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0.8%,1.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
1.6%,2.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.4%,3.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.2%,3.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4%,4.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4.8%,5.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5.6%,6.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.4%,7.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.2%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACt0lEQVRYhe1WS2gTURQ9L5PJZGYyU5v+rbVJapLW/iil4KKCUqEuiuJSwY1ulII7wX2XXSmIrhTcaRE3FiktaqkkUFok/Uj9tKnF/n9OTJs0M8lzFylJ6UwmKEjP7j7eO+e8e9+9POAIR8gDZsKVNNezxKz4wGs3lSt+4ru1HKoo4vqpMUOcVrMGOrvCBAAeDDqpWpQ0S2cOd95V0+6P7pzLkRdcmSwzZMCSbwNRIuHSRLtuE3k3oGwA86m1jPW3/T46NVr7d8rjHc98BwMjVVnFc+qCxumzlDAS2MVtjHcEM9pO4hoAhNPxw74KanVm58qpBJP1I6RYKIWnjENvsC3jZusMuy/eicuI2W1ZuXKeA7uJm4CFwcLuMD4sLFMuClhjHFpaZ4kQKU3v6x09SeukDXTVbGYdUKYmYfPLENXWtjB9+3yaxzN0l6KcILU0hMtCHLK0h57m2QN1TE3C+JcISGI/t0PjUKAsQyyKIcES9DQdLG7KQM2T55R8UgCr9mdt+AIVJAUJfh1Oi4ZH/q+HZthQCSruhajUGgPcEWiaAot2DCK3CsIHIMZkEP44JKYEb+qu6uY11AXsIIH2YgI8b0MiUQj1fgRcvwCJqYSS7MQv0mZIHDBYgvZNB9RtoK/+HAEAn2+Mbq+soqC0BVF/CebPNBh+1IYMnNZs2LLL6ZhnCeK1MqJUxHyHcXHDBrwpIFQswKs+pSqpRspjB5wOzHT7c25n3Qcfu97TPaeMAKGYUziwcCDwzWX6R6UrAyPuEF0Xk1BTdngLKXw8QXRHRcCsOnRkYM71iiqMDSIvYjW5AWJ1YyFlw7XpRtO3B3RkQOU/I0wX0aw2oYipAnUIaA/W5UVclwFGfoaqKEFsrxpsSoI/eDFv4sAhJfhxo5ZShYIssTgRnMqrsG6s3PL821/uf4/fJEnhWb4X7dgAAAAASUVORK5CYII=) 0 0, auto;}
8%,8.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.8%,9.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.6%,10.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10.4%,11.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.2%,11.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12%,12.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.8%,13.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.6%,14.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.4%,15.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.2%,15.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16%,16.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.8%,17.5% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhe2Vy08TURTGvzszbaedltZWKi2IFjKK4VUeEnGHiZpg2PhIJNHwJ7AR9+5IZKPxL8CElW7UiNEoEYwPEqFqQoLIs7VgSgpC6bTTO70uVKLSoY1idDG/5Xzn5PvumXNzAQMDA4N/DCmkqHPsGFsWVxHJxpGSPHBRP8bluwX1/naAnncBtjQnIoYE4LJBS7kR5ldg9jZAEA6Cg4Z97DTGnppBp1V4VRWfZyRkJtYxP91KugNh1mmjMNkTKDIzyCN1Ob10A3QP+di1tsWf9OZnfWxN3QPmdEHSeFj4GGxwIfGEA/eYQp3l4KdlyGo8PGYVsmRFg5CENxOBLbmAIiECntxDOGiC/zCFJZgBpxfgV3MAoP56rDscmGrqIKGWdvKqqYskVt/Dc9IGfs2KCq4MDixjcC5IoupzRJIzeP2xGFyRBMX6CXFBQaicg+IkyDATqCoWtgMAEHh0ic0e78tZL596wdRzItKihqXzzZs1/c33WSWzwUmcEKEgq05CIb3gqgVYZB4HrrwlQiHmlW96WHolkVNztzxkcc2MtGsKYmkVSkJRJl/ox2XxKPZyu2FXU7gVvYND1gBkRuAUM9g/MLkZMm8Az+RZFuVmoNTf3nL68q5RRrN+RG+WETwAvAPDjKymEVZELKaLYfFpCI42bjtl3R34jg0bUOSt5mf6jzB3rfjV/Bv8+DzodBLUHsSEbwMnhmvy/uJtJ9A42spoTEE4hxYTiyG3agj98G3q6kUCAL7aIQZ3Np93ftpGmpieVvOyl1UP1unqhaI7gfb5UqatxXUbN0wLoCX2P/XXD7CLmpHJpnQbeYlDyuH8ewE8xApo+hP+UHVjR94C3VtwvWKCSDuwRwYGBgb/PV8Ak5np7mf7fC4AAAAASUVORK5CYII=) 0 0, auto;}
