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7.5%,8.2333333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
8.3333333333333%,9.0666666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
9.1666666666667%,9.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
10%,10.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
10.833333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
11.666666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACi0lEQVRYheWXzW7TUBCFPzuum6RJaauq/KiCBRJL/jYs2CLxEH6XIOVdwo43YIeQWAFCLFAEoogSojRNU8ekiUljFnOvcdKosW8SsWCkyOMr35kzc07G1/C/m7VogErkbQF7gAv4QLNq1cKVAahEHkAJ6AEPgF0gSDwSAPW0IGyD5LsqOZ2T1jvgLnATcNRjJWAnbcxMAIBN4CjebNsAHvAUuA9sJZ5bCYDTGWsjIASKwL66ptZAagCVyIum1/LrRYC3iACvIzS4QGfpAKpWzap/eU3npBWvuWvrIB3o8FeILSZFuRwAAHduP97Y2d57pu9H5yOQio+Bbypxt2rVxisBoOy5dgpuQbtloAvUgUGWYFkBjIGGvmm2vwN8Bc4QKvpkEKAJgIngTm4NpOIAmYIjwFbzYvkAFLdxiy3LBrgFtNVPc1+qRJ5zIcCiAKbND44AXiHV+4gOQP0dK5E3N34qlFNW1E4UjUkknaV8hzmaMOnANe3kcm5yPal+DWZufBMAee0U8mWQ+d9AqrURIY7SBjOh4EA7lrzNH6mEWoRdZBoOmE3LwgDiPa6bB3gI3ABeqIR55JVcr1q1/rxgJhTEe66UtgGeIGcEXe0mMp5LaYIZd6BMkQ1cfhHSox8iU9BWQBwSWrnMTDqwr51zIlzBU0Jo0F1wSPlOMOlACNCjz29cBoRjpOX3kPZ/ZnIoXWomHfC1czr0AV4Cb5DTkosUdYBQshIAsQ2HZwAfVPIG0FTXQdWqpYphQkFsuZwD8BOp2Ed4PyRDYSYdaGqnFxwDvEeqDlTyTJYZQPKDww9+oJK21VXznvpUZETBx0/Cr21fhYtqH5HhULqMb0MXUb8NhFWrlulM+M/tD/eCuXduA64uAAAAAElFTkSuQmCC) 14 13, auto;}
12.5%,13.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
13.333333333333%,14.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
14.166666666667%,14.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
15%,15.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
15.833333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
16.666666666667%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhbXXwW5bRRQG4O86jp06JXKkJC2ooQUhVAkJsWXHji0bxCJPwEt4kYfgDbJFPANUSGy6QLRQhFBpUYjSkgQnOE58fS+LmZvcICd2rp2z8XjuzDn/nHP+M2eYkXTyDZ1849r7khkYrmMJ9Th1iu5mspXdOIBOvlHDyohPGfYmAVGbwnju4skLfXUsxG9jpZIHonF/vHzi/voHHwtu3yuBUJrrX+WJiQF08o0WHuBJMbe//8ry8uoX2BZO/XtpSx8HcdzbTLZG6q2PnB0t98rG4c7ym06lX+IR9qO+58Lp+6WljTg3FYBnxWDenNRQjkTySS5vCV7Ios7H/wNwaa5dJwlXn7/40cHBa5CoWbQgl/fQwkOs4vYIvZfmwMQANpOt1w/e/rDZbq+8MzCUyQylEkkLPSH+rQigPSmAqViwYB70Db6JRraFPPkevxXGN5Ot/gg1mKIOiBZvaUr4DO8JTOjGz3WkVxkvFlWWw5OurHlbHrCsYRc/CfRLXZL5MwMwGJxKm8NH8W8Ph/G3F+cupV9lAJ18o1GMs2wIRwLl+tgRvFEAGBviKjlwF25pWFlaI1THLr7DLyXjXJH90wBYINSBujktzYf4GX8KN2M56W4EwBH09CXOeHxHCGdfiDuBfulNANgpBtv/bPvXyVf4OwIoLqzGOPpVBlC+Wo/7h4TC81i4envxtx07pdkDuLA5mYN1gWqZcxbUBG+MlSo0PFM8zFJCzGvCNTxRH1iWyiyAk9Mj+GvEmnItmC2AzWSraL0M0h58LTDjbsn47iQMoFoIzvY055dEwztR1y6OLmu/RkmVEJwBWFxchk/xkdAD1K6rc6p+oHu4b+mN5W+FUvwrfnBOye6NFKLy8ysbpoTq14u62nhf8FI7PlxmC0CJ38fHh/AUL4Ra0BBasnrUvTBi/wWp0g/c2331Up5l0uEJwQPFQVLBG4Xrx+qvAmB7bXX9c+ePjndxH8fR+NPS2rGFqWoSFo/StwQaNgQq7rh4He+NS8T/AAcwBdgxWwCHAAAAAElFTkSuQmCC) 14 13, auto;}
