@keyframes rwdcur88539 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAK8ElEQVRoge1YaVQUVxa+VV1bV1c1TdMsKrIoIFFGDVEE4wLGRGMw45achIgaNaKJqNFpMyaTcZxMMjoziXGcyTG4ZHNyjBmVHPWoMRqRKK6oSEAWEZR9aRpouqu7q96bH90SZEed5OQcvj71o7uq3vu+d++793sN0Ic+9OH/hpCwcOqX5nBfYBiWWvfmW8uzsq5VpZ0+vXb9hnd+PUKGRQzvv3PXp9+UlZdhh8OOFUXBBYWFZz7f/Z+wX5pbdyCTli5/9six78oqq6pxQ2MDdjjsGGOMZVnGVdU1zRnnLyzf+/V/yV+aaDuMHx8rvL9569az5y8rxbfLcFVNTTsBlmYbrqk14Zwb+Scyzp0PeFhzEw86wOo1v498bNSoT8KGhA3XaDTAq1lQq1ngWAbUHAc0zYCiKCDZnWCzSWC12sBulxoJAr8eGjJ414POf9/hHDo0gvrHB1tXj46OTg8IDBxOURQAYMCdvoFdH4xBQUhrkxw7C2/eOtjY2Oh3vxwAAO6rOhjXvhkQGBT8sd7La6ogCCDZHUDRNDAMA4AB7qq4R477dwwAGAM4nTJUW2rjrVbrdZOp/jW93nPv/XDpbQTIDX/eOKv/AP/znFo9VUWpWm7IsgyS3dFCGeOOY4ExBsCuSCCEoKa2zpCdc+OrW8UlX9kkydBbAT2OwPTpM7URw0dswgQsAYIgCaL99lEUBA6HA3iOgZs3b1rv3Cl1xMXG6TQa3kXeHQLcIsAlwmpthrz8wudN9eYJd0pLXxno73+op7x6FIHEeQujAoKCMiS7tBRj3OU7TlmGsxkZmUuXvjp+zuzZSateX33pWlY2Qgi5Uwi70wgDxqhFiKIoUFFR6VdQUHTw6rWsndezs7U94dZlFerf35+JGhOzShDFDTzPc4IogihqQafTgVarBUEUgOc1wHFq4DgWkKKgzMxLKVs2f2AsvnXT4h4mLDRsSPLq1caEyZMn60mSBKvNBs3WZpBsNpAkCWRZbkktAACSJEEUhWKM8aKJE8ad7IqjqrMbw0c8GhQUPHgPw7JJNE1TDMMCwzLAsixwHAcs6/pO0wxQFA1NjY3mtFMnl/xh3dpNZnO9vdVQdaa6urSTJ74rqK6pC+7Xv7+fKIiEU5bB6XCCLMuAEAKEUKvUQuCw23UAkPhSYqL3E09MTvsmNdXZEc+O0oEMfyTieUHUXlRR1OSOcr01MMZQW1OdefzYkcff+8uG3QCAAIBckpQ069z5c9ePHD06FwCsNpt17+4vdr305rq1Hx09etRksVhayLa/MCgIgd1uJzHCy319/a588tnnYzuavy07PiBw0GaDt89iQdCQajUPPO+6NBoBBFG4J4VEUUSSzbpj/76v16Qe2GcBAAgMDNYlr1ixafr0aYsDAgaSKpKC/ILC1FNpaUnLX11WDQC8l8E7Pj5+hjE2Li7Sy0tPKorcEgHCTYkgXKmkUpGgUqlARZJyU7PlvTmzZq5vTbhtFRpF0/RclYrsdnOzDG22WhqTF8yf+6V71WHOcy9Gz5o9e2d09OihWlEDAAA0TUNYWOgMDw+PsRHDIpbFThy/v662Zu9nn27PLCkpXhkXNylhcGiInmVotwDXut4NPEEQQBAICACKpuh5ANClAKq7lCEJAnQe2kxLU2Pi0qTFOQAAIaFDmBcTEldHjx27PigogKOo9ltLELQ+oaFh+65mZe9uajQnjx83rvDU98ffyM/LTZ/2zG+NI0aOiDR46UmCJFrm+UmAKyKys/026FUnVnMc8vXxTjn7Q7px+/ZtFgCAJUmvDRoZOWp72JAhk7RabadlDWMMsoKA54W5KhUVeyOv4JXwIaFHy8tL9+7Y/u+rTz75dHLUmJiEwSGD9BzHArRKJddFdNgceyxAqxXMHloxeWnSorspQ/514/vP+wcGbvX19TOwLNPtGIqigCwr4HTK/lar7fCN