17.6%,18.3% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACf0lEQVRYhe2V30tTYRjHP2c72850OqebzKFzk2klYkVeWIEZBEFSXdRFl1ERFbvpn4jAG4miICIiKPAmg7oIwiAUCsUQLc0fucI506lrv3+/3RnimItVN+1z9fI873m+3/d73sOBEiVK/O9I/0po2npVlO17iThkJN2iUOZcR2mMI/8NsV7nB9EmG7BoQmgVP+rEOCpxn3BURcybxlQbQfzIYLJ6paIMNNweF5alEJFIBcahZfyrRuoygo/IeDMCl15LZxWkV3wIRc+CVsaaSmLyg+2KR4I8r8A9Vi/CisxCIECyKks0biAUbkdn7EZWbIg1FRoB5o0GVvt8OEIWJL+CN7yI0FTgrEzSY7bRSCXOTDnh6CDqVC8qR5KWFzObujkNXJ+oE6ElCMah/7RPAmh9fUmkak4SzyZQBUeJvR9BOtJMk/Usuru1pGbmGR44sznvWceAqNbVsJbYIJkNYl0J4PLPUR/v26JZ8CXsGHskKnwZ3vRc2Hzm1OA7sT5roNwe47v+G8Gmdr7Ym6UbjlvioP4wR6cO7Di/oDtQP3dTRBdDjPa4twyceGhk4fEeCaDt7Suh/xrFde2JmHuewIa+oIOpdtpg97iFvOThU7d722lk46/1ZNdxSZryIlfWMqZUc97TWlC6OxqANTxd97YN29U3IbS29Jba5OUTUiKgZtG6vxDtwtg9dE7kqnf2X8xZ/13yJtA23SHSy59z9laiI+wdflq0ibwGyhMxzIZMzl7acYxw/EGx+vm/gsR6lEwst8e02Y6kmS/aQN4EGu0q7CJ3AllllojJVLSBvAlYgpAwpXL2ll13/sifNG8CDWodlqp0vi0lSpQoUTQ/AZeE4ykJaNHeAAAAAElFTkSuQmCC) 0 0, auto;}
18.4%,19.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
19.2%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,20.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.8%,21.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.6%,22.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.4%,23.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.2%,23.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24%,24.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5ElEQVRYhe2XP0wTYRjGn2vvelyvJFRsaoFCi4AESsBCjItG8E+iMVEHYyQhLi4uJk4mEidiXHQzLg4aExcnExJMIEgMIYIMQEprQQUqhbakBfqPa3t3/VyMCYbhO6646DN+ed97n/ye977cARR6vVVNaOr2IwNNkT1fjvFwM1kOHSu5EZamqEUVkC+oIDGl1PPpCGQ/ZZFZZBGcVBDsd5WUAhUBLqyCNWdQkwNMC1Qt1KIiUFyxILYiQgmWIRLm8KbFWTIKVAbkpABhUYWwdAtc4QJOSqWjwNAWzp94SFDsRFKIoBCdhJPrgpFzwz13mfoZe4mKAADwsgck6cDyqoh4TS3SVjOM0lGMtYR1xUFtgC3aIUlWTCT8uD42wPxoMmHAEMO7zLqe+fQGplCNbTGJjiNuAMCVl33McNqOAL+mywD1NgVkBl7WhA50orpuhBSbqiBHIxjxXdO1A9QG4jspjHJbsJMtGAQrhEQEVTsR6AtAQwTPV7xMiJPwymGBaJZxUVLRxdfpHK+BAABEdmrA9fHA+CyYqBWKJKDXM0tCxAj+rAj1hoCkkMCs10MdiyYDUoMBZUoKM0M3mS+/zi61jhGxWYR4x4R1OY/cBjVU7QYq6znklOSusyF/N9Pz9AFZi6TwueeZroWk0qknU78vnoaAi9QG6nVdRJoItPtniCFYRNu9UUJa0zCm74Mc3tQzX5uBQsEH1e4C6g4ht87j2+0F3cg1bYxMUojHx7Gd2wZrNcHx1kfcH+b+XgQmNg/Jlsfq1W4GADqGg6RoLsAxMUgENY2l0727iBgHjcRZaYONL8d059c9aWlG6Ak+IvPN/bv6Gn0fiVlJIWuMIyuHwWXD4PNxMOWbSNtDqGQZzDu/l8aAd/Iu2cgsI3xucM9et/8xMRRiKLNk4W98cTCvpW26/e9+kv2poiuGNv954njv0G1kXwYStiijII6KCove+fp0Zu446Z5oPbDftv/6N/QTq+kRS0L6FjUAAAAASUVORK5CYII=) 0 0, auto;}
