@keyframes rwdcur114993 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhe2Wa0xTdxjGf+f0Qim1rNyiAaSWgOIgzgq4OKdzycKHrcmYbs4Pi2iWLSbLTEx0y5qpk+ASZ6YME5MtZjEyq/vmMNlNN8c2+YCLERzYlFIYg1KwpXLr/Zx9ANxgXhgtJkt4Pv3P/5z3fZ7z3vLCJGw2m2yz2WQeMcSpw8DAAJIkUX/2vFxbW/vIhAj/fLBarXJZWRk5OTm43W4ALBaLcE/L+RAAUFNTI5tMJgoKCnA4HOh0unkVIs68sFqtQmdnJ3a7HZ1Oh9GUh7b9NHZ7u9zQ0JDw1Nz3rz6sPiyvfWY9+iQRHF8zbrIgCALOW+0AVFVVJSQiD3Ty0cefyMUlK1Bf/5Tc0hfoUZkIhyNIsShSKAzEn5qHGu8/+IFsLlmOwXOFJSueZDC5gIgUIylJjUGvR9nbzLC3C/OWA3MS8q8amIlDBw8I7W1t+LMr6Ll2kcyAg6UZOvQpWkQB+n1BQr9dpuXUjjnVx6xVH3pvn2xev4HFQ01oRT8Z5m0IBiNJmmR67S30fFOHpEgir2gTRZVvzNrvQyMwhf2HjwjXG3/EpV2DoriK1gvHGbp5CQUSxuIygtmb8I3rUY85OLXbOOto/Oe8Ve95WzauKWXDWjPOqxfIycnGOwyh3k6Kyhfz/XfVGNwGnj/RNivfcyqc99/aJacXLmfrSxaunK5FGQpiLkylqbue7u5CsvNgXXEFvzt9VO45+kCOObfQu9tflktW5pOmimF+ehkX648QEIxsfmU77v4xvO4bqLVKRkIykTsCle+cvCdXXD3srN8rAzR116OQVlJa8Sp/tv5K7jI/ztYg3v4oI4Ex9GkK1JonyMhUsXHHsWmccU+zqYKzvLmbGw2N6NN8XLuqQlJoEQUFMRnGA+OY8oPcCRXxePkS1m3+e2Yo4xUgi+k89ezrdP3sonDpGD/8kkyy/jF21p67+03drm0MejyotC6ESPo0+1m34f0QGgrQ136ZYMADqVokFlF1fJJ8dKIbXzx5lmBYj1IeJRybbh+3AM+QjE+lpKvDz+2OQRBExKkA6yYOuQggKNEoJbz+6QriFqBLy0ZODuHyh2lu7gMhgKpj4p00NY5GZaKhELFolP6BYGIF7Pv8khBoE1GkLML5R4RI6DZ1x7ZOOJ+MxInXRGLREcLeEQKDw9PsE7blHN25V+51fYs+ZQhtaj6IOlQqkWAwghQLohE9DLsjuHPL+ezMF3d5E7pmWbc8J9+62UJWlpKsdAOCOp0UjcTYSB+ujiiSYRVnfvoqsXNgJjauWi1LPg+p6igqDUSiAkFRT0bmas41fjmvC+4CFrCA/yf+AswYb8HkRdMXAAAAAElFTkSuQmCC) 3 1, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur114993 0.5s linear infinite forwards;
}
