@keyframes rwdcur27567 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWUlEQVRYhe3W70sbdxwH8Le53CV3euZyl+i0mKjRBqot6XZCWI2UzcLsIJK67sEeCCJjo3sw9hf0UZ6sj/q424PRObIfwmAdONtlRXt0qxmoFVc1cW21DVYv4iWmNferj9ZCW4wjJtsD3w+/d5/7vPhyH75f4CAHeTmWoaEhV6WaES8uhMNh95kzn3x97FiXi6KYxVRq/nFFAQsLC9vBYLfH7/d/zjB1A6L4TrXP57s/M/PHVkUAAMDzwt+BQPD92lprs64bvTzvGWhufsN+9GjnvkNeCZibm1ZCoX7e4znUQ9MWqOqOg2GYXo5rGOjqOkW1tjYtzc4mtssGAAC/v2Opo0N8LxR63VFXx4Pn7dC0gsNqZU81NHRFAoGwLknfTpUNcPNmXDlx4rQgir4el6sGXm8Djh/3I5tVIAgMXyhwbzud3sm5uV/vlQUAACxrXzpypPu0200/G0uf7xDa219DKgXr+vp6OpH4MV4KwLLbw5GRL1bj8V+iAJBIpF7AKSDJXCm9iwMAYGJi6od0Wr0mir5naxsbBSwv35t99Oj2pZIFe0k0+uVJ0zSzuZxprq1pZjQaW+jv//DN/fh21V5fPHcuerKzM/Tuykr6SSLx3VdXr44mKwooluHhz9oCgfBHq6t/pWdmfrsyNvb9YsUA4fDZtu7uvsuC4A7KsoxMRn2o6/rwhQsfjxWr3XUM95KLF0faIpHBy5q2FSRJHQRhYnMzy/r9nR5FQezu3Wltt/qiU1AsHNf4aS6nBgnCgN1Oor7eBY/HDVl+2COKHR8Uqy8ZsL2trNE0DdO0gqJokKQVXm89HA4K1dXt53t7Bz1lBTx4kLyWyWzkMhkLTJPFzo4KXdfQ1ORGY6PD09Ly1uBu9SX/A5OT46vBYP/jQoFpleUVwTA0UJQNJGkDz1fDanUdVtWq0eXlP195jJcMAIDx8W9+dzqJmM3Gyjab00uSjKBpKmiaQk2NpVZRkLl168pE2QAAMD8/nZekMcliMWJVVaxsGDavaeoCTZNgWe6wadpGFxdf3oV9A/yTZHI+L0k/SwShxPJ5yIZh8XJcbYtp2rM3bvx0veyA55BkfmrqukQQ+djm5pMtjnOLPM/G79yZ3Zeb1L9OJBKp6+vro/6T5gf5X+cpIf4603szzrYAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADh0lEQVRYhe2WUWhTVxjHP0/uzc3NvbtpTNMmTXqblCR2K626DhTG2rIStogUW3WuD92EbU/bYAz2tofCmE/bwxgDHzo2BmoY1IIDmYFNWZqwpvZ6cXJbaxur1qxpmquNyU1ybm6ypyGIbYQ0Opi/x3POx/fjf87hHIDn/N/RPTowNjaGrFa3RZJE5ZkIeDwe68jIRz/ZbN1uhnEux+OzG09VQBCE3Ojou609Pd1fImQ97PUOmN3ujoQkRdJPRQAAoLnZtnzgwOBbNF1qNZn0fRRlH/F4+hpbWhqXFxZEeTsFdmw2cfnyyhc+n+PzaPRPUFUVVlY2IJHAKyyr+/bmzakfT578am07BB6bAAAAQdA3Dh58/QjDcKZsNgMEoYLZbOA6Orr9DsfeoX37/JULF87E6iYwMxPO7NnzpsXrbe/FOA/lsgYsa4Bk8ha0t1t36vV0L8Nwk4IQWa+LAABAsVi+YbN5hwsFpaFQyAHLvgB+/6vgcJghGp3Tp1L52VjsV7FuAtevi5lduwYojrP4ESpAqVQEjMuwtHQXKMoGqlq8FgqduViLAKq2QBQvnU4m5XmMMSCkg1QqCYkEAdHoravh8Pnva2kOUCUBAIC5uVimvz+gms3Nr2GsGZaWVFhb0xZE8dwHZ89+81etAptew0c5fvwTF0VZe1nW+WI8HvthcvK7hVqbbyuHDr3tCoXmvj5x4udPjx37uPtJ66puwZMwOPiex+PpO9XYyBxFqPwGz3tHd+/uvxMO/3K17gLj46f44eHPTlssDftLpdvQ1eUFnm/WY0y5cjkyGI/PFreqr3oLqkEQrR8mk7f3p1IzgHEBMpkHwDBGcDrZl3mef79afc0JdHbufUmWEwGENDAaGSAIAhBCkM1mQZbVTooiJ+JxadMnveYE7t9fnTKZWkoIUaBpAOvraVhd/RsANPD5mpxNTV3vbFVfcwIuly3d0zNQIEmOVxTNomkYEKqA0UgDTRtBVc0+nY6d2OxjU7OAJEnaxMT4FElWgvfuoXQ+X25DSGehaQMwjBEYxsbJsiYLwrk/6iLwUERUBCEU4bhSMJ83pjWNbEOoYmloMABJ7vSpauaxZ2HbBP5lcXFRuXLlYoSidEGMd6QRUtvsdrNbUagH09PnL9Vd4KGIpExP/xapVJQggG7Dbm95hWFKv8/Pz+fq1XNLhoaGmgKBgP6ZNH/Of5p/ABB+XJfPXfLdAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhe2TX2hbVRzHv/feJPfcnOY2af7RJotNDSFbTTuKQuywSM1LBcuiTnQDJ/Sh4IMgguxBsC97GOge9GEvk8H2YGHkoSAKjrp1bIXRpCjJ7mrSpMuard3SJk3StPl3E5/2omsyydIJ7vN4zv3y+5zvPQd4wf8d7u8LU1NTrNFo10vS7zvPRaC7u9vo9X56cXTUZ9fpbPfC4Rtb+yoQDocLbvfrB0ZHPaddrsEPDYYRU2+v497t2zc290UAAARBfddqdXwwPj7U43T2HJFl00eHD79jMJmMd+/cuZVuu0AsFs719g53USqMDAwcgCDI6kKheqSv7+C42+3O6nSqSCQSqbRNAADMZkPU4Rh8P5V62EkIh0wmgWz2oZbjhKMWy/AbLtfwg4WFX2KtCrB7bczMXEiyLC4KQidqtRoo5WGz6cHzNeRyiRFCuAtjY8cOtSqwZwMAYLW+FPV4ht/NZNLaer2KSqWEnh4jLBYDeF6p4Xlz5ubNn662IrBnAwBw9uxXyZWV2DlKtRBFEyilUCpZaLUi9PouKJUdDfNPQ8MGAIBSdcJodL/NcUUDz3PI5/PY3i5hbS27vLg496UkBVp6nk1PcP7890lZrn5rt79SFsWXkcl0IRplI7OzsycvXz4XaWU4ADBP++GZMz+8SYj4VjKZKsXjS9N+/3fLrQ7/VwLNOH78C5vBYPskk9nc3tmJ/uz3/7i0bwKnTn3t8HpPXlpdzXpyOSUorW0xTOn0xMRr3zTLNr2EzZic/Mxx4sTEJZtN71EoUmDZNBhmlxSL5JAgwC9JwWyjfMvPaHDQ9zkhas/9+ysQBAFDQwfh8fQjn09YOzocHzfLtyyQSq1Gs9ktpNNZyDIDQghUKhZ2eycEgUx6vcdsjfIt/4L+/oGy0+l6b319XR0K/QmWBQjhIYodePRoUywUyulQaP562wQWFubWzOa+W6lUwQjUnalUBhzHQhAoGKaOjY2iUxQ1/nhceuJdaFkAAObnryQsFo2/VhMe8LzolOW6vlKpQJbLKBRKYqmkTodCV5/YwjMRAABJkuRg8HqAUmG6WCRFljX0M0xZrdEoUCrVnJQa/fH4H/9o4ZkJPGZ5WdoJBmevqVR0ZneX2aCUt5hMenu1SvKBwK/X2i7wmGh0cTMQuDKnUJSmAS6r04mvEkJ+i8WWCu2a2RCfz2caGxtTPZfhL/hP8xfSdESJKcmeKgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhe3Ub2gbdRzH8U+zM5fepbleLnE25k//BrpCV8YY3ZAO2uJo5kZLjOCf5IEb6KOBe