@keyframes rwdcur156367 {
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22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALTElEQVRogdWYW29bV3bHf/t2zuFFlGVZli1bsqILKcsTOTbqBJ0imQlmMLlM64cgM0BbBPPaD9Cnfot+iD4bTR8Kp5NpUeShSBO3nRkrlihKtCQTupAixfvhufWBEm1ZVzsXtwsgSJ5z9trrv85a67/2Eh999NHfKaW+cl33d59++qnP/zNRt27d+ptEIvG3Wutr6XQ6f+3atdLS0lL0qg07q6jbt2+PGGN+ZYy5Y4x5T2vtpNPplYmJiVo2m33V9p0qKp1Ojxlj7iqltFLqvGVZ7yqlfqKUaqbT6cePHj1yX7WRJ4mamJhIJhKJv5BSpgCEEFJrfcWyrPeUUjenp6efDA8PF/L5fPiqjT1KVCaT2U0kEnellKNhGNJut9FaI6W0jDEztm3fjcfjU5lMJjs2Nrbzfy0/1NzcnA/ctSwrEwQB8/PztNttYrEYSimklHFjzJwx5n1jTGJqamrp8uXL9Xw+/6ptB0CNj48LY8yPHMd5O4oiSqUSuVyOcrmMUmofiFRKDVqW9Y4x5l1jTHNqaiq3sLDgvXIA2Ww2un37tqO1/mshBO12m83NTVqtFsVikUajgTEG27aRUqr9/DDG3JmZmXkyPj6+mc1mXxl/KICZmZl+pdRfaa2tIAgoFApEUUQYhtRqNba3t/E8D9u2McaglLKMMWmt9Qda65F0Op2fnJzcWVxc/MHzQwGMj4878Xj8l1rroSAI2NjYwPefOjUIAsrlMtvb20RRRCwWQ2uNUippWdZbWus/V0rpTCaTv3LlSm15efmHBTA9Pd1KpVJ/JqW8IYRgc3OTdrt96GHP89jZ2aFSqTybHyilzlmW9VOl1DvGmMbU1NTqwsLCD8IfCuDWrVt+EARvW5Z1RyklisUi9Xr9yAVRFNFqtdje3qZer2NZ1rP5cdWyrPe11rcymUzh6tWra7lc7nsNKwXw8OFDMpnMeCwW+0AIIev1Ojs7OycujKKIer3O9vY2rVYLx3GwLGufPzLGmF/atj2eTqdXR0ZGiisrK98LELX/4+bNm6Ft278RQhjP89jY2CCKTt8zCAKq1SqlUokgCJ7Nj4Qx5pYx5he2bdvT09OLY2NjzVwu9/0AmJ2dVVLK32itk1EUUSgUCILgzIo6nQ6lUolSqYRSCsdx0Frv88dPtdY/01rXJyYm8ouLi53vHMBrr72mHcd5zxgzFoYhxWLxyEQ+TVzXpVgsUqvVevyhlNrnj18YY16fmZnZnpycLCwsLJzdQ2cA4PX3988qpf5UCEG5XKZWq72U0jAMe/nhui6O42CMQUppG2NmtdYfKqUuZTKZlStXrpSXl5dfOj96AHK5XHj9+vVZY8zPlVKyWq2emsinSRAEVCoVtra2CMPw+fx4U2v9oW3bzvT0dG58fLy+tLT08gAApqenL8Xj8btCCGu/VJ4lkQGEAKMl/f0WFy9YXLxgGBwwJBOGMArZ2ipRLB7ID6GUOm+M+YnW+m2lVH1iYmJlcXHxhforfeCP1r8HKkAymUwipSQMTz4GSCkYHDCMjthcviCJ2QKtBVJ274ch+H5Ey43YKAasP3lEoVBgfHyc8+fPo7W2HMf5sWVZc7Zt//bjjz/++3K5/MXnn39+pv7qwBuYm5sLgL/UWg9LKSkUCnje8Q7pS2p+lE7wetrm6kVJ3BEYDUqCFN2PkmA0xB3B0IDk0pBGiA5LyxvUai1s236WP9LGmA9isdjY9evXs6Ojo5XTzh8HAFy7dk0ZY96xbXsWoFQq0Wg0jlw4eN7irZtxxi5LHKsbQmEEng+1lmC3Lqi3BH7QBSL2QFkGBvslA/2StcIu+cddvtlrFIVSKmmM+ZO9RtFMTk5mx8bGmsf1VwcAjI2NBf39/ReNMR8C1Go1yuXyoUWXLtq8NRdn6JxAim6YVOoRy+sB//VNm0e5FstrLvl1l5U1