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0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYheWXS2hcVRjHf2dm7sydyTySJk5rmqakNTHWEtGYhVbrowuxknRTAy5aRSIUEQqiuIkUobuKWCgiGgQpKBRdNNWIi7aKjyKhSkuFkGhj02fiTOaRmbn35ty5x4U0Cs303juzcOG3PI//9/v+53HvgQZi+O0OtfdIp2pEI9TIZKMQIabCjUgQqHfi4OgWlb0cxMi28Non9btQN0AhE6CcAbuoYxfbODDeXBdEXQDbXu5Ti1cl576YFp+/d0oU5tZQyd5Rj5R/gPv33KesnMZy0VlpW1pwmJrsYsOOR3274BtAEy1YNwTT386Im22fjZ0S2SuStnSLXzl/AJuffkRVFqqUiuYtfT+OnxZrAjoDe/y54M8BR8MqmMyevSBW6zZLJZJ6gv6RPs8QngH2f3ynijkmM2cmV00O8MPxCRGRYZqbol5lvQOIShxNm3cfZ1VpDrXx1Ov3enLBE8D+jzrVzGSCnycu1qz+Znz56Qlhl4NEQ3Ev0u4Ar4ytU1en41yaLXgSBDj+/rhIhtMMH+x1dcH1W1C0dSzHoXMgyIXT8Pirvcq0Iqh8E1KBZYSJh1Kk119n+9Bv5DJxpJSY+TypWJThg+3q2Oi1ms65AhizrVTNKppIsOOlVuUsQZOKIEWQkKMRDWsYUiFEiux0H4YsU7VDmFUDO69TmksC19zS/I/DdVc/+0a/Kht/L0GpYuMAARVBmkGqVQ0cDUMKOjYabLlb/msJJLalsXApx8QHUzXzuJ6CaFeWoG4iI/Oc/PCMUIkc5UgOSxkYokh+eQktKFCqQGvPeZrWzhNN/0E0GiXRbhLvLN5W33UTJkMmlUCMqZ8kAN+8U7uaE+8CLAKw98CDytT+5HYnADw4cGTkhljfU2JjV8pt6Ers2jekissLHButDesZAODwi3Oie2CJB3Zucr1YnnluUIWaqhh2yYu092+BipWQcq37uEiQvJ3h60O/ulbvC+Dw89dFJaDT/dBATRe27dqpLG2ZfNnwKuvzfyAgiaR0uvq3rgqhx+MUzSXOjp33VL1vgN+/+l7E0kHiSf2WvoeHnlCLjsnk0e88J/cNACBVjsg6Rc9j3Ssu7B55UrV2aGQWcn7l/AP8cvSciLRIwsl/pibSAXoHZrl80l/14OEqrhXb921VhSvL3NXZwYa+PKn2i7w1lPetV/fbMNXmYJsQSpqEkpm6kjccg29uVi8cuue/ex1HUxaOLhuR4C9Sk2OE8VfbFAAAAABJRU5ErkJggg==) 15 15, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYheWXT0gcVxzHv2/e7syO4/6Jdt34B1MbjYolUishUEVt0FKqbfVkwEAuIZccmlMg9FIoQk6hlB6kl0IgeiiBED1UE/+QFkoPaVOUapeWVsrqZnHddZ2dnZl9+3owplDdzpvdQw/5Hd/M+/4+vz/ze2+AMqz5/RHeNT7My9GQytlM9DwqPLQcidIBLtxt4Cf8NjQio/taX8lZKBmA7VBY+wa4zeGnGlqvt5QEURLA0HQ9T6168NPD78j8zNdEM1QEtWApUu4Beqdq+V5UhZFgL9asPRP+TBU6P37NdRZcA1CqIbMqYePeH+RwbX5mluhxA6Gw+yy4AuiabOTpHypgJY5u+37mMfFtRtDz5SlXWXAF4DGC0GM2okvr5Ljn5o4FVQ9jYLpWGEIY4OzNNm6vK/h19pdjnQPA8leLhMYCUKkmKisOIKdCsJ4xx/d4miKYasR7DyJCWRAC6LjUxfGXjLWVH4tGf2jfTC2QzG8Uhe0qEWkxAFUPIhVLCwkCwOytBaKsdaJt0PmccIyoe2KU51IW8s0bqB+KwVPwIW/JeDS2Td76op7bOQ80EkYivQuJKVC3wjBoFk3ediRzBNvbW4jOzRf143EC4DrgsQgCe42gawryUgGqfQL9n9RykqBQ8