@keyframes rwdcur133085 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 29 7, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 29 7, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 29 7, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 29 7, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 29 7, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 29 7, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGdElEQVRYhe1UaWyU1xU9733LLB48nvE64zGL95VQwISYglGbEsUFA5UjXNRFbWhToUSVqECCoqQJaVMxiVoLUjVSlmYhtkMS11SEYjBLAk4KxAwwtmPwOMEhjtcZg2f/3vdef4xtpWrSQNVflc/Pp3fPPffc9w7w/4ZoNLLa8+GFloB//DlN01b9T0iFEPJEIPCDkZHhV8fHRrdxzuuFEK4vu3u1t/dw7bp14mcPPigaD7wW+6S/v5kxVvxV3OR2BHDOcw+88hff2y2HYLOlYMGC+Vi4sIIvXVrZlulw/iEUDMofdJxpqFq56tyNgesbtm/bZmY6h2qeg2SLCZs3b75175r7fqiq6qH/SoAQIvnsmfd8e/c+nQYqgRAKQIAKHTU196O8vDz46K93WXLz8/HZwAA4VWbYCQAtFsPWh7ey+2vWPmQwGl+8YwEAwJhWd7C5+WDjG2+BkKkykWDgug5KKTB1rjMNkckJWGzp0xNAi8fwi4e2YG3thgcopW9O88q3K0CWlTcZYz/OcjieOn3qtLOz8yIEkUAlOtNcCAECgEoyzNZUxMJBGExJACFQDEY8/+LL0HW9OR6PbVRVw6E7cmAaQggjY+ylP+3fV99+8jQIlRI0gicMmXJB6DoioZswz7FPVwKEQnCG3//uye6MzMydaekZh75UgBAiKzg5Wf9xv69a07TFWQ7n353Z2Q2EkO6eLu9zfr+/bv/+Z+3hqJawnQBcZwAEKJWnODg40wEAkixDCAFd10DnS7DdMmPdd2tZ3abvV/zbCrR4fPnFzs7DB5ub7N6eXlAqwaTKP9++Y/u3hBCbLvzjg9V73c/YdV2HpBgSk+UJJNfa4TprQ2/HVeiCgsoKAB2cM1DImOfKQm5eHj685yNEL4dQVFzSTwj5iH6xuX98fGtra+v7jz++x9591QcqyQChiMR1uN1P5/d0d720uHLZMw/UbWQJqwUAwHJvCtR0M2pXfg93fWMxtIJQwg1ZhmIwATkcmWVO2Gx2jJ24geV0EQqKik8BwIyAeDy+qr29/dmXX3l16jVP7VLoACGIxHU0NzUtjEUj38nOdoGShM0AEL0SgiHNhKeuuNG1oBf2GhcE10EISXxZClxbMYh3Uk/COEdFCrGDaVo7AEgAwBjLveS5eLqhYZ8hf8FcpNltGPcHQMGRO28e/IEJEBAMDY+AafHS6upqWlhYAJczC5cuXQYGJUx6RmEpT4FiVhFsDEDECDjTwbkOcpMiPBiAiHLwExyb6uv9rrk5O594Ys8kAYChoc8b2o4ceXh51YpTTqezhVBifL+j41fFJSXdqamp544eObIjFI7QYDCIw+8cRUVZEUrLynHd8x48l70gIIhKSeCyASA08RMEwDkDZ1piU5RCVlSAUDgy07F7965Trpy59xEAGB8bXWy1prhkRZmJSp1zu0SpH0hEMeeccs53th9r++mf9++DrsVQmEbhi6SATQxCTbIiCSHEwhGAc2hEQfCmH6acUiiKgrmOTNwYGoamc0hUwqKF5di1e/dP7iAJWf0bTY0vHHi9ySyrRuhaDHIkAJGcORM4AgKESAAEohOjyMl2YMeje1gg4A9XLrvb3dPl3ch03TLHYhlsP35sddWKb3puKwk55/N7ury/bWxsNsuKCq4zaLEouMEKRQAQiUwmU4EUDd6EkmTFkqqVyMvPu1uSijqnqJ6c5tQ0bcvHvmtuwjlfBKBKCPGuJEne6QtCCCqEWP3pwPVfnj93vqap8XVZ4zQRepFJCNkAqqiAEIiFg1BNSSgqzMenvqsIcwnOzHQ89pvHvA5ndsVXDabruiz7+q61tP2xYf6SVdV8fHSkzWqzu0OhYHW/z7fl7NkzztbWvyF4awJGi3WmUDIYQQQH4xxWixnrN29CfkFBX3Fp2XHvJc+PvFeumL+9Zk1HlsO5/j85K0kSI7FYrO7k8y8cZE1H0VuQjpR7luHc+QsYHhlLxEw8DMgGEELhyLBj6LMbWLSkEmVlpTCazMEllZWvZWQ53DpjA6qqsng8vlSWJBBKPYQQ9nXrlQkhwetUoMUUgTz8OZKOHQdjHLIswWhQUVBeBNVgRHFJCVu7fsNf+/v68uPxGEor7nILzjtkWf7ki4Sqql74uqb/KgBIHhsdO+HISMPWRx6B0+k8Nj42BkWRkVdYAkLgCU5OOoUQfYqivnsn5LOYxSxmMYvbwT8BPkPd4LjArHMAAAAASUVORK5CYII=) 29 7, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 29 7, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 29 7, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 29 7, auto;}
}
div.testarea{
animation:rwdcur133085 1s linear infinite forwards;
}
