@keyframes rwdcur27566 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 18, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
15%,16.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFUlEQVRYhe2VW2wUZRiG35nZmdnZ2Z3uznZ72gNb6ClYkxbDoUECaMshXkgwGxODmDSByBUXemu8MBoPwcREYoIS0cQSksYgoCBKLLQkRC3QEEpb2qU2lO12z9uZ2ZmdkxdcaLClFIk39rn88s/7PZnMvD+wzDLLLLPM/x3icR6KxWJMPB63HpwPDg4aT1QgFouR+Ty9myCc2y2L8IbDAYai2CrThDuXy6O2VoSu6ygUShAEt0VRZDqTkQzbhqpp+oyqzl3O52d7BwdPK0sW2Lv3YIRh6t6enEx0UxRg2zaam4NIp7MoFhXouoVgUARFkaAoCjRNQ5bLSKdVMAwDTSNBkgwIQuqxrImDp08fT8+3h5pveODAkR1bt754zO+v3H7nzgQYhoCqlpBKZVEsymBZCoLgRCKRBU2TEEUPVFVDIpEFQdjQNAuGAdi2hfr61U9v2vTyOo+HHrpx48rMogL79n28Kxxu+4rj9BV1dW6Mjt6GpmkgScCyTAiCE5FIAOFwABznQD4vweVikc/LsCwbNE2BIGxs3twOVS2D56tQXd0QjUSat4li09jQ0I/jCwp0d3+4u6lp2xc+HydaVhYrVwbBMCRGRuLw+QQ0N4cQCLghih5QFIVAwAu/X0AuN4dUqgiCACiKhGma4DgHCgUVNG3AMARIEu1rbFz93Jo168YuXfp2bF6B9vZXXuJ58YWurjb0919BPD6JUkmDJEno6tqIjo61kKQiyuUybBtgGAfcbh4OhwOqqkGSNBgGAcsioes02tp2ora2AV6vB4aRh65XeFQ10sRx6ncTE7/L/xBoaGCuKArLqyrX0dpaDYLwwOFwIhgMY/36doRCNfB4fEgk5uB2e8HzK5DJOEEQLBjGg5aWVvB8PbxeH4LBWggCi/r6VszN3YMs6zBN8vrQUM++77//aHzeNzA8PGw2Nrr6RLGe379/Y4fXG0JLy0oEg5WwbT943gGKsnDu3AUkkzNgmCjK5TrcvXsLfn8NVq1qRaHAIpG4iVKpgHLZRDj8FFIpGaaZOzc2duK1EyfeHX7oRzg8PGwmk3qfpkV4lq3r8PsJ9PdfRCDgx8mTl3Hq1ClkMgUoiox8PgtNK8M0S7CsShQKAtxuFjwP5HJFZDJZRKMNmJ0d/WFg4Pj+3t5P/3hw34I9EIvFmIqKjZ9LUnFvKpVFVZUAWdbAshQIgoCuazBNHQAJjvNC13XQNIva2gb4fHVQVQWFgoING9b2DAx8cvDIkUPz9sBDm7Czs1NwOhsPC0Jwz/2jNsrlEgTBA6fTAVmmoKpzMAwNpulARYUIXefgcOhwu0Ukk7d7FGX0wNmz3xQX2rHoXdDZ2SlEo88fjkbb97hcHCSpCJatRCTiAMO4MDWlIJ3WQZIiXC4FhYILNJ3G1NRv7ycSZ985f/78gjUMLNCEfycej2vV1cwFp7Oaczr9G4AcIhEfGAZQlBy8XhI1NTQqKnQABWQyhpHPT74XDt976+jRo+XF8hcVAIDx8XEtEnH9oihgbZt4RtNkh6qWMD2dBkEADEPh1q1xJJNZdWbm4hvHjr35QV9fn/0o2Y8kANz/O65d++nnYHDFtG1zneWywZAkMDubgyyryOWK93K5sdd7eg59+aiZSxL4S+TX66FQ6IZlsetKJV2UJA2yLI9PT1/t7u397MxS85YsAAAjI1fHKivFfpL0PEtRRDGVuvnqmTNf9z9O1r9iy5adoR07dkX/88VPkj8BzSsulM5G1/YAAAAASUVORK5CYII=) 