@keyframes rwdcur45485 {
0%,5.1631578947368%,100% {cursor:url(data:image/png;base64,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) 10 6, auto;}
5.2631578947368%,10.426315789474% {cursor:url(data:image/png;base64,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) 10 6, auto;}
10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 10 6, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 10 6, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 10 6, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 10 6, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 10 6, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 10 6, auto;}
42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiklEQVRYhe2XsUoDQRCGvxGREFIESeETBBErCwlWNgbBCOIVtnkFn8HSypewiwjRJjaCIJJaQ0xlYaEQQgghBBHGYjeSmED27pakMAPH7e4NNx///sfOwSL+e8j0FE0ASXt9AV2Qni+AZYecNLABrAN9oAH6DNL2BTEldAv0TFUVyq+gF6A7oGkfb3dRIINRANVCVqSyCvlPC1eLq8SSQ87AA4iAaj4DpUNg14DFU8JFAYDuYCBCRzXIiZSAwK5GV8IVoG/vVeBDhJZqUPQB4bIFv6HKNvCgStHMg1zc7XBVYBjifHQebztCA0yGig7hBSAOhDeAqBBeAaJAeAcICxHqMwwLAZVT4ATYBE3OFMBA5DNwsw9kgdTMAQxEIYs5T1YmPY/tAZHbBhy8AW1Mw4ItmAJ6QA2o27FfAJHrKhw9AS9AC/j+k9Kz6+9xARLjxa8e4bgM3AP1qKehqwdGDOSruCtAnyH5RO6avoq7AjQxRrKG27v0VRzc2vI1xrpivHXFc/8vWMTc4we826RgYJ/zdAAAAABJRU5ErkJggg==) 10 6, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 10 6, auto;}
52.631578947368%,57.794736842105% {cursor:url(data:image/png;base64,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) 10 6, auto;}
57.894736842105%,63.057894736842% {cursor:url(data:image/png;base64,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) 10 6, auto;}
63.157894736842%,68.321052631579% {cursor:url(data:image/png;base64,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) 10 6, auto;}
68.421052631579%,73.584210526316% {cursor:url(data:image/png;base64,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) 10 6, auto;}
73.684210526316%,78.847368421053% {cursor:url(data:image/png;base64,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) 10 6, auto;}
78.947368421053%,84.110526315789% {cursor:url(data:image/png;base64,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) 10 6, auto;}
84.210526315789%,89.373684210526% {cursor:url(data:image/png;base64,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) 10 6, auto;}
89.473684210526%,94.636842105263% {cursor:url(data:image/png;base64,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) 10 6, auto;}
94.736842105263%,99.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
}
div.testarea{
animation:rwdcur45485 0.31666666666667s linear infinite forwards;
}
