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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 8 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYha2Wv4oUQRDGf3VjZiSctyZiIJyJsMGBiggaXyCCYO5hemYmxkYXXmDkI/gKhr6ED2AiiJEgKJ9B/6ue6d2e252a7d2Znu76vq7+qnqNvmn0bDPmzLaDHrgQCLRW4jImtJf1ViMQAkzmZywWhWvdERFYaGnsmQQQZiHuWhx+xhaE8AP/gIHFt6CvgXYOLEaglwU1sC2aADMJRGAhdJl7NWo72xXSMM2wIAzvZI9tmZGGwbOwjGBERrLRyJrXHAKzRCjASghcTShupORMyEh0uyS6Gkjg480eP1t+Nq/Vrk66BBJ4dykm3k5IPoXritVkN7FKKHpILfRp1Be63DdIPFcZvj0Sm9KqAP1yYEjciE6T43h5AomgthA4gDBc+XUdLgP4BHxLTKMqf7pNUfkxLkr/n8Nu4CcaUFx3dnsH+A488L4sjz2qOQDvirPLh3m8NlTRtAylNJIpnP2WpBfz3TtQITB1Vvem+iFTMzVTBMwM+Oxn+nFq3BU75y/W2GJx6sDnWaXa8HmTRB8ElURZet1dadJjnWWRygnzqgRQRSCTcKpvtfw2ZwIa1kcTAq3IKJC1UoSUhuZ6W4qT2sH1YZcsHVgTzEkWDKsV2AZmGOi254FMzVaBb19wewG5fLiQ1yEeV0jXSumJ14mG9a35pXi4ucpCK2KU0EVTbsVC38sK/PXOf1xqsSHxu635LxVgul4JnXbPgI1293gVDhSNSERSHxyB9w34E/e+pf7ZUSgkak0EPk+EXmSKtUbu+dzfjcBw/CiCUokrEQHpI9LXRimojuo9TWcZNLOoCtGPRGhSiND99bOtBObk5d4r2IbzH9Z+w7xWlPytAAAAAElFTkSuQmCC) 8 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 8 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 8 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 8 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 8 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACV0lEQVRYhb1WMW4VMRB9Lz+fBikVSkWDkNIkUqpIUaqvKB01DRGCKgoNEg1H4CoUUS4QKTfgChwA5QZpHoU99tje/d5sFrxa/b+2d+bNmzfjJfpD1TMnvDN59IxJEKC8jVwWxE5vA0UQP0AIxJ+l/Gb7nXVZAiwP/50B75is5fD8sdvbQEYaFMNeVIITAEgCwaYUlhrdFFjIpKB/kIK+CKMOXSHOsTM6JjAAUAFKyoOUnyWgbVYLAhARAnRBvo6oKD+t6l5kSIKka4V/B9G4ZEuRgpG5hQBAJ8kBQntOzjQw5wB0GemfBcoNKIiRlTkBZG6ZySghIRRwbiCNv/5ZAOdcQ3ifVAANE7sjC03VPYxYofutjXx1+8dgEoCkuIUKUeYDJ/cBtd2wKADWjixVQjDJ9jXEFNjMPXxpDwuHEG6HwvCWU6rMeX8IikrWRrArlleYt4oI4ld6tiuqv5gfrIoh7AGEff2UZJUpyInw/ywK/1xGnypoKAX2HiuytLWVKPVHC+2jc/65AjV1FLQmsgtq36eVsVs77STeSEfHm60p8CAcda9APgyn4eInsPkNnAM4ewHwe7+ee5pcHZxW4sp93ssQkvDhl2vRkvCljBrG4bcnnw3R9bvsEDkVdUV4EBmoYq2Ea7Vu6Z/AwqGglw0IK8s9F26hgaoUMfOILqRYRO1pbhOmy0/5dJx9NL9dOy1cNTHl6thy2xur4/3Z3wbZbSXEEsxNUXOlgOfRDwBYrU9TTgsQI2ASpMvyY2Vu9IkFPN45Ddy1VG+5jzrqn3ZQPX+M+vkLSde4tFr1vksAAAAASUVORK5CYII=) 8 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 8 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 8 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYElEQVRYhbVXMW5UMRB9s5sQiSIFBVBsRaStktBuCT3iCpRU3IAuNAgKGsQROFAkJHoqToCQokdhjz1j+3+bxUxk6e+3/8ybN+NnR9A3Fr9l4Jth6zkjQYiFIDIVxElvQQguiYap6QPY9BYQAnwMiYuU1fh365YAIEhdKOZhjnUZAAWhBAL8Bwa6PQAE6ueHDtbvgZi1EJGNuTa0C2hKHp+macPYLqheMmAgAZ61AM0DoPYZzNtQMQkA+ZWx+jHFSIIkNV0iqCPTlKXjLYnved1IgL4UkxCBUULxroUI27QsVuW6GatbApH8tcRd4NJjVqY6ZSbOmtMjANKXlMpDy+MS71FJqumTNO8t0UXkzEeNqPle8rBB1PtM166JVCsNAl/xskbZRPKt22SSAETBEewA/PDeI/1aBJYnkuh761jSIUbQXiMcpg3SESf4AoTgCJvMI9051Nk+ufc6TJe24jZ9MSDOuYp6Sj2QQXkWWHjKXlif4BUDaUIqkKF3XxfBrRfqL4bBolyNmKsWxS3+qdKpGqoi0g77BDdHOFXk5emzIXU0jjVgEerD8wKEH7xfBzfDWXUcb/cH3CVZiz0shFBAXEFwC5w/DqzjPYA7/MY17uGF86N1z/vm727TPvOFUqzSAMPCE/Ly6cPxE3J7ejC1zqWgBeVOyIXA6uPIIzqxsATCPb0iwXfEG9MLqZmPuB9s9wefhSmHBVL2vnsX125Xun/o/4L8S2WHsJrR8l7dIo+5D1zsH6UA4VJM4EHsaCM84M9is+X5teCj1my0sjy2GLzJ69boH0U244K5GOcPOnU5Xhway+cAAAAASUVORK5CYII=) 