4XirDx/p/vvbS9D9HiBUIyte1Y2ZEQ6D3bfTrLjOETkA7kXn/k94XsiJt+UFD8BdZn3MEq4VqCYrYAu2xna717In26gXchVw7pWYArHr+ATg6I0Kn5EoPq9aueSoI6ICFMRCZvn82Cbdn0blHL9iEfT/An1dgECWjPjHAAAAAElFTkSuQmCC) 8 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
}
div.testarea{
animation:rwdcur101944 2s linear infinite forwards;
}