24.8%,25.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25.6%,26.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.4%,27.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.2%,27.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28%,28.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.8%,29.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.6%,30.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30.4%,31.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.2%,31.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32%,32.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.8%,33.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.6%,34.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.4%,35.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.2%,35.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36%,36.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.8%,37.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.6%,38.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.4%,39.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.2%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,40.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.8%,41.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.6%,42.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.4%,43.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.2%,43.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44%,44.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.8%,45.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45.6%,46.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.4%,47.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.2%,47.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48%,48.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADN0lEQVRYhe2WXUyTVxjHf+dtAUsRJR0rhbZQdVAGmKiJF3WZAUn8uNgWnWxeLHHJtmRZ9pFsOrMlI97oxWLiYvTChBuXbDfTYEyMEutXhjF+zc2OybRSbEu7QVGhBTqEZxdmxMkL1NqKF/6u3pycnP//nPf/POdgG/TKsuD3wiyhWe6FGMtJYo28PysmFIAjvFVMhjja/U6u273qaRowApSQ4L4SCgxR8kOrZSQ3iD0KbYs7sm5mQqAmUi/1/bkMGANcPm+k7NURlppNVAwmmDPcxeZasmJG++/jd9spdbGwD5cpj+K/7tHm8quOoxpFYzm8UW7JhrY+X8Zc8o63+n+B/PunyqwFVHt0oGHYwqJq4bOgZUJ0rDN7BaL7XzvCddLiF6pdioKeElbt9lH8YyQrGTDqDeYNaDSqCtY6DqtTIRGtNpcbl1wiI0UY+oIkQg7ybw4xv2MAw7VtxFmEI7IuLYO6BgqNcRzGMAD1dp/qKS+VHudCRujHqZVgNgxjnJdHb74ib/5b3LnpT0d7eiLHa2Rvc5UAnPd8pRuCQ2/+LK2OSPYCcnu/WwB6bTt0Rb5bGH5i8UlV8DDOD66ru1vzZTQ5uQ9soU+6+p9UPgVu7Voutzc6J+10g7U3pd079ndL2RcxqW76Q3f+tCcAsODzC0pr347fUy4nN7knFjFVXZtRvPQHn4xbNMwHxzEE56bid2rCltNywv62xMxmAXilMjTjCXzs9sm7lVH5sPHklHNTrt3O8htS1f2SAuhaske+rXDSfLqfXxyKNb9tVq2bjkjSP0Zh1MlQ0krIMkrCGmMwmWTnOc+UOikb+LUmLGdy2vnkapPyeAIyPKrYN96KLVZHuChORXwJ5wpuYU/YuEKIj/5syHznbFntFYCG9RcyVvszhvBhXvDVAhD950UWNJ7NiInHMvB62Kp2uwPiHrqKzElkQl//LpgO08t3CcwrZSBRnBEDabFrRbdsqw3M2lMeAPf2kDQ5Z+4FTwX33DuzY8R9IDohvHxlm1TW9Mhr7x2QsvqgACzeeOxB19ySmYrRxdrcMmlx58qo1H3jlapPH7wVrF+ndnGlRYm379nIwXPS5V8PZTQsguN62gAAAABJRU5ErkJggg==) 0 0, auto;}
48.8%,49.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
49.6%,50.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50.4%,51.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
