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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2klEQVRYhe3Uz2tcVRjG8c+9cydpMuNMMq1JjCENWmlRiKWgEBEr2LULlSIIIllUkNL8BS5dufMPiBv/AEFXgm4UE0FQE4slGrQ1aWJ+NclkMplk5l4X9yau3HTSrPLAhcPlPTzf57zvOUHykUSAfdZrLO9QbbiDbWzgV/yOuWwtrbaXrZtjk2IPqUgRHWhQaiHhsQ6XDmI29zhoWcFuBnMuM24ixn475hDKoQs95J/gbD/DvQwWGOgG11BKKxQRZsiVDKIthXaleZrolWYs0pXnIK0p4QwuYjDbF2dfR/sANaxL3TrRh36cZaRMpUsRL+EpXMiMD1sQTY23CbBVR5IBBBlErzT34zzdSyFvVHrkO9I2yCDSEO0AVBuZeYwtVKVjtocWuYjzPWBU2orNrPrwFrQ3hEGQrfal+Q5S46OWFDmTR3oN/0j/2DncNTbZjj1hK6HZ4GgYd6WZCmigzsIWWJYOXZTtbfrvFB5a0dIOwyXiJmFNmr4T+dS8WmW7QZx4JQzMSK9j39ikb9o1h3B6obDzw+KQjT3WN1lZkj45y8wvcnutrNG6KE6UthsuYEU6/W0N3xHAQUscdTxv/gGrNZa2mV/lx79Z37siCJ6Ui4YVC+9G731eGMDPmG73BTxUFCfE8ZYAI73Mb7C7TxK+bPruT3Pnumvd97bubn8xZ225njc26f5xGB8qHCrVOnK5PvnOt80s86BO7aBCsm+tbnehWv741ZHac98v1K4m8eZrx2kOYRQShgVRVPHXpuZ+y1e3VzfWovyIN0evX/5yrvk+ho7b+Ahgo64ZBDmjn3y2u1gtv9Od9+HsP+U7uVyPXK6k2BHd/+5e+a1HBeD1ZwrfXj1fqIX5vhenxpkaV7n5QuVaWeG3mVs3k9mJiSQIyr88MoD/0/Vny1/P3PogmZ2YSN64VJg9cYBcfmDwxpXCn0FY+TTM918+cYBTnepUpzrVqU5K/wI2Ff+VngpGowAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzUlEQVRYhe2Uy2sTURyFv7mZSWJmmmjUNobURSlV4sYHqLFaqIi6EKGiSxECLly4cyvu9L+ICF2VCiq4caWiBGztooiP4qs1bW1t0maSyavJjIs7qe477SoHBuZehnu+e36HUZwMDgGgCawDBSj8gZk8ZeAF0AAmgBmgDEymMpTxSAITqAEBYBcQhWgY+qIYwGXgNBAC/IAKxL0ylwBloPrf8UEJ021AIrJheAY4Agj3C+8A8kVksOv8S2KnhOk2YNcOhALngXOA4aJ6BxDyuUcKZNA73HUA/Dr0dkFMh4DKSSAMrGXT3kEIRQAOYAI+911zQQwIBUEIqDdZQGYTwsMxCFUAtmtuITtfQ6bgArUcQA4qCCSBgWyamCcA+Sry9iDLmAcqQB0owYolQ4kZDAAjQAyZQn82jbFpABuorAPtMrYL2QAsKDdgnwG2TKEGTCMzAw9Gof5chRMJ5O3r7tOEZQuWSlBtHeXzypSp+Xita9wEupFlNIHCpgEEIEJABCjCShECPpg1T+PYJVQ1Qc/OA+E7z5+Frx1Szx+OFceAZipDc7PmAMrX2zj7I6DpsFaAXyWoto6haX0I0YVQAiiKikOL0clHUyMHreFUZqM1m5Zq25AzYWmhh/2RJaJBmLcEjmMzNZeZW63qld9lKrYD39eoeGkOoH5bpbnbGFL9gT3MlxeZyGUbg31Jv6JomHW9tjvEk1O91vNUhjdeGrclXs3qZVWNI4TBw6npWr0Vuf7g5fiMIoIMD1wfePqFK8DkVpgDiJxJU1F83Bh/XMlXQxdSieKzsU/+r45dp9Uqogk1NzoduZpNE94SgqtJ/S2ELaF1H2/v3RuKXrp/Vl/MpuPO+1sjzt0h/Uc2zdBW+Ivxj9YgmLq9vvyuvXmxv/DaajCn+Y8ghM6HZUzkD2j75NNi8eRe/Ysiog+F1nN4W8076qijjjrqaDv1FwnG8G2QixPqAAAAAElFTkSuQmCC) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur174356 2.6666666666667s linear infinite forwards;
}