17.5%,18.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
18.333333333333%,19.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
19.166666666667%,19.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
20%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
20.833333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
21.666666666667%,22.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
22.5%,23.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
23.333333333333%,24.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
24.166666666667%,24.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25%,25.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25.833333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
26.666666666667%,27.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
27.5%,28.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
28.333333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
30%,30.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
30.833333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
31.666666666667%,32.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
32.5%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
33.333333333333%,34.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
34.166666666667%,34.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
35%,35.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
35.833333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
36.666666666667%,37.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
37.5%,38.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
38.333333333333%,39.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
39.166666666667%,39.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
40%,40.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
40.833333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
41.666666666667%,42.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
42.5%,43.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
43.333333333333%,44.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
44.166666666667%,44.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
45%,45.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
45.833333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
46.666666666667%,47.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
47.5%,48.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
48.333333333333%,49.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
49.166666666667%,49.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
50%,50.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
50.833333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
51.666666666667%,52.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
52.5%,53.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
53.333333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
54.166666666667%,54.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
55%,55.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
55.833333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
56.666666666667%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9UlEQVRYhbWXz24TMRDGf3Y36ZJW6QqVqgdUVdAWhECABEfOgBBPkFdBOeRd8gAcEC/ABXFEKqgHxD9RitIoLdt0m66yHMZO3DS7STbLSFFsx/b3zXj8jaOY0+pJDcADtBmKG6rZn3a9mhO8bMBHrd9Qzei/EqgntbvAbSAEdoGeaVvv44Zq9ibtoydNSAH3gI/AfeAJcB1YNd9lM21cZIohAJwDdDqtV8CpAV82oGsO0eIJ1JNaYttKKYCO2eeqGa44ZIol4IIDlMs+wLYDWgV80/eASj2pZWJMTWAUXKPw/QqI52sGtGwI6ME08LNITE2goZpqd+8t3398AqBPQhgeYYBfALcMeGg+nul7ZBzHVOdk7c7O8yUk4b7BIAe6QISEvwP8dJZoJCqp13HWJOwjXgFQKpUBNoAAOABaXHZKjxkb2EwRMATatpMkCYiH60jY18yc2JDpOuvG2kwRMMoW2n4UnQD8QUIPEgkY6kHZgKcewawRAPEOgJPuEUFw7Y3z2waSD7YOBMAXd82o5VHCHdsoeYsgEbA1IHbAuqbda6hm6mZ5IjBY4/tLbt+et1sFuw3VTPUe8kVgzzaU0gCPHRIthoIETr4URsCt83F8DrBvQDvIMVgB8rkYjWIIuLJqhOghIscaOEa8biGCtDypIubJgYEQLSx4tu8h3h4jV85NxkKVEGdjTqMQ4D3w2wz1uHgNJ1qeHBh48zc8APjMsPhEXLzzmSKUi4Br/mIV4JHZJwY2R6aEWRowN4HKlQDgHvAS8VYjORED7WlexnMR0HqwXANbDLXfA4J6UvNTlhZDIDo7AfF4E3mSaYZnroHqJBJ5dGDVtkslH6QU+8BNhu9B1zK1IE8E1m0jWFkFuGG6D5BCVR2Dkao3eQjYosOKXgLxeAspvdspe87/KHWsfXi4T5IknMmVbzv7tLksQplakOu/YT2pPQOeItK7jCThL+A18NWMW+s2VDO1KuapBQDvkLteQbz/wPBh4r4DoyxwgH87sdb++PeGMQAAAABJRU5ErkJggg==) 14 13, auto;}
57.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
58.333333333333%,59.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
59.166666666667%,59.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
60%,60.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
60.833333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
61.666666666667%,62.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
62.5%,63.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
63.333333333333%,64.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
64.166666666667%,64.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
65%,65.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
65.833333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
66.666666666667%,67.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
67.5%,68.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
68.333333333333%,69.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
69.166666666667%,69.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
70%,70.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
70.833333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
71.666666666667%,72.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
72.5%,73.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
