@keyframes rwdcur227180 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 31 31, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVR4nO2bTUgUYRjHf9vHQUMqSDz0BRWCHgRPsYHZaaNDEOYpqIO01CWD6AuTuoQV9Okhis0IIukgEXVyoYNJdIgyPCgsYWV5WPo8SRCxHdbH9R1nVXCe2ZV5fpflnXn2eYf5/+ed552ZN0aJqN1Sl5vZzoyNxkpxHMtK0Wk5EfpZF+Uf3HuWb2+rBmDHrjgQvhPMAWF15FV+evuUA4SwnWAO0O6gmPLT+z0OEMJygjlAK/F8yl/vvuq073Rf8Y3TdkLkHbBCK3FDw05g9jV+tP0MAH1P73oVzQGcaD/pmyczNqpxmOYA9btA674jTs3vo/yi4hdL5B1gRJ3QZ4NrGtuca3z/j9fO/p5xmw2GilodIIjidXtOARDfu9rZf+39K6fdnErlAAa+fwH0HRF5B6idXVG+7fbFOeO8DvBy+NJ5QM8J5oCgExZTfuLrpG/8rd6bvttrEs1OW8sJkXdA4HcBGe0FUf5y/VoAqqqWu3/Y7j9GZI93AgUnNK/bCEDPeLCzQnNAUIniHaM5KNznRfnHrVsBaGlqACDVOzhnnuSBJgCeDA4DkG05BsDBZDIfkMo/Nzj0Lh3IWGAOCKuj6ppKp73q+WkA/n2cAOBP+yPfOG3MAdodfBr5CUDXjX5n+5s+dxZYP/UrcfK/Ct3DMwcEVlXNVwFKHbBQKjovAPoVYeQdEPgYIIqv31Dp/J4d+eUbv9C5QDY9ENQhOpgDgkr0e+h+DKC/K1+p7e7oAGB86C8w+0mQd3boVfxhKgVAYnMtAOfevgBsNhg4oVWCgigvzkh/zgCQSOf3e52gTeQdoP5M0DsWCJsaVwKFu4A4QdC+9gVzgHYH3jdB4gjBWweI4oK9F1DG3g2G2ZlhGEa5YV+JaSZfCqjNBkVJn2+AczBbWYn3filaLD4ozAFaiYeHXwKQ+fDN2T5DYedaL/a1uOTRIvIOsBUjmsmXArZqLIxOyhlbORpmZ+VISVZsg60eLxv+A8WwFsvop+pVAAAAAElFTkSuQmCC) 31 31, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 31 31, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur227180 2.1s linear infinite forwards;
}
