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0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLklEQVRYhZWWf2hTVxTHP6kFZ2qsVStzNGipFkMmU2xeKYLgtNU6ioN21AkTrVIwEvtHR3EU/xEEWygomYmETXQwi6xFoVvHqLNuMEfTwFpcTWd1Whpcta6/nGn9Q9/+eLm37728pPULgbzz497vPeeecy68Jey+gGr3BdT5ZAtFRjqlmoBZfv9MDXZfQNXrhWwh/vNCLO5Yv091rN9nWMTuC6ix6dkkffDeUzV476mMRCr/BUE4/x17rW4/OSoXsfsC6uErHWoq/eErHWn1Vntlvg2xlmOV89ooHiWtXkQo7vfa0hpahfjwlQ7Vce6O6jh3JykFQi5SYZUCkT79XZERsPsCqmBl9wXUi9FnTA/dAOBi9Bnh3jBtEyt5/bAPgKwTfbxM6LNOBFlUsJnmsgLCvWERC+mfdSKI3RdQrSIow6BnZTYUi7ZPrNSiA5LIooLN2IDKnH8N4Q/3hlOmoz7YLlNgIHD/TA0dsSlp2NA5SPPejUkLiGjYEmSaywosNxXE9TL95gYCgoQ4fUPnID9+uhmAu1OzbMp+B4Cvb/4qF7TaINwb5siu7dLPTKwiL5vCxkuAdhFlI7L7Amp1kVNuDlDe2kd5a19SBAQZxaMYNhdyc7TM+vtnaqTM0AnFYs17N1KVO01V7rTU3Z2apby1D8WjyJMJonobxaNQ3tonbRSPwrXICKBF79T1LgobL8k0pGzFikehbWyZvAPmzQRSyVOtaUbaWQBazho6B2nJ7bHUt+T2GEhU5GVTlTttkLUcq6Q+2A7AtciI4RJKAnG/1yaMrFBzwJdSPlGn0NA5+FbRkARSjVJxeVyhHibqFEudHhN1ChN1Cq5QD21jy9La6pEJ2q0sBLW6yJm2gSwEgmzO+fQbSwJxv9dWCElNKNXiOefDRGtLOXW9C1iW1n4hyAAt/6I5JOH7EDmlRxkd6md0qN/SROhySo/KH2gXUo+KvOykh4scRnG/11avdVbDLIgGfLi8flxe/9x3qIdobSltoR5Gh/qlzuDT+SqJ6KnrXbInCCTNZMGu5VglDZ2DRPcuNujf3fABYMyx2cbV+YpobTGuUI/sI6LCzO+ApD4gDET4rE4Cc7feXCGSREjrG/o06Me9kM37IqrKnSZ0+Sv5nefelmQTG/jN6OPW7oAoR31/EQOvHtS432uzJKCvjMLGS+TfesDWkm3cuP2UVf2Z5G05wNWDjwE48M06yDhI7I+rPH/4C87FD1DcWscT/tVFTkPuLd8DeojJeC0yQv6tC2wt2cajkRgOh4Pu35/g+ew7Zro/ZskO7cUz1N3EZCzCjpL3ABiO/smjD48DICasuQULpE1BdZGT8C14Pqn1h9uJzYe6m4AS6G4CYIvzCauLFR7+FSXfmcfqnXvg5wsoDWcBbQgd2bWdskTY9XsY3gNmAuHmk6x1vZ9EbHdxBpOxCKWbXrK7OINVy+cu2vPJKd7EX+DZuYdw80nZVcvOfmt5SEME9A9TgbGRYQDi/70AVjDU3UQkFgGg624W8IYtzilWAeOxYWaXOhgzlnrSM0wPWRZiZOpL5fMlP1F76Avt1J8c4dHkCstTCOQvH6e/LyK/TzfuZ82hUFoSmTDXBc0Gaw6FCF2uBaDyo/W0//CAFXlrpX48Nmz6Hud0436D/3wwtGLxX7yQATbEy7DZbMT9Xpvb7VYXL9LM/hl+zMDAgM0N6pq16+SCI+6jcyUXbJfvv4rExDUfMmUViOE08+Vx6TC+tIyZ11pZzSwdAQaSZOZyK0zMl1T4HzgVE/K0EHSmAAAAAElFTkSuQmCC) 1 