@keyframes rwdcur27601 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0ElEQVRYhe3T30uaURgH8K9v9mqlZvYWppXW2mo5y8nWrKQkWa3WnWNLqIsxENbt2P0uBvsXxthYW1dDWDBiSpsg/SAIrdaYtRFoSqJlr/b6I3+E7maDsEbsuvdzdTjP85znHM45AIvFYrEuOs55CRaLhatMJrvUCkXPRirl+biw4HS73amzcnt7ewW35PK+Qbm8cSMWW/ns9XqcTmf6vzfwdHJSKuLxNK0tLf2qpiZ9jmF64kdHBKVQYMnhsC+63Y+n7HbfyRqz0Vh7U6t9UyUUjvJzORzz+dlysXg1GAjM7Xq9S8FIxPXe4aCLe3H/DgwGA7e/vX1Ao1LdVXd23juMx2UESaJVrQbB4SC8twduWRn6DYY7hWRyfMpuf35yoZHu7rERs3n069oa7vf0ACRJYn5e5ygt1TVQFMhUyn9bo7H79/dn1v3+RavTmQAA7oTJdONSQ8MDkVCov9zcrBNUVmIvkUABACWRoKSmBgAgpSgAwO72NrL5fGnxSfQmU7WkvR25zU1AJgN4PMBshvFP/CgQaFxZXrbUpdOWq4eHHr1e/+nHzs4MUVZeTlQIBLiiUNSKhEIUAOSyWXAIAo0KxanryZEkaII4Nc8wDABAVFEBeL2n4vlCAZlsFplcDuUlJYIscMwtFLjcV9PTKwBWHg0NvWhUKrVdGs2EVqUaCNN0/U+XCzVKJUiShM/ng7i6GimaRoam94sbRCORfQAg02mEPB5IIxH8CgbhoWkQDIPKVCoUiEZnv4VCHxLx+Ppbmy0C/OMRPjGbKVFV1TVKIDBe1+kG5DJZW/TgQBI6OAAdCMzNLy8/fDk7GzxZYxkfl3a1tb1rqqsbjIXDSGcy2Tyf76JpejGwu/slFg5vvHY49op7nfsNnwEEMzYma6mv7/DF4+nvfr/LZrMxZ+UODw+LdBTV1yGTiVd9vq2tfH7VarXmz+vBYrFYrIvtN6AiHxgisBL9AAAAAElFTkSuQmCC) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5klEQVRYhe3T70sTcRwH8Ld3N++mm+6HlPP0UiuXqZFthsWgYeYqw0daPQmiQIge9C/4wOgP6JkUSD0J9kAIKxUjAktYKhHpKOfYcnPNO++2c7eued16UlCDkB57r0ffL3w+38/7C98vYDAYDIa9rmy3gmGPhzp0/PhJ/5kzve/X1t4vTE4+H1tc1P5Vy3V1Xap2ODhBEObihcLK+Pi4+t8BbvX32+wul9dtt5895/P5dKv1dFIQiFg4rJO6Pjm1snLnQTAY+7Pn+tBQ7XWf735SUQYdjY0o17RCOh5f+rC8PLOZzb7RCoWFRy9fiqWzqN8Lv99Pde7f39PCsv0cyw7QTmej3eUCX1aG9XQaRZJEk9tNaOvrA52Vle8AjP550OnDhy//MJsHiwyDqpoafFOUcntzc/dJp7NbV1XQivKlt7V1KpJITITT6VBwfl4EAOrG1ateT3v7lQN1dT6nzdZNm83QGQYHW1pgq6tDQZYhvH6NnrY2oLkZiMcRjccrS29Cm83O2qYmZAQBsizj7IkTMDU0ABQFFIuAqnIQxeH85ubwajQauxiNPlkOhycoymQiymkaFobZVyQIECSJYrEImmEAAOVVVWAbGoBfe2gaCIahSgM4CAJUPg+GpqGoKhZWV+FMpcBYLKBMJtAkiawoIs3zWkqSvua+f9d0gKLGHj8OjQGhm4HAvfraWq+L4wIHWfZS1uFoMVutUAUBsiTh1cYGmMVFIBbDdj6fLA3AWK2SnEziYyoF95EjyG1vQ0wksJPNIpfJ6KIgfBYl6Wk0k3mmWixzwWBQ/+sNPJyeFgHMAJgZCgTu9vK8tzeXu+AkyR4Tz7eX7ewQqVRK+yEITz9tbT0vDTARCk2eqq8/V5HPn8fWFrFDENpGJBKSeX4uoigvIrnc0uzsrFzat+s3vNbXV9HKst5jHR2+uCgu3R4dnfpXrcfjofo7O/1cdfXRhCQtgePejoyM6LvNMBgMBsPe9hP57TPlK/EC8AAAAABJRU5ErkJggg==) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5ElEQVRYhe3TS08TURQH8P+0U6djaYeGR0upmFbaom0RLQuiJVSNCkKMMdSNQY0udOkHMIQ9G407tyQa04XGEoNBEqLGYEOAoDwENbym7ZSGjm2Zzkyn4FZB5QMwv+XNOeeecx+ASqVSqfY7Yq+AcDisoSTJ2REMno0nEsl33769jUajwt9iA4EAef306asNtbX1U6uro5McNx2JRPL/q0/+bfHWpUvWgwzTVG02tx2prw/SNN1YzjAmLYAeihpyAncfRaMrf+SEw9ZzDQ2PM7lcd63LBZvLtdU4O/vFSxAvV3O5NxuyPP9iZGTjnw2EQqGyNqfzVJPb3Wk2Gru3qqpslTU1ECUJXDIJi9mMM01NmJicbJ9ZXr4K4OHvhe5cvHithmG6o3Nz2DSZUG4yaQ4xTKPebm/McNyDHMf98FZUPE1ls8MLojg+OjoqAgB5u6enOejx3PS43Re8Xq+boWl8Z1kQ5eWw19UhEY9DkmX4fD7AbkdzZSVmZmYsOycRNzcrNDYbXD4fCrKMKr0eFE3DZLUCpZJGFoT64zzfm+P53mQqNX6ltXVodnExSpKAJi1JApLJjTWeFw0Gg77MZIKZIBBnWXAchxJBYH5tDQ0GA1ZjMQiZzK6rSysKjKKIgiCAJAgI+Tz0ej00BAGdTgeapsFsb2NbpwNVLFZns1mQAEk+GRiIAYgBQLirq6XOYum0Wyyhox5PM0RRbzYa8VOSkFxfR5HnkZiaglarZXedgKJkUiwL6cABUFotVpaWUJIkFPN5yIUCDKKYzK2vD36Nx59/TaWmIu/fp3c9wsjg4BiAMQC4f+NGi8/h6Gzv6LjsOHzYJwuCxmC3KyufPr0aZ9nXOxuY/vx5sM3hOJ8niPYKitJQgDI/NxdLLS9/WOH54YKiTD8bGUntzNv7G4ZCZSccjpMtfn9wIZGYuNffP/Sv2EAgQIb8/pDTZjuWSacnFJvtY19f39Zee6hUKpVqf/sF9dgqHPSI5I4AAAAASUVORK5CYII=) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC40lEQVRYhe3T3UtTYRwH8O+OZ8fpWZtDWbNtpCFjuvkCHSUWWBlqWV60WgQJRd5Ud92H3tRFf0AQFEgRJSzsRdLmC4ntQpZNCzGXqxbqdC+64V44x86e04UENQLruvO5evjxe37P94HnAWQymUz2v1P8TdPFjg4DV11tXwyH+S/ptH9wcDD7pz6bzcacb2pq48rLLWFJmnoZDH5wu93pfw5w1eUymCsqGjQ0fYjV6Q7QolhDAfrvAERBePU2ELhyp78/9FtIl8twrLb29u5UyslWVYHK5cj4u3dzkfX1Z+uEeDYzmYWn4+Mb+WfRPxeuw4fVNbW1Ds5qPbHPaDwTy2T2bCQSEBkGmpIS0IWF0Op0SKysHNuIxboA3Ph1UFdr69mjLS3OO/fv43JrK1BZSe3n+bqU31835vVeX5ib+2J2Oh/FstnRVZ6fnpiY4AGAvnTuHMfZbBf26vVtRaWlFiXDIEFRUGi1MJtMsNXXo0irBQAsBYMQt7YAlYrNv0mhVluaAFBgsQCiuF1UqbDL4cAph4MigUCVe2ioJ5vJ9KR53nfEbh8LLS09pyWAWo3FsmqFgtbRNArValBKJWiGgUQIPi8uophlUaBUQiIESkKgyeXo/AA8IYgnk6AlCSBkuxiNAoKAZDKJz+Ew9CYTIAgQEglDSJLU4YICFd3X3+8D4HO1t98ylZVxlRUV7Qc57qQkihZWpYKV4wBBwMLsLIrUaoiRCPhc7lt+gCmPJ7aVToNWKPB4dBTSgwfwZ7MoZxgYWRYmhomuhsMT75eX78bi8dm+N2/iv70Bt8ezAWAEwMi17u6bmuJirqmx8bjFbG6hjEa71W6nwPPwBoMj3lBoID/A0ubmk9MmU+fW169trE6Hj2trUTMhnxKRiOd1KuUlojh/78WLaP6+Hb9hW11dcWdzc1ON1dowGQjM+4LBqeHh4c0/9fb29mrYeLy5xGDA5MzM9MOBgbWd5stkMplM9gNV/jDpBaka9QAAAABJRU5ErkJggg==) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