lydbAR1PYLTENiAlJGKCoQHNzq7H49UtSqUSUkocx0EpJfb4412t9c8sy6pOTEzkFhcXD4XVAQArKyvRjRs3Lmqtf62Uku12m62trQMLUn2aN+fiDJ4TCLoeX3kS8vXDJvm1Ns1mgO9HBEH34/sRzVbAxnaHzZKP1Iq+hERLsG1Bf59ms+RTrbWO5Q+l1J0gCO7Nz88f8qZ8/kKtVtuKoqgC7FeL3j2tBTemYz3jOx78ccnjy/+pU9n1OalgRRFUqj7/+fsGf8h6dHwQwGC/4EY6jjGSIAjY3Nzk66+/Zn5+nnK5TBiGeJ63HARB8Si9hwB4nrcopdwAiMfjGGN694aHbEYvqV7YZNcCHuVaBMHZBxaBH7KQa5F9HBCE3dwZHZZcGrKePhMErK2t8eDBA5aWljq1Wu0farXake2xfv5CPB6vuK67FYvFcBwHx3FoNpsoJbk2YmHv7VOqwjfZJp734tMW3w/5JtdkaCDJxfMC24JrI4bCZqfnjP22PZvNrsdisX9bWlo6cqNDb+DevXu4rrsYRVEohCCZTAKQiEuGByUC8APIr3dotl6+lWm1ApbXO/hBN5QuDmoS8UPmhFEU/Xuz2Vw/Ts+hFQDGmH8FOkII+vr6ADiXMsTsvc3diMLWtxtIRBFsbPs0293EidsR51Lm+cc6wD/ufZ8dQBRFy0EQ9ABIKelPdWMfoNaERuPbDyIaTZ96swtACEilDkX0EvBVoVA4VseRAGq1WiUMwy0Ay7JwHIeYHSH2ANSbXdL6thJFXdLbl7hNbw8gBL4EjreeYwB0Op0NKeUSdAHEYrGe9wFeoOicKj1de63HM9IE7hUKhRN3OxLA/fv3651OZz2KotCyLBKJBB1PsO9056CnXloEENuvnhG4Ps9yySLw1Wk6jgQA0Gq1coAvhCAej1NvRT3l/QnQ6tsj0EaQSnSVRkC90bM+BL4AjiSvZ+VYAEKIL4D2fiktVzz8vaoZdwRDg9ZxS88sFwYMiVjXhCCAcqVXbOrAPxUKhVMrxbEAjDHLvu83ARKJBI1myE61e882XeJR8uXfglKC0RELe69y7lSh3ujxyhLwH2fRcyyAer3e9n2/AHTnoTpGYdPr0f+VYcXlS/ZLA7g8bDM6rBCim8iFLQ+3E0A3fD6jm8QvD8B13bpS6gGA1ppUKkV+3WWn2o1Tx4I3ZmyGLrxYKAnRPUu8MeP0iLFcjVhZc/dzrAj8y2nV51QAn332Wcf3/VwURaFSimQySbMV8Cjn0t4L1YGU4M7rMUYuOcgzhJMQXc+/ORdjINW95nrwaNml0eyF+yPgwVmMhyOauWelXq+v2rbdVkrFY7EYUkoeP3FJ9WlmJzRGw4V+wY/fcFhe1+TXXXZrwaHuVCpJf1IxPmozcVWTcLrXPR8W8z75dffZ8nkfqH4nADzPeyCEqADxeDyOUopOJ2A+2wTiXJ/QWBriDsxOasavaHarAeV6RGOPYRMxGOiDVFKRiD0lq44HC3mfh4tNwqe0XgR+d9bwORVAIpFY9X2/YlnWyP7ZoNPp4Hkhf1xo0Go5zEzanEt2DUvGIBlTXB562mpIQW9CsS+7Dfgm57K86uL7B2x9QDeEziwnAnBd19dar1qWNauU6pbTvUN+EERk8y02Sx4TYw5XhzWpxN5EQh5OriAU1BoR65sBudU21Zr3/AnOB/6Z7ljnuwHQbrf9vr6+L4H3pZSkUqkDZ+Qogt2qz38/bLC8qrl4XtHfb5GMS2zTtc71oNGMqOx22NoJqNb844ZlVbrh8yL2nwzg/v374SeffPKHMAxDpZRMJpMIIQ4ZEEURu1WP3aoHtA/2SRGcsXH9Asi/kPWcAgCgVqsVtdYVKeV527bRWocnDbuAEw/3x0iHF6w++3IqgE6ns+T7/qdRFI0ppXxjTNN7mYPwyVIFfvui4QPwvwtS4Hqnq5OqAAAAAElFTkSuQmCC) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur156367 1.3333333333333s linear infinite forwards;
}
