@keyframes rwdcur71942 {
0%,11.060714285714%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11.160714285714%,33.382142857143% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.482142857143%,55.703571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55.803571428571%,78.025% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78.125%,79.364285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
79.464285714286%,80.703571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80.803571428571%,82.042857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82.142857142857%,83.382142857143% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.482142857143%,84.721428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYheWXbWhbVRzGf+fem3vTJG3ajqYrtlCcLb5AVrUqqwxFZqvug8xpqIr74hyjTNhgKC0Fv0hR2Yc5tBat27DOlg6hIpsUHCqClcJWiEhHV2Rat7a2NH3JW5PeXD9obnNNbtrUfRB84A/n5f9/nuecHM65gf87RKEFI4kBw25ul9paMN+mCi5Ge2xF7fCU6/CmuDdM2op4IUZsJ/uXu/6VcCaeL+mw1ck58dFih634K6VdtmRbqcsaPDl3NCfJ0YqTltwD+84aK+Or1O/xcfPa7wD0Db8qCuHIaeDNPw7arqJ+ppvBJz5HnV9PMfTF9bYRBmAg9ZrIxdPp681voGOm1Vb86r6dOMca1gdSIbNZc6iI3z6YtphoPLWDhWfPZ/F0bR+waJqdw1MttuK/nKqgorvN7D890sjQg5dMI58lXhCDwYTh/sng0wMfW3YiF29PzbCpK6Ub8VjcEj01wyLdrv6kHSG5SbqXcIy1c9H5+DqbVAZAwK+KvS9qol9vE0J4EMJDq/SO8VjoyyzuTJgGomrMEgBn678Ty53NaF4F1aXA6Bvm/MzeCybJeydGLau8/93Kv7ZXeGy5LQZaJuqMpUSIdAzWjppbVD/XiqvYweIjQ2TmiIevIGQvQvYydf2GhfT4kf0iXicD0B84Y6lbSoRomagzLAbsMBhMGC63hqPEYPqZ05Y5/dEbCMkNwPQ3rqza+j0+hFyK85rOy/GfbTUkgPlkyBJpBPyqcHhkXG6NY3ePW3JWtAiSLCEkN/G5VBZxTe1tAAi5lHwaEkBST1gicwfcZTIenwLA5XvmRWaeoklIsoSWqsQfLLGcA19zg3lA82nk/QkAispVirYpJL+fBSDoXzbPR3G1hNun4pA1YrMpi4nLH/59SDNM5IIEEA3rlkgj4FeF05tCURVCsWlzPOhfFtGwzsTtZ9CcCppXIRUsIRrWueMHtwEwN+pAyF7uOxEl4FeFncaGOyC5I5RVKbiiOxgMJswVTjZFxFztjzi3gavYgXazyqy589BDRmK8xuynTdnuwGRTRESWdNJR9ZXTLHDsrkQpkikp1wgPrViKj9Wew+XW0Epltl/fZdY3fXEaSZaQipwcP7Lfwh1Z0plsimTfhHYI+FWReECmqMxBSblG31tLRvriceyuxONTKK5QqU41clfvQQKdY2heBUWT+LqvaSP69bcgc9VpTD8ZN+fTd30ynmItprO8sEo4tgCLXtZWU6xGDZJhnWhklW997fx67yXYGckpmslreZlKz2ebWHwubsk59/6UAaAZZcTCOvEVg7XEGslwipGVQWZjV7nS2mu74n/yWTqePjXnYQm/lMh6x9NGAEKxaXzNDQT8qrDjsOPJGijEhB0K4chJqnRreT9I19pWs+q2UmNrYDOEhcBOPK+BW2Ekn/CmDQBIb3sKNpF6PXxr/hkVYmazov8p/AkESDbUj9ANjwAAAABJRU5ErkJggg==) 14 15, auto;}
84.821428571429%,86.060714285714% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86.160714285714%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,88.739285714286% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88.839285714286%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur71942 3.7333333333333s linear infinite forwards;
}