15 18, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFC0lEQVRYhe2VXWhbZRjH/+/5PqdJ2qQnSfNhmrTdl637gllGx6xOxqoIOpiyDXcxGOhA5oUD74YXw+GNl1PGLmRQxxA67D6oDpzODSlmw9W2W9tVbZo2bdrkNE1yTs6nF7PCbPfp8Mb+Lh94n///fd7neV5gmWWWWWaZ/zvkSQ7t2rWLGx0dtf8ZTyaT5lM10N7ezohidA/PuzewrKuhWCwKiUSdxzQNF02zACgAgKLMg2FY2zSdcrGo5gzDKRJCFMcpXc1mJ79KJrvLj21gy5ZXaySp7qgk+Q9WKjooisDnq0IoJMMwVACA4xDYtgNVrYCiKExMFEBRLAyDwHEY0DQPQiqdwO1D3d1fziylQy8V3LfvUGzTpr2feTyxt6emfgdNO6hUdFiWgbGxSdA0IEk85ufLIATgOBb5fBHFogbbtmBZFlpamqCqGtav3/7cmjWvPe/zRX7p6/s281ADBw4c297Q0PqFbWOrpuWgKNMIBGrBMAIKhTkQ4kDTdFRXS/B4RNTWegA4yGYL0HUTtg3E42sQj8cxPv4bRNGG41BxQajf3tz87ND169+M3NfA/v3H32xsbDtumlwjoMNxFGiahpmZGUiSBMcxYFkm/H4PolE/IpEgJEkARRG43Tw0TQNNs4hG/RgZGYbXW4NotA6GwcHtjnlDobUvVVdHh/r7e4YWGejo2OtpanrrY1n2rhcECsPDSfA8D5rmMTtbgKoW4XZXob5eRiTihyDwoOm7x03TgiDwCIeDCIfDyGRmYRgWVq9eBYZhkMlMgmUjKJc5t67TjCw7F+7cuWncY2BkpK8SCsk/er0rNyYSnnpZ9qG5eRN27tyKbdvaIIpeNDauwO7db8CyGDBMDcplNwjxgaYJMpkyGMaFcDgCoAahUAyi6IZlRVFTUwuWdWNsrP/C+PjX7/X0nJhd8gkGBn5QPB7+cji8YqMsr6gXRQ+CQQal0hx6e3tBiAeGoeDSpStIp+cgig3Q9VoMDfVicjIN07zbgJpWRCzmQyAQRlVVE7zeIDKZ/rODg5/vP3/+5D2NuKgJb936SXG5pMuyHFhdW+tqOneuB11dF5FOZ5HLFXDjxq9QVR2Vyhx03cb09B3Mzo4CoFAqqZieVjA+PotUagrlshuSFMLk5M+dyeSJg11dpxaN4n33QFtbW3jlypdPGoa0wzAKIISA5znouvH3qJlmBZZlg6JYADQchwYh9F/3InAcGlVV6FSUa+9evHixsJTOknsAAFKp1HwoFO32+yPPaJq2luM42LYIXa/AsgxQFA+/vw7V1XUQxQBKpTkQwoNlBYiiAMsCTHOuU1WT9xV/YAUWaG3t8GzY8OJH69Ztfj8QWIVsNoN8fgaEhNDS4gPDmLh9exqKMgVRdEEUaeTzOvr6rnYWi1ceKP7ACiyQTo9UEoma74LBeFVDQ2KzKJYRDEoQBAccVwJF6TBNE7LMQlFyoCgXUqmxYxMTZz/o6ekpPiz/I/+Gzc