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0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEc0lEQVRYhb2X3WsTWRjGn6SSxqVoiGKIWlkW7YXUQbxoatLgJm2StpbuUgtqXVjwY6EXlr1YF73qjVj/AKEs7OVKEInVpb1JWSj0A7dVyqa2YtGrgrFaa/oxTSbpybMXk6ZNJ2mmLbsvHAbOnPc8v/POmfO+B9BpBCp45EgXrdYJAlECcQIi84wS+IvALwSO651Tr3AzA4F/2NAg8949hXv3CgIs0JQM0ASBxt0KV9Dn+5vt7UucnCTTaXJ1lSwpKSS+uS0ReEngm52If0+XS+bwsGA6zRyrrt4qApuboCQptNs79IufPHmdzc0yo1Hmtc5O/QA2G9nWJnj+fJyS9FNx8aNHW9jUJHN+Pr84SYbDpNWa0gVQU0POzZFfvpBNTTKB5q3CfpxOp8wPHwqLLy6Sjx8LGo1rG46ZTbeQ+SPWxV0u8vXrdd9olHS55IJ7gj7fGEdGRF7hVIoMhRQ6HDLd7m4CrQSsBIyZ57cEugnIBOJ0uwX7+rRzDQ4K1tWN5Vt9By9cUDQbjiRXVsibN2V6PD0EDm75CVWYQZ4+TS4v549ie/uS5helx/OGDQ2C164JRiLMgqyuquJnz3YV3UAb56uu7mJHh8xUSgswOUn6/RMbqSvY2CiTJAcGyNZWwUuXBF+8IB89Uuj19mxHPDuv19vDUEjJGwWfL57dC7TZfmYwGM8Z8Pw5efGi4KlToljYCwIAVjocMhcWtADBYJzHjv0KAEZUVX0HSTLneDscwNWraezf/7sBmNsJgAGYh8n0B0ZH05qXlZVmSJJPBUgkKnDokHaG/v4VDA0FdyKetcHBIMLhZU2/3Q4kEpUqwPv3B7Fvn9Z5ZMQMILIrACCC4WGzpresDPj82aICKIoRJSVa15mZPQAWdwkQQyxmgsGAnGY2A8mkSQUoLU1DCK1refkqgDyh2ZZZYLEkNYd0IgGYTEkV4PDhOSzmWajTmQAg7RJAgsuV0PQuLwMHDsRUALN5Gh8/al19vq9QU3N5V/Ju92X4/WWa/mgUMJtfqQCjo88QieRSzswAQ0NGGAzXd3MOIJn8AVVVRs3LV68SiET61waqJ2E6Tb57R965I1hbK/jwoXoS1tY+2xHAVidhXV08JysyEHjDtjbB+nrBUIgUIjcXuFz/XS7IRKGDfv/W2dDr1ZcNPZ5BejxiW9kQ0FEPPHmyVg/8tqEe2JN5ennuXDerq2WGQgo7OwXv3tVfD2To9VVET58KShLpdCq02wVdrjhv3VpgOJzKJp6VFbKlheztXfctVhEBOmvC6WnyypU8H3eTqYLqeD01YRaiWFXc2yt4/35RfZLk+Djp9QrW18u6quINn6PwveD2bcGBAX0AQ0OCZ86kaLPpvxdsgNDejIQgJalwvUeq46amyBs3lujzvSTw9bbFN4E0MxAYZ0ODzAcPFNbXC376RCqKCqQoau0/MUEGgwrr6uIMBHTfDQ3bAKlAefmPOHGiGSUlVszOWhGLmWCxJGGzxVBaOoWxsT7Mzv5pAN7ufMn/s/0Lmy+50qAxT4cAAAAASUVORK5CYII=) 15 15, auto;}
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}
div.testarea{
animation:rwdcur172627 1.05s linear infinite forwards;
}
