@keyframes rwdcur153507 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhe2WTUhUURTHfzM+HZ3GmcZUUksQI8aFIoESthOCFiW0sAQhwk3gKgIj6EOConUbl0YF1cICJSgqpRAUJRc5Rgb5hVqQU2I507x5zzktaqYZZ0zf8yti/vAW795zz/1xzv/ddyGllP5D3Wxrq2xtbdVqamo0W1G+ABr57obYGKvRpIt6nawXbHZycqCw4opy6ESvkuf+BK5Fhc/zt8l1Nqy+OgYkArOo14mqeyV2zIxKyzxSfXhJ6uvr1aqqKg3XvOAcFcBYzgiIqnsFWDectTCv2bFnt3g8HrVoX4nQPCk0vjIOFoGLgG0EnFK4qzm/pFg4+0U41SeA+vtZB1ixtiLcWkGz9xbIjnevheaJCJQWO2/Y/ABkAA4fNqWcdK5HgYxUzwIEdQvUvQV3dgaQvn4wFbC7wN4fBwfgULosawITaaGyOsyRo2GgxRQHLGtlviaW/ZrgmBCynpjynNVqFd4MCU8fJzW9uYrpICGwpBeAJReyOhPaulqKcDgM3xYg4DeFEFVcxVyaUKRJ4zlNcEwJ9pdC5iNjlct1NfHL8Bo5rqbl08pagBIGzwBBUKohL2cnc2Nu8Icg1IFNKUfVvWhcjFub4D3fQjvQDsDXhYQtVm2lQ+myJCSVMCjwfAoqStMhLQOULFAy4dh9bI4Dpj4IQ2BJJQJpwseZebpfjEHAB9p3CPkhtAgHbxj23HKt2sqkOj0KQRXGx2FmBoJBCARgdgY+vIfeQYC4tm4N2FIYfD4YHoa5OXA6QQ3BrbvLI3uAWjNbmAML/oCREeh5Bv1DAS5fsuN2A6Dq3tjIWjPVMg82PQ2dD6FvKKDqXrtNKYeOB3DtatL2bZ35BwahdzCg6l77n92zocwTfY0Y3wyUIUUPWGdWN+CPPUijB++9O8LJ4xtyLTIFF9k0DhiEC+cT7muRmE0HTHb/WukSuakgf4NKBrdRUBtmzL/+F7dLW2Zyo/onoVJKKaWUtlk/AXFNA0D6olCNAAAAAElFTkSuQmCC) 12 7, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 12 7, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 12 7, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/0lEQVRYhe2WPUwTYRjHf73eES2lWEECiB8EhxISQxzUaFyYHIwSHPyKRsLG5EJC/FoMMrsw6UDigCYSjMYoVRISoyAySGj8CGCRMhQQIsLR9tp7XWxTypH2riAO/SdN7npvnud3/+e593khp5w2V7ZsA6h6vYhfO6SejOLd6+ionQ8Gh7xeL8OTY3J4eiZKifsyMwtd8TVyNiBmgeKa9vsHq460y8fdt/lxHwJLKzIzzk6KXTC32AUmHUuFMgsUV1W1RxRV+Ni343zE7/dLQ996ZUQQFj2mmVD1eqHpPgEITfcJVa8XRu5lIql8V7OzolR4PJ7w7gOVgma/4FK/AMzHSwbbCDi5vKi5pHKv4NpPwZV3Agj//WUBtj+WNVzBnjKR//mjoPl7HEpLfi6ZJgTIA1zzKFINCm0J8OSXSBfCBoSiNjjtA3dBHqBkDxYGHIXgHLQMZxOihdrDOidP6UCLJY54okQpS2PC7okJXJOC/FeGZU0HJkmS4NOw4OVzw6ZP65hhgijEImBXysBWDPnP1nVuPem6Dou/QF02Bk8XwDBRDNDgYqMdpBKwFYKjZxVcWhUXNnGiLkrDuSg7C5tSH2e0mcXBFNpQpBpojUEIGo/BizGV4LgfloMQWYTuBjTdh8YNwPomnJFja4ILHWTwTsLBKgXseSBvB3kbnHmE4jxkqqyWwdZICLALAoEFvK/HQZ0D7TdEliGyBEfbTfdcqkwPcQCufoFQGCYmIBCAUAhUFaYDMPYV+gcAUKSaVWXdfLCYDnNzMDICs7PgckE4Ag86U1f2AXVWUlgDC63A6Cj09cL7YZVbNx243QBoui95ZZ0Vt6yDTU3B0yfwdkjVdJ9DkWqg+zHcvWNYPitfprXmH/wA/QOqpvscif+cBVDtSdwm72fZnELSKjGS3M43SLbl5BGUGFVdDwUXzq4aUf8ULjnpKrDrrWvOa5sCYgSW+uZrXNsgKNNnfqNGTh5ZQNaNb0rpemQ9NzcVKhMZQWw52JYD5JRTTjn9h/oDHcv6taNZY8oAAAAASUVORK5CYII=) 