z4wRhApBKFwFVnVRiULYT+XBTElKIbp5OIlN8ceeHN0lDPdRkVDFpXtcbDnJdg3DRBOQZ+XQCrIByXI2qDMB1he2KaEZCyO1cWV0nuAaEDe5kgGNqF2HDShYe1i+V9NGE/HDppwJwyDJtHka0cSBKaquE3KUeseG+DN3Z2uZvyHH41zkc9QaA4YWhqhOvGTbvjGIDc7nmJ9YdaxxEIAa3eeEDRY6Oh7wzGid64Ocv9pBulkUkRa/CywQinINc4XUBJkSIc2MTcSd4zeFcDPk+vE22bizHB70Sz0X36bs7o9GEwXlXV3H8iraWh1XrQMtB0LoVTLMLQEli5uCUXvGuDJzU0SPJeFHC4ceXZ+vJfnGuP49sqfws5dAwAAYzr8rxfQOvbqiywMjQ9zLaIilRA/MUsGeHx1iwRaDKjhfxpSDijI+JN4+unvrqIHBEZxMev//BRP3W9AzSu1sCNZxKQoNm5HXes5juJiRqsZ5EoVxEuQYTo2PnPvvGxrufAu75n44P/7O+aaB9m880X1v+xvCidH0OGf5Y8AAAAASUVORK5CYII=) 15 15, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2XW0wUVxjH/2d2LnsZYAgLgtHEVYu2XlaJRk0NtpCQlNqCF2y1qImJibV91gdffG3f9cVHeTCl1EuMTWigKbVP9QVr1VJbTdQFZOnusjO7O9fPBxNsBDJnZl/9Hs/M/M/v/M/3nfkOUEVsOvoFbT51jKrREKr5WMrbiDFWjUR4gPXbe8nMFqBaDOlz/aFdCA3AHBNm0YBgOaj1ZKw63xMKIhRAy1AnxVdH8OjebfbT5QGWKBLUeCyMVHCAhsF2iv7LYBeN+TErbyCZjWLlN12BXQgMoKIOkXELd4d/ns++0YHvmDGZQ11jfVC5YADLL3aROuaAJksLnv1++TprnlCw/PvuQC4EAqjVVdhPDfwzcmfR2rNny2jKq0je6uCG4AZY++1+UsYrmLg2tmTh/3JpkNU/llBn8yckN4CaFWFPzvkL5i28O57Chvf3cbnABdB6+lOK/G3g/uht32Nv5MIgw3gecUHkkeYDiOcZ8lOzXIIAcHNogDU1a9jW+7mvC74ravv6BEWmDegZHVKFkPhAw8PuZ7AqLqIlGfJcBE1eErliEQpFoeQYbNNFilbAJAHTz5/h/pWhJefx9UmZKcMzHMRFGZ7kQCoLWPfHMliOC3gMii2CuQI0akTMFVG2XTASUDYNMJNB1BeW7Nv4f/jmwK7PDpNXtOAYHjzTQU1bHaxW840tiEAi+dUWmC6YK4BMAjMZ/stkcPfmj+FzwGyMIeJ5KBV0SDbBjnn4a9P0Ikk48zoJPRcpZQVMWYCjxoOasjC2HOmhNbt2BjrjP+47STxlyHValDSC1tzAPfneA/00PZXHnV8HfbeY6yCauHiDue8k8F7Hbt8VdX7VR0hrKHkOjzT/v0BPOpBaan3f8zQZD9KP8edvV7m6VW6AR2d+YGY6itbe9iVd2HOyj3IpGwWpzCsbrB+YU3VIKxNY07ltUQipIYYXmo5s9yh3rx4IIHN6mOntIljLwtLafrSHplpNZA7eCnRRCNwT6ijATcvY3PXhvAsd/Yco0VKPwkwuqFxwgNm+MVZZTZBqEvNjspZANlnB07PDga9JfF3DGzF5YIRpWz+itRt3U2rrKhg1DHqJP/GqBgAAEhUoUQ+eLGJOsPDk/PXqLolhou2TQ7Tjy+NV3Y5DOwAAtibBoarmx0txXlP7p9iqPgAAAABJRU5ErkJggg==) 15 15, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYheVXS2hUVxj+zp1753FvMpnMZGJN86iJYnwmqY+0DYUYI0VUlAYhwbgQFVfqQgUXpavuqgtXFkQsrbSFIrS0pS21CL4QXaSpomCTlKQ+yMxkEmfmPubcx99N1UIS770zfSz8lufxfd/5zrn3/AcoA82d71Fz1wdUDodYzuSgmYMQEcqhQMmz2zsOUaCYRkzMYcmO0yWnULIBkbII0DRCUBGXNCT7zpVkoiQDPWsHCTyFX+/+wC5dPMOqaBLxynApVP4N9C7bRoznYPLCszZTnUJSH0di8HPfKfhPQNWhFacwPHKdPW269P1ZpmZGkbSKvul8Gajd8RFRXISuF2b1Df18hjVlrmL7km2+UvBlQK6UMeNw/DIxzObql3KPEYxX+KH0jld2fUYrug+4rq5/wwBt7trjOQXPCcTURzAyD1zHmUELVXEZ6zrczXo20LL1FEXSwxi9892c0f8dF378kkEwEFZCXqjdDTRsOklyYQz51LgnQgD44uuzrLZWxqquY64puN4FEcMEcRuSvAzAZXS276MqSUeAa8CMjrG6VbDW9GAmr0EigqxnYVkWsqKKSFxC4/qjNHHzxLzJuRqoDjyEyQzIUQFvvzFIIaYiLDEwCHCiAdQpHPnC76hxTCgiQRM4JNGEplmQbA6FJt0kXnK4nurO7oNkGjpkSQAzNYSYDVliYHoRjmGgsGAx8vVLEbD/2gKNQ3JMcN2CaHNkMxO4d+vTeXVcv4Jp+1VwCmMqx3DlxnmW1xUYOgPnDqycjUdqENMVizAi1OOuXY+UE8O4VQ1ZlmGKSahsQXkJNGw6STFzAvrDIYz8dtl1/FP0vXuc7k/auH3twxfOcU3gj5+OMK2iGZW1TV610b99L6VSmqu4JwMAMPrtYaYn29Cycovrj6XvnZ0EJwxD9XY1ey5KZ5Q6JGrqXcdJXMSTgoZbQ+c8b5dnvLb7E1qzumfeFLau30I7Owf+vXpAy2uICUG0N7bNKWJGF4JnZxcr/yh6G3vpzaVdswx0bNxPrf0f/wc1oRKBHEqgbfFbz8Q2bN5LSk0L0qK3K7gsAxfvfcMoGIUUfF56SUoC6UgTps4P+D54JZ/Ute2DxHkGiboGaNWtGHPiSF/Y45uv5LehxeKwmY0iFGRNGemv/IuXjdbXD9Hy7vf/v9cxl6KAGSyHAn8CvbpOfuOiMyQAAAAASUVORK5CYII=) 15 15, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYheWXzW8TRxjGn1mvd71rxzaNExKSBgciqqJQIg5ECISECFWr5kAOcOAzTWmrhES5lKp/Q+FSAQapBSqQQAIkOHCoIFWliopLQXwJBOIjEIhDbCeOY3u9u56ZnhKoEtjZdSUOfY8zu8/85nnfeXcWqCC+bUzwHau6eCUaUiUvc67B55crkfAOMNB4nk+rD8DCDNvbv/DsgmeAgjyMLHkGm9hQqzSvMt6iP36Ub27+cnbX3Z1b+WD7gCcXXDvw9Yf7eUF9ijxPzY79euksscIGej5yD+EaoCokISU9xNDwJfLmeDqfQXW41q2cO4CvlnzPx9RbyNLxOXPnrl0gpdg4Bpfud+WCKwAlbCFtJXH14V9kvvlsKQNfzEJfU0IYQhigb8VenmSPcPnelXkXB4BTf5wmRngcii7eG4QBisFJTLCM43MFXoDaWEL/otNCLggBbP5kIx9jL/Dn3Wtv3f1MnBz6heTk5yDRooi0GIApjWMsNSwkCABHfjtAgoss9C684OiCY7L6V+/hxal6NJTiWB31c6IDis+EbVAQPQ+oU6ha4MNUbgKyv4yJ0AhgMVjyfUSabOBVhQDFchmMhaA2ZEBtE5QxsAiFZNrghMKnURQphb+OAgEKzdJAtRReGn9Dit3AurYl/OrNJ46p+/+GozU9q7o5m/4YWoSA2iYYY1AjFPyNFIBSQLaBQBlFaxIUKZRoCZIuYSSZxLtS4FgDuiyjKOVhv4xDMvzw6YCUfV2EdKYI0xOQ/RxGyAAsHQ01rVDSLThzc7Dy/H/etoK3NTe56vE/dCS4yDEU6gMqq0VdTVx48d7PvuOFUQVHXnU57l4I4OLt30md1Ij1rWscd7SrYw8Pl5vAs7qItHMNzIReWIAPpJzjc0EShDkSwKHRbUK5F/4YJe4cJvVSCz5dvumtLuzcsI1ruVpYxbKorLv7gJVTEFPqsW7Z2nkhooFq0LSCxPM+4cp3BXDsyY+kzlyJqG/u