@keyframes rwdcur77682 {
0%,1.3705882352941%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
1.4705882352941%,2.8411764705882% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfklEQVRYhcWWS2hdVRSGv7X3yT33kZpcTULa+MCigvUVCCKKCBURGhuqufdcER3UoRMV54IDB9YogoKDhIpIHzk3SQWxqTjowFJxoBNngjqwlmpIWhOS+ziPvRxEZx3cc/DWNV6Pn3/9/9pbyBmPhEMKcEs9YdXuSN4+mQsfDfeoZ8BXZV89YqdZ5K5GwjHTygXCZEl+MiypL4pzjkq9RWvFpyApfy4pxxKjeQD0jHoqLGmMRyQpfj1hsmkQEVIRNoEdFSZqKZ95nUxM9JR8d7Osu8kGMSCJodxIGGgWcBhSYLAB35irmdfQc8G94ZCighPBqSWxFm/W0V7xKcxW+NX7KZcGMhXtXxzRRCwpHiUdJXHDeLMT/Fw8eeNcMH6ipioWVYt79gDmix+gfidrhQ/6z8Dwp6+piCAK3SOPU/76+G4TFdLgVjbsfP80MDj/tjp8AJLpgwxdfBMrCaoxxkWIOExjhN/Nl5lA9HwHYqmgIqh4yLkLrD8xR8d5RJTpmGH+qk9lHg4ZV+AvfKiiijGKcY7tw9MMnn+fzuwDJOVX+6+BXRBzakwMeOBi2kcOwthjuV2Q6RT7cx+pbPmYaxXYLNGerOGfOwtbq7nOMIDXa2Kz2VTjeTjnAAhqNT5ZDvErD1H4aptAVUWkPxoovDyvBsAYVJXu/TPwxrhUTr6uGINDMU6Ja5NExaP//VsA12fg+NISPoKPEgQBfWPg3yi++7FKohgPFKH11DTFb1fpPH0Y7rn9BrnglQU1BQdicMbRnToEL+YbDhldUH7mhNq1EnbNx274JNUGxbPnkXeu5XZBz8hvevCUugLgg/gp8WiAxCsgBtTR3v8cvFfOzETvDLQMdnOAgXWLrr8AG2fQyKJxinpC8fIZeKuTmYlMiEdHQ8UD4yC1Aa3bmuCDsxDtreNOef11AcDNY4u73zOxpFojHguJh54numj674I7RkMVETqqJFZJPSGWgO1L+YZDhlP8cHVJxTnUQlSArcQyENXYMctUx51e+qOPDMyUQk1FSA10rNCyKXtdg+/9JXyrWKDsNfjxt+wgei54qRRq10BXhX1Rne/Gl0mBWJV2KuzgUAnYuGL78xYAHC0vqvzT/0A74PORZdQqbRH2+DUu/JJteGYAADPV01p0HgUH93VrrA43GTcNlvupgevFoeppFREmaLBwNb8L/vf4G21KXUTvfQECAAAAAElFTkSuQmCC) 14 15, auto;}
2.9411764705882%,4.3117647058824% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4.4117647058824%,5.7823529411765% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5.8823529411765%,7.2529411764706% {cursor:url(data:image/png;base64,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) 14 15, auto;}
7.3529411764706%,8.7235294117647% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8.8235294117647%,10.194117647059% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10.294117647059%,11.664705882353% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11.764705882353%,13.135294117647% {cursor:url(data:image/png;base64,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) 14 15, auto;}
13.235294117647%,14.605882352941% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14.705882352941%,16.076470588235% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16.176470588235%,17.547058823529% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17.647058823529%,19.017647058824% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19.117647058824%,20.488235294118% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20.588235294118%,21.958823529412% {cursor:url(data:image/png;base64,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) 14 15, auto;}