8 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 8 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 8 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 8 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 8 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 8 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 8 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 8 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 8 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiUlEQVRYhbVXsW4UQQx9zhIJ0SHBHRL9SUiJQgclFRXiH/gAJDpoqPgA+A0+hCoFShroaIA0kRAFDc2jGHvsmZ3d2VwWXzbam/XYz362Z0/QF1bfZcGexXLQc04wQSBANgFdS250NSjZpwiwcgL6AEQIru7WpUdBmW+uD6OfAQIW///IRDcDgKQsCCGyav2p9XmhkUAAQrEdqyWiS0FyDIhmQnw5yt6AFtSAgHgNAT14Vv4TN3uBWJABdRzNS35YqlawlgDoFqE5T8Pwjbuq3ZEggc+EZWhRxfbngLgl4dcKWh0k8dBhR6h7tw8Jpthu6S10IVwA9O5X+m5ruj3rNGTBHFD545G9h8f/1JBCQNyeiwQtEO1yCusEIfcAXCQnks+mUPhVY3jRUv+0fxoz5ACp0EESf08J8tMY0AUA3Mw2dTBktee18ysKDcIXozzFo3xnprNecbU+eX96nv7fnS3GoPyNZ/idjTAWUs6VFiYqcOH5+BmbAKQAwfsgvgOSRq+lJ56I0PeDaSNVE0KLxgtjVANuR37McvhoYj2GJkCar7Q+YR5kS4ROuvcy3wUuNb2sa8GujySeWfofFLpHJ5tZCkJALI5fo+EOBJdAQYNUO2vrTomEVZfRIBp225EhQcropQIDBSHBrq6LFH97E74E2XY+J95KdXUztlajLZstSg6HT5afB8Num1qv7vPQlvWEeFufD+qY3n5NAHMpKWuh2GFURAP++wFIFMxxbzJ5GA27LUjnP8LCT4HYuZB5p59QNkdeCEjg6GQzGWX/pZQMBTWh/iHcvwLOARybgzJFV5Ph8HFmEjYbyuHavXCNlxGTUSeMirMByj7DZjx8oixJyxq/Rib9/AOO7DnfPy/djgAAAABJRU5ErkJggg==) 8 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 8 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 8 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 8 0, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 8 0, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhb1XPW6UMRB9k+WvQyCRbZGQUq20JZQpOQBnoOQYnIA+N6COuEVWkdKnpEeKoHgUnrFnbH+xd/nErKzdz5/t9zzzZuwVjI3Vs0zMmbbRYiRYDZJVSZzNDCKAP7gGuOrmAQBPRgNEQZkesHIExgQoKQRiLFZ2wjgED0iupzRq/B/GLUGSBEmARJsV/2TDLAAYEGXlLBhrwMMWKqvVhqEGxIEbKkHwTYpG+j49LEMPFMiSheLgXEBO8soEAQeeezq1kRW+zBWNKQ0kcMllQKr3hUYTiajfjo01UIHnTm3WZ2IN6LzSF8s6mT4LxEDrlVxsWoSDZ9MdEjfQ6SdNaKoFCMIJSQGkSCDXSxGEuQRE2hpylkCuoDXHqERCElOw7EqWtg4A+KBzR5aKbTr6qQilEUyOYP623zbeOj/zUJ50bp5Ht70eiZoAX6RFqASwQIChfST15EifHzpuTMC8y/dGAJEAKxI9D1iz3rD7BQJ1bibR/QbwnCoL0ZpSs7UC1ElvQRGqrVHQGhG29qznHgDfAdwV5kS6sFhNoDb0wAHs9ufNujUBEQF+KUSzywOAGwBfCwm/nfDMqmQLcHvzs7vfYO8uti5mXkAa008k+DJFe+cij/K71sSMAGvLk9gj8dqRIPiF4LcOqMsr7p5ezhOoveATK2ZB6r8k+KrKiPLJ17ij7wxdEt4TPjVBEvcxJOX9CRcW84LPYYtu0EivQGnbaOdmv+z+8V8zf/vR3MqHDJav6vmSJBK7Knv0ON5cbMPM5ExJuSrIOd9tMgafNfXvbTfFQBBvI7q9eyC42Z8/Gv8ZZscL6Aicv9w6lAfNE1ndAAAAAElFTkSuQmCC) 8 0, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 8 0, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 8 0, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
}
div.testarea{
animation:rwdcur101738 2.6666666666667s linear infinite forwards;
}
