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0.66666666666667%,0.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQ0lEQVRYhc2XeWxUVRjFf/ct02mZThcoVQuy1AJxbUQsSgw7UQiiQrCRoKhBjSG4EwMYCIqAAjESiAgimoAsighI2FGkBVmKRa21LEKhdEpLO6VDZ33v8w9SBGzLDIJ6kpfc9/It555zlzz4j6EaBlrvgQKADZoFkZ3rVZNZ14OAuitHVMQCscFwgt8H9QHsspLrSsRoGDiC9YQsULYFAR+mOodp1mG2ayGJjhClh8LXhYjWMHDG2RgRH5r3NG4pI1VVkmr6SY/381COTeEeXcaN0eRaE7igQG3hryoxM1GMJItUI0B6C+jTDTy10K2HkNVN5+GAhYiSSTM1XPHWNVHEuPjFpYVoaQbRgHtu1Zj0oeLwEXh7opDe2iZkKzZtUVSNgq5dTHEnwva9/8yaSwiUHwqq3FG6JDvhmMfm+x3Qb4ANQMFuJ24SsCrjSD7cHxcFDFWPYTq+Fm+rMvacqr42a2T/cl3OVekyd6YuOdlKgEue1/SRUm0ckjfMp+W04zcZZzwlPuOY5Bo9JTe1e8xrpFHWJb8Zcq5WGD5MI82TSX6k+OJYAWjdNxdXx9uJHCmm/+FWdK5K5JHQAJ6NG8UtD57k06+CUSnSaFBOthLfGYP0is60j3Rgkb22sVgB6LTuS7z7juIOu8lesIm5Ne8wucsQzO5/4HLbvDvLvjpr2uktZaP+mVSYRdI1KafBgstxwZr7p78pbRasktdbvyLvGa/KoDvTxOfXZdlSTZKzM5u0pkl2o/UhkoATr2HxzaM34102u7n4Cw2yZi9hzkSTufFTSOlZTAuXsCbPoNzqgOozCGvRrOgVKTN/lk4ZD4g5Y77cP29MUyo0Rka2xn8uCz9wSb3o8vgTDnGMek4MT73oXhFH7ssX6hjNFGKCeouTI4di3taB7Pxp5P/VoLlZKIC+/ieFl6HCq1NYKIh5ABYshrSW2EUFmCkdJFzzh9KaKcTi0GoVOVSEc/0XjBh8jiW9p0YhwCVE1ITJFsW/hrEjEaS2BvmpEOq8GNQDV1AAwJ4+nZRt86ny2Ni22fD5SipcTgTrlwNi7ixA6sNIwX6kpgq46DJqCpGsVBXYtoUjxQotYDF2+eoo+/6diL1uA7JqJep0BXFhC4hCAQBfryGkpu7Dn3iMtB1trpYA9q6daBvWo6rLiPOHY0sePP5u2f29W5bePUPGv7Ey2h1xCczvCkVr20USnMmSoScLRGFBA/YfbcWybzVczy8gY/3eWHsDYE+dgllXR3xYSJR4YiJwatkmtdvoweaSSjq//xFjetwLMaoge3fhPOunD10YwJ2xEQAoqMxkReuxLN0eT6/XDsaSCoDDH8QhFiVUEOD8Goj5ojDW7BDnxhWkJXhx5G/l97zyqOvcZCRJkiTgshNxaw62Wr+oqHbBxbCmvU1w3kJKiw6iJXeDvJeizn2GgZyVak6qanwSAGK0AEB2bVZMmgiffIwV1wJ9yVqIci0ctU/QBjdJkoyu4oCrsACgoyND6vQIjgQ3lVoQdA1JSkOqyjH9fuKwIGCRbtQzPzSaHVoReaqGCEK6pBJWOqWc4EfrcPN3QZMzCZWpF0KDmFX7Iu3PBMk+rRh21ORGr4+bw16m+vtzq8NPip1GKR762XfQUzqhi6JCVXNcTuDhDBDlSdgYxjKCBGnJKhbRQ7IYHunNK2oONUYdQ8P3kRVIZo6ezw96DVXixEMtDpyUShVnNS8hOX8UX5UCAGlWX2Xbe0kSm7skgySJZ5idgxlsi4cTuHBwA634WTzkyXGOq3rK1JnzzW2Lcuvsv/Lv+f/Hn5NIRVZBhKw1AAAAAElFTkSuQmCC) 2 1, auto;}
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6.6666666666667%,6.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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10.666666666667%,10.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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11.666666666667%,11.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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17%,17.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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27.666666666667%,27.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