73.333333333333%,74.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACw0lEQVRYhbWXy27TUBCGvxMbJ3UvCmkFFAmEUIUEEiAW8AAs2LJj42fBCz8IO69YIXgGFl2C1FZQIS6lKm0obRRSx3VjFnNO6gaBb81IkY98mfln/rkFzkH81MNPvUaVb1VNww3AAbLGk0CF8dQB+KkHMKeNJxOPR4EKo6kB0J6fAHf1rRjYmQASBSoc5emqxJs2zl73+3vgMXAFuDHxjl1EUaGXjGQ8B2CxswzwHHgDvAZ6wG4ZnaUAZI3P0sJp2Aw5XhowfIJQAPBWA8kNP5SgwE+91JxdmqSkKBQtHBCvXWAJuAM4gQonE7MeAKC5+WmVKDoiJuEIqbSUFOAA+KH1uUh1FJJSSbhy89FyqzXzNOGElJQev/lFH+AdEvYI5EbRxlQGQKKNbJgbUTIEeAF81MZ7wIC/+0J9ALqmEyTcAFiWZXT0ga5+1kW64fkmoQYRk+F3QbkAz4AHiOefNZheUZ1VGpEpNxKptDWgBVzShvfLzILSAAIVDsy5d9wH2ALaQAeJjlNGX9VWDEAUDUC8byDcu0gkCkvZTnhGDg53mJ9vv0T4B1gBdv3U6wPdQIXTBdB0ZgHuI55/AT5k9LbJVMy/pBYF83MXQSZhGxnNV5FojADHT71cB2sBiJMYpOwSZCeIOet1bkLWosBqWCBJuK6BmKFktqHcjlgrAs3mDMA9YFED6SPhd/U1tx+UBuCnnmvOtm2DcN7Txky7BlnJcvVVicCKOQwGfYBXwB4ypAyYLue9kGRkzOtweASnK5ijAZgqKDSSqyThOMtt+wLAQyT8bcTzhgEwra14wRxGoxHasAtsZoDAFCkYj1rLso2hbWQfdJBqgNNS/K9UoWBcBUoptFEXcaYDrGUnZp5UiUD09ds6h4c/ieMIpPY7+roRqLBbRlmVCGxdv3b7sj7f0r99YDVQ4XYFffWk6t9yI38AY2Hmzi9+goEAAAAASUVORK5CYII=) 14 13, auto;}
74.166666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACw0lEQVRYheXXzW4bVRQH8N/YkzF2LGMFCxCgqCqigqoIIbFizQZewRJ7XsILPwZ7vwAbdogFKxaIRdRFBaIgGrWotEkTnMQdz7C4d2wjIPFX2HCkK9+5M+fc//k+5v9OySbMg7KfIkWByTAZ/XcABmW/xCsLRwWeDZPRZBU5tQ0u9+Dwh0f4FB+hi71B2V9JZrrixVBWz72XXof38BZexVeCJX5bVuaqFphd3rBjt9GGD/E23kEP+4Oy39k6gMrsFU0VUjWp+k18gCNBe3h5UPazrQIYJqPk7r0vnZ4egx2p56aKcGeKBxHAeXxuRZdtBwDcvvVxs91+8TM4c2F88YdCeRffY4wnC5+ny8hfCcAwGZ3jmxlzUoM27uE7cxfkcW0XQKTDarOb7WrY2cevqPI/F9yQLwDaKoAXqk1d3a4GIQg/QSa44hT5MBldC4AJJBItmWNjgr+buC3EwXlcV9I6AI6griY3rc7uC7HwBlpW6AsrAxgmoxxyU0+mz0wVnwuVLxdM30FvmRRcC8AiHR//Do+jnBMcCD2hjW7sltcHIE134Cc8jUA6QiAS4iK7qjltBKBeT+FNIeBauIm9+DqPv5eW5I0AFEVBMPeivCpNJwtn/0orteO/MacZQeMafhYy5FSoBUvRhhaYEnK/K2ic46G5+bmiGq5sgUHZ71b7ZrMFrwkBODGPhcUidOmIto4LblSbeq2uDDXgW0HrCgjzQXV7FogpNesFF5MLWdb4Aj8K0Z5FAONl+gCrt+NikWd8diJe2hM07ghZ0VpW5jpBOBs4zwKAHt4V6kEtvu/+I+eWAMx4Ws0OoQGNhZHsVLDAlRVwKwA6nT3COE5wQSGm5LXEQKT8/i8HTk6eyvPn8LVQgKoSXPjrbHgprZOGhzf277yPW3E9FLQ+iutgmIyWroSb/DfMzIeQLAJ5HAfXpelPz2LcZq+i8akAAAAASUVORK5CYII=) 14 13, auto;}
75%,75.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
75.833333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
76.666666666667%,77.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
77.5%,78.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
78.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZklEQVRYhe3XTU9TQRQG4OeWUgpURGNMRBT82Lgxfi2NmqjR/9D/0kX/S3+LK6MrPxYQ/IgQQ6oiEmhrr4uZWyohcNsCbnyTmzuZO3POO+ecd2Yu//GPkQw7sZZW03rSSGpptYxS7G7Vk8b2sROopdUUVleXXbhw9SE+Y7OPxPe8tgrDOofJyVPwCDdxPnaXaml16lgI9DuHzu921pxFBZnjkpzITWCvcygUirCN9eh8ZlC7uQfWk0by6fNbHz696fWVxsvQjCQyWyW08tot5h0Il+ZvTOAOXsD4+DgsYCUSKOIcNvLaHFgFtbR6GR/oqeBZ/LQpRGIDW7HdrCeNA+0NrAJBcmCn/QvmBAVsRKeZ3aJQmEdLoJ40ull7avIM3MVjXEc5PhnKDsEwEehhbKwIDzCPh7gvKCF3bQ1UhHtRnpiGTp+tK4Iks3o4dFseKQKxhJt2pdcSIjAXR2zuO68PA0egllZ7pH932pmTZWG1XSEiBUEB3f1sjEQgOgGt1ja87Ov/Egmt2U3NgRhGBb12u7NDSMG6IM9sB8y1ekYswlZ7C74KC8nCvxYJ5cJIBLZ3mvBOOA270fGavjQdK4HK9Bx8jE9/znMTGEmGP34uiY73FlyuAhyZwFhh34tPt540TobATOUiPBdqADqDXkpHIpAkBcL5f0uop9y5PyICSUbgKZ7gXi2tzp8YgXgaLuBbtFXBYi2tzh4078gIJGH6e0H/2TWsbPdyeiiG2geWVl6pTJ41NX0aTuONv/OfWwVDEbi2eHtBuHzAa0EFmSabyP1nNMq/4WJsbsV32e6m1My7F/wBAzitY/UTBt0AAAAASUVORK5CYII=) 14 13, auto;}
79.166666666667%,79.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
80%,80.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
80.833333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
81.666666666667%,82.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
82.5%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
83.333333333333%,84.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
84.166666666667%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhb3XTW9bRRQG4McfuTWmcZMqVCVqoxYViQ0bhAQsgAUbdqyRF/wTI8xv8RaxZceCBasKVa2IikAIQRSqYILjOva1Y7OY8bUDxR8Xw0gjj499z3nnnfOec4cNjMakrjGp53q2sIHgt1CLX9vNQuv4fwHQmNQreDPOPn5EG4fNQuvJqn6KOYNXcY53cBuv4hXcwEFjUk9W9VXOAwBPodNpf1KrXU9LismF8TE+wxcCGyerOFqbgcakPpmuK5WqXdvJDbtKijfxmpAP+6uysDID8czP522DtC9NUgOpC+M2xriDIyRIl/ldh4Hzvxl6Z54aHPYMOugJSXhN2FitMakv3eA6AN4+Ozt13uvOHi6W4HN8hQcRwC/4CRVUlzldJwlPt7d3PsZbeB8Gw3P4Dr8JlJ9EMFPql/pfB8DP+BK7UwBp2oVvcCCweSTkwXSMLRkrH0Gz0DoVdvfp1FYuJfAB3sO7ggruCEpIhQK1cKxdCWNiDaGsZOTiBF+b6f6RwNb9ZqH1eJm/tetAs9AaTdfjwHBXUMCeQHkZI1Qak/rOxgHMSysdDQk7r0YQHTwRqE8iiIUFKU8vyABcKSdi0F40/RqDF62ohDwAsurW6f0Bx0L2PxL0P/1PXziShUrIkwOZw0LI4QPciyDEwEdmrCwsx7nacQagWCSc9QMhCVNBAe247swD3giAS/U99MURBoIaurgaZ6dZaC2tA3kYyGQ4HPbhsZCI09ETCtH12EE3DiCT1dbWFbiFu4L8avH3siDNWmNSXxjjX8kwTfuEOnAgvI5NA1fmgG68DmQOk6QCr2M/2qvmjmgV/3neCTOn4/EF3I9+rgnZT8iD1KwsL3e2xtiDLWWVyvOE4tMVGtTp3Bwjne8dmwJQgaGR4XBA2OW3OIxBR/Gz77I6NgYgG73eGfweA+1HcyIwMELyX6ggu/WUSmUx0F70tRfnjhkbC1WQ62r24ff3Jlefe4FCwYs3734UA04T+hgP8YNZI+r/U0nOdTN6+aU3bptdQopmr15FYce9uB7P2Z8JIG8OjM263V/t3bm1Z6wvjT8BByIDcrIx6coAAAAASUVORK5CYII=) 14 13, auto;}
85%,85.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhbWXz27TQBDGf7ukaZQEGlVV4VAQIMQJRFUhcYKeeYYcOPECPEAOeZc8AeLOgRMSUk8IWglC/6kqpYSQuMZNbA4zm1hVbFw7rBRls/HO983MtzNrQ8HRipoADaACjIBB23T8rPvNHMDvAVVgoMshcJSVRKkAeAlYB+4DZcT7bcADbgDdLHZsTnALnAOriPcVYA3Y0LVGK2pW/hsBYAxwcLjzBngKvASeA5vALSQCVY3SfAm0ombk5ouLNYB1i9mwmGcK/BDRw3IW+5k1oN6cx9eMaLgcEoWI+E6RlDSUxPwIXAQHqNWWQMT3HhHfoQJfU/AykHoaMqVAj9tm79cJZ2fDyfrQ6wO8A74An4AA+IZEow+ErahZTrOdNQIlwG8srbwAHgGvAMLxCOAD4nVFgT3gCDjW3yUlNnNkikDbdEZIfk8VAAD/z28ULFASJ8AuUg9G7jmNYKJnWUdXjU4MLyxUAZ4gUfD0vwBxrOrItk2nOAGNQhfoOo/qtQbAY+T4vVYCy/o9UPv9NLt5CxEAxhiQPFslsaJzVwUtYLVyzp8AQsADPqutUMEDJAq+riWehDyVcLpHauKaAngKOEBOQKDgqTiXJtA2HWcUay0KdF2BPWBfgUNigp0bgfjw/SHAW2APqCNHsh8Dd2TDGduBAvcBAGMsiPhc5asyLTzx4pNYiAoRCMMxTD3dRQRY1k8FScsgnrbCBOIijKIQoAd8R9Lpcu4EaBUjUQt5NDDxJhQCDeCmAsXvhY6ATWtIeQhM9iyWqyCX0lXkOPoXn/kXTiECY+mGW0gTuoNEY5bNuRKY6KZeXwK4i4T7hxKI59ypP1GEeQisTjbbKyAp2EFqQCVm05VjSBFhnmP4wE3MtBe4O8IJUwE670faSWeOPBHouUm/fwrShgPgI9OLqOuGQdt0EotQXgLHbjL0foKE/ij2v6sBpTTPixA4/NrdYv9gG2tLICXYYxp6Vw1LWV5MLq2Btul4rah5FbitQBdD7FLQI4ODebuhewlJuvPHy3Lq+Ata7wW3k9n9agAAAABJRU5ErkJggg==) 14 13, auto;}
