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0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 5 1, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYUlEQVRYhe2XMW8kNRTHfx57PPbspcqmuCIFfIxwIs3VSCchpeNbEOlSpNgiWinfBISuokBCQkGATlR8AhpInc0py4zHY5tidoaNwmbnEkVXwFtZmvF4/H77f8+eZ/ivm9j0YDKZpKIosNZirSXPc6SUCPHvr6SUiDHSti11XVPXNU3TsFgsNvoAUJseFEVxp61D9CAppcG59x7v/fBcSslisbhXgY0AxhiKouDk5IQ8z7HWYoy5o8S686ZpcM4RY+Ts7AylNk4/TgFjDEop5vMvUAqsBWNAa+gjkRK0LTgHTQMxwuvXX2OtJcuyhwPkeY7WGmMMUsLbt3+hlEJrzeEhXFx8vhoZODh4Q/MLRCAHym9LiqIgxvhwACklWutV/Lv7tm1JKVFVBVDT5bDHOUgr53ZNvaZptgLcq5EQYqVCN2mWZXjvubkBeLdqFSF0/8SuAWxaLaMV6DNZCEGew4sXUFWGqoKqgv39H5Gyy4lnz8Aegi0hz0Eci1sr5UEAtyHgp71XXZbd3LD/+wUf/fEpEskee/x58BUXli4GGfw80vlWgH8g6NJeqa4BNTUKhaBTCNU5RzAq+3sbNXIAEAKkJMsgrn4C0TGJtfYetn2nWNnL628IAZbLjuM39QNKKd59bHn+HD4ToFbOv3wKAN68ZCD45FeAW3EeGfI7Nj5YT2QfHGB8CF59DwFYdrdjl9k2G61ASl3rr9f7ofsIrfePtVEK9M5T6vIwpW6tZ1l2q+9JAFJKHB9/R0qJpmlYLpdcXV1xfX2NUorpdMru7i47OzvDNyC9B8m9ACkl5vM5Qgi89zjnqKqKuq4JISClpCgKJpMJZVlirUVrTYxxNMRGgL7USinRtu1Q7aSUmM1mKKUQQjCfzwkhUNf1sAVLKYd3H61A0zSEEAbnp6enHB0dDWPKsmQ2mxFCoKqqblKlHq9AjJGmaYZCJMaI1pqyLG+NM8ZgjME5R9u2VFWF1poQwuMqIu/94LwvTPoSfd3yPKcoCoABIoQAMKoi2gjgnBsc9y3Pc87Pz1FKDfGez+dkWYZSihACIQS898P5YJtt3M6m02kyxlCWJWXZFZlaa7IsQwgxAPQZv34uqOuaqqpwznF5efmwg0mvQL/h9Dmx7WTkvR+WqnNuqwL/2we3vwE3O6dkuf2ycgAAAABJRU5ErkJggg==) 5 1, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 5 1, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 5 1, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 5 1, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 5 1, auto;}
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63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 5 1, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 5 1, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjUlEQVRYhc2Xy24URxSGv6q+To9hYyQkJLaRCETyjI1BJIgFcqQg5QUcJc+QjcOGhQULI2+jPEIuD5BIJI6yYEMsG9lhgbLIkiWSsTR4+lLdJ4uarume8YBBAeVIpe6uy3/+Oqcuf8OEyeKiTNa9rcnlyw5L+v1jcXVrQL8v6vFjBSA3bojcvCly69bbE9IaWVqy40WOJaGc815P1N6edX7tmhCGnH36lDiOSZKEMAzxPA+t9STGCF8oy5Isyzg6OnLl5cWLqJ0dNemjNr9umGQ+/+QJQRCglML3fTqdDlEUobVGa41SyjmuqoqqqiiKAq01xhiKorDjd3aULC7ayMp0MH0Xinr2y8uC1gRBgOd53L59m263y+nTp0mSxNVPEsjznDRNXbl79y4iwuHhISg15bhNYMRMej1BBPXwoTp//ryEYUgcx2xufkUUQbcLcQxhOMYUgaKANLXFGFhb+4lutzvO8+7uONULC6L291WbQMPqfEVRRJIkzM3N4fsWOE3H/YIAvv5li99ZIQWu8iMGw7fLX9LpdIjjmLIs29j7+0oWFlp5mCJQm+d5RFFEp9MhSSDP7UxFbClLeMAKBXCVHzCUeHhEkSUfhiFpk/EM0zWzyQbf9wmCAJsGiCLQ2hIZDODwEPp8z0tgi1U0mkesjlIUusX6OmtFoLlFagCtNUFg66rKznw4tNE44IAjIAEe8QUdbGqUUq6cKALHWRNEKQscRfZZFHBwYAl8wnf4QASs8BtKcWLnUxGYTWTU2QfPs2tgOEzZSL7h3LmIs2dhbg7+9j9FKV4Z+sl0vz5J2C3Xe2Cfi3/a50dDu8p7/1hSvV9H/X4+CeIbEgD465Z1sP/x6Bm+tPUfjNo/G9V//o4INO2YE/WtbSYB+S+9nJRA87qsquq9kHhlBN4LgdbZLM1XmSJRH8N1lW1vt70xgeaH2ttTcuXKWEaNrtoavKrspVRV9nzQWru6ur1J4iQRtIKkeUWOBimlXATW1v6gqiqyLGMwGPD8+XNevHiBUor5+XnOnDnDqVOnCMMQpRRVJU4hOTK1KJkkMHVFKoWsrMiHz54BcP/+fadyhsMhg8GAo6MjjDEopYiiiG63S5IkTrA0VVIjHOPXhjSb1gPb20pWVlppKIrCKR0RYX193amijY0NjDGkaeqOYK01ZVm2UzDj3RFopkFtbakLFy5IWZbkee7EZlmW3Llzh9XVVQcQxzH37t1zEaoJGGNcCmR5WSiKybnavnC8HijLEmMMeZ6TZRlVVREEAZ1Op9WvVj+e51EUhVPDaZq2UuA058KCNDWi2wVqf1811XFRFGRZRpqmGGOcQorjuEUgCAKiKCKKIjzPcwt1OByS5/kIvD2/pu6YEiSytCRqd1fVcioMQ3zfx/M8fN9nc3MT3x8Pqxep7/sYYxz5PM/J8xy5fl2oiRxjM/VAlmU2RCPwWvdXVcX6+npLljdXvd2GY5mOMajt7Vf/mLSiMJLQeZ6jtSZN0xboLKXT/D8oigJjDIeXLlEvvlnnwHsx6fdl1s/pO2UkS0tSn8+Tof/f2L/UCZ612Ng3MQAAAABJRU5ErkJggg==) 5 1, auto;}
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}
div.testarea{
animation:rwdcur19798 1.8333333333333s linear infinite forwards;
}
