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83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAALY0lEQVRYhZVXa3BU53l+3u9c95yzu9Jqd3UBBAhJlhCYm3AC2BEwxATj1BeqeibYocm0dek4F4c2TieJad0kjdOMx03HSTwtyRgnnTqyFdIxuDAmMRmMkS2MKwNGsqwbuq0uq93V7tmz5/J9/YHwyBncTr9f533OfO/zvM/3vnO+Q/iY9dD9e58kwtcXY++8cw45l2VkZrwpEb9TFT5kLmYURXmgQqGT1WVat2aG621Fa3/uZNdrH5d78aKbge3td8ZCXJldjHm2ffTauz132rpZlfEJxAMEJRu6KiOqaZAYpkrwW1qWJDcW1NBJN6Kf0xOJfR0/7pj83wSwm4EhrrzwEYBzyMPDdvWWnUtI0Q9GzNAB3+cHuZB+z8EOzgecl1fXJCUoViqQHh2YSyGQxFZSgomHHvvcT9rb22/Kc1MH9t93d6vExFuLsemBQejEIJeV+YFm7O985dSvFr9va2uTa+LaaUXIt4OBGTUCRqwcTomjWHSgscCvKFce/u63O3/2fzogMfHrxXHBtnF5LIWsHIKvRWQSrO8P95w5c8afF2lVrXSYbipwp2VUh8OoT8bAnBLCIcjhmHLkqSPt1576tz9q/VgHDtx/1xcF0ZHF2BtdF+F4wRNMVr/OJGlmcGRoHQAdwPhH9u7bu12JiEPrb1/xKVO2IudO9aFmeQRFkUUkIUO3ZMgqh+eXEAT+qUyQe+D7f3U2I91I0N7ezmT4XYtdSaVmMJ1KIxK1LkxMpO6YzaQ5F+JvAagATgKoBZAFgJbV9U28xOT0pdx9m3Y0Bhs3N7RJMqBGXKgGIKkevMAFFxy+766C63/jtrak+NCBz99/109A9JeLqzr529dRX7cS2bkc5ufnkcnPo+C6AAA/CBwAaQCRrRvWHF6+rKaSiO5lTOoWgp9WVfmetr1NzFcKdzt+Gp4owPU9+AGHVyqiaBfBfeyQAGD/fburGJP+YzH5wNA1eF6AWCQGcAGJA+GQiahlAsSg64bsBUGYSZLaUFe7e3BkfAsXIqapclPBdure+2Bo7tl/fflQotp6IRKT9wji4QA+gsCF77kIAv/cRFft0wQAn9931xsAffIGuR8E6L5wCcmKJAQYeKmEwHXBAATEUeQBSlBhCwZLY5icmTqkcn8oV8j/ct3qBp1AeOu/r2Q45zqAbgAd936upeETO5b+WeAX9UKhAJWz6oHz8WelA/v2bgfoW4urHxqbgqrr4IIjCAIUiwVIEAipMiRJAkk6mBZBRUUFliYjWLNq6e7GlUt7uKU0hy096nlFZPI53S0F8kKf7OHZ0AOaXbWRC3+ZrLtHh99IDhKjr0rrmhveApFxg9y2S5icziFRGQcCD7esWglJkR7iXsmwLGOIc9EnqdYKV4mcqqvS6wsifIWIJXTJH9OZfFjo9KeKJcO2iygWXPCAA8Cx9Wtu8cKW8WUno0i5cSsCJj5FoBUyiOKLq++7Ooxw2ELCstC4thktTU2IhvRDZYzu+f5vTo7uWlKePHM1881KXf65QtmTldJ8mhg7Upz3H7VMsyuTdZBzOKKxOLIZD146ywEMVMZj3wQRhxCMAJ1AZSDS5cXkk5MzKNpFhE0TMcPEpuYGwC/Czdvrs4o2vKtxyW9zxdLOVcuS6J3lj8DTJ0NyykIg+jVT+opbEpGpYQ8Ft4TZ+TyK8zYATLU01rVKEgMBMoggIIYg0IrFMy8E0P/BGMoqYtA1HdlsBuMTo5BlB15xDlHFx2w2vfPS8AgKhUkk+SxUV+L6sGyZWTRFp9XHTc+I19dEEAKAog/BBRhjyQ2rGzMA1S4Q9UEgCSIVQvAPBYyOTSMaiSBsWlA1zX9/uP/Su31XMTAwumVpZeysYapPr62J/7DkssqiY5/lzIZkzBwkxVlZzDqTY7lpGJbMWlpqkSjXoUouAI61Tat6OFBHBFkALgemiKh+gXZEBgDfD5Cfd5CIx6EpCqZnJ18s2MXV57ov