@keyframes rwdcur89732 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 21 20, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTUlEQVRoge2XXWwUVRiG3++cs2dnt8tSy1KSQmvRpmhtSoNEEX8Sf8IFlhaIUEkIRopRw5WQbkVshBREuTNGiCi3pIuVAJELDYgxRk1BBQQ1CKRC01YstGzb7f7MOZ8XCAqJwbQzeLPP3czOvO88O2fmnAHy3Jpddc3T/MoWfgVfI1Efr5ZK/pBoaIn5ke+7AJGotda+AmC5H/m+C1jmMgBpy+xLl+8CDC4FczeAE7sWxAu9zvdVIFEfjxLwI5EIg/C1ELTQ6w6/78AwEZ0kovcARNiHYeSrQOP+rZaZhy3bR4lRJ4S42+sO358BEBYt27+1H0DYWnvW63j/H2LGEQAA0TGADu57plV7me//PCBEJwAQuFMQVzV0tGW9zPd/CLGtA4DGfVuzDFJex/s/hCwP/r1Fnv77wG1ZSlB3e328CAAIPNy+IO7pmsj/IQScBDAXAAhCQ9ChRH3cs97bICBcApUBALP9nhhricRdnqV7FfRvPLv/rbQQwrm6xcMF1aISNSObP9iwqsSLfF8Ednw2/4Z3PQN9AMBEWhmxpUBWLI2MlH+6o/HFcfd7LnDwyLZo9GTld7tfiNdd28fMsUR9XBOhVrpQaS7CkK6sDtrguBd3ngrs2NOgL39z/l0+EtyIlEwkVrQsvfoLHwWh0hLPDoWwtyDKGC6ahKByVo+301MBOegIc9wtEwIt1trVyMrt7SubV4LQw0xPwVCfC8q6vd0YSisEHeex3c3N4/pG8FSgaWUibXTuaRg6J6xYD8dskYHQ9sIHKw5HZ0xtnVAaW3JpwGpdOnCi2hmEUlDyCmaNp5O8uvh/smvVWqFG9Dt6cnRF7ZrnnHC0QLOxSF7oQy6V2dt7LPG8eyH0Kw+ZWCqTblm88+2tY+26QeDAso0ik8nWaBWI5oyJWLZhY80ZAhUbtkkhhCuIzjPQv2TPm/ZW4ce++ubnkqqqe643MTDSP2iv9F2ckfzikzdy/bQ8k3N3z9++qXGsAtcXVx2L19eNpjNlksTJjJtzpBCWQIUAiphZEFGMmX9iYLaxJpZY+KoFOCaFTIPhCkFdAPqMsae1UtmGjjZEJhSdB/M9IIAtAwyEiqICYTEvdVR08YCLHFAx1ou/QcCyfUiQqDGwYWu501hTLIUMCyHKAyS/bPi47cxfh567OaRj8fowGNrA1jL4kYzr3vnRwnWx/lNnowUlkwEwiK7e7NRIBqPpoUZF+JoCAEsRHY/ADUOoY9H6SEDKOTnrRpSQxcw8aNh2MWOelrI7a00yEnD6U27WDSnd5Vpzuf6jjenr5z/zWgkz5ijILMBRN0AvT5k3s2LKrKriiVOniNHRLJIDKYzkulHQfSprOi/qnOBut1yVPryqdfwCN7Nn8esRIqrKGjepBGUNA44KJDO5bKEUssJls5lATYFyPKCFXKsIhRMisn2ErUpesL9nLmU/FIyemraV1c6kUI0x6WnZ9MWXU7/3qvCp3mn2jyGYnLttZtuGMc8HY3oLtde3KCIKk6ASMBfK+9OtETt9fo6jcMIGuUs90NNTHRSe2PTEinXJa+ed/eVAtekbPRywKpY+23ua+gcqWcrH7423fHFbBW5m56amygmp+w4MqPKKTNEdGE4J1Dr9UL3He6KTnU6L3GUnpIpkMFgXTElFBQ5GCjLf02+XvjUKm2c3t/X8rwIA8P7yVY6TCdeHdLhJ68BcFaCI1hIEi6BmaAU4WkIFJZSWGAwMPzlnzebPx9vry0TW0dyikTRlWqo5WganiYAtDWqU6xAQJHlGFMtDtS+17vejO0+ePHny5MmTJ0+ePP+ZPwHtsRxs6r7YmAAAAABJRU5ErkJggg==) 21 20, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 21 20, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 21 20, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 21 20, auto;}
}
div.testarea{
animation:rwdcur89732 0.5s linear infinite forwards;
}
