@keyframes rwdcur65064 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnElEQVRYhcXXXYiUVRgH8N/77uZsm1qakm4sbqZuGSrUmhfVKrKai1IgSgV2EUXghbNEFxqCXRRZ3eQGJgQRXRV92M0um1iRHxG1hqFI+UGa4UdqRhs7ue3OnC7Wmd2Z/ZoZk/5X7/ucj///PM9zznlOhGAoomFs/dizMr//4vaR+xaBqCQBV8mTDemc6c0DFdckJB40eVEDsuSt1R15/+ViQMDi9uzXwEoGu7vA9VEU5YQkG9JDQ1MkKgv+syEZVkSyIa21uiNHDi2p5nJ48wQUxi7vv9DFLalmye4Vg3oHQvl5WOiBIcglmfz4t6SarU5tsuToEvowoalsESNjcFy/eTD4RFh2ZF5Idq8IG1IPB/sFseBuwWdOlkMRj9qa3VoBZ/ezht1th12Je0UhIo1ZWISb59cJYj1W+84+vZYXI2DMEKA/Kz7A41jAuNAflmcWLnXl7Rrnpv/gi8s1dB9aZ4/3vIXNdgkeEtk/1tTFIah2qLF7S32dREi4GM7a1llwKHUeZvMZvsZj2OJj91g72rSjh+CYJnttFVTZu7L79fr55sb3mR7XmRHP6ScdlKRPNNSxESuwAXNsH2tdIwsIJmqz2/M22a3V5IR7KxrVRHeoi+vd6Ka81bdWd5gaj+fORl50wCLNbvBV+QJImYJVmND4bPtdjxqnClQaZ1o8Q208C/1eaEk1EyLJumqqmhoctN3Pggu2CiPn2sgCIn2elLDF7WprTDApr3liNNn46BbPLRwmjeLP2WGm5Thik7TV5XiAyD8iZ01KKLw0I9kdmm/vifuYhHdxAu/gsI3lCRhg06s3zxQEPVK2dQ7YWqs7JDKV/IGnMBtPY57XyhOww6deEvz2l3OZU3lNGRm/ZI5iYCvmLqZME+udsAtzvaLCzvIEXLTKJVTuXLDufKfTmWO6wmW/h3N+Sn/vjYLV59CV4H6zzRS5zWaRvpEoRj+Igio9pqlyChxfG3bU1iM4kzmpK1weMqTUCmmsJLySI4fZH0Xrvz3ox/SBPPK81cOX7cuKIe+nKBZBpVe97wEvCCuPD1eKlVMfFrcL4JIpzljjV0stbo+yZF0X/vZyxYcD/UosTou7DWGq80Ju++fw5+mUZPyIiVOqSuEtQwDDBqy24dayiLMoPgT0V0gF1W82AQffitdHwFXi0NiWV6pda1VckgeSDekc4bAPkjJeRyUJyLo5NLbh2t1PKecA1+VtWPqg//h1/L/jX+bJPnOr6E8TAAAAAElFTkSuQmCC) 15 15, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeElEQVRYhcWXS2gTQRzGf7OpqcZabfFRX22l1nqq0kZRkdYX1RpBRbwVvIhWxBTxoKDYQ6miCNoo6MGTJ6EHL11yUIT4lsZGUPCttVrrA20ttMXHZjwku8mm6SabKH4QyMzOzPfN95/5z4wAJKMhktRFEPCY29eqY7dNA8KWgCi5160ZVb6gIyshStzgaXXQydtcflM5U8QE1Kr6v9hM4u1OsF4IYQjxurXRoUkTOQllPSRJRXjdGm0uv0EO0DRcnwmvSUBi7EzlRIubhuvxDm3IijQeSqoGvqDD+OnQ43/CdYXQ4258D/ut9o0lrLsFPNJY3bfrJVo/jdV5OKOR63rUza0