9JHw449HRRkTHwkMpCISh+ESbVFKi50hbaLYTuqua5dN+IWEtEzyd3l7vbbA3ETrWmhSSe498Pf3fd+L+4f8Kz/e3v+vjAxMWFhWZbLZDLqUwG0tHS6h4fDl3neZXe7fRtrayvKrgJu3lwuRSKvBwcHX/7AMJhwR0cfEQRBqhfkHwAA4PkX106fjr3GsmyrqpZDLld7OBDoJW63q+aQTQGp1Lw8NPSm8/Dh4IAsl0FRD502mz3kdveF9+07QtrbvZIo3qgJZFMAANjtjozff/DVri4P5/G40NPThmz2rtPpbAkFg4Ph/ftHG4eGuubn5uZILSCbdvHiZxfS6bvENMnjrl5dIvk8IYmEqpw69WHfTvewVDu4uDj9kSzL67nck7sdCh2AIAA+H23r6fEO1xUQj398T5JWJ+32RiQS15HL/bFOCEBRFeTzJX6ngC2LRqNMOr3xXbH45DHcvp0nly4t/jA6+m5r3QEAMD5+ObS+rvx+61aO3LmjkvPnv/jx+PGzR2px7YbtnhiLjb/k8RwYVBTLc6IY/2Rm5ktpVwFbdexYpPPkybffyWbXfl5YmPlqdnZqZdcAkchbnd3dh654vf5+TdNgGLi/sfFTdHLy3OxWs//6I9puZ85c6Dx6NHqF48x+q9WAIDigqqqdpvnW5mZLXBRFo9p81c9wO3V09L734MEv/bouo6EB0HUdpmlCUfSBpqbeN7aa3zFA14sZhnHCYmFA0zSsVgqBwAuw2Qg4rv39Eydi/roCCoXcdUGgjUqFgixr0LQKdF1Dd7cfXq/N7/cfilWb3/E7cO3a1/cGBl4paRrVls3eF0xTBU3bwLJ2CEITKpXGIEU5piRp8de6AABgevrTeY6j4wBfUBQtoGlEAAh43oHmZtYhy0xlYWFq0y+iJgAAEMVUeWnpmyTP74kTQhcU5WGgWFSFvXs5MAwT0DTL56urKblugD+TJKm8vPx90uFAvFwmBdMkAZ+vpc0wbMVkMjFXd8BfIalUMmm16vFSyfjN6XQf5Dj225WVdKlee1ZtbGzs+ZGREetT2fxZ/+keAff3Y5OASq4eAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhe3Ub2gTdxzH8U/ucndp/lzzp5fa9B+XNlFWa6NIbdHWMa2QIYW6oRtINyh14ANBBB/tQRF86h74aOyJrHtQBoVNurHpVho3aNO0sXN6zb/aNm2WUk+9/GnSJmfORz7ZINnIUgfz/fDuvvxe/O53B7zp/x755wsjIyMEx/EWQVjIvBYAy9Zxp08PfXn8uJu32/dH5+ampF0FBIMPt1yuzsZDh9qvc5z9gwMH+qy1tW3RR488T3cFAABGo3WlsbH1LM8bbQ0N1qMGw1sfHjx4tsblalvxeu8+qzggGFxIOhw95tpac6/JVAWaTmm1Wv3Rzs7uM+3th/PV1cQDQRDkigEAYO9eR7inx/2+KMarFSUPkkxjczPKbm+T75rNJ3p5/sgf9+9PLFUMsLAwnRwevmqx21t6k0kRwAtYLCwKhSxEcaVZpzP0WSzcL4HAXKwiAABgWSbc3993xulsMEYiq5DlPOz2JthsJpjNen08Lj2Zn/95shwAUezmjRvX12dnH34GADzvAMNUQaVSoCgKCgUVNBprOWuXBgDA5OQPYwAEm60eRqMRKpUaqVQWy8urD0KhX78oF1D0FQCAx3N3y2R6R3K5mt2StEOtr4tYXFwLzc7ODN++/fnv5QJUf/fBmzdH396zhzsxMxPaCQb9YxMTtyLlLv6PAKUaGrrSxHGtH8di8XQmE/1+fPxWYNcA589fbB0YuDCqKKoumtZgczMhRqMbl69d6/+q1GzJM1CqS5c+bR0c/GiU45iudHoNipICQai0HR1H9pNk9mu/37tVbL7kV1Cq7u73LtfUWLtSKQksa0