@keyframes rwdcur137443 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhe1WO24DIRB9WK6C5CZb5C4+QU7jA7jeVGl8GfsEzllcUFly42ZSsAMDO8BunGwaP2kEwwBvfthrABDqMA37Q1gBAH16hU7puAQMRAaY2Lwn9j/FWhIvTc4gAEQnP6LdE7/vwH+SJz2Aetrzfdo5LYBqKeVFVXK6iENvAF2Arxevbzd+PF/jnu3G64PtoX4iunjh+fnqZXC+qot1FS3PkoNahDyXdrYd717vuzLXpLRzqiV57pBcZ+xdIC/ylRwgWeOpxHtXuG2AlgmpLP4EAZja81kEa6nkqWXI1M9Mt+8D2Gjobsm+1WRXEbt6DgJ5ShxK33Qg7+xwcaevq7buBjir7q06ICPmJ1VLfQ+bpjsnzdI/coCjPd691KIEoj0hzklk9KlDBtmTpJLsnZd8XhVn48hCh+Y/bpM8uXQqeSQekWu/hJTXmWvfw+oNVVqjA2B2w61hnnBqTWi02ocaO5vWWWmsQM7EFawL66bvKrVyouGc0nwN0ikOAHl5utvYIc4GHQrfQiL9P3Cg5hDBWeD1A8BOJ82JlfqrCzMgP+Vi/Exqdul86c98Zf7EEyq+AeDbCCcmcZ7LAAAAAElFTkSuQmCC) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtElEQVRYhe1WMW7DMAw8Bdk8Ni+J1/hNfkDmdvebko7OSzwV6MwODCPSoiQHaRwU6AGCJZHWkSfScABAKCNU7A9hAwCfX7w4Tva5BgKUAkL8vjP2p2KridcmFxAAOk78RL0mfj+AV5KbGkBZ9rmf956XQPEq9UFl8qmJq903MDXA28f1zf7qNaiTe16z7aF6IkwND5nTwEOurbSO+y62VXKAMwb8DGWu7WKjUzW7ZbKL1Jp8HpDev51wAkJX5MsFQOaOlxLXMuZgDKderN6CAEKpfVaBLcK5tAIt/X1ys9/lEPdbe+ubpZEy9ve5A5G89a++HsC8sm/7nb/v2doAjP4tV74DKmNpqbS1IrTUQErapk1nFbhlu+dRyhKI9sshJ7XN3gYUoLoAKHWCFJwooMlzGCmV/gygD0LuUyWDTjxkDhBG4uH5i137DcbXYF4D4Uo02+3SdpIsgXyRxYyBgeJcweuC4Mor5CKtwCkstIEJhbiAXBcEhC7/ppe5DqRCaomWIz1V1MgRavnj2nDW/gc0bMeMxHecI9XEGXJ34w7oX7nIpLMtZP5M6HZ7yZ/2P/4WfgBx7t+5wJMkNgAAAABJRU5ErkJggg==) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzElEQVRYhe1WwY3CQAwcoxRACjiJHyXQAn3s96R7XCWR+KYIfpRzUvinBN+D9TK7OBsQIuikGylKdu1k7LGdRAAo6pAZ+1NYAQC+Ywyb4rwABKyAEf8I21+KJiNemNygABQb1XS9MN5KnvdAXfbSz7vPS6BaSn5QlbyjZ39B0EGxjet9vPVEPnsITlCzPdVP2kG1w6VMHVRP8YjBV9e072IusuxGL0O7ZrvZdtG3rahwl+zbwuBJzvuGEWrkk3xTASjX+F7icWaIPCV4sfgIApDa+CyChheltAaW/kG5MUKxDue0L/1H5rd6JNrdvMsNjLwgTqWfDaDsbENbGaDSJv0HNAyub+PuRnDGNlLOaCUkqfvLqSQt5QcKBSzbXTxqWYLs63CekjrLvghIAEhDC+UgGGXDsQotJGXM0DA40h+rCQHXT3I6RqiO8X1uZw2DahhufO0wm/lpOEx+7ssekEiUbVrt1+GcZWvZTTfZEdJ/Rt9DumZ4UyBe7a3GJm1ydhrrEtAhEdcwNQXSQibfNF7mHMgcaUZ0t6dTv2uj+YQsP60zzup7oHwec18yv+1qrjMH5pG7Gw+Af+WSOpxtLfNXgsftLX/a//hb+AVP+PqyHJ/LRAAAAABJRU5ErkJggg==) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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