@keyframes rwdcur115979 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 7 3, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 7 3, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 7 3, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 7 3, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 7 3, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 7 3, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGpUlEQVRYhe2Wa4xUZx3Gf+d9z5xz5j67M8tC2a6wLJeUdqEt2EIAqxgorUphl6YQtStNjRFijDGmfPAW/UCipElrI/SL1kRJKdQFgxcstVRTkAhYKEsD27Wwy+zO7s4sOzM7Z+bcXj9g1Qrs0hC/8Xx9/5fnPP8nT47GR0D7/ldW+I6zTej6w5oQ//30PrDHd90dXR2bhj7KTO1mij7x4+3N9S0znlWBekxIIVAKTcpr6tyKXdYt8+kgCPZ0tW8Mbma2PlnB+l/vadGE9ke3YrcIXaICEPq1bb7joFQQA3YLIVYCT98MgQkVaN//SsSvOUc0XS4S1/ni68Gr1pCmEXi2/dSBjU/+fLJ6MdGjXRh9QprGIiElKphY0cB1Ub6HbplomiaAH6zv2mPdEoFSdmBl4DoQBGgqQAN0TTHdspHKBaDBdElIFysk0D+sZ1Oh9x8P3hKBSCadcsbtLEIMhUMaEd2nNVpiqBrCV1dP4vmA79KWLtNoVj9oLaogQOghbzICE5owNrXxqGfbK5q0gpcunIBiH9m8RXj+I7hGCoBCTcB75xmy/0ZDJkRTy3LOlTORgjSINzb03BKB6lix24xF+sf+fnhe129OEijIVRTrVr1KaGUnjq/RQpbnfrb/3z0zkxdZ/dSjhRFzTuHM/oOTZsKEBKxk4lis2DeoKW9evO1+0DREXx/5wTHMS30M9+WYdU8UgPS0RqbeMx+V62XOx3TjzJmR7ot7902aBRN6YN/aDVlbGZfq72pj6Sfnk2zMcCU3wtx7WyhcvMw7Bw+RK0oeujuEN15mamszD6xbhRNtjPmO8/3Jlk+qwOoXf9L8xMLsQl8mOHYpQf2sCEu2fBljmmT4hb14vk8iKOC1f5WPVyEmayyZXSFmKrHgvuYH34TTt6TADx8+8Uh9QrWlo0V0wyJWl8CMx+kdj3Lp4gAAR8/Z1KwUCUvDsdKEDUiFy2LzghPPZu3HV01G4Ibxlqt2bEaGdxrS1/IjDl0nw/jozM74lF1JJJki2ZCmbfFs0nHBmEhQvJylfyDgoXnDJCPlULkW3dCxceqpl3ZduHCjPdeN4lN9T37FjMSe14Wnm3KMt9+bgun08/JByZV729GERPdr1JkBw14Y4deojJZYXv0VsxbexYyZcabEB/ECE4LaYCxcXdJo7X3/eruuOcFf3/3sqohZfiFh5fVkOI8RClg8b4CFCwRxhpiTtNF9B08YDHthAKJBBb00jB5OsOL+PNOSl7FCVWLmGIbhT1VoR3LVjtabOoEWz5hzWs1yMhle5gY6thtBF4rBK0l6vPugUsRWJlFVY7RQJu2NkpYlEs4Qp4MFLJtdxNR9cuVGLL3KlUKl551u+5ueq2a+2ZPoz/dk7QkJ/O61B0ZdkflexHTuHKvWETeLVN0wvzy+gGE/hZMfIlUXozc7jgyF8ALFjHrF8Vwca3oTkfFxpmUCDN1l1K6jIVWrb5puDNTVyR3bOl+rTHiCXLXDqDjxl+MRZ+nIeAZTr1HzLPJXQr1nS8mgIFPUNSTJlzXuvCNBMgyWLnCKo9w9J42QOgfPpXsE1fMRo0jUqKCUxHZiX+8fDH1tUg/0Z8VPK665XqGQwidmlNEUXn/vxS8EgXojpTsURT22EWdES2FHMlSTU7igmnE0AxUEDA6Xv+3VirvGaylS4QLjTpSIUcKM1e84PfDFTTckkKt2PBSKpT+fsEp4vkUmOoLjWUTM8UPtn/r9W/HK5S1Do7WTyjSpN1xaw0UAGgwPZUaZkbADpdR3zeHuV7vP13ZaemnQdqMkwwUCJUiYJeGp+Eu/OLB64Yc8B9AzvK5J6KFzmrRiUroIBBCgCw80dUAFdJ8+Wzn6YvZLfzFqxT+4RnSR0v5jnwZZYswW23Zv6Nx+5O1HvzN3bjjs+yzSJZ8GcH2DkHQoVpMYeuUtibOmKbavCCA6ty2rtyzxJ6GbsbBRAaUTkjVC0gUUGnxOCLaeOlM7tm/thsJAf35xZay0ElijlFoDrDl7un/u7g2d2wFmt1rHNXjmg+V+INHl1Z+XuFXE0t2lVTvYlat2CAB9UZv5+Hgl+K1pjG8KpJ4xdZsxO00ynEf7V0xVa6rrmc2HhwDe+Ma3AF6/nqEApNQOBQHvCsE8AE1T2E6MiFEi8ANG8t5JI6R5r/+5vBV4Tt+68fDOXLXjDqAZgkjFiaNpDn4gkcIHwDS1H91o4f+i0dobdF9+7Pl0Wl979caKmmcSMUpIqZFMyJHPdPZvWbU8XH+zM2/jNm7j/4p/Ai3tzjzMbpajAAAAAElFTkSuQmCC) 7 3, auto;}
}
div.testarea{
animation:rwdcur115979 0.7s linear infinite forwards;
}