51.2%,51.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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52.8%,53.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.6%,54.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
54.4%,55.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55.2%,55.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56%,56.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.8%,57.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.6%,58.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.4%,59.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbklEQVRYhcVWTUxTWRg99wFPKpQK1ZbWlhYRKIq2Kc4MBtToRLTxN7rSmBCjxo3OGI0r41ITN8aok0k0upxETYwLY4j/oiMoCGoFK2pT+sMrP0UrKG2f9XNhJEABoX2Fs3tf7n3n3HPu/e6F6mo/mesEwjSBm6PswxcVD3PLW1r18vGUC2EAsMjTTuGBFqTIssF/ew8On9Fs2MumQgAHAHa9gTHZFyjuPUBP7WukkAta14qpdaO87SgVCEcGSfO9Olr5rDDpIobZXOrfSVFxEUTmwYaPLfgw24n6M0E4jnUnLQ5u6IcYfQd5tB7yD2HcycqCKaSCVpGWLG4AIxwAgJIOI6XUaMDzalTbBPz71Q0LKVH82QDFQBAHSx+xuse7KCPajsXLbifsDDeysPRTEQpX9qBpxzVWltqGP29rEXXx6OAciOb04qpQSDkFd6Gse5EoNwAgdWRBy3HIFvNRdSydNJ+A+WI3/il3MwDY9Z+VfGER3tY0bG+RSSJgVOzxGunw/fX0/KGVzpyOPQmC5gA1/lEqyQmJiQAAzutcTLWgDUq5iH4hFDsgUwN76lIp+MdHoHsuNdwoiVlpk+m4ZP3hl7tYcGnogVsNLRfC8koH65Zdol70oXhg95hzK3Je0WZDBkoD2bC5Z43LMWoEw3CNR/QNIb8oAn+zicQ5BlyhxjGHb6ysIW16BNWByC/JgQk44N+npUCqEgtP2dnDmm000+OAPKsPWe5eCK1pUGXyIJ8I5pPDP3s7nB/Xoqg/APOL9dJ1T8ffVYOZu6zOYfk3HC6hJxv1g7Vla+qkvz/8W3MHf3qvonlMgoVbPMm7vPxLdAQA/y92SUoS0wnHQm6jl/mKD1FI3Skl/wROwRAIZgWeO4x4ZTmbkAvKgguUZ+ugeavjeAKeWHeHfBV2sisuxiVCl9tIRWUO+n3Vjygn5QAApIX1uBLKxAx1BmpMJ6ldXz9hIba8LpKRGrOCmXh618iACfSB0fDXfCeVWbtQfbmceaseke5mJXNZnWRsmscaTH6q9XQiOzoXPeogkBuBN5iBr4V2uEM6XL9lTrw/7Nd20SbjzXFXfs7wJrnvyXUmLx3YXJswyaT3wE+k8xH0RfyJ8ieGbWtbyZInbWOKCxbLubhFxB3BUIR5GwBA/9v56XXDsLpz+uOYLL4DgJVVElE6NrIAAAAASUVORK5CYII=) 0 0, auto;}
59.2%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,60.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60.8%,61.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61.6%,62.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.4%,63.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63.2%,63.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
64%,64.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhe1WXUhTYRh+zn6kbS51KtucTk3n31z+ooaCWlFRZFdSeRXedNMPFkRFV9FFZCVRdFEh3gSFIiVEGApZhJWJ0TKdOjedZ9NNnS7dQJlvF+HQ2KbpnBA9V+855+V9nu/93p+DqGoHFdUaCdsETkSyC7MhAshejG6LCM7gVSkjCndBHCZA2kDwM8EBAKtKCPWYFlyREZoRE6VbtEETwiwbcssEyV0tmLfZIGKjMZ3Ph5jP4ufiJxiVLYy/IJsBZ9kIdejAdauxpHRioq8VkpY+LLZascQbx25HVHAyktpTT7nGyySvO7KK8Io1ZcsEcFY+6HKqGafQBsUxDaqe1XlIk9xBrs1M816KM1XSntZTBAAdNnlwMrAM6ZwT6e/5mE0yoLTvMBm4/vlHL4ZvWCDP20tGYEH0rii8Se5gqt4WUAw3FIfGkikFQkixgEiGgczNIGGHExK9BJK64Y3y+8ZZi9pzqs6mUqp5VLDqlHfqywgAzNl3qUcq3ZorujGaRgBga/FeA91Zj2kstmFrK/TJjJDMDyReSVjVx02Tey3ClXBPaaCrCPX6rSt+YE2CCjlL12Mm6WHJ542LZe/JaciUuCpAc1EbmRSs36BZsmEqi+ulocQpep393auv1y74E/QuEjzTDHrbIigsfB6x+QuMfFKJOFbhd0c839kOMaVBMaj26bcuAdbIGIR8NSPztp0BANPLdLLfd4I9LaJ+awb21XYxr86cpHDDD4B1IMGyH26pGnaGC5tSDwz6jr3uLWc6qKG4Vq3Hv0kxQcpLRyFjx9E8l4HKaQNmrVzMOwlz9kKU6xoCv0HbDlzw3OPNiqaAtN+aXbASml6XxxboiwPB//cwqX9vyfMlbcHPAABM54oBALyRxEDwbwyG9KekTf2wbb/yAIBKtZ708d1bP4p9QSAMwbWofgCAXTy5Pdkoju/0EHenGemLiqXGHC01pgzRidhbVJPXTgBwrrzXp8B1TUJfmHOpPHZef4Jn8DSodFSoOI6lKT4AgPkm2wzNf/zj+AXkfyvN3qttlAAAAABJRU5ErkJggg==) 0 0, auto;}