12 7, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 12 7, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 12 7, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 12 7, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 12 7, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 12 7, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 12 7, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkUlEQVRYhe2XT2gcdRTHP7/Zma3ZbmO2Yq20NYqX1lQPHjzkWDxrFy+KKN68imgQG8nB1LNXDx4UBRWaRATBioGKaGsQoWT8h5ZIIiU0SrMxMzszO7/nIf1NZ2d3trvTpILmC8MyM29+7zPvvd+bt7Cr/4jUv+XYl7qkz4fUbH8snj4p5tgJqKmpqWh8fDzac+iAAFEWdGDAmwX1pS4TExPBW2diefnNWA4fj4Xb/xYgSMP1ncpuQBVrbuBS8KUuxx/4kTsOu4yOPBkuLS1ZC7+ctZFVaBzFlzpDalbZgy5cseaItEvEKTx9UrJw6RfIA1/84Rh3HjlEozrCRiuweXod1lfh/UFprjmMtCuAABJpt6MGe9VkOk2+1CXSrhy47x7hhT+FZ78WICCVTqsAI9wb41hjOJxOHBmgftO7f/RRNj+dgbAB746HgBVpt2zuFwMrA8N/JXAiW8HoB8pERAHNloLHXKjtK0fatVtqss2mL7WlcjQWDsZC9UJuWrsBmSPSrkTaFadcEiCOtCtZmIGLH4AASiMQewdh72c41ljXDZEGNQ3UAOyxH0R/vwCXL1vmeV8QY1sMrAVxCCXnbmK9Bns/6YAzptn0DqlZ5QuitYbGOnibmXv1juj1VFsqa7FwJJZnXoqF4WWh+qVQmbthWrOpLNlKSraSdCrNb27EuvWoRM8DTbAfgbv2j7D6Ww02QwhnctNqIrLlHLFlmma4mCxpyzS+IMam567MLWbRYMPnv8ND9ztQKoM9BPZt8PiHONWHk1aSXcOXutgynZy31GRypD/kPbd3dlGH0zjWGEyEoCxoXgVvFfyrEG1AsAFBA4J1mH8xiZxS190YKNMa8qaKnsWfTkMb5HM/QTOAS5dgZQWaTfA8+GMFfv0Zzp3fepFraSX1emmgXkVebFfGGtbW4OJFuHIFhochCOHtd7KW88CJLFDawMBlrxcDa/qwuAjzZ+Gb7zxem6xQqwFsRei6TkScAkChOpz3Gg6LgS0vw8dn4KsFL9JuxbHGYOYjeOP1tl1pVLHm1KBzXLFv5YVv4dx5L9JuJblW3QfHjianZlfm1ul2yTRGatUvsNRmupEmjfeD94SnnmhrtOk1dmpUT7p/2mkb2KuvdMxr2w6RB5Y3HHYbIm/GV19D3Y2GQF/qIiJJXZmm2vdfskHB+pnfi9jeUm13PRVrFxndsiIfVDsBti0R29WudvV/0D/YqqSiygampgAAAABJRU5ErkJggg==) 12 7, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 12 7, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 12 7, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 12 7, auto;}
}
div.testarea{
animation:rwdcur153507 2.3333333333333s linear infinite forwards;
}