85.833333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
86.666666666667%,87.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
87.5%,88.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
88.333333333333%,89.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
89.166666666667%,89.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
90%,90.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
90.833333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
91.666666666667%,92.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
92.5%,93.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
93.333333333333%,94.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
94.166666666667%,94.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
95%,95.733333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
95.833333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
96.666666666667%,97.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
97.5%,98.233333333333% {cursor:url(data:image/png;base64,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) 14 13, auto;}
98.333333333333%,99.066666666667% {cursor:url(data:image/png;base64,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) 14 13, auto;}
99.166666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4UlEQVRYhe3WT4tbZRQG8N+9SWeumYwMdSyCdbQWuipFxIXgSnTrJ8jncJtFPoJb11m6cFnQjVDciEiRUoaqY61SdZzGNCa3SebGxftmJi3M5OZPF4IHLjd54Z7znHOe87yH/+2/as1JYxLfmpNG1pw0qsv4SVYJ/tPPt115/cbH6OAOjnCAcStpj9cOoDlpwGT6P8/7sqz2IAa/iS7uYh+dVtIezvOZLhA8nQ0OFy5sSKWX8RbqyLCDPdTjN+sBgONnD/J8oFA8xFe4Eh+o4sUy/ksBiJl81OkcOh6ftjbP/yH0/G28i4u4jEvYWBsAIaN8Z2f3k0q1+sX0cDIpoBeDFRFAFgFU49laAIxxD5/j0+nh9vZFuB4D7+EdvBpBzQ1eGkAraRcCw38TGO81L7u++aYt2Ssx2AHu4zGGwmjO1YZFxKMTAe/BI4+lUls2barWj/QKYQQrQgV6ZRIsPQWtpF20kvYhvoeeXGGCxAsyqfSGUIHfhUqtlQOzQE7EZWykUOjLFYouRqIICcScawsDmLWKyuz7fvR3JExCoUQFlrpApvZX/kiW1Q6Ekt/EbeQRSCbw4FxbqQKDQY+Q8ZT19yKAsdCC7LkCqFSqhPHcF8jZX9T/SgD6/b/hG3wttGHWxkI1nh+AwZMufIY/PC2/wxh87nW8EglH4z5cw/uo4Ra+FVrSLbOUrFSBeu0SfCCQLcPVCChtJe255V8ZwHb9JfgQbwg9/1VYTHbL+lgYwOzyeXw8JkxBXyDhMPos3dplOFCb/kiShDD73XiUCnrQb04aGxi2kva5zpZpwYm8Rh1I8QC/CFfyXWECaqjN2wuXAXAiNk+GA/gSfwp3wb6gjPkM0Cxu0+sBEJcTMBrlnArOoVNJLuL51M68GZfSgf0fbqlWarZqu/BQyPpHp6vYswJ0ZqJLAbh29b2KuPtHH32BiNPgpfbBc5GdZ3E7OsCdVtL+TiBf39O9n7UzFfFfXG36XvIVnxAAAAAASUVORK5CYII=) 14 13, auto;}
}
div.testarea{
animation:rwdcur63271 20s linear infinite forwards;
}