0ElEQVRYhe3T30uTURgH8O9e5+uc2/z1KnPTbZqlbalLyqYOHY40zTujHOhFBIO8je67CPoXIoosr0JICGnDGgx/MJJNy2haCJsbG/v5Ot/9cL6TrZsCUUO69v1cHc7zPOc5h3MOwOFwOJzzjndWgtls5qvS6a42pbJnI5Nxv19asrtcrsxpub29vaIbcnnfoFyu2EgkVj96PG673Z797w08npqSSkpKtC3Nzf2axkZ9jmF6kvv7BKVUYsVmsy67XA+nrVbv0RqT0Vh7vbPzVaVYPCrI5XAoELDCioq1oN+/EPB4VoKxmPOtzUYf78X/OzAYDPx+tXpAq9HcbuvouLOXTMoIkkRLWxsIHg/hSAT80lL0Gwy3Cun0xLTV+vToQiPd3eMjJtPo5/V13O3pAUiSxOKizlZcrGugKJCZjO+mVmv1RaNzX32+5Vm7PQUA/MmxsWsXGhruScRi/cWmJp2ovByRVAoFAFRVFYpqagAAUooCAAS2t8Hm88XHT6IfG6uuUquR29wEZDKgpAQwmWD8E9/3+xVfHA5zXTZrvry359br9R9+7OzMEaVCIVEmEuGSUlkrEYtRAJBjWfAIAgql8sT15EgSNEGcmGcYBgAgKSsDPJ4T8XyhAJZlcZDLQVhUJGKBQ36hwOe/mJlZBbD6YGjomUKl6uzSaic7NZqBME3X/3Q6UaNSgSRJeL1eVFRXI0PTOKDp6PEGu7FYFADIbBYhtxvSWAy/gkG4aRoEw6A8kwn5d3fnv4VC71LJ5NfXFksM+McjfGQyUZLKyiuUSGS8qtMNyGWy1t14vCoUj4P2+xcWHY77z+fng0drzBMT0q7W1jeNdXWDiXAY2YMDNi8QOGmaXvYHAp8S4fDGS5stcrzXmd/wCUAw4+Oy5vr6dm8ymf3u8zktFgtzWu7w8LBER1F97TJZxZrXu7WVz6/Nzs7mz+rB4XA4nPPtN5+hHxiCsP6+AAAAAElFTkSuQmCC) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4klEQVRYhe3T3UtTYRwH8O+OZ8fpWZtDWbNtpCFjuqlBJ4kFZoLamxdZi6DAyJvqrvvQm7roDwiEAkmiBgt7kbJpktQuxPKlEHM5bTGd7sVtuBfOsbPndCFBLqG67nyuHn78nt/zfeB5AJlMJpP97xR/03TpxAkDV11tXwiF+KV0empwcDC7U5/NZmMuNDS0cuXllpAkjb/w+z+53e70Pwe45nQazBUV+zU0fYTV6Q7RolhDAfrvAERBePXe57va63IFtoV0Og3Hamvv7E6lOtiqKlC5HBmdnJwNr68/XSfEs5HJzD8ZHY3nn0X/XDibmtQ1tbUOzmo9uc9oPBvNZPbEEwmIDANNSQnowkJodTokVlaOxaPRiwBu/jqos6XlXFNzc0fv/fu40tICVFZSB3i+LjU1Vffa670xPzu7ZO7oeBjNZkdWef7D2NgYDwD05fPnOc5m69yr17cWlZZalAyDBEVBodXCbDLBVl+PIq0WABD0+yFubgIqFfvbTbTa0gSAAosFEMWtokqFXQ4HTjscFPH5qtwvX3ZnM5nuNM9PHLXbXweCwWe0BFCr0WhWrVDQOppGoVoNSqkEzTCQCMHiwgKKWRYFSiUkQqAkBJpcjs4PwBOCWDIJWpIAQraKkQggCEgmk1gMhaA3mQBBgJBIGAKSpA4VFKjoPpdrAsCEs63ttqmsjKusqGg7zHGnJFG0sCoVrBwHCALmZ2ZQpFZDDIfB53Lf8gOMezzRzXQatEKBRyMjkPr7MZXNopxhYGRZmBgmshoKjX1cXr4bjcVm+t69i217A26PJw5gGMDw9a6uW5riYq7h4MHjFrO5mTIa7Va7nQLPw+v3D3sDgYH8AMGNjcdnTKb2za9fW1mdDp/X1iJmQr4kwmHPm1TKS0Rx7t7z55H8fX/8hq11dcXtjY0NNVbr/rc+39yE3z8+NDS0sVNvT0+Pho3FGksMBrydnv7wYGBg7U/zZTKZTCb7AT0yMObEHLqfAAAAAElFTkSuQmCC) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27601 5.3333333333333s linear infinite forwards;
}
