@keyframes rwdcur27563 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9ElEQVRYhe2XwUvbcBTHv0lro2ltZ21liVJRK0oFD6VQUdjAiW7SyqY7ToYX7/rPjOU+EAcTNhB2KduYdpS1yECohUoUsUIdiUmMTRt+3WHoPb9iL9s7/Qi8Dx/e+/0eeUALsbGxEdvc3JxqheFuJVkQhNfNZvMBgB+0DJY2MZ1O86IopsbGxuYWFhaCbRcIh8NxjuPG3W73cCAQeNR2AVEUX7Asy3q9XoTD4SdtFZifn+cFQUj5/X50dHQgFAo9X15eftg2gWAwGG80GtGuri5omgae5wcikQjVa6AS8Pv9z+r1OlutVmEYBnRdh6Zpj9sikE6n+UAgsMQwDEzTBCEEHMdhYGAg0RaB3t7euM/ni3m9XrAsC0IIOjs7Ydv2eCqVEu9dYGJiYrqvr4/1+XxgGAYA0N/fj2g0GorH446r4FjAtu1CMBgklUoFtVrtL4RlwbIsBgcH6055jkfx/v7+fiQSyRBC5izLQrPZxNXVFVRV/ZjP57855TFOEwBgZWVleHJy8lVPT09HuVzG9fX1b8Mwtre2ts5peP/j3w6qSzg7OxtJJpMvVVXlAYBhGEOW5Q+7u7unTlmOn+H6+rp7bW3tTSKRWDw5OcHNzQ0ymQx4nl9QFOVFNput3atALBabnpqaWgSAkZERAIBlWZBl+anL5VrKZrPbTniOJ2GtViO2bUNRlLtv0WgUpmlCFMVhpzzHFTg+Pi4WCoXzo6MjURAE8DyPYrEIRVGILMs5pzzHFZAk6dLj8eRWV1fvWmAYBrq7uw/q9brjUUz1Q1IoFL4CwNDQEEzThK7ryOVy3yVJstsisLe39/P2fHFxAcuyiK7rn2hYVIuJ2+0unp2dnSuKIqqqCsuyDsrl8hcalosmKZ/Pm6Ojo0nLsiaq1SpUVX2/s7OzS8Oi3gsODw/fchxHGo0G0TSNqvxAC7vh6enpL0LIhcfjudR13fHtvw2qFgBAqVQyZ2Zm+iuVSkmSpM+0nJa241Kp9M7lclG3EQD+AKacJcbHA+EaAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGElEQVRYhe2XzUsjZxzHv8m8ZcL4MjPJxBespmromiJLLHZZehDbaKFYEDYUlNLDXhf/Bgvdg8c9yJ5666XELjR70D2U2mULFpHEuAQZF9SiJo2jos4bj0mm116fCUkv+71/P3zgeZ7fjwdoIplMJrG4uDjWDCPYTDmZTD5WVfXb/0Vgbm4uPDg4+LUkSdOZTMY3x3exq6vrYTQaTYiiOOY4zv22CwwNDX1n23aQZVlJVdXFtgrMzs4q8Xj8M0mSEI1GIYrig+XlZV8sXyVFUT7u7+8f6u3tRSKRgCzLqXw+/7BtAgMDA59zHIdarYbu7m5EIpGQpmnf+GExtIWpqalQKpV6yvN8v+M4YBgG9XodhBDeNM0fy+Vyg4bH0gokEokxRVFSlmWho6MDDMNA0zRwHPeRoigPdnZ23rRUIJ1Of6JpGmvbNtLpNILBIAzDQKFQCJmm+RUAKgHqO3BycvJOlmXIsozT01NcX1/j6OgIqqo2yuXyn7Q86jvA8/w/PM9/GovFPry6usLx8TEuLi7guu7L9fX1H0qlktdSAV3X7ziO+/3y8vKUELLjuu4fuq7/trGx8Wxtbe2clvc+7xPwU1pYWPhgeHj4UaVSCYdCIbAsaxJCXqyurv5Ny6J+BRMTE+z8/PxPHMc9icVi08lkcpphmC/D4fA9RVF+KZVKtZYKrKysfNHX17csy3JAEASIoohIJIJarTYSDof/2tzc1Gl41JPQdd37hJCgIAgIBAKo1+sQBAGqqsKyrBAtj3oXFAqFNyMjI43Ozs6gJEloNBo4Pz+H53m2ZVlFWp6fXVB0HOcdx3FgWRaEEBBCYBiGXq1Wj1oukMvlTMMwXvT09GB8fByBQACEEOzv77/OZrOk5QIAwPP8y5mZmcbo6CgmJydh2zZub29f+WH5Esjn8wUAbwEgHo/j7u6uenNzQ33+TeXg4OB7z/M8x3G8paWl5345vv8FW1tbrwA0Dg8PcXZ29mvbBXK5XLFSqbzd3d3d13X9ddsFstmsube397PjOJvFYtH2y6EeRP/N9vb2RrVabYrxL/trMbjzNSyrAAAAAElFTkSuQmCC) 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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe2Vv0/rZhSGX9vxZ2RjIuyASPiRQIqTtAWJRu2ELlV767BwpaI7tWMn5v4LHejQqeIfyNIBKQFuq0oMBbUMIESJrChFqKAqAoQBU7ATE4XYvutdPyMy3Xc/jx690jmHwxOytLSk5XK5uGEYV2EZkacIzM3NfXdyctIHYCksgw07uLCwIMbj8Vcsy77QdV3susD09PQngiBofX19H0aj0ZddF+jv7/+62WyysiwjGo1+1VWBQqGgyLL8utFoQJIkqKqqFwoFpWsCiqJ8zHHcmOd5IIQgkUhovb29L7omoKpqged5PD4+guM4xONxKIryZVcEdF0XU6nUK0IIgiAAIQTDw8PQdX02n89TrzW1QCaT0UZGRjSGYSBJEgghkCQJqVQqOz8//9mzC8zMzLzsdDokCAJIkoR0Oo10Og1CSI+maZ/T8qgra7VaFdd1fYZhWFmWYRgGRFHE7u6u7ziOQcvjaAeazWZ9YGAgLwiCxvM8LMvC4OAgMpnMm/X19R9qtVpAw6NuYHt7uzMxMfE9y7J/3d3dRS8vL33TNP83TXNjdXXVp+W9z/swYYYWFxeHhoaGvuE4Tmy322AYpuG6bqlYLNZpWdRbkM/nI7lc7uexsbHXiqKg1WphdHQUrut+WiwWv6XlUd+BlZWVL2RZXo7FYkgmk+B5HpqmYX9//6OpqSljZ2fniIZH3UBPT88HQRDA933Yto3x8XEkEgnMzs6yDw8PWVoe9S8ol8uG7/s+y7Jot9s4PT3F2toazs7OWtVq9Y9nFzBN0zg/P//X8zw0Gg0EQQBZlhGJRGqVSuXvZxfY2Nho+L5fikQiEAQBjuPg4uICpVJp5+DgoPPsAgBgmuZvk5OTEEURHMfBsixcXV39HoYVSuD4+LiWTCbrqqrC8zzc3NwYtm3/2TWBcrl8a1nWr9lsFrZt4/r6entzc9PtmgAAVKvVXwgh/v39vX97e/smLCe0wNbWVgXAf47jVI+OjkLV/+Ts7e39tLy8/ONTGNSn+N3EYrGber3+z+Hh4UVYxlunUiErs24liwAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhe3Xz0sbaRzH8c88mV+YTBwmqNHIZqM73Ri0hxqwQtnD/ki6+IO95NBWT8VD3f+lNw+9eBF6aKCH1iJFKEW0hMKEFbVo9KCrRtS4iDOOyTPOkz2195mQnPrcv29ezMzzDA/QwJqamrozPT092EiDb2S4v7//KYAwgGd+G8Tv4MTERFs0Gp2MxWK/ZDKZtpYDQqFQWpblO4qipLq7u39vOSCRSDwRRZGEw2H09PT80VJALpfTdF1/KIoiOI6Dqqp/ZbPZaMsA0Wh0sKOj4wdCCCilUFW1t7e3937LAH19fdlAIABCCAKBACRJgq7rv7UEkMlk2jRNmzw8PAQA1Ot11Go1qKr6IJfLiU0HpFKppCRJyVqtBo7jwPM8BEGAbds/SZL0Y9MBsVgsVa1WeUVR8PU1EEJgmmaoq6vrXtMB8Xh8f2xsDMFgEK7r4vr6GpqmYWhoCI7jXHrtBbwOADhLJBJ3TdP8mTEGSils20axWHyzsrLy/OTkxPES8/wvyOfzVdd1/x4dHTWurq6E29tbEEIudnZ2XhmGYXvtfV/fF+dnKJvNRpPJ5GPGWBvP8wgGg1eGYbxcWlqqeG153gWzs7OhmZmZF7u7u5Mcx4HjODDG4DjOn6ZpPlpdXfV0Fng+iEZGRtKRSGRSlmVomgZFURAOh6Hr+sN0Ov2r155nQLlc7llfXwelFJRSSJKEi4sLHBwcgOO4cNMBkUjky/j4OLUsC5ZlwTRNXF5eorOz06aUfmo6oFAo7NXr9f2BgQEQQsAYA2MMAEpnZ2f7TQfMz89by8vLr4eHh799gO3t7RAEYSWfz9OmAwDg6OjonW3b4HkeruvCcRzs7e2999PyBSgWi182Nzf/FQQB8XgclUrlaHt7+5+WAebm5v4rFAofRFGELMuoVCqvFxcXyy0DAMDGxsbCzc0NK5fL7PT09K3fju+7YalU+lytVvcppdbW1tZHvx3fT2Btbc06Pj5+c35+/skwjFu/nYZux6VSaUEUxYYa/wN9ayIv0/+dUgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGElEQVRYhe2XzUsjZxzHv8m8ZcL4MjPJxBespmromiJLLHZZehDbaKFYEDYUlNLDXhf/Bgvdg8c9yJ5666XELjR70D2U2mULFpHEuAQZF9SiJo2jos4bj0mm116fCUkv+71/P3zgeZ7fjwdoIplMJrG4uDjWDCPYTDmZTD5WVfXb/0Vgbm4uPDg4+LUkSdOZTMY3x3exq6vrYTQaTYiiOOY4zv22CwwNDX1n23aQZVlJVdXFtgrMzs4q8Xj8M0mSEI1GIYrig+XlZV8sXyVFUT7u7+8f6u3tRSKRgCzLqXw+/7BtAgMDA59zHIdarYbu7m5EIpGQpmnf+GExtIWpqalQKpV6yvN8v+M4YBgG9XodhBDeNM0fy+Vyg4bH0gokEokxRVFSlmWho6MDDMNA0zRwHPeRoigPdnZ23rRUIJ1Of6JpGmvbNtLpNILBIAzDQKFQCJmm+RUAKgHqO3BycvJOlmXIsozT01NcX1/j6OgIqqo2yuXyn7Q86jvA8/w/PM9/GovFPry6usLx8TEuLi7guu7L9fX1H0qlktdSAV3X7ziO+/3y8vKUELLjuu4fuq7/trGx8Wxtbe2clvc+7xPwU1pYWPhgeHj4UaVSCYdCIbAsaxJCXqyurv5Ny6J+BRMTE+z8/PxPHMc9icVi08lkcpphmC/D4fA9RVF+KZVKtZYKrKysfNHX17csy3JAEASIoohIJIJarTYSDof/2tzc1Gl41JPQdd37hJCgIAgIBAKo1+sQBAGqqsKyrBAtj3oXFAqFNyMjI43Ozs6gJEloNBo4Pz+H53m2