@keyframes rwdcur27588 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRUlEQVRYhb2XX0xTVxzHv739w+XSP7f0tqUFsaBgqUSQdo2iLmYz/NlSEk2IOoOZmhDcEkNMli1Z9mQyH7eZGF8WzcYelmDQwAMuEQbqNBAnSQPKoEUYFFraeyn939vb2z3OuBnTEvk+n9/nfM75nZOTA2wh5y+er+261FW/FYZsK8UNxxou+DifGsDFQhlEoYUul4uqqK7oYCjmsN1uL3ghBQsw9YyjSFlUq5ArdlcerTyw7QI7HTvPCKJAKGQKUm1Qn9xWgdbO1lKNStOGCKAqVkFj1hx1uVzUtglQNFVPS+lKOS8HraRhVBmt2IWC2lCQgG63rrVEXgICBHRqHUxqk4zeSx/fFoGWrhbKbDF3yAQZRFGERCJBJVOJE20nCroNeQtU11TX2mvsteXl5TAZTSBLSDDFDBxmh/X0l6fzbkPexta9VqeaVCtSiRQsjRYYYIAIEePiOGnZb/kYwKN3KpBNZefCRFjUU3rC5/bBv8+PHHKYnZoV4/Pxh/nyJG8bYLfbZUc+PeJsOth0LDAbcI8Oj446ehy3nA3OE9KQFNKMFMZaI5JccuByz+UzVXVV75t0JoP3mffx3Z/uLhQk0NHRoaQs1D6b09befLD5aE11TfOUd4oIcAHE4rFBv9d/Q66T20yUSZcVsmI6l2YX5xaf7vlwz+eZUOYUk2LA8zzHRlm31+t9wK6xf0RT0acjP49wbxSw2+2ycmu502A1HNeb9R+V6cusepWeUEgUSCaSQBZIK9JI70jDP+P/+krnlW9fBfX+0vuZ7T3b9eIXxShWFyNLZCHwAtLZNARCQIyO/b28tHzPM+25E3oRmnzS/4QDANmp86cctv22k7SaPkzraKdcIScUMgW0Ki2MOiOCwSAy8gzMZjOUpUrMrM7AF/epXl+JqchkrMxVIpAMQEJJUNdYB6PeCAUUEEURGSJTGWmKdAebg91L/qXF9pb2X+f/mr8jkxfLCSWlhKHOYNDqtEQJVYJUIIVSqhS2KhtQBUw8nwBFU6BICoSCgCgR/3N4eYEHm2AhKZJAwksQ9ASx7llHEVUESAEhIyCajCKSiAgb3IY/FUkJOTEnk/Vd75vsQ99ka2fr1R31O5psTbYuo974QY7IVUwvT0PgBQQ3gmA5FuvRdZybOIc2c9vy6wJ0OR3U7ddhhVxBbDYGpIGN8AY205tgN1khtB6a3PBvDCe55BgpkI/7+/vFNx5CV7eL0Rv0TfpyfbtWqXUwesZBKkiSK+KExeTiQGYuc52pZho5P6dOJVIgSoiwJqF5bm2xfmGoNrQtPFxAJpERPAueSdbHDsfX4mNk9N9J33oLXs/Zb84esNqsHwSWAk/v/3l/rPtS9y26iv6EX+JBkRTCTBjSuHRw/PvxC0QV0aS2qJ3CS+FBeCr86P8mzVvg1dy8fbOF3EUOU0mKIOIE5DI5dHt0WEuu4eWzl529nb238+Hl/RaU7S5rVKvUBB/lIZVIYa4yw6Q1QUtoIVfLLfnypPkWUEYqV1FRcU6MiRKZTIZwJIzV1VWssCuJ0d9Hv5p5OLOeDy/vHQgsB9yb2PRIlBKk+TTEjIg0n8aab21OnBfn8uXlLTB4czC2urw6oGE0MJlNELICInwEXr/3QX9/P//OBQAgOhsdarO1iYcaDsFgMCCcCCM0HxouhFWQgGfB4wbgAQBSS4JLcp5EKDFZCKvghHPhq7lcLndv8V6u58eeHwrlFPwvmHgyMQRADLEhkVvhhrZdYOTuiBvAIhtlp71D3rFCOVuKO+j+7tpv125shbGl3/HQwFBfKBzaEuMfrwor/iwEbeIAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRUlEQVRYhb2XX0xTVxzHv729LbeX/rmlty0tiAUFSyUitGsUdTGb4c+WkmhC1BnM1ITglhhismzJsieT+bjNxPiyaDb2sASDBh5wiTBQp4E4SRpQBi3CoNDS3kvp/z+X2z3OuBnTEvk+n9/nfM75nZOTA2wh5y+er+m81Fm3FQa5leL6Y/UXfLxPDeBioQyi0EKXy0WXV5W3szR72G63F7yQggXYOtZRpCyqkcvkuyuOVhzYdoGdjp1nBFEg5KScUhvUJ7dVoKWjpUSj0rQiAqgUKmjMmqMul4veNgGaoesYKVMhy8jAKBkYVUYrdqGgNhQkoNutaymWFYMAAZ1aB5PaRDJ7mePbItDc2UybLeZ2UiAhiiIkEgkq2AqcaD1R0G3IW6CquqrGXm2vKSsrg8loAlVMgVWwcJgd1tNfns67DXkbW/danWpKLU8lUrDst8AAA0SIGBPHKEuD5WMAj96pwGZqczZMhEU9rSd8bh/8+/zIIYeZyRkxPhd/mC9P8rYBdrudPPLpEWfjwcZjgZmAe2RoZMTR7bjlrHeekIakkGalMNYYkeST/Ze7L5+prK1836QzGbzPvI/v/nR3viCB9vZ2JW2h99mctramg01Hq6uqmya9k0SADyAWjw34vf4bMp3MZqJNuk1hU0zn0tzC7MLTPR/u+Twbyp5iUywymQzPRTm31+t9wK1yf0RT0afDPw/zbxSw2+1kmbXMabAajuvN+o9K9aVWvUpPyCVyJONJQATS8jTSO9LwT/u/vtJx5dtXQT2/9Hxme892XfFCAYVagU1iE0JaQFpMQyAExJjY30uLS/c8U547oRehiSd9T3gAIE+dP+WwNdhOMmrmMKNjnDK5jJCTcmhVWhh1RgSDQWRlWZjNZihLlJhemYYv7lO9vhJTkclYkatAIBmARCFBbUMtjHoj5JBDFEVkiWxFpDHSFWwKdi36Fxfamtt+nftr7g4pU8gIJa2EodZg0Oq0RDFdjFQghRK6BLZKG1AJjD8fB83QoCkahJyAKBH/c3gzQgZcgoOkSAJJVoKgJ4g1zxqK6CJACghZAdFkFJFERFjn1/2pSErIiTmS7L3eO9GL3omWjparO+p2NNoabZ1GvfGDHJErn1qagpAREFwPguM5rEXXcG78HFrNrUuvCzBlTFDXoMMytYzYTAxIAesb69hIb4Db4ITQWmhi3b8+lOSTo5RAPe7r6xPfeAhdXS5Wb9A36sv0bVql1sHqWQclpyi+iBcWkgv92dnsdbaK3c/7eXUqkQJRTIQ1Cc1za7P1C0OVoXX+4TyyiazgmfdMcD5uKL4aH6Wi/0761lvwes5+c/aA1Wb9ILAYeHr/z/ujXZe6bjGVzCeZxQxoikaYDUMalw6MfT92gagkGtUWtVN4KTwIT4Yf/d+keQu8mpu3bzZTu6ghOkkTRJyAjJRBt0eH1eQqXj572dHT0XM7H17eb0Hp7tL9apWayEQzkEqkMFeaYdKaoCW0kKlllnx50nwLaCOdKy8vPyfGRAlJkghHwlhZWcEyt5wY+X3kq+mH02v58PLegcBSwL2BDY9EKUE6k4aYFZHOpLHqW50V58TZfHl5CwzcHIitLK30a1gNTGYThE0BkUwEXr/3QV9fX+adCwBAdCY62GprFQ/VH4LBYEA4EUZoLjRUCKsgAc+8xw3AAwCUlgKf5D2JUGKiEFbBCefCV3O5XO7ewr1c94/dPxTKKfhfMP5kfBCAGOJCIr/MD267wPDdYTeABS7KTXkHvaOFcrYUd9D93bXfrt3YCmNLv+PB/sHeUDi0JcY/trQr/xBNa0kAAAAASUVORK5CYII=) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSklEQVRYhb2WbUwTZwDH/3e9K+21hWuBQpHyTnlRGgJM0ThtNsFNg2xEPmiCGpJtcYuJ8YMfjfuwL1ucH/ZiZmZcYrLMNG5O3BQJSSOGRewEiWJpBEFK366Fvt+Vvtw+LFscZiEtkf/z7XLP737P/557chKsI/3H+w2GHQbdk/tPvNkyyPUIbO/YfrR1b+sn62FkLWA6ZpKV68vfqS6vNhk7jcyGCzSXNDeqclVGtVZdX7e3bs+GC1TUV3THhThFkAT0ZfqODRXo7Oxk2E1sDyESIAUSOp3uvZ4Pe4o3TECj1xiIFGEQRRGCQ4AioiilVFT7hgnkNeS97/f5pT6PD5FwBHLIodaqd2fDkmQ6oauri9n67tYvc1I5WklKAoZhQFEU0ul0WkNpfpiamhIz4WXcQP2b9S0KiaKRJmhQEgogADaPRY2+xlhQWVCTKS9jAX2rfgdZSJISUgIkAT7KQ0pIocpXKSu3Vra8dgH3U7eVLqPTy/plxMk4UnwKHMfBBRdYBbuUKY9Y64be3l4ynhuv2rV311uL3kW37Q+bpftk92Xo0ZMcT4LVsBB1IpaF5Ru3Pr3VV91e3ak36A0Lfy5YPA7PpPlbcyRjgX3H9hXnMXnN6mL17prKmp2MijEW64pz7XE7uDR3g7vPfVXeVN7Me3l1mA6nE0TCL+WkVnY7e9wetx8+rDsMKkmlp13Tjx+NPbrut/sHV5ZWbMO/DL/S0L8CJpNJWfV21Y76lvr9yjzlQa2oLSliiyDwAlycCwXlBajYXIHHy49h/s18wtxn/vpl0KXxSx9Lm6XfDF4dRH91PxQqBcKJMBxeBzwBT9oT9sw6Z50/Rt3RobA9bLVYLAIAUH0f9bU17mw82rC5odNQbzDI5XI4HA6wCRZlpWVwuV1IJBJo2tyEUpSiUF2ICdnEptUrifgiRbXztehR9WAluoKigiIwNANdtQ4ppMjYSqwmaAyeCfPhM5yHs+4+uPv29OT0AAURZMwTi7ko11LIGRKktFTGyBgQLIFF5yI8bg+IBAHHUweUDUo88D7AMrdMrRZIxpIQVgTwUR6UnAJBExDjIuKJOKRSKRgVA6KQAJ2kwct5bU4gB5SMoqgrF6+MARgDgEP9h9rZIna/ukBtqjPWtfHgZWw+i3ggDp/Ph4d4iGnlNKgSamG1QEKW4JYKl0BraIiEiBeOF3B5XAgnwxASAuKquNsb9N502p1XvfPeiZHLI77/3YQAcOTkkfZKY+X+7q7uA6p81ZYQHyLLmfLkhfsXfraN2S6VaEvqfSFfrlKmhEQjCSRmElOF7YUn2Dh7oDq3mqRz6KRlxDL23Pv8XmA2MJQkk5PD3w+/8ue05mdo6jUpa9+obWloa9jpeeaxzg7NWro+7zJ3VHQcCMaC0DAazGEOIT5049wH5/qqDFVtebq8LYGlwEOtoB09e/Zseq1nZJTzV8/vsSfsKXFVrKJVPPXTqYOZ8jI+CVuMLVWlVCnp5t3/uZ5EEmwZ25op75XdvFYGbw+O5TA5yWggSs3lzIFMkZhbmEMsP5YO2ULDmfIybmB0dPSZSIpT24zb0FTXhIL8AgRTQTgDzon5W/N3X7uAxWyJ2Gy26wr8PViWhT/sx8zEzO9ms3nltQsAwJ2bd4aiiAIApuxTCApBYWlmaSAbVlYCET5iW8SikwOH8SfjEMLCFO2nJzZMYODigM/pc96LIYbgShBelzer+rMWAIC7v979jgGTlsvkQiwcy6r+dQlYx6yTXt7rTkVTdtqdXf3rzjXrtXOnvzj92XoYGR9EL2dkcOQK5+ayevf/5C+hN073Vp1eZgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTklEQVRYhb2XXUxTdxjGn3N6+l1PaWkLLdW