64.8%,65.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.6%,66.3% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYheWWXWiTdxTGf+/bmBppbGuiaU0amtj0I+3sB07ZFEWYTGHTCxEvHFMQ9cY7bwYD8WKDDUfZxRj4OYUycNoOpoggKpv42WJpbW3tV2zTvolpqm1tNXGxxwsx2LVLY9M2Fz5378v5P+c5zznnzx/n9kGx738iJAnqotwgC2wRSk5qSRGhAOT/HBDcoA6FIE9Pa3mWMlcCVIBCSxshXQTFPYr+bh3FfW3iDlyUdc2/zLor0UoL7wdlzNTN898vYw7pUCv09K7p4OXLWgbNt+bGkdzAeVl17XS06t1nvxdXv0vSfnLMmhPquI/GawRKFlDQ+ZsAnNj2rbLyhZElaf/OVv7xAro+q1SML66T6humyFspAEaDD6ekzo0AAH2oD4P1LuEzN7H49siQmHhaYcfWViRbb68Z14q6DpvUXXQm1B7df3/U5Vcry3tWy/yFQlf2OWVLYKn8oZlISc9Cy9H42lsq6fogZaoekyfCIm00kfwTBQA02m8o5ZpdAGxjOpYP+6kpfKgA6I4VSBoqr1IVvrxs4KZuUorEsa6zVDZ7HFJzZ/2kFncX50jXx4UJb8eEGXiLv5c1KAa9DnOGNvnB0Fc4a1sTvh/+VwDAGWu74guPcvyflRMqHcicPyX5X45uGcgYjOlSTAEAxQNlPMvzU+VxydFalwBcdR+UjF5jzHM/5nTKipQGwubamHFTTlDJ+guKvzpXLkk29SNN3OktE+eqMm6pTZPGN37ulKf+o5ie1TAy7CM/UBmzTXH1sPs7h2hDET457FUA/C1m0frzyVb7eOUdJTjixDwYJKVToarlIK3tLk5on8bFHdcOKemLUfWZgBeAyI4rVNwrfSdB8J3onfFQvj+0/e6kvZqieLT1zbXb4+6dMTFTbsG44PBzAOwPbHP2YpqArvI88RXdS347+q3fzIiIaVlZtaFZIj4jJWo11sdjZD8+EDfP3k1/iq51Bb96cmaujX7nefEYz0qL5XpMVw5/5BWAfY72aNy0VfxgC4rHVM+Rhg1RDi2rWbzzAlgyC3jouo2haTWh3B40j5VdbUuTN7izhl3Wfjm0sSP5G7E279S0RST8nvqiqF7CQ5ZEaT5gvAYJcjZnPJErNAAAAABJRU5ErkJggg==) 0 0, auto;}
66.4%,67.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhcVXa0hTYRh+ztlxHjVjXifLOdt0eVmZEnZByYouSEQQZBRS/YiKIAKj/vQjKCiigoSKIoou2I+iHwVdFYtIUysdWunSdNvJs1aZzc1yU99+ebK8LOfRPf9ezvd9z/M+3/t+3/kQv9JNWftEQpDAqvS96AlVYP6R5qCIYAAgp1QgV5wXyn4Ov+YoERHVh8ZUHTNtAgAgrcJGkdWV6OI48FsXggZe4133C8BUOi1CkNpop9RPZmkbMl6dIe3nHdO7LUlfX1F+5QOJNPPzKko+sWJKRXDDg7C+OnxPN8DUcYvYjz0IVRxFuC4GHVMogB0etMzazbgHHyO0uh29aW7ofTHwJnunkP4fBwDA6PLBuuglWjV3mDWtS6hr0IScDhP5GBFKpR0xCg/SwCKXHUShx41onWtSRTpCAMs6ofPNAH8sn5IiHeCtYai6y8MT6oWCUWFAzUHoYbCulwcTJQJwTYZ/pICHxptMsrCQTIsNSBj8CDDvUbW3c0SWZw7MpdsDGQDESQkYE1lOI52tXkpPrIZRu0DYPk+W7hjhwBDM8Ram3MaRvSETQNtf36yLDfTpa4Qc/P5xza6mnc+y6dDzOVLGncaScbM/F91Ebdnt1J1U5dcl1t+A1c5+LLOHgU/pR5mYTgCgsZwas/KP5z2kWN6LyG8XobIt8dshE2qh85VFpFE2YMFhDfqvm9FVH4L4WCVI9IFpj4TjhxHeRxsR7j6NLLNZvjtEvPfHfsfMy2SPuirFdc/SqeaKVor351fLf3RbrxaTo1RPAPBWfYHq1SdHJdmSaZ+6e6Ph9CYCAFH7nBqjHstG5LcIh+ASLPhSMouacR9v9DVy8U8cwrY8EpLbZHMgoEoVstOoNYRDQW1TQPNzVKUUz64Hy3f//xYMh2egHAW1TYxdu2vCThSlXKJ89QaEJ9gQkS0G5sAQLLG7qKNQi4ynHBJtB8dd60ZeE73+UIcUVSH2tKilsQELKEvspM2CRprvSLlDP/vcYDk9PApCXN9stMU1g/mVgbfRzQhxGlFsSZTvcDqw4ljQHjMSjsc6gy8i6ChJDd67UsJy/iKt1VUEJGTMP6KJIDEpFz0/YuRYavrxG+LbOW24e4sMAAAAAElFTkSuQmCC) 0 0, auto;}
