@keyframes rwdcur231827 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUElEQVRYhe2VX0yTVxjGf/WrgIV2zaAQqn6nqNQgKBBkZiO6kS24LLpMZvDPSMzM1LhwQbbExD9Zopt65bbghbtYMhPdHxZNJiReGG9MxCULODBEpAbtV4QEgc3wQSnYj7ML6JcVinxdRnazJ2lO85637/O873nOKfzHsAH4VFW+KCkYCtkWS4A99mWZiCZMGNfsCeP/FszOfKoqZ4sY1+yL2n2cgNki5iPPK3pJAqhFihkLdRoATOluNE1LSnDcfIOhkM3HtB/mI1eLFF57NwvvqgxqSxu5/PsuAPofjXKnaQgQMhkRS5JRC5CtpsSR15Y2AuBdlUG2mpJsOSw7TAghN74zwZoSF7Wljby3bxMAV5hed9b7WFPiAkag0foU4gT4VFV++nMWAOdqkLOP4WloktbrA9xp2sTOep8Z7380ypWvg4Q6jRlvpFrtK/4WxMhjOFczZHpBCCGXOJ+x+1gO3lUZfPlRT1zuJ9+upv/RKD+dGUjKjOZD5MxLbAf98RTBUMgmhJAr3GH6jUkA6t7M40HvBK+XvMyt9j+4Geg34+Xrczl6vpWWjsEFRZis+uOphJ8YVrjDrFudxec1RUzpbhp++RMA1eviRluYKd2NV0nhQe9EHPmJ/YUvfGVNhYN9QelZ7kuouKLYIw+/70f1ujh6vpUzDVe48MMJPi7P4NL1ILoni8N7v6D31jEuXA1Q/cZyytfnEuof4cLVwJxJvIgrIbkQQsbWy6cqZCQSkbsPbZYHqgukobXK3Yc2y0gkInuadskD1QWyothjrgvVt/wOVJZls8IdRvW6WDrQybY95Xzz1SUAtu0pZ+lAJ7+2P+F+zxCVZdnc7xmy5IE4DPYF5yiOdSGEkCf2F8qKYo+8d/G0NLRW2VXikF0lDmlorfLexdOWOp/NYUlhRbFHtnQM2iqKPfLJMwevZE7/7NTUUwA+W5INwG/D0jSr1QlYOoKWjkGbEEKOuNOxOw2Uqih3J6M8rz/O8/rj3J2MolRFsTsNRtzp3GgLWx6/pSQhhLQ7DRyZdpyZy9CHx3nrAwXnsw8B0N3fcfN7w9wLD0eJ6oqlx8iyCaO6wkhQ0tcWZiQoaWqYmBGXT1PDRNxeVFcWqPYPBNidBnanwcaqtTSfPEhUV3i7apsprvnkQTZWrTXzLNe1mpjjd6IPj7PSn0Nh5VaagdGZveaTByms3MrKwQcEAgGcmcvoawtbqmv5ngoh5lytH69do6u7m1NHjszJt/pnZPkIYgVjI3b5bHR1d/P32PIyR1LkSQkQQsgddVsoeXUd2/dVzhA9RNMe4si0s31fJbmZK9lRtyXhtOZD0kegKAopaWlMRiIAGIYRFzMMY0bcIh1Bvt+PIz2dlLQ0kywlLQ1Hejr5fn9S5EkJiMG1oZ3RSJTxsTE0TbNpmmYbHxtjNBLFtaE92XLJeWDv2VQCtwvmzQncLmDv2dTF9UAMs8e80P7/mA9/AcclCUVh89ZKAAAAAElFTkSuQmCC) 4 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur231827 1.6666666666667s linear infinite forwards;
}