22.058823529412%,23.429411764706% {cursor:url(data:image/png;base64,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) 14 15, auto;}
23.529411764706%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhcWVTWhcVRTHf+fcN/NmJkmbRKtRQrDVqouqoIuKH6UKqWSamjbzEVei6EZBXAgudCuIuKhSEW1UlEaTSZOgghYUQhG6Edy5EbTQKlQiielH5uPNe/e4qB/beQNT7+ouzv+c/z33/z9H6PJsr80bQFwuseWy0m2eIC1goHbCUCOxS0Tlg+QWj1LwP1hd7+uKRCpQvvaeOclg5mhUpuhb/gDvG3iatEr344PHU5PoGJCvzVvQVpJEiCfK6OqriAgiGWA7YgWSUpFmMJaKREfBhQ8XDUABVNE4Jp6qkl1dQL1CAhyqsjGoqTugnQTVn6lKxozAezJRQjaCgfllMntmKJxTBsfKXRWHlBq4/u0Fc20hiCC/ZcRrnuDOaX5+Kde1C1IDRw7MmcWCxYYfPIy2v4SxMmvvd2fFVKDBsY9NRBCMVmOKwgPf/J3ESHZWWD/qeueCm/qPW8ZfvYdxkc3iGVxeMGdo6JFA0Huq/PZ8Oi10JEKAbFvABGdCJKcY/mIfzU1PtAHNC8pms5y6OKT8glvDWUMMU0XUk7syybndqzTDaeIfC73XAMBoOGttVRyQ4LHGFGvccG12wb3hMUukgaphXhlujHMmPAWtSwbbetuByfCYiQgJICLsajzG7I3f//uElqtg5zO90cCz2eMmCoJiZtzdOsQLjEjfzZ8aKN6DqqedKxGdTTeUOg4u5t4xkatOEJTR5gFWct+R/GOk6DDrPv03pALszb1rTgyvgAnD9SK/5r7muuYkp0m3BbsiAPBkOGst9QhK23t2tSZ4s8vikGIQAbxRmLPbXJ6dLmTMhczEVXxulRPyp3VLoGPmn237xLzP0ALqknCkXeEjWUZRPJ6HG0d4hPTDqOMOKA1Ct0V/5jLP2X5WWKFgDrGExIRvcyt8RTN1J1Ixru14zSAATagk48zVz9ICYg8HozJjPuitCwAWhl83ACdKKdlPrf0TM+0SGvX13gW1Ha+YiGCWxSyLJCGV9jh65a7eu+Dk0NOGvwD8AdmLOLdFJXMHS/2f40dO99YFtYG8SSKg+xA3QOL6qPrbORnGmIuBhGrwEHp+oncaqI3mjUiRplGuRyyNvAg4zBySZPFxjoo9ilvf25tdALBwS8HEOQAqQYOli09hLkCkj1L4IO6X6d67YH5oyIKMh6ynFLZYvPwEVd2D/v7ytdkF/xEpmohQZTe68VbXef738xewv1haNNyGBwAAAABJRU5ErkJggg==) 14 15, auto;}
25%,26.370588235294% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26.470588235294%,27.841176470588% {cursor:url(data:image/png;base64,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) 14 15, auto;}
27.941176470588%,29.311764705882% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29.411764705882%,30.782352941176% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30.882352941176%,32.252941176471% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32.352941176471%,33.723529411765% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.823529411765%,35.194117647059% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhcWVS2icVRTHf+femflmxqR5kGi0SdOm1tCYqtlII/hog4pSaJt5iJSKuIiCC0FrBHEjCKUIBqkPbIq6aGlmkrgQ22LBgvhYiC5FgomFoiJqHsZknt93j4sW1/kGv3i2957D//7v+Z0jNBgt2YIC+DuzrJ+w0midWNiE5nxBiRsCT6kNZEn+XCR91mnpiGlIhAlzOfVkQTUpOOco9WTxfpkl8ASdm8Z86msjAjasOnW4oLEaBHXB78pieouICBII/AWyrgS3Z6gci4VyYkOX0yNFBTACiMGoj9+dJ7FWxDjAB3ryLL0d/hs2nNDyYEFFFAkE6xTrW1zHKN6vsyRaRvnpUriXhxYA0HHflNq6EAsgVVfMsqM5Nsp388mGKQidONx1Rq0KRpWt7hA/mo9pJ8ul3xPRO5Bt/VBFBEQZrB5kJn3pWhFRmoIcXy+GnwcbngOnJwqaarZIAh4/mmFvX5E9g9C93dDdq9zc+xFfZVVF5L+nAOC9F87pypUq5Tnl73mfu2sHONX/OZUSBD7EV7J8UQrfiKESxr1JRRRnDBjH8NoBTjddprsyyqSfjr4HAJ7zJtU3BgvUcQyVDzLGjQ1TEGoUv+qd1C1Spt2s0UqJTPlevvQucoLVhsYwhHDgpPf6NQKwiAgPl+9nPPkDwfXzvmqOCY2HdmJDDpxKvKKerJJkFU+XyJQHuJUhEavErRAT4Wq6yPOJSmgnNqz4reSEigiigsHwUGWEN5Lf4K6/4a7aIcbclmgpOJ58R40ogQFRYV/pUc4nL7C/coB9bNscCia919SZBAaDc8Ij1f1sY2hzKDiTfkZT9k88+weeXSLv93E5OcWyfBI9BdMvvqnBwgpufongyjK5+m3Mbl1H1gO0HnB48U7SPBHdLqDXkRjswdkdZI4cpdj1LPGd7UhvB7qrlfM7UmiUuwCgsKdTCYC4IZcIKH7/AJAEZ8nWBoi5l6KlAGCqv10BrAiZdEBhbpjH6tsxtXejp6Cwt1NFBK0oWlGkFJCL1TELa9FTMH2wTbnJQSfQmcC2WXJ3xJlpbcKNdEVLQeHplEog4AxSsgQlS77fMf2ZhyYsWMh3xTCzV6PrgcJ4SqkapKpkd9eYudAFAaivSDnArfrkblDst4vRUTD1clpFLAC54TIz73egziJlIXOLh/1gIXoKzo21aSzpwHNk7qlSPNtKfpfBHP9tc3bBv0KealMRIb8bzLGlhuv87/EPsqZYQV4EgzIAAAAASUVORK5CYII=) 14 15, auto;}
35.294117647059%,36.664705882353% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36.764705882353%,38.135294117647% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38.235294117647%,39.605882352941% {cursor:url(data:image/png;base64,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) 14 15, auto;}
39.705882352941%,41.076470588235% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.176470588235%,42.547058823529% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42.647058823529%,44.017647058824% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44.117647058824%,45.488235294118% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45.588235294118%,46.958823529412% {cursor:url(data:image/png;base64,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) 14 15, auto;}
47.058823529412%,48.429411764706% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADj0lEQVRYhcWXwWtcVRTGf+feefNmJpMmqU1IsQYiBklQsFW6KFhxkdTEatuZzIgLVyHoX1D/AMGNO6u1NkK6iJKZTAoFa1BBwZWkiAtxoYlWpZJoTa1lzLw38949LjT7eaNTz/p+53189/vOeVfosGq1mgIUi0VERDrtkxj4zoWafv6hsvkt/LlRZCtTxYvKXN81HZFIBHowW9G0FawqvY0S13tW2XWOhoMwLOJcKjGJtgFHsxXNpcDEwmg0y7umiojgidAH5EXpjYusB8lItHV4KldVADEgGDARI1GZr9NVPAMWuJ8yC7eSX0PbgOm+iiKKJ4JnlZy1jLkCW/4qj6ULzH2fXP5EBADKB5Y1a4VsCvqzSn/kmEoVOLKZuXspWBxe0pQKojGn3QxV8xGnmOWeX9PdV+BS/ysqIqjAqfBRqrk7/3RRno5LHNqx3fPAxfyc4gIAZqJxrvaN0bJCS5XAOJwIT5oyx24kM2KqbaatOhgPiFiTr3j2tybv902QEaEXQyEssr+DYZQIsODPqgoY4+EMnKyP8En+IIXgBLlovCMPmCSH58OaiPqI9mBjn6vZm0zVteOPJyZwzn9CG7JN3fzALjd4vFFnzf+ZO6xopwTaZn7uXl9FBCIQEU6kG6z/8ip7NiqFk3h6OLESbSlw8ZG0+kNCZgj8g0pxvMEDPyJqQaxDJKaaWyNIf5FYibYZvzGcURFBUAwwJQGf3ZrH4AFwunmYfW6+uyk4nzmuKtfAHEUUZnYH+SBT52QwzAiXuj8JARYmfHVNgwFcyzGdDhnZSN5nr9oeRABLhZwSQhQaTAzPDDa5sp3h94lQB65odxV47+w+JXAQQtwQSkdarH4sGAGncOa+BrkLyZVoew6YPHhDFnvI4/k55fI62IwSG0Ui5fJGhuAFupcCgMrbg0oMpAylqZjqa7sQAJFjdqJJ6mXX3RQALL+5XwGsEYpPxVTOt3juWAtzptn9FFSWBv/+HwgUDRQJY0qTLczD9e7vgrdWBnTHc9z2oJVPYwcspZc8atfyuJvD3d0FZytZ9URIYegVSza2TJYdXy76qLVgoVxMYXI/dc8DL1aymsGQEeX4bJPbtWEsILEizRhXjyjNKHZ0579/F+zV3HJOjVgAHio1SNcOYNXSI0K56OPZ77qfgsXq67oln/IHm4wWv6FZ7We6bBgz23dnF+zVysqKqiqlUulfvY7/9/oLolJNRd2Ycc8AAAAASUVORK5CYII=) 14 15, auto;}
48.529411764706%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,51.370588235294% {cursor:url(data:image/png;base64,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) 14 15, auto;}
51.470588235294%,52.841176470588% {cursor:url(data:image/png;base64,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) 14 15, auto;}
52.941176470588%,54.311764705882% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54.411764705882%,55.782352941176% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55.882352941176%,57.252941176471% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57.352941176471%,58.723529411765% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58.823529411765%,60.194117647059% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60.294117647059%,61.664705882353% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61.764705882353%,63.135294117647% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63.235294117647%,64.605882352941% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64.705882352941%,66.076470588235% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.176470588235%,67.547058823529% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67.647058823529%,69.017647058824% {cursor:url(data:image/png;base64,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) 14 15, auto;}
69.117647058824%,70.488235294118% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70.588235294118%,71.958823529412% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72.058823529412%,73.429411764706% {cursor:url(data:image/png;base64,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) 14 15, auto;}
73.529411764706%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmUlEQVRYhcWXTWhcVRTHf+feefPevCbNdxqxBPyiBiooRaQY07QLS4NpNJmZ1pUrXRVEdOXChSLqqmBdSILQhWhm8oGKUN3ZbBShi+pCxNpFKX62UUMy783Me/e4SIvbeQ9Hz/rdc/73f/7/e84Tckbtrj4FKBcT7Pc7kjdPIXPh/b1qEtA/UspJi7o5gQvvVtM4mwuEyVS8t6QSKc45yoUGazKDpEVW9HcS85rmAdAx6tr+krKngEhKeSihfqmCiCCSAn+h3kUWNKWwFWdioqOP6wfD3duJwQgkYqj2JdSvF8EzUIDqEJiNzcxt6JyBB/tUEcQT1LPY0DI/5ljb8Zm/v0jhjau5NJDp0PLUsErJQqmADpZw/QnzhwsElSu5XZBJhKc3bkj7qJBMJiQHtzj57DbrP2zR+nI0lwAhIwNL5/tVRFAVjs41ufR2CICqUJlKscdudk8DLy/2aBMHwMMzCfJeH9K2aFtxTYM4oXrIYJ65nglExy1oSBsRJRXlqwtC67kbuGIMPS3MUEz59J+Zi0PGFpxZ8hUVPGNQZ3jgiW38z3uYPxkTDiXddwHAi0u+lowhAYyDybmImdHseW5HJhdUz/n6UyRc3TZcawCPRXx3wefbLXK7oONhNHnO159FsAIijsHjEQe+DrAeXP40IG43NfA0MxMdMTCxWNRNX9gM4DdfaSxErN2LqFqcWJwIy/WQnbiYmYmOEU+/E6iIgChiYN/jMfdtBHi3rnDkyRZTe113GAD44kwsw6L0qzCcWtLPQtrTMVe2wUzHuYpDDhc8tORr4AwYMM4xcqLJR+P5XZDp4MD7oQZAkBgKBrzZiOhjj965Jt8MZBdgJgB7PzigjghoImmLdsXQv9bYbaIDfSri1zA7E52/A2YP1hvFs+Po04dgfYfYKu1UsaL46wH3xNnfg0yIR2qzCgkGj7RyB436J0CMo02rnOAK2daxzAAABpePK4BYQ7pwJ+3aRdqnQlrmcvddMFI7dWsfiFGNSSWiXdnHtql3fxYMrDyvjjFghCIjWDuAVzlCz2rCmHupuxtRqfaWiqQYUqw0sOkOrnoYf6WOVQ+wFKoTXDOvdE8Dpdq7amii0qRVnmRs9TyQoJqQSkzittDKODft4r//X3A7wuUltbJ7JKrMMrz6JlYdIhH+wgQ/2he674KBD19XVwhxBDQXZumvn8VUH+EXU/1vZsE/QF7dnY7VR9k0x3Ln+d/jbzm1XxyiF5jyAAAAAElFTkSuQmCC) 14 15, auto;}
75%,76.370588235294% {cursor:url(data:image/png;base64,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) 14 15, auto;}
76.470588235294%,77.841176470588% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77.941176470588%,79.311764705882% {cursor:url(data:image/png;base64,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) 14 15, auto;}
79.411764705882%,80.782352941176% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80.882352941176%,82.252941176471% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhc2XT2gcVRzHP7/3Zndn15hNQjaJIU0TCUJBrCC24J9Shf5JMDbN7G6oCKXoSVqPouLNSz1Yqg0eCkqE0mTWbkFFBU+iKOpBVKx4UA9iwcYm2NZmZ3dn5udhGz26uzjF73V+v/c+8973+96M0KX8w3kFKG4Lsc9el27H6bjRf+xWNRFooBQnGlS+dSnfFmLObnQF0VGTP5tVSVvUKKWpGtXPbyGuxVCL8XrrOJ/EHUO03eA/nlWyDmIjijtCKicNIoI4AnnQHsGbjHBeCTqCaKu4cjSnrWqDEQhjQ/mekMpHaXAMOFDeAeaJ9QRX4FheFUFSgjoWm7XM3xdT/SbD/N40zt0/J++BlecGVVwLroP2ZgnzIbPzDnn3x5uXguNnRjQSJVRl51zMhXcMe4pwV3o1+RU4stSnIgIqbD1Qp/BhDgBVYaYUMWnXkvPAw6d7NCAGoDATsu/TPK5YjCqp2GBVKJcMJvVrRxCm3cKr0kRFCUW5+IHw9q7LXIsDrtJgzQRsK//R8eTQ4RYcO1PUQdnCaGaSfkbxPI9q1cfzFhCR5D0A8NSb03qdda7oJa6Eqww/usHKUOfjdAUwfiqjjgpGLWpiZE+NO7/IcPvBOid6u4NouylzKtdKABEiQm1fyJEvLc6N59tLdY6mtGOItkyYPj2ukhkCt4Bmhql5W2CqKaKWWCyRCF9VciwGae0UoG1id9FVEUFFwUCwN+Chj11SN15hbK7BG70J3oYAY6+5GqmQxqCimJkN0u+7pB4JuDCesAc2Nf36rK5zmUu6xmr4OxszDRjv/ovI+feSf7Tgv6Bjpp+tkmeUPjzPY7la4ZCWNfFzoPfskxoTAAES1WmW7kCqn7VsHEPt4ADk3ksmBa3KHmxqiJQdRw8twPnvUJtBI4NKiHv+IgS7k0sBQME/rhBicIhKD7BRWQTqxDRpFCeIncVkUwAwsPKiAog1RN4umv4SzYXtNMzTyaeg4L/aOgs0QDUgkjrN0v38aaa7TkHbHuj339I4HgYKpBnA2n5SpcP0nPuekfjrjvd+U22RZ1/yVVKCccD2CNaNiOfKZN49gVULWJzyDL+YqeQ8kH3eV+OCukJjf5GRH5aACNWQSOqE8TW0tJs1++B//1+wqdwzK2pNq6W2s8Rg/RxWIkRqZLz9/GRHk09B/8vLGjcd4gDq93r0rVcwXpnfcubm3AV/g5xcbn0fHCizPtHd5P8L/QU6tk1LqdwBtgAAAABJRU5ErkJggg==) 14 15, auto;}