ZVlFWp6fXVB0HOcdx3FgWRaEEBBCYBiGXq1Wj1oukMvlTMMwXvT09GB8fByBQACEEOzv77/OZrOk5QIAwPP8y5mZmcbo6CgmJydh2zZub29f+WH5Esjn8wUAbwEgHo/j7u6uenNzQ33+TeXg4OB7z/M8x3G8paWl5345vv8FW1tbrwA0Dg8PcXZ29mvbBXK5XLFSqbzd3d3d13X9ddsFstmsube397PjOJvFYtH2y6EeRP/N9vb2RrVabYrxL/trMbjzNSyrAAAAAElFTkSuQmCC) 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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2VwUsjZxyGXz9DnRknMxMnM6bQqMiyOPFmDi2C9eA2WnHKFnpqb+1JevQPEHruX+ClB6EFhbXENghCGdqCULAu0kmDCSVEDFonDsyMSfxmZ9Lr9viNbE77Hj94Hx7ew+8bxSOyubn51DCMd8/Pz/9NyiCPEVhbW/tqbm7u68cwEguYpilomvYJx3EflkolYegCxWJxQRCEp4qiFERRfDZ0gcnJyU+DICCyLENV1Y+GKlAqlQRZljcopeB5HpqmPV9aWsoNTWBiYmIhDMMnYRgCAHK53HuKonwwTIGP7+/vied5CMMQsixDkqSVJKxR1oJpmoJhGN/KsqwTQiCKIsbHxwHgnUwm8121Wo1YeMwLzMzMLBQKhYIkSUin0xBFEbquwzCMJ4qizLDymAVWVlYWe70e6ff7oJSCUgpBEJBOp8X5+fl1Vl6KtdBut/8MgiCOoohMT0/DdV1QSnFxcRG7rttg5TEvsLe3Z42NjVWy2SzCMEQUReh2u5iamvqpWq1WWHnMC1iW9UrTtK3l5eXfPM+TW61WnEqlXEJIeX9/P2blvc3bjCQpra6u5nRd/5zjOEFRFPA8H1xfX7/Y2dlpvXGBYrGYMk3zh8XFxc94nke320U+n0ez2fx+fX39C1Yec3Z3d59VKpVBu90evJ7t7e1oa2vrOSuP+RDpuj6by+Vg2/b/3jc2Nsjs7Oz7rDzm35Dn+UiSpC8JIaOXl5e4u7vDyckJRkZG4lqt9o1lWf+w8JgXuLm5aTiO01RVFRzHQVEUxHGMTqfz8vDw0GLlMQuUy+XAdd0XhBBkMhlQSnF1dYWjo6PfT09PX71xAQBoNBo/93o9DAYD1Ot1+L4fe553mISVSMD3/epgMGj5vg/HcXB7e/uy2WxaQxM4ODi4A/BLNpuF53nwfT/R/IkFAMC27d18Ph9TSmPf9xPN/yiB4+PjPzqdTvPh4eGvWq3269AFyuVyUK/Xf+z3+0e2bdOkHOZD9HpUVXUcx/n77OysnZTxHwiKQgHYJ/vpAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe2X30vrZhjHv29TjUmTYDcaWzrTEvyBxwkiqxvz4MY2jRcqB0YG7mYcBsJu/E92OQZeiWNMdnFghV3oYMhKvZrrPKwqepBSL0yPuhqbxoQ0b87fkEh7db73z4cPDw8Pz8PgEdF1fWx8fDxzenr6Oioj/hgBVVW/fXh4kAB8F5URi1q4srLCZzKZ1WQyOb+4uMhH5UTugCAIHwuCMMbzfEyW5S8AFKNwIncgl8t9E4/HY5IkQVGUhaicSAKapr2jKMpTnucRi8UwPDz8TNO0dM8EFEV5f2pqKj80NASWZZFOp9+bmJj4qGcC+Xz+U4ZhQClFf38/2u02ZFn+vCcCuq7HUqnUJ9VqFZZlgRACAJicnHy6vr4eeqhDC2QymWlJkuZN0wTDMEgkEpibm8Po6OiYqqpPui4wOzv7RBTF+ODgIAYGBkAIgWEYKJVKPID5rgtQSmsLCwuQZRmdTge2bQMAZmZm0Gw2L8LymLAFqVTqZnp6+sP7+3uVEALTNHF7e4tyuVzc3d39/urqygvDCz00m5ubtud5z1VV/cp13Xd5nqd9fX23R0dHvx4eHtpheW/zNiRKkaZp6UKh8HWr1eIppfB937Is68X29na96wK6rgtra2s/t1qt1SAIwHEcTNPE5eXln6VS6cv9/f27MLzQi2h5efmDfD6/KooiBEFAIpFAMpkEx3GfLS0tdX8TOo6jnJ2dQRRFMAyDIAjQaDTgeR4IIf1dFzg5OXnVbDZpu92G53lwHAe2baPT6fxfqVT+7rrAxcXFS0mSXjmOA0IIKKUIggCCIPy3s7NT67pAsVi0WJZ9kcvlkM1m4fs+OI4DpfSfsKxIAgDQaDR+j8fjyGazGBkZQbvdRqVS+aNnAsfHx8eu69YBoFAowPf913d3dy+jsCJna2vrh+vr6yAIgmBjY+PHqJzIf8HBwcEvNzc31DAM1Ov136JyIn9G1Wr1X8Mwaq7rOrZt/9VzgXK5bJ2fnxdZlh3Y29uLfIg86juu1Wo/EUIexXgDBy4k4ccYKxcAAAAASUVORK5CYII=) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe2Xz0sbaRzGn5mESZOZTIZXnclKjW+HEBYMKOSyWyqIdiMWimBrPfYiQg/7P+xtjz146MXb3lYI2RQvuoSyFAoiEbVCVoKEkhgNafyRjBmTmcwe9i9437Beus/9/fB5n/cHfH0YICsrK4lEIvFdsVis8zL8gwhQSn/udDp+AG94GSLvwnQ6HTIM45miKI9TqRT3RrgFIpHIY1mWqSRJiVgs9sO9C4yPj78WRVEMBoMPVFVduVeB+fl5MjU19WR0dBSapkFV1Zl0Oh3iYXGdna7ryWQySQkh6Ha7CIfDSULIUwA5VhZXA2NjYzPdbhfNZhPhcBjBYBCKovzEw+ISCIVCPxYKBdRqNUiShJGREZim+WRtbY25UWaB5eVlIklSstlsQhRFiKIIQgii0ej38Xic+TUwG1NKkxMTEw99Ph8mJydh2zY8z8Px8fGDQCAwA+AjC4+5AUppf2FhAYQQ1Ot1tNttXF9fY2hoCMViscDKYxY4ODgoHB0d/UkIgeu6OD09RaVSwcnJSa5SqXxg5QmsCwBgcXHxoWmar4aHh4cMw+hfXl5+3d7e/n1nZ+eMh/d/vu1wXcKlpaUYpfSlZVkhv9+Pdrvdvr29zWxubn5hZTF/RKlUyj87O/uu0Wg8M00Tuq7j/PwclmU97/V6L7LZ7BULz8cqsL6+/tQwjF8CgYCgKApkWYaiKPA875GmaZ/y+fzfLDzmj6jX6005jiNGo1GIogjbttFqteA4DhqNhsTKYz6CfD7/MR6P9zVNE1VVhW3bKJVKcBynWS6X91h5zA1cXFwc3t3dlQRBgCRJ8DwP/X4fPp/vczabLf/nArlcrg0gQynF3Nwc/P5/Szw7O/vAyuISAICrq6v3uq73I5EIpqenIUkSBEH4dG8CpVLp0HXdEgDEYjHIsly3LOszD4s7W1tbv7qu63me562urr7j5XDPBfv7++87nU7/5uYG1Wr1D14O90i1u7t7WKvVyq1Wy65Wq3/xcgZKJpN5u7GxwV0/MOB0vLe395sgCAMx/gHd2BMRcFecBQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe2Vv0/rZhSGX9vxZ2RjIuyASPiRQIqTtAWJRu2ELlV767BwpaI7tWMn5v4LHejQqeIfyNIBKQFuq0oMBbUMIESJrChFqKAqAoQBU7ATE4XYvutdPyMy3Xc/jx690jmHwxOytLSk5XK5uGEYV2EZkacIzM3NfXdyctIHYCksgw07uLCwIMbj8Vcsy77QdV3susD09PQngiBofX19H0aj0ZddF+jv7/+62WyysiwjGo1+1VWBQqGgyLL8utFoQJIkqKqqFwoFpWsCiqJ8zHHcmOd5IIQgkUhovb29L7omoKpqged5PD4+guM4xONxKIryZVcEdF0XU6nUK0IIgiAAIQTDw8PQdX02n89TrzW1QCaT0UZGRjSGYSBJEgghkCQJqVQqOz8//9mzC8zMzLzsdDokCAJIkoR0Oo10Og1CSI+maZ/T8qgra7VaFdd1fYZhWFmWYRgGRFHE7u6u7ziOQcvjaAeazWZ9YGAgLwiCxvM8LMvC4OAgMpnMm/X19R9qtVpAw6NuYHt7uzMxMfE9y7J/3d3dRS8vL33TNP83TXNjdXXVp+W9z/swYYYWFxeHhoaGvuE4Tmy322AYpuG6bqlYLNZpWdRbkM/nI7lc7uexsbHXiqKg1WphdHQUrut+WiwWv6XlUd+BlZWVL2RZXo7FYkgmk+B5HpqmYX9//6OpqSljZ2fniIZH3UBPT88HQRDA933Yto3x8XEkEgnMzs6yDw8PWVoe9S8ol8uG7/s+y7Jot9s4PT3F2toazs7OWtVq9Y9nFzBN0zg/P//X8zw0Gg0EQQBZlhGJRGqVSuXvZxfY2Nho+L5fikQiEAQBjuPg4uICpVJp5+DgoPPsAgBgmuZvk5OTEEURHMfBsixcXV39HoYVSuD4+LiWTCbrqqrC8zzc3NwYtm3/2TWBcrl8a1nWr9lsFrZt4/r6entzc9PtmgAAVKvVXwgh/v39vX97e/smLCe0wNbWVgXAf47jVI+OjkLV/+Ts7e39tLy8/ONTGNSn+N3EYrGber3+z+Hh4UVYxlunUiErs24liwAAAABJRU5ErkJggg==) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2VwUsjZxyGXz9DnRknMxMnM6bQqMiyOPFmDi2C9eA2WnHKFnpqb+1JevQPEHruX+ClB6EFhbXENghCGdqCULAu0kmDCSVEDFonDsyMSfxmZ9Lr9viNbE77Hj94Hx7ew+8bxSOyubn51DCMd8/Pz/9NyiCPEVhbW/tqbm7u68cwEguYpilomvYJx3EflkolYegCxWJxQRCEp4qiFERRfDZ0gcnJyU+DICCyLENV1Y+GKlAqlQRZljcopeB5HpqmPV9aWsoNTWBiYmIhDMMnYRgCAHK53HuKonwwTIGP7+/vied5CMMQsixDkqSVJKxR1oJpmoJhGN/KsqwTQiCKIsbHxwHgnUwm8121Wo1YeMwLzMzMLBQKhYIkSUin0xBFEbquwzCMJ4qizLDymAVWVlYWe70e6ff7oJSCUgpBEJBOp8X5+fl1Vl6KtdBut/8MgiCOoohMT0/DdV1QSnFxcRG7rttg5TEvsLe3Z42NjVWy2SzCMEQUReh2u5iamvqpWq1WWHnMC1iW9UrTtK3l5eXfPM+TW61WnEqlXEJIeX9/P2blvc3bjCQpra6u5nRd/5zjOEFRFPA8H1xfX7/Y2dlpvXGBYrGYMk3zh8XFxc94nke320U+n0ez2fx+fX39C1Yec3Z3d59VKpVBu90evJ7t7e1oa2vrOSuP+RDpuj6by+Vg2/b/3jc2Nsjs7Oz7rDzm35Dn+UiSpC8JIaOXl5e4u7vDyckJRkZG4lqt9o1lWf+w8JgXuLm5aTiO01RVFRzHQVEUxHGMTqfz8vDw0GLlMQuUy+XAdd0XhBBkMhlQSnF1dYWjo6PfT09PX71xAQBoNBo/93o9DAYD1Ot1+L4fe553mISVSMD3/epgMGj5vg/HcXB7e/uy2WxaQxM4ODi4A/BLNpuF53nwfT/R/IkFAMC27d18Ph9TSmPf9xPN/yiB4+PjPzqdTvPh4eGvWq3269AFyuVyUK/Xf+z3+0e2bdOkHOZD9HpUVXUcx/n77OysnZTxHwiKQgHYJ/vpAAAAAElFTkSuQmCC) 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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe2Xz0sbaRzGn5mESZOZTIZXnclKjW+HEBYMKOSyWyqIdiMWimBrPfYiQg/7P+xtjz146MXb3lYI2RQvuoSyFAoiEbVCVoKEkhgNafyRjBmTmcwe9i9437Beus/9/fB5n/cHfH0YICsrK4lEIvFdsVis8zL8gwhQSn/udDp+AG94GSLvwnQ6HTIM45miKI9TqRT3RrgFIpHIY1mWqSRJiVgs9sO9C4yPj78WRVEMBoMPVFVduVeB+fl5MjU19WR0dBSapkFV1Zl0Oh3iYXGdna7ryWQySQkh6Ha7CIfDSULIUwA5VhZXA2NjYzPdbhfNZhPhcBjBYBCKovzEw+ISCIVCPxYKBdRqNUiShJGREZim+WRtbY25UWaB5eVlIklSstlsQhRFiKIIQgii0ej38Xic+TUwG1NKkxMTEw99Ph8mJydh2zY8z8Px8fGDQCAwA+AjC4+5AUppf2FhAYQQ1Ot1tNttXF9fY2hoCMViscDKYxY4ODgoHB0d/UkIgeu6OD09RaVSwcnJSa5SqXxg5QmsCwBgcXHxoWmar4aHh4cMw+hfXl5+3d7e/n1nZ+eMh/d/vu1wXcKlpaUYpfSlZVkhv9+Pdrvdvr29zWxubn5hZTF/RKlUyj87O/uu0Wg8M00Tuq7j/PwclmU97/V6L7LZ7BULz8cqsL6+/tQwjF8CgYCgKApkWYaiKPA875GmaZ/y+fzfLDzmj6jX6005jiNGo1GIogjbttFqteA4DhqNhsTKYz6CfD7/MR6P9zVNE1VVhW3bKJVKcBynWS6X91h5zA1cXFwc3t3dlQRBgCRJ8DwP/X4fPp/vczabLf/nArlcrg0gQynF3Nwc/P5/Szw7O/vAyuISAICrq6v3uq73I5EIpqenIUkSBEH4dG8CpVLp0HXdEgDEYjHIsly3LOszD4s7W1tbv7qu63me562urr7j5XDPBfv7++87nU7/5uYG1Wr1D14O90i1u7t7WKvVyq1Wy65Wq3/xcgZKJpN5u7GxwV0/MOB0vLe395sgCAMx/gHd2BMRcFecBQAAAABJRU5ErkJggg==) 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:rwdcur27563 5.3333333333333s linear infinite forwards;
}