BLC49z546BolLOffuOXSg1XzYgFguFJSmBjY0nIAgS2ewWBGEVa2sBEIT2k5MnB5sqClheFu5lMjkxk5GxuLiCRCKFdDqBujozzGZDQ3Nz12Cx+bLPgM/nifN8hxfQ16fTyRZJSoBhaOh0egB5qNW0k6ap8VDot0RFAADg8UysMkz2G43GEmMYmyOfV1lkOQdZzoGmSfb5c+LZ/PyP9yoGAIBgMJibnv7JR1GFsVyO2QaMbYCspagX2NmBk6LY8ceP/7oL/xrgVZGIkPH57kxRlO5bWdaJarVSr9Np+FyuKuX335mqOOBV4bD/qdf7nYcks2OFAplgWfawXq+ZXFoKFP0vVKxTpwasbrebfi2Lv+k/3UuxxFGGvj1BRQAAAABJRU5ErkJggg==) 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,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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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhe3Ub2gTdxzH8U/ucndp/lzzp5fa9B+XNlFWa6NIbdHWMa2QIYW6oRtINyh14ANBBB/tQRF86h74aOyJrHtQBoVNurHpVho3aNO0sXN6zb/aNm2WUk+9/GnSJmfORz7ZINnIUgfz/fDuvvxe/O53B7zp/x755wsjIyMEx/EWQVjIvBYAy9Zxp08PfXn8uJu32/dH5+ampF0FBIMPt1yuzsZDh9qvc5z9gwMH+qy1tW3RR488T3cFAABGo3WlsbH1LM8bbQ0N1qMGw1sfHjx4tsblalvxeu8+qzggGFxIOhw95tpac6/JVAWaTmm1Wv3Rzs7uM+3th/PV1cQDQRDkigEAYO9eR7inx/2+KMarFSUPkkxjczPKbm+T75rNJ3p5/sgf9+9PLFUMsLAwnRwevmqx21t6k0kRwAtYLCwKhSxEcaVZpzP0WSzcL4HAXKwiAABgWSbc3993xulsMEYiq5DlPOz2JthsJpjNen08Lj2Zn/95shwAUezmjRvX12dnH34GADzvAMNUQaVSoCgKCgUVNBprOWuXBgDA5OQPYwAEm60eRqMRKpUaqVQWy8urD0KhX78oF1D0FQCAx3N3y2R6R3K5mt2StEOtr4tYXFwLzc7ODN++/fnv5QJUf/fBmzdH396zhzsxMxPaCQb9YxMTtyLlLv6PAKUaGrrSxHGtH8di8XQmE/1+fPxWYNcA589fbB0YuDCqKKoumtZgczMhRqMbl69d6/+q1GzJM1CqS5c+bR0c/GiU45iudHoNipICQai0HR1H9pNk9mu/37tVbL7kV1Cq7u73LtfUWLtSKQksa0BLC49z546BolLOffuOXSg1XzYgFguFJSmBjY0nIAgS2ewWBGEVa2sBEIT2k5MnB5sqClheFu5lMjkxk5GxuLiCRCKFdDqBujozzGZDQ3Nz12Cx+bLPgM/nifN8hxfQ16fTyRZJSoBhaOh0egB5qNW0k6ap8VDot0RFAADg8UysMkz2G43GEmMYmyOfV1lkOQdZzoGmSfb5c+LZ/PyP9yoGAIBgMJibnv7JR1GFsVyO2QaMbYCspagX2NmBk6LY8ceP/7oL/xrgVZGIkPH57kxRlO5bWdaJarVSr9Np+FyuKuX335mqOOBV4bD/qdf7nYcks2OFAplgWfawXq+ZXFoKFP0vVKxTpwasbrebfi2Lv+k/3UuxxFGGvj1BRQAAAABJRU5ErkJggg==) 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:rwdcur27567 5.3333333333333s linear infinite forwards;
}
