@keyframes rwdcur29363 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 25 25, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH9ElEQVRoge2ae3DVxRXHPydQCJCECARokqs0tWCmDoKAUAqIQh0Ga8sj8ja8YQRRmdgBtPA7S8pgRIpCW0XlIS0omTSgRYSZ1DIYsRDAF1ZKLaBNGQyvJISYCYTTP26IJNxL7s3DOo7ff5L7291zzie7+7t7zkY8zzO+BYr4fwfQUPoO5Jumpo1lWFWbAFE1HpeoakVj+JOG2uyqmgAMlI2SyEh6E0kS0J7qs57PKd7nrxxgO4dsgx1U1QsN4b/eIKrqk40yj/sZRzPaVD4uAwqB45RUPokiAkgC2l01/BAbyLFU+6OqHqhPHHUGUVWfvCvz+AkTgFhBTlqW5SD8mV9z0D6xElU9U2NMHJAk46Urj9GL7vwC6AiU8C9esB/Zs6r62dcG4orceFaQASQKcsS2mmfDLEdVT4VjR1V94skIHJOBbsAJnmSezbfscJdcWCCq2kp2yzIGMAs4y3oW2iTLDBcggN22kiWppOCAGI6QbZ1tqqqeC9VGyCCq2kpOySrimEIxuYwjzevp7a1z9IF9dBfEA4ZRTpY1s+mhwoT0PVIN4gQ5FmOjGxqi0s97hk0GttKMFCmXF1X1hlDGhgQiu2VZFUS8TVTV/4YToFvj7nTLXP9Q+qrqOcOmcgUmV15U1Ra1jasVxHVy4xnALArZXRcIAOazgJeYHGp3VT1TOTOv048UWS4jahtzXRBV9TGJDOAsKaTVBcJtcT5604eODFZVX6jjKmcmHSghjYzaxl4XRPbIAiCRNSz0+nl5oQZRTQMYShFRlBIhc2V2OENVNY8s0oFE+UDSr9c3KIhLdz76MgE4bFMtM5wAqmxscDfRhTRgF5+TTjydXbYLeVYALMVeAg5xG2Pce657sH7BZ2QDC4AYsvHq8j2hqtFkkMFF9tGBfbQgn2iKuZehYdo5w5O8DEQynPHB+gUEUVUfIxkHnLAR9lZ4COD+4NrKCsmgM5dsrqWRTCyxwKd8RHOSw7Vn8y0TKGASY1S1baA+wWakJ5HE8iphHztcuhMS6Eo2bzKKB1T1C5oQz0UiuEAuMeFigKp+xhF2AIlyn9wcqE/AfER+J+14CGjCFiA1HKfewoAnhRjKKSeTg3Qjnv48Go5NAFbzGstJ5Q5GEiCjCZxY9eQ+oIwM9vPzsF1WkytyPiCPfAq8Od7Futqx5ZYrSDF3cQc517Zfs7RUtQnd6QQU234rravjKo1mANCRonpbKgfK6EdkoMZAeySK5rQDioGgIKrqU9Xm1/OsqvfThyeqwqifioECICnQhg+WszelhAJ9Wr+s2eBed4OYyiPuZZdqE+2Zmu2q6pN+MpBchjvcGmArcJTIBqkPXAJawrWzEty4VP/o1rlkfsgSerKRfF7lbX6rx74CVdUEeUGGONzb5NKp8vFpYCOLOG2/saOqWm+SYAoE4l9urfw/3WrXgV4s4W7eBQrZzoPeNG8Lg3lUVeNkrgzhQUY63CfMqHq5ngRKgH1UkMQ5LgP/aKCYS/HXBGoFKaacfL7Hjap6pzvu3uASsexhJsfY4T3uFalqgsyTwe6Q+xsruBX/X34bZeRzgDw2sct+b2Wqeh4YR1togNloib8qUxwIJGCG6Ca5tXRiCqkUcpYdts3myo1SSg+G0ZvR9KYvCZRTzC4+ZjO57PYSvHqlu7XJ7XUJvMk/OcdW71lvQs32wHvkHY7RCahgh22zJ2Ss3MN05tKaRMp4i1eYyl/Y7c30TgGjSGhMhEr5GAxEsYr8QM3XgLjV7mdsZx0A/ekrE2UN0eSzh2XsJ8eb7X1BPKOY2bhxX6NeDAewRZYXaJlWW1ruDTeWe1lGPInMAKCcX7KeU7SjNUk0IYJmQCtKKWEzR8n2hnt1qkOFI1X1yXn5gIuUWRu7LdD5z/9mynCt3U63nu68QjGJ7ATyuQw0oxOpFNGUUo5SwadEUsr3SWQQy5hBnjvqprvnXEgFgrpKXpOBRNOGTWwPdoj1L63WtKeC0+xhLoWctHw7Ld2kPe/zHCs4bhE2XppICQa0ALtgUXKD3Ew8ScQRSwy3NxaEqsY53E6gwB6ydFWdFhD2ytJy6U5qnlxdqltJEg+znDneeW9VYwV7PbkubgFjWcoh1npZ3pRg/arOWoGO35ZkK4AC0liqqoMaKdagUtVkxjIPOGG3Wt1y9kpDx3iKOUBLQX6lqq0bMtBafHeQAlknSCxPs1RVj12vf611La/U28wRMoEhgqwJtfJXH6lqKymUpdJe+tjHttIes+drGxPSidQ622wpk0giSREEU2utqvXPMAJIVTtIoaySWJliRyzHfmyeqtaakIVa+z1jkTaVL9kKpIjJOlXtUe+or/WTLOdlSxVEZ5sYahE75BxBVc+YWlv5UErpyhhBBpNMmo22teGU/4PYjpNNMm0xi9+RaGljh22l3WJeo1wrXC3XzI3mcVYA8cCHLGadLbIsVf1PmAAJki0DZYSkAbcDJ2ylLbWH7flQltPVqs/V201yWB7hFmbgv709yUds5xn22hrbxVep6ZX+FaoaLT0lhi7czV0MZwIDJVLaAAV2zLbZD2yJqv67LvE0xGVoD9kgD5DKKPwzBP6UtAT4vPJ38O/HdoLEQGUCVs4J+5PtsCmWXtvrtTY15PV0nAyVJFLoyz38lETi8YNFAZfxJ0OXOM3fySTfZlkesKu+13ZX1GAggaSq0XxVKCirfHa+MXw1KsjXqW/N/6J8B/JN0/8AX2xD762RyxoAAAAASUVORK5CYII=) 25 25, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
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92%,95.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
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}
div.testarea{
animation:rwdcur29363 1.25s linear infinite forwards;
}