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaUlEQVRYhZWWf0iVVxjHP68JLU2dlbGGlxJTEhdT0lckCFpp2ZAEHbZgERZCN67+4ZCG9E8gpOAf7a5ru2wRwRKZLmHNMdyyDcbwdmFKc9d5ayVemmXzV+tqf9TZH+89x/d9772WX7hw3+c8z3m+5znPj6OxSiS5PAIg7HZqQggBkNzQiZStdr8VISKwEwgtLAkhhEjZflikbD8shBAitLAkJLmV7F8LSS5PlINYa3+HXog9Z6aUTuefjxSJePZ2JMQSPvv0FKk5VYzc+obCms9JzalCCCGSXB5RW+SIS9x320dtkQMhhIhlH8sm8bXDAnScqgag7uoNFoJ9pOZUAbAQ7CO5oZPaIgd6sb7iHuYciktA0zRNnkI6uBR4jO+2j57ZjcBGuhs6eRbsA4wkXJNdQM8s6MClwOMogpqmaUkujxhvrSO35XJ0BJJcHiFZJbk8Qm5CZEPp/MW9YWUss1+ivTwb321f5EtX9skNnSS5PEJG0AxLBGR4pOKlwGMAtakGJGYXIEARWZNdgAZUp/8LZKsrMGyM/2bH34bmrdE2Ox9vrbMoNPeP0X5oRxRrGQ0NEJGTS7k5ByRxs6yps9fSLyyNwxym5v4xvv+wAIA780vsTHsDgC9//MV2SqKcnti/R9nZiVVmpqkcCLudmipDc4k1948BUNE1TEXX8p1LSDJ6sW5xLuX2aNnXx1vrlMzSB+Rm7Yd2UJOxQE3Gglq7M79ERdcwerGuTiaJmnX0Yp2KrmGloxfrdPsnASN6Z68PkNtyWV1DzEYkDXumU1UO2J1JxJPH29OOuAQkKjPTaO4foyNjKOZ6R8aQhURlZho1GQsWWcepapo6ewHo9k9aklARCLudmlSKhbqjrrjy2Uad5v6xVUVDEUhyeaKmGCwnT553iNlGPeaaGbONOrONOnneIXqmU1fUNSMRjKzMBVFb5Iiq5dVCkk2/sLJjRSDsdmq5ENWE4m2efsFHoL6Ms9cHgNQV9V8HCWDcv3lAWHDDS3rZSaaCI0wFR2KqyLX0spPqB0ZCmlGZmcZ4ax3mK1ezIOx2ak1GZ7X07oDHRZ7TTZ7TvfztHSJQX0aPd4ip4Ihas9j0P48ievb6gOoJElFvOPNAau4fI3BorWX9rZx3Aesd23Xy+p8TqC8hzzuk+oisMPu7MaoPSAUZvlgngeWst1eIIuE1+ob5GszjXspe+SKqyVjAe+UL9Z2ZvztKJzT6q9Um38gBWY7m/iIHXhOIsNupxSRgrozclstk3bzLrtLd9N16xKaRRDILj3Lt2AMAjl7dBgnHCP1+jSf3fsax9i56vtHxpH1tkcNy9+aRHPMdLydjt3+SrJsX2VW6m/uTIVJSUhj87SHFH33N4mAV6/YaL57gYBtzIT97S98GYCLwB/ffOw2AnLD2Fiyx4hXUFjnw3YQnc0Z/uBVxHhxsA0phsA2AQsdDNpfo3PsrQJYjk837DsJPF9GbzwPGEDqxfw/lkbCbfVjeA3YCvvYzbM17J4rYgZIE5kJ+ynY+40BJApveXE60J3PzvAw/pXjfQXztZ1RXLT//VcxDRr0J7QynJycACP/3FNhAcLANf8gPwMCdZOAlhY55NgEzoQmW1qcwbS31qGeYGaos5Mg0l8rH636g/vgnxqk/OMH9uQ0xTyGR9eYMI8N+9X2u5QhbjntXJJEIy13QrrDluBfvlXoAqt/fTu93d9mQuVWtz4QmbN8znGs5YrF/FSytWP6XL2SAnHA5mqYRdju1/Px8sXaNofbPxANGR0e1fBBbtm5TG07mn1wuuc5e9f6rjExc+yHjVoEcToufnVYGM+vLWXxhlNXi+klgNEpmL7fcyHyJh/8BuX/jxDcNZxcAAAAASUVORK5CYII=) 1 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
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}
div.testarea{
animation:rwdcur237147 1s linear infinite forwards;
}
