@keyframes rwdcur72838 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 17, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 15 17, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4klEQVRYhe2UzWsUSRiHn6ru6Z7vzBjNwQ88Lequ5ubBP8GDRwVBETy4SDwJ4uLBFb9Y3RiUGCLoQSMmotHoQd1/QUF2wSAoiWtkNRqccTLd6e/u8iAi0Ykf7GROeY5VRf2e932LggU+oxh2qlbmyc8Xfv7vFzaMbld7L/e2RGSWQFf3YbX24SqcjjGU4bBvqHveJWYJvP5ngtSzkM5/O1EZjyyp+c6fLeC6LvqTmMWvy+ipCPnFgOZZ4O6NQWFpDmY1T1KYwRRaawUAXqx8hpeuUbTLKNNvvUA+jgmiGrkgi5G0+A0A5CcLZK0SIpIIPW69wGD/NWGpOoZmkPZyrRcAKIQdSM8AIem7/uFDunV+RA11D6jBP/ua+jc0FHAjmzQZUnaGXLCY4YFhFUYRUkj0KMPdrr+aJqE3WizVC8R2QtrIIgNJ7AhEoND9NggcwvzTZuU37oDtuAShQAtTxKGGZXv40wEyFBh+EW1mNfd23GtKFxp2YEYDy/Iol8poXsLbaoWk5rCsuIq22EdEMRsvbREAd3bdUklxjESuwF0yhUpybN2/U8wVeHDojIpjgYukZ9se0VDgwolusbvrgGpfUeLX3zbPeRmAlAahWENUqCNEG8JofPzozdMqjhNso041X+PRT3+z9tUm1VAAoL/v+FeDP6JMCz1TIKFArHnomdn7PTd6lIhMLMOi0v4SXAM9gHX316PS2cYj+BGqIkfi2aR0iSY1EuPT0+i/fk45pktouES4lB6vxJ6yScZdpqlz9cIJ8V1VfotD239XS5YuJ7d8EXpO4hsOvmkjpI4rbFxvhvFolDcVn8JoG341YmRkQAA0RQDg7JGLqtjRDnpEbIYkZkQ9eMeEM4Y9Vac2/Zbhk7e/yPvfI/hIblEZTQhiqfB9j5pbZdJ6yfPKBLeP3Zyz0KZ1AKD39BX1LqgRVCtMM0nvH/3fvL9pHQB4MH4fLZPi4slTTS1sgQUWmFfeA0V8LwlxM0a5AAAAAElFTkSuQmCC) 15 17, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 17, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 17, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 17, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 15 17, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 17, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 15 17, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 17, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 17, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVRYheWXy2sTURTGf3cymUdnkjSZRlvjqxatLtyIim7c6MKdG6UiiI9ofbS2SAUVixtBRFyKKOrCpQuhuBFciLpy4UKtii9ERC0ISU3T2ElmMtd/QDCTCVHw23/f+XHO4R6uoIXqHT8re/pWs7UMnlHh3OBe8SeP2kqAtZPv6K9qFNdv4EnfmoY8LQX4umwFyqZ1BE6a/s+feNJOgC0HR6RhCnpmy2jFEmVLa8jXEoBtewdkpjZNyloAtmDK0CnpbQLYl98jZxcuwnaSOCkHUaqQLFaRco67Dfj/uKW/0+jxUSl9gWJ00OUk6cikcRMas7bOTwWMUpkLuw41lB0KYOjQCWmlO8l2anQaJmoqQaAEuCJABh6i7jGUHwmVGWoEfY5Ft5PBtDXqQuIp4MUhv+tAU50MDZD1K2jlKWJqAkwDhIfhKc3WBiCUe/fFS+J74Rv12SJCzoH3g8D93j4AADubwBI+Qs6h/iyj2G4kgKZm92D8qKzk4piFKlvGrzY9/0iauLZD/pXC/4TunRmTEzcGWtKB0Et45/xJaaougVjKw/HByBChAWq1GtVkmoAUpZ40ExNnIkGEeoiujxyW1OPUzASg4hkJmPKj1G8c4NLYaZnOOugJEz8GxBRQbbbnGzs6kQG+zdXwqwo9loouBYHUqSvR9zAU/YGRU3J+Mo5j2ViZDIquUFMkiu9yZP9wU51oynRwcEiadgfzu7PYXRlcO860pVIwYlzfvDNUZqT5DQwfldrCbnLd80hoJkrVw54pcGz0ZMO5kW7p7ctXhD/5AnfyAzN+wKecw7PlS0JlRDvmQEHt4qMnccs1ur7M4ImO9gLcv3VVfDFSvF28iK+5JTjFcO9CZACAla9esvbRU6oxnTe9ve0HeLGyl9cLcmx8/p6qb4bytuRj8nmeQ2XVCuyKTv7xTR60IvS/0S/ArN3DpGMBDgAAAABJRU5ErkJggg==) 15 17, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 17, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 17, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 17, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 17, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 17, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 17, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 17, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 17, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 17, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 15 17, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 