67.2%,67.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68%,68.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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69.6%,70.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70.4%,71.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.2%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe2WS0xTQRSG/9sH0CIUpMirtLTlZYG0MUTrQgy4M65QVBbGlYm40QULXIgbHxuiIcZIWBhNUNQAmmiMJkQEQcCIClQLolja0pbSooSXbSnHBbEGKQi09G78Vzczc8//zZkzJ4Nk0QwpNA4CS2IScx0kTnZjNokHQeoMPl6QM6EE4Nh0YmZS5EUcdw6eFEJBbXtIs8EBAF5qBLgqBmGjgHFnJnacrAwZhC/dquo+UooZjBQC010iCDL4mIr1wCiRbuqR/Ale76CsbXMQi7vhDP8JeuxCxCE1ZoVOYPYtJsQ9cEY1BR2G4/sqFTNeIQMXPxsLWwyYdreiV57PZHVb4W52QOB6D401dfOPpsA8TGLHadp65cASsxN2CR22RQcdgPP3QJtEwWjmEyAvObJkXErfEaMXBNt/OQAA6BbaoNHpEOuspKTO4wQAKopDbeFY0GtgxYC5tt20cI+Hr6UyxMyPo3i0H0/CCSa1dck/TUYFpfG5SH80iegy+7oBeStNuMOHIUpLgSuhjhkDcNacTo2Yg9aaQ/EcB+RT8YgKm4eFZ4e2WoVPHhmA5vX6r65ii9RXdO1d+/0WYJ82nwwa6YaL028N/JZnmodzjccIADK9H/yuEVj3opO7b6P+/1b5tzwCgB/1Qr+7NKtuBHQ1V80AAFTJ+5mqMRm99i6fswubqDVyYE1GF5WD1CBzbhx2/H5KQDu9o7lLJuVIYI2s05BGLXqZL4gp6d2aAr6RXKZRZUNg5qYzOWQ9tWhuNiro+VUZdTzYs2rQl3lSMmdXkDPh+orr1tU49AfVtL2xlwGAwYwhYiJ7IKyohOToZ8ZxKZp05mxk8Sfh/eLBC68QRYYJSAYsweuephI1a29HnyzaTAKADpWF6na9Cj1Qd3kZ+1kw5Z2nm0o9Vcf1swdj09wmY2INu9moUQ3T08Rr7EKMRz4kAHhWdItdEGvGYj0MJRvZBdFJDAQALQoL+7flv9aiX29zI5ELJgbpAAAAAElFTkSuQmCC) 0 0, auto;}
72%,72.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC80lEQVRYhe2XW0iTYRjH/9+3mSUe0uF0W3Mybc7TzDyVoGAXJUFGREE3XQhdRFQUHe66jCgoLMjsQBdKxSQTUoIKKcEm5pzMnM3DPGxubaaWm2lM93QxEk2nU3e46X/1HV7e/+953vd5vvdDSoyDsouNhCCJnRNOY35+HoknbEGBYAe+xDFbEgABdwayClPAIVgAMIZFIHyHASER05A+HqG06pGAgbAAYH3CY3RRCiTGziL0AGErOZDRYabEiRGS9zf4FYb9e8FjjTBNh4HljsI2/hZzynrMazrgcNkhmbxKwqli/2dl5ys1yU0qint6c4nZoddXSGaT+QWAXXzTdySHcTI9iNlfiNK66gVDhVSP3S5/2P8DAAADonImlD5CnxeOopaHBABOaCFg7IEBcKsX0uYGGEVT2Ntzl55FOWHTeZ7ke2/khpeH8fRCZFXQaJyWAYDTbQpSCkIhYsIQ4hoDz+WC2MUFL9yBotkYlGgMCD/8w+NcG1JBdwHxH/AJANSTUXTmkWTFKIdO5dLn82Lfb1CxlUclXUUEAHqTnOrfly0z0ezLom8FQv+V5/GRXVRa6Tk6c8bFTZt72IRuKRM6GclRDvp1Cmp8mbXMTF0S55VJRfo7auJPrAi7KgAAVPGHmGGGQXb0zyXPmwqvUe4LjlcAHHs6kjlOr8Z6VHNdGdVYkhaiGE597nX6TWn3yJqk3NxyWarce6F9PJoAoPXsyTUnbM+Xkll+adVxG67dyXPH6Hd5IyxWAWIdIdC1bIc8wQTWGom2WRnyxgfB7TRDoB3zTX9ovpBP5svSFaOpveEuV/XtdP9+MQfLs+lrWTwBwHCmb86Ra1bBYtkNGti5sQAASZfYJ6ldF4DiA5htrmiMHswmlWA4aCdpAEB36ua7ILDODCyW7dceVCbX+7cVr6aZzDRkcAyw8K4HbyluifQEACZhDWlza+lNzv3AwtyJX/o3ZRG3EgAYU0YJAFTJJvpU0BO8DKkkfcGtlP/yRn8AK6QmA/AE14kAAAAASUVORK5CYII=) 0 0, auto;}
72.8%,73.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
73.6%,74.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
74.4%,75.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75.2%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbElEQVRYhcWWW0ybZRjHf18pbYm0UhpSSw9AC6Mo9TCsVpMtRHFkJkucS1zMiFm8cZpoMi9MTIwXRq9MNIvOTZMZE028UFGnW+JhccoOAYEpdSmHTkppV1g7Os6FMh5vdBEF2g4K/6vvlPf/e5/D+z3sLJ6Rx3xhYZOk0tYm6QmV4K7vl4f3+jccRAGweJJSak2wWKRDU7OIygAXXqlQNgJABRDzG5UJuwFV4jhX+9ooqBLKz4U2JBqqfy7Md6ZZaHoch7eezn2VisoxRU3Xp3mHuAHwgGcWvCkGU0bcH4el/loHYp2n7OX9eYW4AfBOY41SWgKORxJIoIvg2A5uLTRS5CrPpz/qf9/