dT2ETcJTlTOaeXQHWDsRvrXf+Dnbd44LvmlFVOC0P6oEq4Nn6uwBIFCSLk25u2wLiUUQ7DVC3qtKoKi2aSs+pHhq3roORHJA4CaBxihBqehLsRe6GR7YsmYGCgy/yA2c6E5LS659w+Tq0AueBRsoRvLQaMrUDkvEABDzy5NJ5lDsWMVMppURZECGNW5z7ysZBHXAcKIZU5KkFHOc2RxhBkk9hLlWOGmaJeZQqFUxgomn2bS4/QgpQNsIhqtmYnrvWAgpRcfKaO57v6sLNOKNm5OCkSClhrjIfiLigJyRvVRhueh7wm3W8pQXJ9MwF7OYYzZRRMolJFJg+5YtC8sQU9i9JMtEp/XCFq7RwhMd8Qo7KuGkK0FGQS+KhKaIOy2SLvfcOHAIuQjQzLMtOgIBf/DJVSSQ/GOZMZ6xOz5DMXgEngJ0G9ZgJakxrALhMJW9YQ98wfXO6KY6ufIAwYd6GnwGxrWgcTAMFsIW1LGU1xZxF8HssCmsHPlLJB7ZR1i4aPnbSE37OoPzGV9nHU+0BpxNmr4kw3SNfQKgwSBXFtCD4bEVhLxG92C7Pz60AJL3hNwzKb6bPr4Y+oXaE4BzQDKxmD/lcsBoy/VQMUN4u9twP8UQLmsj12KvvQ5HYdwFtwENaUw1pT8A1ZlGrCl/QvHSM2Oe64TCRhXcAqObg3xXgZy9ARMTo+wED06COZlqBlezDxaVUQ2Z+pQ54pNetof0M43BG5uELOmzfju05kAQ6eaaw1zvgkYm3X93++JD8GwFRYlnTYbopZ3srtuWA163FTr1kD5IMXke2BOg2y5oOIHv7we4u+AdvQ/ud/vLr+L/jDxrdLjOVTSc3AAAAAElFTkSuQmCC) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhcWXT2xUVRTGf/fNlKnTYtomgpSWTqG1Jm0lwQExxNY/IRaGSELCjrgoMcaoD2rEBRtWbJRkaBdtYkgXhh0LNKGpdWMeSPxD0dpKBIyCCmmr0NTGvrS0b46L6Xsz7zGdmTczhi+ZZO69797vu+ece869ChAehsrQl4QRc3/fObT6t3lA+RKwQq5HLaerbzRQlBAtbfG8JtjkveFhV7tQpAR0Dtn/UjtJN7fH9EopR4getR52TZ4Ietq2SzKK0KMWveFhhxzgiLmnEF6XAK/vXG2viY+Ye9Dnu4oiTYeW64O+0YDzs2H7vzc8zD8LJn0TiYIFZI9cIyZOdBsxIWSht6eGZxdMPnn/IrQDPZShWPYrILsF0o9WeGg3/Z9zc2zS6SoPlUE7hLQAXIot+SXPLSAddYzR2sD6SFVKgCrD6rF4843dqWzyKZ8xiDBCvLQCNnCPnW001WxhvVaPppJx0WMm84ceteDiXuFvXqMbuMvR0gowYvLhc400B7ayQYvQoD0F4ApO/dkEbGyFQaCW/uIFxHmddzAAqAmxLdBBrWokorXwGBWuI2qfDCoi0I2ii7eLF/AEY9Rynq/2ydDT+1lDOQBB1vCk1kC91gQkrWAnJCcrCmGEtuIEHGKc45wmUslaql1Dj6saKlUVPdsznOTwEhjME2eCEa4ULsBGdQhv0VQrKUQyFdPgLHwEvAcIUWR1nvwEKFjCfcwFYRGT02n7c+JguQqOAXFAMYpi1VTpLUZuXCPIZSJMmkzW3WbTSuQDJEjwe+IGkKoXTmEyy6CTCjrZjOKnbBTZLXCNdXzHDracU4emrvBH