@keyframes rwdcur74407 {
0%,1.2333333333333%,100% {cursor:url(data:image/png;base64,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) 5 26, auto;}
1.3333333333333%,2.5666666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
2.6666666666667%,3.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
4%,5.2333333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
5.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
6.6666666666667%,7.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
8%,9.2333333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
9.3333333333333%,10.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoUlEQVRYhe2VTWgcZRjHf+/7zmSyuzFmS5rGGLO1iR+bUmnaKuJHsdiLFvVQwY9DD0olomC96EEFoZYWhYIXqUg9eNAK9iBY0YuCp1C0gdaYmjTV1bC1IhXi7mZ3Z+d9POyHbmZ3k6yCCHlgmGHeZ/6/53ne/8zAWvzHof7Bs/Jv6Oh24e/t7eLDRyMN1xocTcNpB/72njjg88iJRajvXh4YeJkgMBjjEYvFOTH7dEux1U5Aju7uR1DsO5kJw699kUBccLqIxddX4S23ZzUTkFfv3EjJFhk/dSUEP7z1PJmCkClCoWQ5NrU5lFM51xW00gnIgW2j+IHhhS/SIeF3bp8hahRdnqKrA46lwvC7173WUHglBcj4jocolhwOTcyFhN+/dRZjIeoqokZxaDoZytndd4Se+NVtFSDP3vMMxovz1tmzIeFPt13AE6FTFMbCc9/cFMoZT0zRt66HW0b62yqAjOdgve5QYV9tmcOIELEaT4QnTt8Ygr+UnMZzNANDPQyN9jbUX9aEvxcMRbfuVZbJ0Yv4CJQ0i45l79dh+JvbvycXlD8DG7cOsv/1u5bmrKyAy1lDp6kVIBduvogvAoECI+ycvKG2VgHIu7fNEFRn69EUvqICFqwhUypf/zgyhQQ+GBcQxs4N88aGwzhuhOfnDwDIyR0zFESRt0LUVUt9EXoVl/VATmu+nTxC6voJRHIoKWECn+T0cLkDE6FDlfU+H5uteaJTFPsn6rZGsr8kQvrL/UQEIHXdKdBR0BGsNigVRZRDYFxGzm8C4PSWOfLAomMJlOL+MyP18PwgALHO+Truslvw08AHKBtgyQGgiWB1DkUUE5RzppNz5CueoKTZeW64Dp7O97OgAq7xLoWabjUBme89jhgXMS5D6ccASCW+bDgJXwl5pRj7blMdfLrYB6JIepcb8poVIOmeo1jtgo4y+NuTdaLNiqhsRy1vIojjimK7E/p31KK5CW0Wbf2lcACVSO0Cu4i2Qc2YS+GfyVVkVdASDq08YItNl8rrf3ki8cPm6l0B+CjTgw0s9zoLLeEtC9DWxwLp7oMMLLxS/cgAyN+NmUjt4sFP7qBXZelfn2VDvEAuV+Dhrl+XhZcbaNphAW19sEXS3Qer3cl873FU4COSJfHzHu77+HEsDiUcclmXP7Iu+/pWBm+VJJe8p1AqBtqrmLEDdGypMVerG4oWW1DEalC2PCZbvU+MgSshY7YdTSfQ5nNrsRb/v/gTdfpupg75ez8AAAAASUVORK5CYII=) 5 26, auto;}
10.666666666667%,11.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
12%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRYhe2VXWgcVRiGn3PObCY72dZkTdOQpl1tojaxxVpr0VrBKzGIXkWUKoWCLSkI9kZ7U2gKXhQjUhFKFUEoggqKKIrghVdaJGir9ic1sdU0Ia1WSin7l8nO+bzY7Op09i9RECEfDANzznmf77zn5Qws1X9c6h+slX9DRy8WfmwowfvPxyuOVXiqlrMY+Bs72oA5nnwtB+Hdy9Nd+7GBwRiXREsbRyf21BRbqAPy6hOdCIodR9MR+PZV+7ASQzkJEm0rSvCax7MQB2R44BYKBZ+hY1cj8Lc3niM9K2R9yBcsB87cGZkz/w411KgDsndbP3Nzhhc/mokIf3LfOHGjSLgKrwkOTEbhjyVfqijciAMytPkRfH+Gw1+djQh/ee8EOSt4seLnnWPrInMGOw4RX9YCV6Pi9RyQ5x7ahXGTHBn9MSJ8YtPPuCLERWEsPPXdHZE5B1Nn6Ei2sr63syKg7hH4rodxk5HGJjacx4gQtxpXhEdHb4/AX+8bo9nRdK5pZVV/e0X9ukdwbdbgxUJ9yoX+0wg+XqGJrGN54Nso/L17fiIXFK+B1Ru72f7ythvnNNbAlYyh2ZTvErmw7jgiWVTgoY3PXSf7ymPzAPlsyzhBqWeXqnBo4AiuZAyX08U+f+39AhXkUVJAJEvPqT5GVu7jcPfBchNfbx4vZ8KLKXZ+Hwpl5Gas20BaNCdPH2Ly1g8RyaGkgAry9IxtASBmPGKqqPnD3RPlTMRF8fg3oaORqUwqol/vJyIAk6vfBO2BjmO1g1JxRDmIaWbtua0AnN8whqWYiUApNp3oDcHH8t0A9DVPh7h1M3CxawRlC1iyAGjiWJ1DEYcgX4T3jaKCAG2KwbztVE8IfjzfyTUVcL97KbLpWg7IdPswYpoQE2PNzAsATKbeqeiEKAelPNaeXR+Cf+53gCgG3N8q8qplQGZa94LNoAK/BFeASk0+AzaHtoVQJpQUIvB3gzYyulAVXqsBsGm0naP7j+EbF1dsYj4LZfgRWUZaBQw6kR9XqKpnwPpAuuow9q9MpH55uPRVAF5JtyKBZZdzvSa81qBc9jysHgTdRNf1t/4+Vy52jaBUC1Y7pKZ28+CnW0mqDO0rMtzcNsvym2bZ3/F7XXhxA9XKWLT9AKzPzPJnS7uT6fZhVDCHSIbU1G4GPt6DwiXAIZ+Jkc3EGobXdODSSheVVRDoshPoBFbHQLeUsrFQ3UhVdUAbi3gScqJCMKs9DVdVBxa5bqmW6v9XfwLQ/n2+tE+jagAAAABJRU5ErkJggg==) 5 26, auto;}
13.333333333333%,14.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
14.666666666667%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADp0lEQVRYhe2VXWgcVRiGn3NmJpPZ/HS3pjGssVvTWNtIpWqsErwoXhSbmwqCXqml2JqiUAtqBX8Qf0JQ0CqoqKDihSDoRUEUeiEKKq20KtU0MWmiqWFL1ZZasv875/Nik4Xp7F9SQYR8sCzs+eZ93vOeb8/Acv3HpS7hWfk3dPRS4R881cpHL3gV1yp8qpa9FPhb+2JAgbufyEBw9zIUfxJ8C8tyaWuJMTK5p6bYYhOQl3d3ISjufW4uBH/giv2IOGi7ldbYqgV4zeNZTALyzF1rKBbyDL1yLgT/bNM46ZyQzkOuaNg1em2oZ/47YKjRBOThrX0UChaPvZcMCR+5ZYKIpYi4ikgT7JoJw+9Z+XxF4UYSkKGBfvK5PAcOnQgJj940ScYInlP6eXBsfajn/s4RvLYWOBcWr5eAPLTlPiyV4I2vjoeET95wHEd8PFFYBrYcuybU805ilM6VUfp6uyoC6h+BG8VyLwsZm9r4LSIFtMnjiE//d+tC8I83jOHams7VUbr6OirK1z2Cv3MWntMSgE/3HULIootgbFh39LoQ/MsbfyHtl66BFZu62f7irRf3NGbgbMrCtcp3iUyv/wSRDMr3ECvL1T8MlNfmAXJ08wT+QrYuDFaBQwNHcDZl8edcyedvve+j/AxKiohkWPvTbbx0+W4OdO8rm5joHy/PhOcoBn8MDGXoZqxvIK35+ucRZq56DZE0SoooP8Pase0AOFYERxkAJq8/Vp4JTxQ3Hw7MhXyTSoT0671EBGDmyqdBR0BHMNpGqQiibMTy6Bm/E4CpjV8AzRjbRSmH3u8DcyGfZ7sB2NY8G+DWTeBUfC/aFMCkwaTRphhIAmBqw0GUXwSy6GIuBP8w28V55Yfg9RKQ2Y6diOUiVhOrk68CMJMYqZiEKBulPHpObA3A38x3gij2uGcq8qoZkGQ8ivE1+HfQ/de7AdFqJuaPo9w37MdwRPGoHXp3NGCgpx2ymnjyfKW+kIk1J3cE4I9IG02iGNYXanFq3AO2geaqq6WZADQREr/uKBsDeHAuiviGYbs2vKYBbRkMkOxpJz59YeGSAZBT8b0oU8CQJjHzOAOf3o5Wp1mxKkUslqOQzvF66x914aUNVLVm0JYB25DsaV/Yncx27ET5eUTSJH5/lm0H92Pj4WOTTzlkUg5vdzYGr9Ukpze7qIyCoi4NY1FDVl88mIvVDe+z2oJ2DAaNyhg0YACaQWchfibwr7ikqprAEp9bruX6/9U//JNyQlMKq4UAAAAASUVORK5CYII=) 5 26, auto;}
16%,17.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
17.333333333333%,18.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
18.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
20%,21.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
21.333333333333%,22.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
22.666666666667%,23.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
24%,25.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
25.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
26.666666666667%,27.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
28%,29.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
29.333333333333%,30.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
30.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
32%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
33.333333333333%,34.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
34.666666666667%,35.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