28%,28.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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28.666666666667%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNklEQVRYhc2XeWxVRRTGfzP33rd0L11YSqDQAi1QUEBIFIUiWEGQCEEgEYMGgRCXuJMoaIImRhSDhKQRpBEMQWIkqGggqEQkEaKoNAoqspVF3qvldXt9fXc5/gFtKrT6HuLyJTeZO3fOmW++c87MXPiPodoaekJv8SIOxAUcD46E1Z8ZXivotoavwYG4B3EHamPo3KBkFAXlnybQvkprSLoYto0SQUVB+xWm9kjL8BBLOLPf/UcUMdsa/lYXJYJWgpkmmEpITxdK7hDG3umxY72WMcMVryy6tkTaQ9B0NKpMQ8gP2hQNcLlhpovVC0pGe4wfqpkxTfHTQTh+zpIHnzOuWWjMji85fhvTr7j+Ho8R46H6S5e92xSjUjRZceG7TzWzvrZoqtMUdTdk8AiPDz5u/FuKXGE8/FZDCsYJ9z7o0RSFBb0v9g/pn028pgcT5RHOymF6qVJsmjjmHcS26tnbuuOqiFxhtGArsmujxrAVhb3gsyr3D99fNL/kvD5Fs9kAQJaXS8yuJ6h9hFO+4K36tUkR6XTwjJe1fLJakVrbgwr3UaqcJzqOFYD8VQ+jj4QIDi8luPkbbq9eTE30c7KtVNLvf5lX19YnRER31vnLAU2gIYsMuzuDpLwz0ir02Ov8+sYWvMC3nHyjjM33ruPsIIsMp4QfqyYx8dY0aYmbV5+s48wZ8qKxX8qteTJg0ExpW/llaOuXqR/dKXkr7pYxI56VKjMms0tvkmUvmVIxR0t+oe6SSKcKAAS9LAIqFZXZk5qyE10NU5cePpzyPuFlWwlPqWVzylJSj0+i9pSPres1k6dqzCl9xAivTE6RG4J3Se786WI0r5ah95V2pcLlEEAe8lXK4nnd5O33TBlzmxbf4GzRS8eK3jhXjMeva/fTpQIA/XxjiZoR0p7axMoHwh0n+DMoQK2JL6ZyUx1+v5CfC9JiI2ciqOY4hGz0wO6JqWHueVgKV02Q197sKc/fXJWoCh0hgBiPjBajebVYskHMPUvEKCsQuGwn7AzeiRBy+DwX+puYVmZHp4nWuwJwVx8QXdYXr6wPsutbzFYTl78IAYA3f4vKK/AzsbwefxTmv7s8wXk7IVLbgLy2A7XtGL5IKyRCAOCk1Y1QnUevgjC9T99ytQQwnp6Nmj4KZZuomJ04gfAzu9X2vekcKV1BYEMTc6sqIflcwPvoALLzEJbjR8WNxAkA7M0rpWj4b9SMfJwbVw5Ndm4AZM1O2H0OK1JPnp2dvIPrlgyWw8d8snBRd1lXXpl0RRgzh4iVkyVZVo4UqVKBJBQA+GHsSKYtzqdkTCM/jn8oGVMArG8aCcQMst1MLOUHEi+ldphHV4i5dCO5ZgtTS2JUPl+bsJ80XzcZ4gzDBfw+2Bfbo5JSAICz9bT2zeXcuidYHypMyjTTSQGxKPJGkRXrAyQZAgDnlleU/qkBda4BsQUjvBISzIUAGWhfnAvmCS5w8UJzVdeowtSb5Ne80zhOFIqz8SJRtCPIgFy8r05j2QbBVoXb2EqmpFDOLHpKAYf0QRwzQkyasV2LA86n6i+34s5wonmfKmwZKC4GgbCf0xIiTYJ0O2oRchQB12KqnkO1sZ86J8Ivupo0N4csrwe/eQ5RXUe9GwESOAu6QoHRj2FSQY7Xl+28QB+KqdBPsl0vp07XMlCGUuKMZJf1Do1EOO/W0CzNNBGjRex2P8kn4SXss3eq0cZkis0bKdIlFDOY/uQyy1tIji+Vn+V7QoTIaR1AQJucsQ4TMcJEVZi453BMqv+Vf8//P34H9noVyV9k+rwAAAAASUVORK5CYII=) 2 1, auto;}
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31.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
32%,32.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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39%,39.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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48.666666666667%,48.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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59%,59.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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59.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
60%,60.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur71160 10s linear infinite forwards;
}