2WAsUB4rKKplK3ILgwLhEjBcas5hlybaLqdFdmmzJkl3Om0W2ZSZs0YWoiczFZHPpRBShCLrBSkVLKdJPyqFf9PTjnF1pjGaZLZHn6uTkvM/5/Z/83/85L7ACHf/suP3EVyccK/GgVlKsr9Mf5dfwZQCGSvUgSy3s6uqSGdcZO2vMNe/sObZHveoAeru+SSqR1lIkVa20KXeuOoBune49rsCRckqOclX526sK0HakTaY36jtpGQ2hQIh15nX7D396uHLVANQKdVMum7NKRVIkmATEpNhYYasoqRtKAqBVdEc2mSUjwQiS8SRi/hgSbGJXKV5Ft2FXV5dMu1a7T8gLkU6kIaAEkBQkqFJXbS0FoOgEyneUN8l1crtULAVJkOA4DhKhBOwSW9vZ3Wl47QAWq6WFltKkVCQFwREgeAJVmipYa62axl2NRadQNAAVplz6bXouqokik8mAL/AgCgTE1WLUWmqzxfoRr/JQ697WypbOlk2RSIRjw6yr/eP23rA2vFc2LIOQECJZlUSUjF6e/HzyfdpBt1VsrLCxbvbmwtiC6/z585miAbo/6q6Ua+WbVEbVLpPS5AjNh+zmGrMuV5lDSBy6Ondt7mtzg9mhyqikDx8+RKI8ESpLld0u31l+alm5fKg+UY9CqoCx6bEhn9t3LefLOROzCZfT6XwJ5lkXtHa3Kqrt1S0mm+ld2wbbgUgkYkglU0gySYiFYsgLctQp6uARevb5zf67Z/ac+fJ5o97R3k8sb1gOOV1O2GgbrM1WbK7e7JiunnZMeafgnfEOaRo11wq5gnNxcvEZDHXkwyNbbVtsRw1mQ5tKqrJRBAVhXgiapsHLeZAVJJS0EgpaAU2FBmCAkaWRNS+uJB6Oa0OTIRh9Rqh2qFCGMpRpymDX2BFoCOCx97HDO+d1sAUWjINxbe/cft3r8fZTOT5HxmPxtFQuzecVeY7Lc6RcKAetoCETyUCCRGY5Az7PI8/m4c/4sZxffun8EClEoCgKRJZAKBqCRqdBMBxEnImDZVkQagImgwmFfAGBcECXd+WBx6Coiz0XhwEMt3a3fmEwGhwqrarDYrN0MkuMba1yLYx6I1LpFILRICQVEvjX+5GZyPhfBPCGvZGMMgO5SI44E8fIvRHMzMygICggS2SRTqbDsXTM6R/3fzs3MTc+8MNA9D834bHjx9QZKrN1S/2WjraOtt0mnWljqBAiJQIJzt05d/n+L/e/qWuqs8fn4zQUAFRgctO5SdNO0yliiWg38kawaZYJBAOTT5ae3Ir5Yr8xOebBje9uhF+pC55XQ1uDrHlHc3NNY82m0FTob9+wb+jkzyd7txHb9ntjXrBiFoPyQXj+8lz1nPV8ULmhskW9Rq1xD7t/F6aEs319fdz/vaMone09+xb/gkb5Uf4Sf4k//ePpA8X6FX0SxtNxZJBBAoln99ZjPVJTKegNemuxfkV/DSdGJ9wD4wPzi7FFg0augYSSwP3EDUbIcN4p73CxfkUncKHnQlSr0A4f3H0QFosFIIFkKgmFSDGe/Sd787UDAMC9qXt/AoBFZ0E6l0aCTcB113Wrp6cnvyoAgwODrqfXwYUgWLDcUnCpvxSvkgYTKk+55zE/v+BbMDBxBmyKHX90+5GzFC9BKUWjd0bT1nbrm+wiWx9JRsCkmL4r31/5tRSvkueCiT8mzoklYo4gCS7FpEqKH1jBbDjrm33AybigqCCKMg+Yonf/U5WcQH9Pf3R2bvZiYDFwva+vr+hfsada0XTsGfP8JCAFJS8CAP4FjJFM+m5J8t4AAAAASUVORK5CYII=) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27588 5.3333333333333s linear infinite forwards;
}