36%,37.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
37.333333333333%,38.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
38.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
40%,41.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
41.333333333333%,42.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
42.666666666667%,43.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
44%,45.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
45.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
46.666666666667%,47.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
48%,49.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
49.333333333333%,50.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
50.666666666667%,51.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
52%,53.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
53.333333333333%,54.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
54.666666666667%,55.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
56%,57.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
57.333333333333%,58.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
58.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
60%,61.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRYhe2VPWwbZRjHf++dL+d8tXYU0igNNTQhNCmRUmhQKQwVggqGSjAAEkJdKlArItTJYWDIwBCMVHUIVAwZ6FAJsQSJCaGKBYooICi0KQkpGCwXqspDie2zffc+DHFM7bPPToqEkPJIXt73uf/v+fj7DrbiPw51B8/Kv6FjbBbeFT9Le/yDund1fg0jtBl4dPo9SgL5xAtQ3b0ceGMAZXrYtkkk2snCieVAsY0WIP3xUxQRVhNHffDJ6Z20WZqOjhA9kQjnXr5cm3NHBcg98RmKuGTeOu6DH7s6gSkFLIoo7TK31wdfX0VVQa16QMZOTmFSIp2I+4RfXDpASZl4yqZEG3N7k76cJ9/sqSvcygRk//HnKRb/4srpOZ/wkeVJSqJBWQDM71n05Rye7WN7ZzeQ8Yk3m4AcmnoK23S49O77PuGDPz9IXgRHCSU0Z+//xpczdTlGV6SHaP9wXUDTFWw3BdvM+wobX9lHSYScocmL8OHIVz74K4ujiBFiR2QXQ71jdfWbrqDTLNAmVhV87NqjIBrHcEALn4587YMf/ekhPPFA4IHBCV57LFGb01oB3WaWopgV4T3XDiPi4qkCpoS5eN+Fyl0ZIM8tPYxbGa7dEN5SAV1mFq8sNvzrM3jiYpZxPwydZ8fbE1iWkDr5PYA8sbQfRwmUjVnjC99fsakHbC/H6dkfuTf5EiJhRIXwVBuLQ+cBMC0PZdkATC7vq3jCUcK5kS+r4LFnsz79Zh8RAbg7+SoGDgYFDO2ilIMSF1OKXN39CQDjK48ADmENllJ8MfxtFXzwkANA6rNwFbfpCgZ+ex2tHNDlAwMMHQbl4JWPRlcer3jCMRwuDlXD+8cdvIzi+iXb13TQBKQ3NYMpLqa4pHfNAhBLHqs7CSUuShW4svvzKnjfziJKCX+m/PCgAiSSPoWhSxjkuTk4UyXaqIjyOv4Ze9TDVcIfmVBDVkMTatrRhlULB1DJ2DwaG22EKsashY92C+2eCoRDgAc0VqOr8n240sIvsYX1YwGYiKxS1B7Lt4LhwQUYFmjYlj7DrYET6y8ZALndmMnYPImDH5PMKm5m7yJTiLJayPHdja6m8HL9jTq00IaFxmJb+sx6d9KbmsFTa6P/PfYOC09/hB2CcAhsK0uHleXCjb6W4EFJYl9fQKkcBqWyGdcMWWPMjer6ImAFbRgatMqtzem290BmYHpDkKBoOIFNPrcVW/H/i78BFs6BzqD5RzoAAAAASUVORK5CYII=) 5 26, auto;}
61.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
62.666666666667%,63.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
64%,65.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
65.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
66.666666666667%,67.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
68%,69.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
