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2.5641025641026%,5.0282051282051% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFN0lEQVRYhe2XS2xUVRjHf+fOdBjboU2hjIVMW8tLaxoDGkoiiBEfiIoujEoIMRJMXBkXxmgiG8NOfCS6IBpdqCgGA8SFYsQgUVNqhUqRl9ioFCi1Vhj6mM7cex4uzrmdO6UtaNK48Uu+3Ofc/+985/vOd0YAGIMH1ANpIAFIoBfoFgLNFFrciTcDMxxEDZAFUkClMRydSog4UAvU+D4bfZ+7jMGbNo2DiQTHgb0OpnuqADwHsLBQ4F6tSRtDTaHACmNIYSOTnirxECBpDDXGUB7eNIYENhdmAcmpBIgDvhD0JRJ0+D4tgFdWxhEhyAN/Av74P90SDiD0qOmiPzcpgDCGudjku1Nr6o3Bi8UYAoawOfCrEHSNEY6n0+tqIVGvtfIKhXP9g4P7+iPiMuLuenwQYQxx4GZsqDMUq+CsgzgshI1CXd2l9G2PVDxf2+g9OnOOyEyvgWwfnOuC4wfU2Z++Gfp8ePjAu0FwtM9FLu+OvoO4rJoEgDEkgYVAZeTZANAlBDmAxkb5xOK7vTcfelqkMjdk0UZjjCE3EOfE91W07obvdkEQ6FwQnHmlUPhkJ5CLuIMphRDRCweSxOZFLrzf2Kg2C+FtAhCr4Z4M3L5WMXgxxkeb4XgrKAWyAvwKkF0g5fn3tf5wq4vigPPLIEoAxrP6ev14LCbeAxDrhzEtKzFtX2G2TScIQGsnLiHYeBC/6kfMxUaC1iXQ1vMafPapm9Ksg8g5CABik4lnMqbG8/gSRELUAQ++jI59i8mvQi0/gZkfRx+qQkoLINUsdGWBoLITUoNw6JbFcHo/DPuUJqeGvRouL58SM8Y8o7VIaQ1ySQ5Z9jZSSmTD/ajZ61CpswQBBIGLQGsZwRvLoa8Rqk/A0r4kLH0Yu6yngHLs+uK5apocQCnWhqNTM04jpURrbSGkxL/mJL5vpyA8QgA/LIG8Dw2dQNWtTjgESGLXHw93Mq6l0yatNfMBhACT6gKl0Fqj+l/CeAP4r25ASSuslHHRDeBQOTQ1QPURSLbUkq+pgf6cE09EAPSEAFIyByAWc4mWB4bXoLe/g24DuaaHoNc+01pjS10VIUamQcUw1F2EX6pmQH9vRHw0AhNOgVJ4YXb7PsiBagL24V+AQgHy2+cgJWitsNXlhCnY8zMZCGIgRkKdsc6kU6AUvULY8GoN5lQTKtOAmvs7uuM6jFHYxA6ch+cSMNCega7HwPOAS9nIp0sGPSHA0JDoSSZ1tzGiXikwu2eihrfBgg5YMwKFGLSmYdA4cRWBEfb6Qjmg+qE/S7FBhf3hcpqxFgRmV1hiSmnYcy1ky2HZjbDienjyBWjugdlZYASbB9F80MDFjoiwHwG48jqg9cjrWmu/OEIJ7U0wErNTXf4WPNAM6+fDop+L72DcF6SEY3sYtzFdBYAxW7uh8GIxwfJwMgE9m+xnChSPMnwn0oE5vwP+6nPiYVMqAZh0KbbbgQXtMC8DavFoWDuboTEP0w7aWwo4tgGyKez8GyC7H9o/xjajS9hecAkYJtKQrgAAsEzDqS9gngGxDKSHNtDZAsEqGFgJfavhcLN7X0j4Ywe0f+DEByMAQy4agR3cVXRDa1s8IAF33ATVz0LsPtCpYi4pQOYg1wZdO6Gn245ydGcVtuOwE45WwYRlOMZcan99BHgKkpXQtAjKMiATMJCF37pB6eK7JfMejjwsk1G7yghAZBMat9EY3bxEl1cottwQIhR2iVe6N/wHAKMg4VIaH+NhRY3dlIbC4/67+hcAoyAw/vquS33ybfn/9p/b35IkokJswGkHAAAAAElFTkSuQmCC) 1 1, auto;}
5.1282051282051%,7.5923076923077% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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43.589743589744%,46.053846153846% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur30809 2.6s linear infinite forwards;
}