EC9NYyooR/QDB7bsVX+SgFOx6Cn3SJ5UzMcYLByhKD6AxnMGvv7ouRboEIOjdomhjfjGYigHo05+m7sQEsykX8cUEWrnC9PVJnturprfNI0e2+fPTKVtDXwjAPcMesX1U878a+G7oLtn3pj2/BeqOHJHGP+4Wz6GlAOfbdkow7F43c9VKL25LxYmZTSTTC0ueu4xdhDrWyz6DWsZs4hp9cMluR046Mu7e3/CaJKvMWUVpxQgAfFIaUZ5OjWOPeqXyz0pRn9bJbwHbqgt+dmCPOCYPIz5tNv5Lu2A5FWhm8LbO09k8RdP4HZTu6ufJPSVi6WvA4IzgGCtBpwmTZoHtNg00OYm9ehF3S29WHbJqBADKlTkebdQRrk4oH/4Sx/GeGtPFMt5qPqUUqFUUWeNo1ClumTOhbPue48XTWZtnrW8CzRnzeer2XjlZ2p1zd2SMAIDW+DsAg8/Wycj+6mVN4lNjLJLI1T97BUdsK+7u6BOtcqJ2OP+/78s99XL5ed+mjW+0/7RbAAKf160J4g3TMfmyIiofOM/lvk7UdVCGWl0SeF1/UxDtll/l5y29cvb+QYG/Z8Jc9eN9L4qz5VsujRXiSk7iPBTOap1Re4fMz5tR9AvYgi4FsjiIlpN7wozthX4FIPLuDoEwoWe2SuX73UrsoVq50t6A5bqOSbOVWUsJhmvl9FTPEJkrpOGHCoXRm3H9jzrvPbxqCvrsB/JbrEN1+R9YM2q44uyaIbI6CVfStDm+Vv+161LtgMRcUXnbcmxzU9JtHZWvqi7IS7ajmwvytSuaE8CaamA5jTtDOX3/F7k3TWPmshquAAAAAElFTkSuQmCC) 0 0, auto;}
76%,76.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYhcWXSUxTURSG//egFBTRtrRIWwp2oBUJiEM0BFAUYkxUolEcYuLCqHGBRo3BYaExLtSEhTjEIbrQxMSBhRqNIopGTRBJIxZFpFCoHWgp0Coz1uOC2AjFSrW0/+rmvnPu+e6557z7Hgqm9FBhupUQIrGTNU40ubhI1ZgobVlL0EEYAFAttFFSnBNW4oI0XAxI3NDvljLBAGABoLEqjmniTEZcVBMGqu+jT8ZA9ro5KNlgfw0G5GEwCpUYWrAc5tUSJjZhEPwDxyccIvzXQBBtQ7hiEvDBAvaimVxcLaaJOeicYIAR56yusFLsiwqQrQeDRzn44VyKztgBcN0GDJEVsYMGTP/ej3vKUwGrjxEL5VfWUhuPD93sBGZGxxaKfyuCXS+DQBWGXikLijLAKLqGrL4IPBS2BgTCa5GZjbUUZe1C+4xz4BkI73PueGy2PjlNSeoSdH+NwMlUfUAA2NET9ap0hhJ70f+1A61TTSOeXcnfzWRMdYH7iR+I2L6VZjxLKcY0ry6otYiD97KK78qiObfWegJaDDKq0YoCCuB1BL9rcxMfruwI5L3aRVJjLjl6OkHdQp8LGnLV5NqYMG5InwAtYi3mNH5GRVYpEzbkBsuKcMzqRE69ioqe5nuCFF1dQ0+cIMfNTRSTEQPLyu7xxvfugtE6aJfR57IwlO00MHXXM6kk3I3WlH7wed+QzLKY0sWDQNCBnD4FOJk7UJdSg4LKE4G9R/Y/mkcAYL4c7zO12oVlftdH+N9NAFWGDQDAMbj/aGNPaiZRlXzibtCHZjXduJA85g51YlNwWtPxPJNebpd4BStPrvELYJ/kJFWkDn/8+OyC0dILeIjcKB0xdzPrPf1wSP/gMbbW2zcguj/CLx+P2s9k06U9i6n6geaf0v54/m2yKD96fP3KAAAIi14yMdOUkHA5aDiXSNUlynGB1MlKqUVZSRp2OsT6FE+x+g1gkstJUV4PSZ6OGXIz6GZEsB4erosv29QEAA0L4ujuor1k0yjIJComnaqYIqOjkKTPZRLfZP9/p9yee2TMXVcfWkUA0Jg/DKJdt2JiusMhPkCP04tC9i8BAGhZcoPaos+EFkJbeCm0AABgVjwjALgiLA0tjF3cQABwQnQ+dCDvZr8lnbwttJkon19PAPBoVmvo62M8+glR0VPyrA5+hgAAAABJRU5ErkJggg==) 0 0, auto;}
76.8%,77.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.6%,78.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.4%,79.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
79.2%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,80.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80.8%,81.5% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhe2WX0xbdRTHP78CXRHGYMWVttwyxgYFJloyH9yURJzZHubmg9H54ovRLFkwRt5IjInzSV+MiRKjzGhiYtREsz0YeSCL20hkmBGgdFv4u660uP5htNgWaI8Pc8sWLisWuvrg9+neX+455/M7v3PO7/K5NSqnGueEPMkQtUeJpJc4aPXlDYKXHbNyoCoszjq/vPf+Dw8VRAEcfdInqZVCJlvA4E5gtBuZtxmZ6jarXAMYAM5csqvpgjSOPWGWDyUJXvmG4tIQNd1eMY/eymlGDHce3INWFRwqxVRrYqkZxj6qV62RIUxaGMfk2ZxBGO59+eNHTUVTJZTX7QPgp64XlHXuFyoL/bmKfz8AgPmZOGpvI+ZPvP/sepz5lZGHBzDYVK2KDs5jX5risV6vBE1xVuZzlwHdKn98oldqfYqf255XrYHvJS4WEokYFcsxvAWzaIs3+euRKyyUD