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3.2258064516129%,6.3516129032258% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.4516129032258%,9.5774193548387% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYhe1WMUvDUBD+0qSSuYiIlgy1lhKwUpBSpHRTnBzc1dIfFvBXiJN0cBIRBB3cDOpQHKQgWNreObzXNK9akzY1AenBwePuvXzf3bu7PGAhC4kiOhg6ODFw60xo/CR0BThmEmPgQ42HxATweEgEgM9KQgsN7si1ARjLgLECPO4IU/EO6LWBfhvgT2FzmwAGIb8fCO6vdql7tOatD8hSfNN0RyoQ3AHcUwCGtMmo1pHztq3CUnyaKc5YjvjGDGFjdOfybnMXagbqlPHWFTIVX/4qamGOgQPgwi14n7LcoBrXKcOFGx9gC1ymFJ/QLh9Sge2nKIX5AzigRh9KQ3bH5BrQp8hYcFBTH/jW88V7Ue0NqnGFTM63RtHmzsGlLviYqnxENtsvauai1YEksXGpprhMKW9d6qq+zevw4JOvYADNbXqthH57ZAeALVS9rdvpquLrPYszlhM8kH6fAz4Swwk3jOYdb962D3QUH3XCgQMzjGLNBNJZYCkLPMhZZLtA71VETpLL/Eaxn8Qf/IzmSiLRN0Gir6JE34XJgPtIJAe+kP8iXyaVSjiUKu4IAAAAAElFTkSuQmCC) 16 16, auto;}
9.6774193548387%,12.803225806452% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.903225806452%,16.029032258065% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.129032258065%,19.254838709677% {cursor:url(data:image/png;base64,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) 16 16, auto;}
19.354838709677%,22.48064516129% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.58064516129%,25.706451612903% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25.806451612903%,28.932258064516% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.032258064516%,32.158064516129% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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35.483870967742%,38.609677419355% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.709677419355%,41.835483870968% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.935483870968%,45.061290322581% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.161290322581%,48.287096774194% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48.387096774194%,51.512903225806% {cursor:url(data:image/png;base64,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) 16 16, auto;}
51.612903225806%,54.738709677419% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.838709677419%,57.964516129032% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.064516129032%,61.190322580645% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.290322580645%,64.416129032258% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64.516129032258%,67.641935483871% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67.741935483871%,70.867741935484% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.967741935484%,74.093548387097% {cursor:url(data:image/png;base64,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) 16 16, auto;}
74.193548387097%,77.31935483871% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.41935483871%,80.545161290323% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80.645161290323%,83.770967741935% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.870967741935%,86.996774193548% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.096774193548%,90.222580645161% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkklEQVRYhe2Wy07CQBSGPxifY9oiCW/hxhcgJLrwEg0PRkAD3hKNYeHKGOITqFsN0McwweOCllJop1NRmhhOctLO7fz/XP4zAxvb2CqmEBRSGHjtDam9FkFCIdXnGbBUB+skoZDKQwQeutdfBwmFuHfL4KE7V39JQiHuTTp46Lqbj0TJFtzpgXwCX1G135x+dWuhfxn8U2BiGT8T/BrR58HMAted5P+wPOufYeUscPcGxvswC2Wa1Vybfwz6bBrjZwQUUunDqBGUJao3jZkv+ofgXprHbKUFqj7B+068emmvLdpGe+D1YVhH7M6EQmovCSdc5fSF8WnJKnkLBFDZXK3NECt5SRSy/Qgfu8BkWqU7y91SZQj4JxG4dwvDBjllqWLpNVFqJhkSbJtzYZZjugomlIZ1cHrEl9BShijQbRgfmceY88CE0vgg0HMU2EqGumWXDa1TsW4TS8OQcQaa2eD5TMXSa/pl1DHv+eokuukkbPP/yiSSruWs0/7rJOYl6t0X9S4crPs9mECiOPCN/Rf7BqHA84mInGk8AAAAAElFTkSuQmCC) 16 16, auto;}
90.322580645161%,93.448387096774% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.548387096774%,96.674193548387% {cursor:url(data:image/png;base64,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) 16 16, auto;}
96.774193548387%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur169842 1.0333333333333s linear infinite forwards;
}