3NXEvLKx8Gg4nDgUC1KxqtAyE0WJZFqaRiYmIG2WzZzOVSxzo7jxwBsOi3XIqHVmCBbDZr9fdf+z4WS/xh28ILum5K6fQU8vkC5uc15HLzSjY7dPj06aOfAHAeNe8jG1hgYKC3LxaL9us611qp2D5V1aGq5bFsduCdM2c+PfW4+R7bAAAMDl4flmXvFY7zbrEsqzA1dXNPV9eJS0+S61/R3t4R3bHj9fh/Lvw0+ROYuylX87/BBgAAAABJRU5ErkJggg==) 15 18, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAElEQVRYhe2VSWgbVxjH/7NptC9j2VosO7KsBDvGWdxCUhKocJPYPQRCqQmEnHxqDg10CRR66KWBEAqlx240UOJDWpLGOQhDSbPQpg0VJNTxghdUL5UsZSTZntFIs7zXQ+tDE8dZGnqpf8e3fP8f33u8B2yyySabbPJ/h3mWTQMDA7bZ2Vmy3lwmkzGfm0AqleJ5PnrM4fDsdji8iXq9Zm9uDnprNd0NMBBFEQwDyPIKCAEAnmhabcEwqMKyTIVS9cdiMfdtJnOl+tQCfX3HwzzvPy0InsF6XQfHMXA4eMTjEZhmDZRSACxMk6BSUSGKAgoFBQzDQ9cZcJwDDGOD202GdH32nYsXP8uvl8OtN3j06KnEnj2vn2NZ52uVSg6GoYMQC5QSzM3lwbKAy2WHLFegqnX4fA6Uywqq1TooJeB5FgcP7gXDUEQiu7u7uw/3NjYmRu/eTc8/VmBw8HR/T8+BLwix9qpqCaurJdjtPGq1OizrLwnTNOF228HzQEtLEC6XHaXSCjTNACEU8XgbOjuTmJmZBsfVQSkb8XpbX+no2D6ZyYxMP1Lg5Mmvjm/btv9T0xTaDKMKXS9BVRVUqypM0wD392qWZdDa2oRksgVutxMAIEke8DwDjuMRDEqYmZlFLBbGjh3boCg6BCHiD4V29QYCsYnR0ZGphwT6+gakzs7Bj1yuQIeqylhcnIDT6YTP1wRZLgEwATAIhyW0t0cRCHggCDwopTAMCzwvIBQKIplshyyXsbysIZFIQJYVzM4uwmaLo1QiHl2n1tat+vDY2Bj9h8DMzJjW1OS97vcndodC4hafz4edO1/EoUMvYNeuTgSDUYTD7Th8+CCcTi8sywVN88PpDIJlWeRyKjjOiXA4DEpd8HqjoNQOQlrR0OCDIHiRzd4aKhSG37p8+by67hHcu3ej7PWK12KxrT1+f2hLJNIMnq8hn19AJpMB0IpCYQGjo3dQKJThdm+HptkxMfET8vklEELBcSwYhiAeDyIUaoHXm0BbWxQLC9ND4+Mfn0invylveAknJn6u+P2eay6XuyMWCyaHh0dw48YtlMsyGhoaIcsyymUZmrYCwwCWlqZRKi2AUgarqypWVlRks3lks39A0yTYbCHkcpNDV6+ePZFOX1x5MO+R78C+ffuivb1vfrm4uNQvCBpisQQsS8Tc3BQURQYhBKapw7IsMIwAhuFAKQeABcADYMAwdni97ND9+z+cSKfTD4Wv24E15ufnV0Mh6QohaIxEGnsEwYapqRxqtQpM0wIhFE1NUUhSCySpAapaBcCD50U4HE4QAhhGeUhVbz8yfMMOrJFKpexdXUdO9/X1vy2KbZibm8TysgHLciORsMHl4pHL5ZDP62BZCw4HxfIyxejorSFFublh+IYdWCObzZrxuOdaLJZ0SVLjS5JkIRx2QBTrsNs1