@keyframes rwdcur116099 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEE0lEQVRYhb3XT2xcVxXH8c+9783zeJzYgzN1DKKhRRYNLRSEESpsWPBnQYSyRUVUpBJsWFRiUYkVy27aRRds2BTCP7FAQsoKJNhBISKgRGplhVCVAvkzSZPGtceT8Zt7u5gxcRvHSWynP+k96d333jnfc+6/c7mz4l18s2Ntb3xB5RM6qN5/gAWVCXNaKk/cvyyUW7Y+qhLMmRbR97L+/QLYKrLShI6OUlB72Vv3y/lWABEtjXF7rbZ4myztkcJ7niuLZlUqQfOBQ34o6MbgWiwdzFmds8uSA7HQStlzl37u9d0AvDu6RU1NlVrEQLAgelIkjXFTMspTIJQe8l1H/Fi9U4B3d8GKJI6vGZ1hNj9MpCHyph/SGCA7vxvntwIUBhqSSlSqsA+GeQyBWBEbugI5eWU3zm8FeNXAFW+ZNC9rFdE5jCLOKCk+QDHlJ/2+j1887vndAtw6wmtR6bDoMVRFZAiN0ZWGxMqzMw/693WWdgtw6zrwqhXBkuBfOAxFYFi7Kjsvj7qhOuBHCy94au8B4IS/eNNvBUsxEANFdubSm56JDUuNGUJByH76yIu+vfcAUBvITsq6goHkz7r+Fpu+Ehr+nhM5sf8zXvrCWU/vFOC9C9FNPaoyrTM1Y74sNa8ve8NlPUuWP/g9H5s86DetRxyu5mg9KOWGY3/6iOP3ClDc9s1lWWGwvu7GjWVXda0JVn1SsXLNgartH+3HfLax32yxT1g55ej0E16/+junN0w88JQP9U57e/+3zA7OWLu3DNxUNJqIpUWcUvuywwqdQ583PX/Uc/1zHr/xBpmUg2P//L7jM9/weFU4geWyZLjuaPeXXtsJwKg2mNEUtURJ30DHnIHewtdUseFX+JzAcE0aLju2+h89hV8LYhkZ1r7U/YU/bhXdnTMwpWVaW0tTS1tbx3+dd0H33A+8lhqO4GRaY7gqCl6aOOA7MVKOOjlFZm+X3u21KJrUUoumtE2Z0zLnIYc2Pjn3jCvphiPrq06CQjThqzH+334aBud3BrChpn2YlkRBKagc0t54ff2scm3V13PtYt1jvTtaNVMmMzCwspXZOxcbp9Q+padtbhQLsgF6KH1Rs/OwDxecCNfVA+bqmuF4/2g0yFGzmLCAM/cOAKf1TOpqKyVJ0jNU66k11UUwG7KPpqAy3jUFm7fwmG1dV95tuTVwwVVZrdRUitYN9A38VYoPm09ZKd90WmzcAoLlunZ2K8N3Nw03tKBSqTSULhq4pG9cLB38phfTUB/zgqasG6OktC9wJWR/uPAzv98dwHb6tI5JLWk8sKNkoOeUK9v9tlcHjtLEJsc3rZfu0M17BVDLmwbZBsQ1PbavGW+/Gd2r/mfooKFSaVLSs+wVPTZl5H3RovJ+H2b2VO8ADXdWP/vrhhAAAAAASUVORK5CYII=) 16 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe3Xy4tdVRbH8c/e59S9lVu3KrFeJmVryhAw+KRpFAUfo6DQjYIDcRJRpHvgH9D0xIEjEQQRZw0Kvv6BpnvQOjGgAxFBKrEQiVqtUOZhklvx1q2qk3v2dlAmkXArIVWWOOgfHA7n7L3X+rLWOnuvw+9ccbsdhA1HDmpJdiv1rOo6rLsdAOXAt7dqyPZpGjMkqnyLHtKvDTA4xPOSUqnUUIva2v60PenY2GjWEbREDfCp/nYADK6Bew1rm52a9EKdJVm3KLWLwskQfC+bwFjKXjzxjoWtAAyqgaipjZ5oFvdcGMgI8dJDiGb9zZ/9c/PRGZSCBCOlFiYveobwiyoMhGxxK843AoD+cqmMUQvqvH5BuR6zk5CTz7fifGOAwzp+dBxfDxUUkaKkGKGcILS9UZ13y/G3vLw9AOsQP4jrM4YKyiYarJ6lrv2jOeXxrTrnCjvhzCHjKfguRy01KfshjqhS34zI6I3EYc8e+7s3tgKwYQQW33YmBEchJerzFk6c9lK5w8LIDKEkRK8feM1T2wIAgg9lizGqMKdysrfkedF8KCia7Lrfmw/8b/MQGx9GP2v6SdM5GTt1WtI0KWiM71aOH/Dq+IPubEyvf50peuajvd66VoDiahOWj1rufe6Mm2RRUOuvnHNmeMYHrT0ewEQxIpz72GPtuy2e3eWoeTXsfsZk9zO90UPGqzkrmwK4qFu0BEPWVGrpx1OCjq/Gbrev+5nrVxaEUPvL2JRTncIXE/fZW0Tvjd7l6Ubw19Zt/rt8xNnNA/zBiKSUBS1t0VC343Sz693+kvtluwUhVx5pt52wqhGj5wQ3YDpn/1o+4pvNA9SS6+wwomXIjGCvrH92URXWfNJo+2NeM5V6Qig8rHS9yqwgIIXkP90j5jcPcA47Vdp2KO3BecGoaGJlRcpdH8XCHSGYDKUguDmvXizyus5e68357nKz19Jk9M3pWbGotiipBPtEBzC7tGLm++NeSX1n+mukzqWFmUo1uKUb3JJdSYetesi8nSI6sj2im8ebnkC/7tglunSCRiLDRdN+zF1ubnNt1mGrlixIjsuWRI0imC6imxJRJuX1HfRnkIjVQaauPQIXNKqndkxQ7Qx2CqJAvJD1/It7dK7f9+WvC/BvPQd9rdZZWjE3NWHGekp2paxdZz00JA2Fb4dK+3DscjNX3YqvqocMO6+0JqKPyh53itqCpK/nG0fNqwYt3zrAYKhJY/ZLksqC99c7qN9SpYNaHtX2G/ze/V9b0k8wYEEmlDmYJAAAAABJRU5ErkJggg==) 16 15, auto;}
}
div.testarea{
animation:rwdcur116099 1.6666666666667s linear infinite forwards;
}