/IIdA/r5rRFFMf/48SNvXLt2Jf2pKdOMIx8dGenn60uqwJVSBEEAeb8CCIIADw9tJkZK4lrj6hwAgAULFusiR43e7GUwzNN6eHTYlTuDJNkBYww2SSJN9aYlTY2Wyab6+pf1np6nq6sr9+7+YtfVgoLHV8bEjH0hIiJCLwgaIBABiCAA9VaASkUinudSsq5dMf6QftoCALD+T++O03l67uQ1mjCK7r0XRK7yCBgDKLICRcUlg2pqa78vvFn0z4CB/usYhsk/f+6M8Ubuj2njxscaJ06cEBkQEED2OoUIgjAripz85e7Pv0QIocjI0dyUqdPWkirVW0AA09WqYwAoLy+Xa2trHTHRMbyKuncam2QHggBAbjtRW1tH1tWZVlVVVU+9U1o2f6D/gAsNDea9hw+lXs27kZs8ZerUhDFRUfqOFqzdL7Isgyw7MxvM9YlpVy7nAAC8mDAvxMtg2Gl3OCYwHAddORCMAXJ+zC366F9blx379tigFStWrVy8eFG4j7dvq2cw2Gy2nwwdRqA4FcjJzQuvrKo+c+Hi5Y08z70TMWxYfmFh3hulO0rSc3NzjcOH/0bXbqHbfI/29vF7DinK+rq6GgtF0WT89BlzBVHczPO8vjsvRBAE/Jidlbp1y+ak7OtZ1eDq9COjxsSsSV6x6tnHHhslWK02qDebwVRvAoZSgdVmA7vdDkorS0HTNPTz872qVrPzJ8XFZrm5heg8vfzN9XWnuhLAAIAMAGhI+FDDwIGBWwRRfEGj0ZAddeLWApwOu3T58sW3P/j7pg/r601ym3F1Wg/dCwkJ81Y+Pe2ZcDXPg6neBE6nAwjAIEl2UBQZFAUBdrtWgiDAQ6eVOI7d0NBg/tvCBfNRRxFv23EUAMBh4UNjDV6GgxynnsAwDEG7T1udmTlLU1NRxtn0We9s+OMeSbJ1NJFkt0uZly6dP1tSUiKKojZYI4iM1WoFiqJAll3kEXIJQG5TZ7c7KFmWJ6s5bsoTTz6VfvjQwbruBDADA4L/qNPpP1ar1QaaZoCmaehMAMuyYLM2p546+d2MLZvfz+1ohVoBA0BF6Z3bJwvy8yowJkJ4DW+g3BtcUZRWrhS12AqEFJBlxV+j0SyaOXOW6cCB/Ze6EjDG29t3m0bQcHeJdyZAEDSS4nSsS3pl4ZqMs2eauiF/TzQaGsyZ165ePkupKJFj1cGCoGFanKmCACPsLpkY7voihBBN01TEgf37trQerG0V4rprSgQAaEWhSHZI8xe+PP+HXhBvDQQAmd8eO/xa6Z2S9HET4lYGBgWFqzmuxZW6zs2t7QQBNklqN1CvDvUMTYOvj3dq6e2SmAcg3xrmnJzslJRtW1/KOHNmT1l5ucXhcABCrnRSEAIFKaAorgsp7bdXj1upRsNLXnrPtzdtfPfD4uJbbavMgwABQOahg/uX5ec/kjY6KmZlYEBguCBogMCu04ECBBCEAiTZPjt6JEArikUMTc03/u71h7HqncGcn5ebkp+Xe2H8hEnG8EeGxvsPGCAQbpN494DTFm03cbDey5CgVqtpmqaBZVnw8BBTzfWmGTu2b+uuyjwMYACouF1y60RlZXmFLKMQURQNHMe5HClJmo8cOdzlJm4BQRASAHr7+LdHP6yqrHyYKdMTmMvLSlPKy0ovFBcXGaOixsSHhYUKFNWDCHjoPBNYjrvjdDpmnT51ck+zxdJhB/wZgAGgoram+kTRzcIKm2QPIUmSunjxwpauXhrn49f/i34D/H1+JpI9BQkAkV4G7zndPcjBff7h24c+9KEPffhV4n8l2CElrnik9AAAAABJRU5ErkJggg==) 23 4, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF/0lEQVRoge2WfVAUZRzHf7vs7e697R1vSkS8JKIZgy8Z6giiI6NMo01pNhOGNllCJTNKA6Y101gzjVbqNIyNL0llRILOiGljjYKcoEBDh7yKvCQFKC/ecZywt3e3+zz9cYAg72hYM/u52T/2dp9nv9/9/p7fswAyMjL/GsEhs6nHrWFS0DRD7dr94bby8rI2w5UrKR/v+fT/Y+TZ0DDf42nfnW253YIdDjuWJAnX1ddfPZH+Y8jj1jYWZHzCthcv/HappbWtHXdZu7DDYccYYyyKIm5r7+gpLP59W9ap0+TjFjqEyMjlmv0HU1OvFf8hNf7dgts6OoYY6O6x4Y67ZlxdU5tTWFTs/6ieTTzsBEnvf7DguYULvw2ZFRKmVqtBpWRAqWSAZWhQsiwoFDRIkgSC3Qk2mwA8bwO7XbASBN4xM3hG2sM+f9JxzpkTSn15IDXp+cWL8/0DAsIoigIADHjEEdj1wxgkhDib4Dhe33DrnNVq9ZmsBgCASXWH5JTd/gGBQUc8PD1jNBoNCHYHUAoF0DQNgAH6XAyy0/s/BgCMAZxOEdq7767heb7CbO58z8PDPWsyWiaaALnnk73rfJ/0K2aVyhg3yq3/giiKINgd/ZIxHj4LjDEAdiWBEIKOuyavyuqazFuNf2XaBMFrogbGncDatS9zoWFz92ECtgJBkAQxdPlIEgKHwwEqloaGhga+qanZsWL5Cr1arXKJ740A9xtwmeD5HrhZW/+qudOyrKm5+e2n/PzOj1fXuBKI2/RmuH9gYKFgFxIwxqOOcYoiXCssNCYkvBv5yvr18dt3JJWUlVcihFBvCeHeMsKAMeo3IkkS3LnT6lNX9+e562XlxysqK7nxaBu1C/n6+tHhi5Zs12i1e1QqFavRakGr5UCv1wPHcaDRakClUgPLKoFlGUCShIzGkqNfHTyQ3Hirobt3mpCZIbMSk5KSY6Ojoz1IkgTeZoMevgcEmw0EQQBRFPtLCwCAJEnQajWNGOMtUcsickfT6DbShbC58wMDg2acpBkmXqFQUDTNAM3QwDAMsCwLDOM6VyhooCgF3LNaLYa83K0f7UrZZ7F02gdMZTKbTIbcnEt17R2moCd8fX20Gi3hFEVwOpwgiiIghAAhNKC0EDjsdj0AxG2Mi/NeuTLacDY72zleA+TsZ0I36PTu2axSGUrTNCh6O8xwBihKAV2WTqPhcs6a/V/szQEYtpM6RdFZVV5eaqiqqiSVSnWwp5eXkgAAp9MJkiQNMoB7Sw0hRJAkGa5WazZEr1plPJt9pmksAyr/gKdTdXr3z1iWVSsUCug7hjPAMAzqvmc9djrr5Gsnvk9rGSnNgWm0td4xlJYa6wSbI8jdw8OHZVkCIZcBhO8v8vvvAQNJkp46Lbf5pXXrqKzMzLzRDCzx8p72uVqtpgeKH84Ap9VY7AK/dfOm2L01NTfsMH6cNp6vKrtuvNzVZXVjWWWwhuOUbiQ5oMVCvwGCIIAgAAhXwwk4+VPGVwMne7CjUMO1x0EDCAL0Os7Yfc+69I3Nr6cDAJqAeAAAyC8o0ANAfd7lizuPHD70Tl5uXklrazuSRAkkhEDqS2TggRGIzqHLYEIbmZJl0fRp3oevFeRHJcS/VT1R4X1ERkRYam7WxQAAf/t2c9Y3xw5t/Dn7zNeVldVmnre5BEt94vvM4GE3x3FvZBynseg4bWJC/JYMmMRbf5DZs2b+OuC09uLFCzvLykrzV61+IXne/HkLfKZPJ90AAwGuMiIJYlgDYyZAEATodJwRI2lpSnLSpEpmnPDt7a1Z6T+kbTyVlXm4pKTE3NPDgzSojCaYgJsbiVQq9mh5WWlyQf6V7tHufYTUFhddTa65UWWIiFyeHBW1bIG/vz9JjJDAiAYIgrBIkpiYkX4iw/UdMKXwXV2WrF/OZ1+/WXMjcXVMTOyi8HAPSjFU7oNtNIjT6WMZhq4QbLY1V/MNOXikz8qpwWQ2mwwV5WV1JrMlSBRFuqioMHW0AYu9p/nsnyp1EyRY7+65fKyb6CkQIiMjIyMjIyMjIyMjIyPzX+Afri8Ex5gfNngAAAAASUVORK5CYII=) 23 4, auto;}
}
div.testarea{
animation:rwdcur88539 0.5s linear infinite forwards;
}