/+c///Ll8wDuAIAjX/pCPGoETxYUb3ctWf84WbR/k6+mbi6UqumeCfS8OYz6eDUCzwNDAE1V3KpEhS9L0vqF6q8SofH6M2wB5GUA6B8Yg2laMEIhiID3WHqoI6Swl7jgt37twJ/8S3hF81eWZXs3usLpSkZDTioTPJNMmF/2cvN49b3+1rgcxnyhgKBUQlErIJ8rIOfk0dS40g8bxurrfCIPAARKXo/RB0I9S8/lMJGaAZMIRAKBJz6rEDtoaBoqohEEXDxi2NOlM0PTq/vG/YQHyiyrit3qRqwToa2bMSdLOD94FYFGMMsjkDUVDnxEwxZ0TTUMI3RjxEcJ16sXQkwBQiWQJXddvIyIZcF1HRRs/AxFrgaMWZ5bQM6xwZw4Bh1XNpqbn0sl4lPs3d7JUu/4i+Fk8Q5XmzhcBb19/YqWNRUr4pAtFempPHrHRhCydKxYWo0PqxcoA5G+EA8QqBUAZD8I4HMfdtHmUjj8cDgU+gtRV11Dnuv4pv5mamXtxtCGdVaQSGJ959mkZ9Yk9Qqr94NtjTXTm9f84vy2PWsf3fqZu3ITheNzPIPB9DQcz0OFFoauaQsjBhdAcqEP+kkgSYxkCDEjMy4gN9TBjZX/CE9844/tdGaZMjtnvXrfg6G2w4fltln1svzi1cbk2EX4hQIuWx9geba25vf37ELDge/NAEDB9vZ4QoZdyKOUczDvFLFrzS0LfAIAIkTEBOBCiClibCsAEFE7tfzTE0KOhhG545OOPzoBdPeoxkzxO/XHLjFL6EZYMr4W8TWY0GEJHToUnPr2Zsxmr6H6mU74Eh8Ruvo2N+neK0PDGEpPIS/5iMbCb962rsXXNW0NEUUWxPQAqCKiJATOHe08vk1WGQOfSGH28Sd14fnA4DWYefURxhLbeMDfCwIfHAp8+PARIF0ZRt+OFWj+m2NAVTmUufx+sW7JA9nRCbgIUAp8ZEoFZIv2axtuaXo9pOMwgI1CiBwAn+j6FJAk9gGArDc3YOav/x5i4aIhgTDJSg9V8sgXAOIqZOZSAFUIBOAY27sEesmHs/9u2CXnrGnIfamhsUeC1jVIdRaRm58C8pg0QyHdioRiAG3E9fnrJ0FNC03406MdJyYBQFr1vW8Zkf37tomSC/fyVQgAXIg9SZhv2+78pytYmRpQ8JQJfRgktkW8IPeJF65KwZblP6zyta+u6vZeql9WU1uuJlA4eD/8kVFkrvRaO2/f/LhpGE8REAXEFARARJUAfIeZW65cuSIAgJ1Zvv4xn1h59M8fPFVz7Dnom9YhAFd7aea0pYY/k5Jyp6Vi4b+yIn+aB6Kc3pnaxDLMLERCz9x29P3G1cfHbt/0D/2490cjWDuSR6DIiNVUnjB1/dME1AoBLgSmCKgDABLi4Y6ODn7jE/CRW3Fb/4VWktivvfcHlrK/+zESKZdXIsosoWfKYJRJ1dHuvkM7vjTeXPPM6qGZjWnF8LdcnpJnLRN1F3J44+4ojr/+O1/7VecvNqxtfpARyUKISQAyEcWFEKPPd55Ytpjzpr9m24fe+SIEntVfOS9XPX0M0UBHuTChLU/gwnc+C82eQXwuBWYo4GV1KAtKeM+KYublVzH02u9m6lzPr6mKVwnAB+fjxFjt9bPnm59/6ZXuxVzSzQQMPf3Ti5u37fxubvutlZn9u1rVrA2rdxyKkBC1CLkqDbWpLiRKk6jO9qPMyaNhOoXZ3iFc63rbaGlcaQEAuMiAqIyIZCFw6vnOEz/4Q66bOvCRYxm8VAX4L2lzha0bDr8MrT6Ca7srkRx6DVGkwXwOiVnIFXyMDZBTmnF0iQMQggvAJiILAHwH5f9+/Hjm/y3gQyHXLm4nnzqiU5m4G9XRdPbnsNI98L0A2dFIpmQrnAyed1NsKYgxIQQHESMAQuAHz3cef+xmef8HbrI9+DnNn+AAAAAASUVORK5CYII=) 15 12, auto;}
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}
div.testarea{
animation:rwdcur44221 2s linear infinite forwards;
}