15 17, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 17, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 17, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 17, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 15 17, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 15 17, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 15 17, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 17, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIElEQVRYhe2WP08UQRjGf7M7c7t7dxAEBQXFUPEJ7PwKNBYaGwmxUL+BDbHDwthoYYGoARKjJhpjNNraaKEJiRiNsUAiwQgId8ftv7nZsbPCcOtt5/3qed73yfO+MxnokpO315bsq9svbFH1nLyCtaGPNHp2eDP/uhATuQ1EQYRHwKq/WkR/ZF5BrKBkdmk6u4UYyJ3AUOjjGINMTSEGRJ7DTxce2NgPid2MyVPnc2n/Rq4RhDIkdQzrZruI3kCOBO7en7VCOGxub7H8+QthZnl4c67jFNpOwNWKDV3nW32T6mAvrTjttDfQZgKzd+5ZKx2abkJqU5JSi7qM+PRumeczix2l0FYCWazQFQNSIWQJ18swrqB/fLyT3u0b2KrEKNcjtgItU0zmgdIsTE53vAO5CszcemZrR36QSIeGdZibmCrkKnb5vylsiU4/nrN98ifhjmDx3OW26xZi4OzLR3YgTQhUg8wakkaNtaUVnlyd3bd+7v/AXgy2NlCupJL04smE0ERE0m9LW4iBg9+P0er/hZIaFWWIpkUZmL5xxVaPH+Co7kWgiUqCgbCPkWiYE1MnBfzDh2Qvpi9OCD8t4ycCpQW0MsbGRhk/PMqI7iHIJOWsSlVX8EzA156VP9pCDAAIUSeIBIFRjFUGGa70I7WgnJRBw7rXpElIzd3g0NYwH66/t1DQCAD8mo/rZjiOQbgOoRtx4cyl7lPdpcu+/AZhssE2slOlcgAAAABJRU5ErkJggg==) 15 17, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 15 17, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 17, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 17, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 17, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 17, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 17, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 17, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/ElEQVRYhe2Wz2sUZxjHP+/82HdmdjfZNZtYEokSrUfBPyNVD4qhacSml4DSClqLK9KDotjkYkUFacGDIEEpPUi9eLLH3ryI1lIKCopWs5r9Mbsz8868PfVka2Zn1oLQ7/37PB++z/s8vJBTj25s1b/c+kRn9Rt5Ae53tuM9a3Dq7EH90ezOvkFyASwv1/Vj80PCpMKIV6JS29h3jVwAc3NLwjNtXjLKeLnAeFVQPzDdVwq5R1AyFL3COipEbBuxmXD6m0JugN1zp4WyHZThUHWKIMc59OlMaorcAAB7950Qq1YV4ZWpTW1mcr2X2jsQAAB6CbGQeKUhRicnOVOfT5XCwABmFo6KHpLIcpAjHzBUG+Prz/evCTG4BICP9x8UutsltlyK67cQrpta0zMwgCvXb2qAoDhKJAqYnktlzOPLYwtvTcHK23jx0g1towl8xZXlH7UvBIYZIUwXdyREP//9rf7cADqxAIWvoRcJVBQiXU3BFliyhK9r7xbgiVll3G8QDruYWtF8uYIK23x74ohI48/9Brw/fJpGkW5gEiiDTgz37/6a2p+Kci3Nn7+jS60Ao6K5eGh6IDXfH80s3sn8GYEcIzi6eFvLXsyrmoQXPpdP7cpUK9MWnLvwg+5FbboVh2Ed0a1kX6a+nUuXlrVOFLZrEbsaK1YoJ8oM0Pca1r+YE8UhiesIiiIkCVusPvztvwMAOPDZHlF2BVIKPCemNlbKDJB5eKbo4dmSgpQUM3xG/1aql/vT1ZO6TRUvUYSWi9AxLVNiSA9luiS2zWq7xVez+/rehH9M4Nq14xpRIE5shpMIIUzKuouwTBIjITYsSrZFJwwIdUDDf8XK02f99v53AEs1sZXBBtUkEMOslCawGg1em2VU9wXKLuCHIe2gwIofQ9zg3OJ3me7AG6Yn1zfp1XATfjLKg/YET3sSOn9SbTZ42LDxPAcVtfjm+5sDuflvJFC0Eh44U/x8z+PR8zYdv8UG8zX1ATVMrYXD83rX7I5cd/5/pdFfAREO/1K1eqEAAAAASUVORK5CYII=) 15 17, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 17, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 15 17, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 15 17, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 17, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 17, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 17, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 15 17, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 17, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur72838 1.0666666666667s linear infinite forwards;
}