82.352941176471%,83.723529411765% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.823529411765%,85.194117647059% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYhc2XS4hcRRSGv1N1+97unkk6o/Po+MhkoqKBQHAEY/DBuIij42jGfhmDATciKiKChmzcuDAggko0hEwWWcQk3ckIEVR0IRiJCxeiKxXzwBgfGGYcdNLPe+u4SMZ134YbPOs6p/469f/nrxJ6jOqunAKU7gqxM5ek1zqxE6svr1ATgTaV0sY2tZNpKutDzKv1nkDESqo+k1HxLWqU8h0N5j7twzUcNBzFG1t4+11sEKbrzXdmlLwHQ47ytg61wz5uIURCRQaFOZMh3JfWuAC6Qlx7PXu5sBiMQOgMlftDaid88AxYqGwBc89C7A50nVDdnVNVQVKCWovNWgqTjrkvAwoFH6//bPIcOPrOoErGQuDRDjJcdCETBY/x9Omrp4KXDuU1EiVUZf2M4/yHhk0lKPl/Jt+BqYOrVERAhYGtLdZ9lgVAVbi7HPGgnY8Nwut24b7qW5qxK0jh80RxB6/V1pFjA1mzlkBH+eeDUVRLKiKxQHQN4Ly7wK+Nc5zWH9l54Gn86TbbvwiIou9QQsZLi4iUk1MBQH42UFHBNwZxhs70Eps/72ddockb2TB5DgCsnQ00bQwRYB1ktzb4Zjh+neXoehICBHsCvdgQflsy/F6HH+5t4H0SMPU3sSfgcnSNPNgzdlkBRIgIjckMk1+f+49Ea8st3ktpMl7g79+kEoxAegQNVtMoboCbvxejFieWSISztSwvNP1kvAAg/e6oiggqCkZoPpDitpO/4F05Qm6mzamV8d0wVkJ6b5+KpjA4VJT6VJPcx5b6dJPOmt6IGDspmL1djWuDAec6tB7Kwppvr44XZA9tV2hiwhaYiMYjq0mduEBr6zA68H6yHXjl2F49E/3FabfIuWiRTvlOrp87xSXp0NGI+cdugOybyXnBdVzLen8Ezyk7ikXytee4KTXGqPRzi65k7KNVlFRje0GsxUPVgwoRBktUfph6bTfQwtGhXdqI855PVgUA1xw9oABiDVFxmk51D53H76NttiSvgqEj1SuzoI1qk0hadMpTLJmx5L1g4O1j6v4ALoK/lMJKjlThWfqPf0Xe1ZP1gsyLVZWUYDyw/YLNRriJCsFPh7FqwBm8coXzKZMcBzJPVdWkQdNCe3OJ/KXj4IEaJfKV0C2h5UeZt8PJqSD75FG1Vw7ZuLXMYN9xrFWkTwgKRc6sssn9jADqh7aJN+wwA4bMz3MshCU6TSUcL/W0OfQgw+UY2HXk8vtgosLCZPy7/9/Ev3QVWbYxsDtaAAAAAElFTkSuQmCC) 14 15, auto;}
85.294117647059%,86.664705882353% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86.764705882353%,88.135294117647% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88.235294117647%,89.605882352941% {cursor:url(data:image/png;base64,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) 14 15, auto;}
89.705882352941%,91.076470588235% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91.176470588235%,92.547058823529% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92.647058823529%,94.017647058824% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94.117647058824%,95.488235294118% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95.588235294118%,96.958823529412% {cursor:url(data:image/png;base64,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) 14 15, auto;}
97.058823529412%,98.429411764706% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98.529411764706%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur77682 2.2666666666667s linear infinite forwards;
}