4iZzMsN9meS6dZV4ht2bgUWongaoy0UOuWqBF78clIH6FkC4m7jFnMy4hv/VFhn8/ksYIOmCZ2hEcTvbkvknIoDmc+qtb3/gZ2vUIV9WFvFw8jLz5/Q9OAWcBc4AsxzwtX7eMGKiz3fJ89ebhV8RbiEH7+8UfnxF+AahG2ECQdhUWuITpCrR+MvCFwgBhHUIvyFc2isIbdzhJMLm0pJ7ceMF4WMEEIIrAr7u8n0v9BcD6fhrLbxE0tcjsGu5BR4Ecs0qUoARE+eSmlC8u/FVxg+P073rRS5PNfkmh1yJyEsOSMcFlLFPAJQozpgfUEl55udNHvBlAT1quaueFwW8jnwJsC8f0nEBSGW/9EuJX/hT/D+8Df1PKvHr+JHjPzPrPSnuCDPmAAAAAElFTkSuQmCC) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhcWX329LYRjHP+e06ZhhGTYmnd8jhIR1SMaWIJjGIsQlcbMEkc7ihn9AxA16gYjEBRKCuGAZC6KRTMa2iGTGBPN7sqmf68a0j4v1tD2nPe1p68c3aXren9/v+zzv8z7vqwBCPJQEdcPwufX9qxrM+1qAkpaAMLnHFYxUeVttWQlRYya3NEAjP5LbqCtniqiAqgbtK7qSWHMbTK8oSkSIxxWMd41F2A1lzSUJRXhcQY7kNkbIAeoC1Znw6gQYfacrG01cF6jG0782K9JYqKk6eFttkZ8Gzf/af2xbuki+c31uiezuBBEA4O/u58z7kbCqKcsoSITY0KpqUAjG7/hRhQ52LSHjTZjSBTrY4k19fPwNVNUwTQ+Ff0aAsJhfbEUYoVVNUIspUp2oyvC+0KIgEoqPmMsJPiDkWhFg7rcOLtPHBjoAN/CmmoNlMyhRZxGQ73yRPupbuqLkYXjbbDCtYTJO3lkRkNgCQh6j2cAaYCdwEXAOsMhWSbEyjanqbEYySkesRQQCVsnNBUCAQWAiYANmwMlJ63CEPWHHwUR1Ck51JkBiV2QlQCHEWLZwE3gKTJ9LKXN0XcYoBeQp+dSXm3ixjVIuszeVAONRHEURZxDOAfkEynuNJ7QS/paEyRS4wgVaWMAg5xhBtxmNeRQIJfjooJlehvwMMWRoFn4Q4PD9aF1kHwCsZzO17EtGnlzAHS7hpZQaoOsKr+WZrjlEiJehJ0A0CnSJqYwuNnIgGXlyAQFctAMfgV7Y1tfCq1AXX8XPR3nP42Abh8xWnwbMz4HPrOY51/kE5NDMMip4ulmOOWcDwtvQC76KP26Yt3UQHj6GpT0VlNOcSoC5BfJpYiE5rGAyy6hAKCFw4eiOzrt0Blt15LrVtzwATw+0cyoVOaTKhhoElVsE2Q/UA4Wr8cwb1v5NBslR7TjEPpyWlX54cPsNFWyijHuW5rcgoIDzCCDsQfjBOnxuqXnmEnYjnEW2D6ySTDKitWyo4KeYkzQBK+nGwTUAf+93aATa4Wcos8up+UFkxHJqgdpI2QcL5jtRTysUFOWRR05GAtK7D/jcOjPbseErf0TJ+HEZX8usCwgTS+VVXbLJ9laclgU8rqA+6xmRwesoLQGamaXyKvAvbsVG/IW3YfqD/vDr+L/jN/DxPueAqrDVAAAAAElFTkSuQmCC) 15 15, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur65064 2.4s linear infinite forwards;
}
