@keyframes rwdcur145709 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHr0lEQVRYhd2Xa2wU1xXHf/PYp9dre/GDYBoviFAEFCoH8UhbWoKUSiSi4kMUokDdVoJuFdqk5dEADiW8jEIRqUrCUkAEVIJABBJEikhClKYtSk14BCEwCdhrHmbxa/3YXe9jZm4/zB1YQKX5kHzplY5m5uzs+Z/zv/977xmFb2CISDgIBO5xBwAdyAHdSjTWDaB8A+BuIAi4AVWCjgNCQB8QB9JAkxKNZfSvETiEXaUfsKRbB0YAw4GMfNaBGFAKxL+WBEQkPBi7ah0ox668T179BdckNjOOoT4g6FcFVyU4gLcgpnOfLnjdjc0Ejv82AyIS1oHg9MOxrm8VF7H03wlEJDweaFOisc4H5KBLsBHYtHqBy9hi65S+q8BgCZ6R/k6QIhSRsBcYtfZ04syS/a+AYfLhkrWIARczanxzgX8C1wFDVmUp0VghCzMkC35pOaARaJf+yoJiLwPXlWjMKmQgDIwc4tc48/sGXCo8Mb+O2O59AJOw5y4oAxpARkTCFpCRgbqBwF+/SO2YM7Lol7LKdkl5H7YoH5b+0tkfdLSKSLgIyKhyDocC6s9HBedeS1iMm1cHlsClw7FrAwskrWMlnX7uzK9faiUONHdnTd681LdVPo/EVv8oCZ4DMvWNic+HB3VkDL+jTmeOp48Iuji9dRexvfuonvMsxS4VYLwEHyzZCnFHyQGgDfBW+TTqfn2EA82pY1ITAUl/GEjXNyZOrt74Oaq9+wScKTCQGwPwnb68YMqq34FlQaIf3dZ0KXBGJqnLyiz5P68sonzANEF3U+lVOdSS2taXMzEs8OoaFxO525qRy2QoENKVaCwjImFnaew925ldNllVQNM58/oOTKEigcqlFlRpAenXZYKVKhq7Nj3BnHXPg2XxyaYt/GDdMlBVRLGPd+a9xMsLxxMu1hwG3I4Ir0uA0u6sybGla6l0u3n0uWfoP3QYYD5wQAI7y8gtq3DLJCy3BhkT3loWJeCC3hyc+ulqvuw1KHWDW9PJmQapvOaQYRMsldwOxK8lDX7csJza3/4KNXaDEreCpHiyvD6CLchaKbCQFFmPAszZvARNhQuJHM19Ji+8v4mebIquLJxq72V1YxSfXfZkYLIuVeyVlQx+ssaP2tSKqCyj68xJBnk0gB6plTEycz8wRYqvDbgEGBcTOY4sb+DpPetBAVfTTLjgY9+OxzGqD4CmsnNWBI/mQcbLOatAl6IyfJpKy9sHaXxtK6Gp07jUkwe4IK0Te4m1yukoLUgonjFhxpYGQKBk8xzeNBqyaYyaQ6CpHF+8hp/t2ICqaAAngHM6d58H6ZMdGaZvXkk4mUbc7KKlz6S1f+D7GcMiZ4EpQFNgdJmLUo9KPG3S2J7ls44spgC8LpREko8WrWbGn9dgiIOQynN8+Xqmb6jHKg2w8KMO5o4sOgdYioiECxsHd31jomvCw+BWNIp0je8tfwFcOh+veJUqjwuvqjJs8QLQNT54+VUsARnLZPupXsp9RdSWe6gp1ujPm3g0jZpinX/dTBNPG7SlYO+VVAEcyr3HcS6RNchaOqgm2byJVVmGYllYQL9h0SMsaoYMAl2jK5/Fq+qowLvntqHcSnB25UYqPRo9eZUxixcgSor4cPYr/PGximogufdKqq8Q8L7jOJ5KkbMM+g2DpzavRcnl+duCetKmSUcux+R1L6Ekkrz/i0WUuzwM83n5yYsR1AsxmlZvxKuBJWDsnNkoqQFOLm3AEjhCt+Spe3s4D87mYvXkIGmmCLlKUFrj4HMzxOOlZSCDooDS2QOmxSNFfga5NAwByvVbqNfbGFHkoTWdJy8EorwUhOBGAv4woWwW9jbuHNHGvQk4XQuDvGAImLV7I1y+wT/WvYZf01AVmLm1AW500rTxdYK6hqJA5bTpKF0JlKtfkLfApykMrXsO9chx4teaKfOoAKOlncA+Oe9jICnv1f4cCEBJZ8Ew0RSNrpxp06goiFCQRN4iaVqMdvlQP/076CrJvMWtbN4+aPIGStcNKjwuyjwCYJDEGQc0Yzco92nAAHI5y+5ShNuFqArRlEpzKd1N2jTApUM2x7VMGhUVCxChashbdOUMEnmLjAWoKhRXoAJ5i8KRBAKFOrh3FQwdVVYEpJg2Zj4nbhX+lGLP2HnMHBaiY0CnpArKNYvOKy24XdA7ABc785zvzlK1YjsKMLHKXxggAZyVhbodHRQyEARqJ1R4mH9wl+NTCoz3zm/j1oDJqolljz5Z43tmeFB//uO2DA+tXMw7LSnqvh2s3jClonrRd8uqP7nZy6Tda/isPQtwFDgoGbC405jelUAS6OzKmKCp+DW73ZYfGgDsr3uxsKIYEP+y10SEitl1sRfsbToJxEvcRbz57G84n8iCPeeO8tudfvDeBCzgxNGrvfxl5lweH1oC9mk3UbZtPL1/CyuOrqe+MXFKBvx059le3qtbSMAD2CKbCgwRQN2BN3jjwnamvhu7JJNrVqKxuzYiRCTsF5FwwLHHqhADyZ0ic/VPYv2kEiEi4R/Jbz0A8cOHEJKZ276B3h0ibewR9bUlQkTCT4lIOOz8Ju2/Dqctd9iwlGiMChCR2hJWTSybBvQp0djpBwVxQEQkrAABJRpL/o/3v9qQ3wv/3+M/RPcfmS8D5osAAAAASUVORK5CYII=) 6 5, auto;}
}
div.testarea{
animation:rwdcur145709 2.6666666666667s linear infinite forwards;
}