/NiwSL1MXhb82fVMYV6i7EyuBG/BYAv9Q41E01UyiuEExGqHCniJcKWwm2om1t5c3sRQ3+OZxP7wWqe+0Iaut+Sw7462e+263bBhfMviX9M21CHrKqBO3Jb3lCGI2Ukfn+Umqh+dmsXLmNt8m5oWK0JAODRPlBXXQaWilbHCH6N4A1vJHZmAAAt6oSy1etyzYL9RCTj7me0XgnZu8XT2Kl7VBkBBlpOqwGDHdsNmzScf/auk5FkQyZTRm0XxZCuJO36kK3WX3W/yQgA8G7FJHs9FRhlhidCJQJQHwxkNux8naKTxxnZV0d136huttZdQH2zDmm3XVcAnVMuaevZSX/HObZd1ug6PKy+PfuqLKcm2O0IUGtMsjxlJhS2kFxIsr+jf804unNAT7FIM3AdgI6uYtTiNBcmd1HpDPHZRZfYdg6SGi9lS6mJqx4T7cfGFIyt131mnT7TJp6AQwAGjrXn7+9pfNAhE80Ncm7Xa5sCsa4ivE8F1fQ97WBR/r3ppgDsdvWr556KsCe6Y1MAstbwqRbxf2nNXy14G78SgHBnef4g7tXc8RoBGDrSqgvkPtCT3Sh+kALO3+46tXw3owB2GNO3gey3r/CA82MB2B4u3kiotdVj+TS/RxCsmv5v1MD/ylZ/A3w0MX3Rw+38AAAAAElFTkSuQmCC) 0 0, auto;}
81.6%,82.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.4%,83.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.2%,83.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
84%,84.7% {cursor:url(data:image/png;base64,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) 0 0, auto;}
84.8%,85.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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92.8%,93.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.6%,94.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
94.4%,95.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
95.2%,95.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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96.8%,97.5% {cursor:url(data:image/png;base64,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) 0 0, auto;}
97.6%,98.3% {cursor:url(data:image/png;base64,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) 0 0, auto;}
98.4%,99.1% {cursor:url(data:image/png;base64,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) 0 0, auto;}
99.2%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBElEQVRYhcWWy08TURjFz7SUAvIUtA9KeZWCWlqKvIIhARcSo4mJujCKiTsSw4YY/gFJ3GA0GgILNrgxgKAmapTUgBIwvgB5g1ihpZRnm5YiRcrwuQJBoIC0zNnN3Dvf+d0757szmJcWkfVoGYEj8ewhcriORMCc9JoTCAYATGk1JHAkwcU4wCIB0YNi5kABAMAUp6feQ5NYZiwIYtMxxANMIS7cbpV7FYa3RiIIAM0p0GYfwAefGtiEQ+joC0d0qPHgXk21xEK1WR1rhjcufiVlzrRXAXjrL9p8R+Gwi1CuMdAddRNVP01jQrRORKZUeg1iA0CV4STzVsCih3SwLihQoNHT4lIg/CJXvOUPn39vTPMZzAdl4WW3nLkU30x8pT9En88hIOM8LUl94ZQQ+Ao+2FN8zB3vgC34zL5CugmgqTOKUWcaKSnpHjUM5jGSbAuJ+3RwtSzAxTJYttrA2sIQrjWDZQWw7cfdneRnzQQA8h+TJL9fvSkDWsNVyqi44r2Aai7rSVQwTHlNn7Y0OTGW5xFz3nYDXfXxTFiwEGZJ6KaxZJOCQsednvDfWbLWDsqs/rJhtRfGE3e1+hF9NOkcIW7nbrsDq1JFdMIkkCLunZFyK+oJAMJ7ZTua9+iiqM7PD32OMLfzdtVCstkHJNbFw5/vhCUtHSn+t/BY0rDlszG9Wiqd/oW6KAZzK1a8T5xx67GpDbeS8PcoRmStsOQ8YUpnZfSMdxP5janUr46Dk6aQNshi4NgEAhcNqKxth53nwovTY577iGlGSii3pZgAoLBRSCX9gR5rvx0zAABdsWXMRMIkACBHdRgx82JP+e9NiQbP9P567WoHVrW4YsPDNwXUPJ7A2T8klCYZZXeruQMAgOFxLeXPRHILAQDXvyvpmlG8J5CW8myaqordP/xY298ipVPRVPQxjioGRG4LG1+p6NvdGO/t3COzlACgcTSVAOCnSUUAYG5Xesd0+nkE9zngXBOVHJ4Jq2oqDKC+4v9L9p5Owu3EIBnBvgueKHXw+gMYny+OWDh+owAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur72462 2.0833333333333s linear infinite forwards;
}
