@keyframes rwdcur111044 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 12 15, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 12 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 12 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 12 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 12 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 12 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 12 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 12 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1UlEQVRYhe2Wv0oEMRDGv9UrLE8k5fVXH1hYDuy2BwcyjyBY5zn2BXyEbQRbhSsthHsByyvDcQE9bJSxWJOL3u5tVm8R/3wQNiRh5pfJZLLAv/66kg5tS4yvrgDEpu8H+jfV/vY6AnBOk/7N9k12BvC240b1ugIAAJtu5MGGvj0Jf7wkaFVzjYpNwipHwsywGWCzWod1cK0lNoVorTcgiEiYWWy2CejmdgEhRCQ2Lb9VjgIA32xWuf7zEFprsSnCXTnDwsyyGMM3B9AUgTaFKMnzHJMXwsWyABFBaw1n3BiD8wPG6QN9bnsN+ph8Prxa6zA3hJl92GOOICYCwszvIAaDAc4OGZe9Kebzebg2KYoC0+nUDyilthqPOgIX8jeIJM9zDIdDTJ7L45jNZuFxtKp40TmglAohsFqtMBqN6iLh1sIY04anVmKzdVYH5ypaa38Nw3EikruT5lvQCgJAlVGffIvxes4B7LIOwAEQUW1BcjXArXX9nQJ8iEJsq1RMxjbSMzOMMVBKoSgKAMBiDOw/lfP963pfsVdGmBkXy6J2wf3jun98WwIcXZUv5TaA6F8yYwwmICil/NVyRcYYAzUo+y4CgH+mt6pN0fhqIv3OX7Kfr1dUBiSQg+GxAAAAAABJRU5ErkJggg==) 12 15, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 12 15, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 12 15, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 15, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 12 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 12 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
}
div.testarea{
animation:rwdcur111044 3s linear infinite forwards;
}