69.333333333333%,70.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnElEQVRYhe2VTWhcVRiGn3PuvXMzkzFmSpqGGDNtE2OSEppolfizcCGKOxeCaKVxWduAgsWiVBGxGlTEhQZdKUUUfzaKoLhxY6FUbattTUw6taMhxVKyCJnM373nczGToZM7czOJggj54DJwz3ff5z3feTkDm/Ufl/oH38q/oaM3Co/3HyPa+0nNtRpP3bI3Ak+MvEcxC9kLD0P17qXzyG58y8NyFc2JKLNP/BAqtt4JSMcdb6KUsDS9LwC/4fAI4hSx4z6JrbEVeOjxrGcCsv3eFynkPBZO7Q/Ah6cfIi+LFFjEMznO7zoZ6Cn/VhlqdAIy+OBTWHaR+e+fCQiPzhzAUjFc1UKEFtK7zgR6trzcWVO4EQOyZ2w/dqRA6pujAeHbZp/GoHFUHEvFmBr4NtDTPrGDxPWJDRmQe8bHcOPCL59OBoRvufASIi6iXAyan24+FuhJnh9mS+s2ejtGNmQA18rgWpmAsaHUG4hYGN2EiMvJvrcD8IGp+7B1E92t3Qy29dXUXzOEeesqjsSr4IMX3wXx8TTYJs+Pfa8E4Lf+tg9flkFguGuI1+5+fnVPYwYiVgZPchXh/osfIuLhqxyWRDl906HKWhkgt8+MozEAuFAXDg0cgWNlcO0lAHovfYmvooiyEWnibM9Btr0+TtdbBysm9sw8V8mEo+Kc6f/8WnjgZlzTQEQv8/XEOXakvysHzsFXUaZ6HgfAcgTlxAAYmT1ayYQolxN9VcGVvclAltb8ExGAG9M/o8mWHlNAqTxKiliSZXrnYwAMpd4Bstgmj1I+p3pfqIIf6Cod4+RcUxV3zQx0/nEJo7KUjxQ0aFOS8MuvBlIfVDLhaTjbc6gKfrgjh/IVE5fdwKbDJiBtqTksW7CUz3z3dgCS6RM1J6HEQ6kcv+6suqbl1fYCKOHZv4LwMAPSenoebRt0DK72dFWJ1jNRPo5K32TCp6iEJxfsuqy6ITTLYDy9Gg6g0slRDFGMjlSCuRr+8XVCs69C4RCSAVMEluutgiFa2cLvyftXXgvAR61LGOMzthgODzfgacDQcnyexbs6Vy4ZALk2mOnkKF/d+T5eph0/s5ViPoHkl3n0SnxNeNl/HQOFkglThJbj8yu7k7bUHL5YiET5M7mbLx44AnYRxxbEyaCcDI9caW8IHtYk7meXUc0KHaEURgd0jNXBXK9uoEIyoNEZg0FRGpQpZSKmWejpXBckrOpOYIPfbdZm/f/qb1yGdaWuvPFAAAAAAElFTkSuQmCC) 5 26, auto;}
70.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
72%,73.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
73.333333333333%,74.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
74.666666666667%,75.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
76%,77.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
77.333333333333%,78.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
78.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
80%,81.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
81.333333333333%,82.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
82.666666666667%,83.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
84%,85.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
85.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
86.666666666667%,87.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
88%,89.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
89.333333333333%,90.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
90.666666666667%,91.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
92%,93.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
93.333333333333%,94.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
94.666666666667%,95.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
96%,97.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
97.333333333333%,98.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
98.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
}
div.testarea{
animation:rwdcur74407 2.5s linear infinite forwards;
}