1WvLmi4eSNfip8f7XB0713fC6TxDDVuGjnjnv1yIhaqRyc29qv3nAD+P7CNBsxkhUjM71t25lSs5DccfHHTddDx3qZ74AZ70XUdkaQE6U3B86LwnLc9/RsFyHFG+GH7uhzlteJWpLL5pOMF3t295f3/HhBigtviZny/+AWgmR4Og+L+hAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYheWXS2hcVRjHf+c+JjOdzNyZNGkaTWvbRMEM7SKIQihFtJooRRARaWgRV4qgtQttfdFFFZtu6mNTcSUtEUEXimi06kIkkE0XlgbpyyFNnaR5zNzMTObOnZt7XFhDJQn33JuFC//L8/h//+//fefce2AdONLyhXyr7Su5Hg5jPZvd5lnc1AzMROfQom58Y/snsmReprbxOk/uzkV2IbIDJW2SeSaxNJ1EkxWVJhpe7RqST+8YXM56cN9eeaDvsUguhC7By11vSjs2SdmbXx4b/uZHYTQ38WzumdAiQgtIJnQKXGNkYkTcPj5fWaDd6ghLF07ACz3Py7w5TrExu2Lu69GfRTm7wGu5t0O5EEqA31xl1rvJr1fGxGrzJcdGy0qO3v2esghlAYO9A3LSy3Puwi+rBgf47KcvxcKGWYirHy5lAQ1zjpJzM3BdWVSIdSxxZPtHSi4oCXi0t1uWpMvo+KU1s/8HZ74/K2xjCj+1pEKtJkAYTRTLVSVCgA++fV9s6JAc3XIm0IXAjN5p/05OWWPo9SxGNYGerKMbDq7r4CdqeFoFxCK2XkQmqhSdSxA36E0/R9v8Hq5NTHBqbv+acQK7Zab9AppnoLXYuO40+D5GSuI2auhIPLOKp9WJmRoyrpOu34FveFRtm7r2GzOZPMwFRfk/I7AHDu06KaXnoqd9PNdZUYLGrRJI00XGF6nVbXzD4077QYz6Xdwo5Tl7dSh6D7RN72TKGkMUssSqm/9uwrKDdqsJpSYwhIatO8jEEgvOnxA3SKYt2mq7cEuZsKasRP/9OXnfvd2h7vhj/aekyjFUugekVyebSioHP/T4K3KxIDhx/WBgiZUE/HD+isiIGH099wRmdLD/gLS8zWhlXYVa/VtgNjaSiW8KXJeSzbgFnaE/XgrMPpSA4fMjotPYxiM796zpwv6Hn5LpxVZwPFXacP8DWiVJq7GJ3d0PrCoiE7fwi4ITl19Xyj60gNPjH4ttjR6yZuuKuSf6HpKpYpqTF48rBw8tAKBaW6KDHQxsHfiXCy3NaabtQli68AI+vPqusNxOUkbL8tjgvr3Sq9T59OLnobIHhat4LbzYdUze4HesLTqemWf43Ggkrsgvo4zfSU2r0OSXma7ZUWnWh8NbT8vDueP/3es4VmnFrIV/jNyOvwAOjkcX092UfQAAAABJRU5ErkJggg==) 15 15, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeElEQVRYheWXTWgcZRjHf+/O7MzOfjS73ZDEpDGQmkbFFitCe1DEgkWwVAv1EirGGg2oqQfpqScP9aJeGiqCWBEleqi0SAVRjIg9tOAHVBHSmhRtGzc1yWbNzM7OzM6+Xszm0GznY48+l4H3fef//p7/PO8zM9BGvD/aLT989g7ZjkainZvLSgY7mWtHIj7A2+NDcraSpCQ6+WysP7YLsQFKToIFU1J2dX7UB+LKxItj4/fIp/cPNbMeG9sr739yeywXIjtw5PC9smRqVEy/OfbHkk0hnefRp3ZEhogMINM615Z8vpqeE2tjX5/5Xthlm77uQlS5aAAHRnbIK9cVFlfcW+YufPmD8L0OJl7eGcmFSAC2NCiXHX66cFlsNL/6j4midHD0heHQEKEB7tu/TZZumlz87pcNNwc4d3paWG4aQ8uElQ0PoEidVbMWuM62BGidHA/pQiiAqefulH3CYPbibMvs1+Ljj74QK44GSjqMdDDA6ZHN8ncnhbO8FEoQ4MQ75wSZXiYPbw10ITCjT8d75YyZQVXqqNSoqVncpIpZd/FVnbKjMu9qWJaFJSSvblphS73Gza67ySsm1+dLvPLJYst91CCAGacbW3gIvQvb95BIGqRwlQaOL6gLnXTCg1wKTUrmcl34dQtp11hW0ly1i8Bi0Db/4wisgddHd0q77iGMjvVHkEzhygZOQ2D7OqbnUaWBJyUP5RUG6hYSn5qicXW+wuTZmfg1MKwvMONlUJ158mtFiIrpuyRVHa+uUm2sF+Ggsl6EvYqJZtz+9AQCqKs1BFmm5xJ8c/6vQMde/O96/LWiXC3/zcRtTgCE6AMHp5bFXXoNfXMxaGkzjry0T2LNM3EquHGF6oQjH/wpbkibrbuCG8uhZ56Qed0FvxpGOvy7wBcOuWwqcJ2RkeAucuy91oUXC+DXzy+Lnq4sux5p/em17+AemdGq2K4VVjba94AhbAoFnQd2b9sQIrcpi+9XeDNk9pEBzkxdEkNbfDrz2i1zux9/UCrJCpMnfw69eWQAAFF16C8q7N0z2HThsQMPS6NgcGOhHFUuOsCJU7+JnqxLR1Zpjg0UDcrVFb49eylS9hCiFbeKo6PDcrYk6e/uI5P1eOPk+VhagZ2wVfToDcxsgoLmsN25FlemvXjr+UH57tjGJyJsxHYAoOBbqLKtH2z+Ba7bVSWZJKn5AAAAAElFTkSuQmCC) 15 15, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYheWXT2gcVRzHP292NrP/sptN0k0NMRJr01YlHmqQtohQvWghXnoRLUJdJbWxoCAejHjprSKCqYqmBal/LrkYWr1opIe2hNKDBUGTmtg0xGSzm/3T/TOTmZ3nIaQ9ZDczs3vw4O/45r3v7/P7vvfmvQdNxEeneuTY272yGQ21mcF5U0PaLc1IoDQ6cPTUo/JO3kfGjvNdEy40DJAuK6QLUDACFJROJk+2NQTREMDwmwPy9orJxYsz4rNzU2Kh0k5G2dGIlHeAo8eekCtZP/mCfa8tlbeZrvbx4LN9nl3wDFAWGovL61y9PCs228a/nRIzi0V2JNq8ynkD2PP8LrmUKpMtFLd8m5q8KuJKB0eODXpywROAZfso5Q1u3ZgXtb7rxQqhQJRXkgOuIVwDfD3ygGyzNWavzdZMDnDlhysCUyMeDrqVdQ9QtiJ0yZJjP2kIVLWTd08+5soFVwDnR3rl9UwrP/48V7f6zZj4/pIolHyo/ogbaWeA8RM75Uwpwnwq70oQ4NwXk6IlnOD0W3sdXXA8C6xYANuyGdzj49fL8M7IXnlXaqzmAujSJFUx8KutHGi3GQrcIi0imKZJjhyh9iCnj3fL0fNLdZ1zBJhf60C3qwitleTrHTJngCU1EDZVWyXSEqRomshQjBn/AKZZwtJUqpUKOTvAQiEKLDml+R+H46p+7439slLdmIKSaWGzMQUF3aZUrWLYUDRNnn4oxj6/uTEFQqWKiWH7ub2Y5cuJP+rmcdwFfe0ZAoqOZq0w/tU10aZl0bQsSAOfqFBcz+H3KYhynn7jJl1yhYTxN8FgkO6YTm+0sK2+4yJU8zqKFWJ6zgTg47Ha1UwDnwCwBsCH7z8p/WurbLcDwIUDyc+XRX+4SF8i5tT1Xrw2PCTXSylGP61vvWsAgONjC2Kw4y4vPPew44/l6EtHZDRcxTK3npgNAwCE1CIrIuzYT2gSy0pz5uzvjtV7Anh17B+RUwx2H9hd14VDLx6S+A2ypYpbWW/3AVWpEo5pPLK/9tUrEAlS1gt8M37TVfWeAf786S/RnQgRj2496Q4PHZRZO8OlC9ddJ/cMABCSBj07Wzj4zP2pSL58WPb3RFhN5bzKeQeYuPCb6IqbxKL3hyZiCk/55rnzS+2r2nbhecBmDCcfl4vL6/R29TDQlqNbn2PobM6zXsNvw86QjR6FqKYTtdMNJW86PjixS54Z2fffvY5jfoOAz2xGgn8BEn5kGJujBVUAAAAASUVORK5CYII=) 15 15, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73193 4.2666666666667s linear infinite forwards;
}