cJwJy2Lg8wGVSgGiGEI2mz2Ty3337sjIiPK4+k/8G3Z1ddk6Og68l0x2nwoEPO5YLIRq1QDDsKCUIpe7j2JRNRUlf+bcufc/ALDub/kgj+3AGsVi0Rof/+V6NNr8u2mKL+u64VxcXMLqqgpF0SDLy5VicfLU+fMfngVAn7TuEwusMTb262/RaPieYdj2EMJIuk6gadW5YnHijQsXPvn6aes9tQAATE7emQoGpZs2W2C/aVor+fzdY5cuff79s9T6V6RSr8b6+4/E//Pg58mfzqA5PuesO4wAAAAASUVORK5CYII=) 15 18, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFC0lEQVRYhe2VXWhbZRjH/+/5PqdJ2qQnSfNhmrTdl637gllGx6xOxqoIOpiyDXcxGOhA5oUD74YXw+GNl1PGLmRQxxA67D6oDpzODSlmw9W2W9tVbZo2bdrkNE1yTs6nF7PCbPfp8Mb+Lh94n///fd7neV5gmWWWWWaZ/zvkSQ7t2rWLGx0dtf8ZTyaT5lM10N7ezohidA/PuzewrKuhWCwKiUSdxzQNF02zACgAgKLMg2FY2zSdcrGo5gzDKRJCFMcpXc1mJ79KJrvLj21gy5ZXaySp7qgk+Q9WKjooisDnq0IoJMMwVACA4xDYtgNVrYCiKExMFEBRLAyDwHEY0DQPQiqdwO1D3d1fziylQy8V3LfvUGzTpr2feTyxt6emfgdNO6hUdFiWgbGxSdA0IEk85ufLIATgOBb5fBHFogbbtmBZFlpamqCqGtav3/7cmjWvPe/zRX7p6/s281ADBw4c297Q0PqFbWOrpuWgKNMIBGrBMAIKhTkQ4kDTdFRXS/B4RNTWegA4yGYL0HUTtg3E42sQj8cxPv4bRNGG41BxQajf3tz87ND169+M3NfA/v3H32xsbDtumlwjoMNxFGiahpmZGUiSBMcxYFkm/H4PolE/IpEgJEkARRG43Tw0TQNNs4hG/RgZGYbXW4NotA6GwcHtjnlDobUvVVdHh/r7e4YWGejo2OtpanrrY1n2rhcECsPDSfA8D5rmMTtbgKoW4XZXob5eRiTihyDwoOm7x03TgiDwCIeDCIfDyGRmYRgWVq9eBYZhkMlMgmUjKJc5t67TjCw7F+7cuWncY2BkpK8SCsk/er0rNyYSnnpZ9qG5eRN27tyKbdvaIIpeNDauwO7db8CyGDBMDcplNwjxgaYJMpkyGMaFcDgCoAahUAyi6IZlRVFTUwuWdWNsrP/C+PjX7/X0nJhd8gkGBn5QPB7+cji8YqMsr6gXRQ+CQQal0hx6e3tBiAeGoeDSpStIp+cgig3Q9VoMDfVicjIN07zbgJpWRCzmQyAQRlVVE7zeIDKZ/rODg5/vP3/+5D2NuKgJb936SXG5pMuyHFhdW+tqOneuB11dF5FOZ5HLFXDjxq9QVR2Vyhx03cb09B3Mzo4CoFAqqZieVjA+PotUagrlshuSFMLk5M+dyeSJg11dpxaN4n33QFtbW3jlypdPGoa0wzAKIISA5znouvH3qJlmBZZlg6JYADQchwYh9F/3InAcGlVV6FSUa+9evHixsJTOknsAAFKp1HwoFO32+yPPaJq2luM42LYIXa/AsgxQFA+/vw7V1XUQxQBKpTkQwoNlBYiiAMsCTHOuU1WT9xV/YAUWaG3t8GzY8OJH69Ztfj8QWIVsNoN8fgaEhNDS4gPDmLh9exqKMgVRdEEUaeTzOvr6rnYWi1ceKP7ACiyQTo9UEoma74LBeFVDQ2KzKJYRDEoQBAccVwJF6TBNE7LMQlFyoCgXUqmxYxMTZz/o6ekpPiz/I/+Gzc3NXEvLKx8Gg4nDgUC1KxqtAyE0WJZFqaRiYmIG2WzZzOVSxzo7jxwBsOi3XIqHVmCBbDZr9fdf+z4WS/xh28ILum5K6fQU8vkC5uc15HLzSjY7dPj06aOfAHAeNe8jG1hgYKC3LxaL9us611qp2D5V1aGq5bFsduCdM2c+PfW4+R7bAAAMDl4flmXvFY7zbrEsqzA1dXNPV9eJS0+S61/R3t4R3bHj9fh/Lvw0+ROYuylX87/BBgAAAABJRU5ErkJggg==) 15 18, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIklEQVRYhe2VX2xTVRzHv7f3tre9vV3/3/6xravr3IRJsvkHwgxp1CjKSDCEF2A++DJ5MAFjfCFiTIzywotRYxZHYoxEhEnEZIrgMpCwQNxYMtaxLts6WXfX3W7d2t7ee9t7b30wJEY2YEh8cZ+nk3Nyvt9vvjn5HWCdddZZZ53/O8SDXNqzZ49pcnJSX+lsYGBAfWgB4vE45XRu2KtparPD4XpMVVWzw2GtUdUqu7xcgtlMw2w2IZ1eAGAAQVB6tarPKIpaJAhtSdfFc6Io9vT3n5LXHGDnztcjBOF53+t96o2FhTGYzSoKBRmhkBMkSUAUJchyBQRBYmlJgsFgAGAARZmg6wQAE3TdhKam2LfZ7MDh48ePTq7kQ6602d7+wUsNDa99VakoL2ezt7C8LIAggHK5jHy+iJoaC+x2KwqFIgRhGXY7g2oVkKQKSJKArmswGg2wWGi0trY21de3vuBybZoYHPxh4p4B2tuPvRqPP9/ldAbqRDEHh6OCeLwZ6fQsdF2HJCmoVnUwDI1sdglOJ4P6+iA4zg5VVSGKCgwGCroOhEIcGhoi4PkMFw4/vaOxsTnZ33/m5qoBDh78Zn9d3dYvRDHny+UymJ5OYtu2FjQ21qOnpw+ADpPJgGJRAUURCIXciMVCMJtpMAwNjnMgGq1DsShhaUnEli1NCAa9SKXS0HWLhWGicY8nPHrjxvnx257U7cWOHXsdDPPsAZa1eRRlHjQdwtatG1Aua/j55z7QNA1N0xAMupDPl+D3uxGNBqFpGmS5DF0HrFYW0WgdABk2Gw1BKGBubgjZbBWBQAWCIPtZNtICoOeOBsbHh+Vg0D/k98c2c5zZHwg44PV60dLiRjQaA8sG4PdHEYnUguPCsFgC0DQ37HYO5XIVhQLg8wVAUSbYbI9AVX2QJAq6zsDncyIYDCCVutk5OvrdkZmZhHpHAAAYGenl3W7r+WBwUzNJ0o/a7QySyd8xOHgdlQoBrzeGcJgDYALPy2CYMBQlh7Gx6+D5DDweFyyWBuRyNrjdBtTV1SEUehKxWC1GRsY6L1/+5NC1a2ekuz7C4eHLOZal+0Kh6OMUxdT39p6H2x2Gy8WhWrVjelqAICyBJA1QlDwSiStYXMyhXNaQTi9AkpxgWWB+PgmStIGiPMhk+M6LF9891Nf3Y+mffqvOgX379tW0tR35bGpqar/LFYAkaUinR5FKJWCxuAAo0DQZ+XweBoMRBEGAIAjoOgWWtSCXU+BweFFTw53g+V86zp49XlzJZ8U58FcTw0qplPs1lxMtRiO7ZWrqJsrlEjweJ2RZQqlUBElSqK2NwOl0gCCMkGUVNG1FtUrB5wtibm78RCp14UBv76nCaj73/As2btxo6uj48OO2tl1vC0IFgrAIUbRAkuZAUWVYrYAsy+B5Evn8LFwuB0olGZnM+IkrV84euHr1p/zd9Fdt4DaCIGgsq/fZbBFVkkrP8Py4iWFUsKwCTRMxMTEJq5UBRenIZjMQRSNmZ6eOJpPfv3Pp0rkVa19TAABIJBJad/eXF8tlla9UjC9mswsmt9uGW7d4pNMLIEkSc3PzKBYr6vx86qNI5K33uromyvejvebvePfujjaf74kujnNzi4t50DQNgEKhIC7lcpOHT5489vla9O6rgb8zOjqQ9Pn8CUUxbFZVuCjKCF2v/DEzM/Rmd/enX69Vb80BACCZHBrnOM9vDON5rqbGmuf563tPn+688CBa/4p4/JXQ9u27av9z44fJn1qlMaVnE9+LAAAAAElFTkSuQmCC) 15 18, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEklEQVRYhe2VbWgcZQLHfzO7O7Ovs9mX7MwmTXYT3Xhaiy2IsdDaXO+DWimUQkDKeR/KeVy++0kRP/iCUEQOTgWhatFGBV/gDpMrnjVUuUNpatLabdNsk2aztUk3+5p9m93ZGT9FhMbWVvGL+X16Zh6e//8//+fhGdhggw022OD3jnAri4aHh6W5uTlzvbnJyUnjVwswNDRk9/tvPyAIjm2BQEd/q2U6FcWptNuCt1isIkl2XC6Zy5fzgIjNZjNl2ZYpFpsVaBUNI/fJ55+/969bCrB37196E4nBZyKRLQdPnfoMv9/O8nKJ7u4A7bZBLlei2WwjCCK6biJJDlotC1l2YhgADkBqbt++9Y3Z2f8dOnLkubn1fGzrvXz88Zcf2rp171uFQunBWKyLZHIKy2pTrdaoVmsEg14CAd8Pz263hKK4KZUaCAKYZhuHw46iuG27du28Nx6/90/B4F0XT53698UbBjh48B/7du7cfSQY7I9lswvUags4HBa63kAUTUqlGqIIsmxnZaWI0+mgr0+luzuMy2WjUmlgmiKmaRKPa2zZ0k+hsBrxehOP9Pffd+HkyY/P/2SAxx577c8DA/e/Uq8vhRYX51laWmLPnl0MDMQYGzsBWPj9LgqFGg6HSDjso68vSijkR5IcBAI+urpCtFoG+XyNeLwHVQ1y/vwlTNPt8nq7h3p6ur6anj6eXvO0rw127DjQoap/HPH5vGFBaOLxBIlGtyFJftLprwkGFTo7/fT2RshklhBFkTvuiAECut7EssCyLGRZIpGIsmlTF+22xIkT01SrbqJRmWzW0uz2ux8AvrymgXT6TKOnJzoVDvcPqqqk+XwOgsEIQ0M+Ojpuw+eLEQh0EghohMO9eDwxIEw43IVhgN3uRdO6UZQwknQ7Pt9mmk2Ret0kGg0Qi0VZWEiNZjLvPpNKndHX3YKzZ49f6e3t/FTT7txWqdRjbneA06enWF7OY1ngckVR1QAeTxuXS6XV8mAYJc6cOcnycpauriiC0Eel4sLl0tG0DuLxPmKxPzAzMzc6Pf38yPj4R+XrHsJvvpkoeDzyRCKxdcDpVBKXL19EUTrQdROXK0QyOUMyOY/N5qdYzDA19X9yuTzVaoMrV1Zpt3tQVZlWawnD8CLLUfL53OjY2NPXmMN17oHh4WFl9+4nXwqHlb+Ci0xmiXR6hlTqazweBdO00PUqlmUBIiAgCCAIMqFQJ9VqC5vNSSh02+js7Dsj4+NHrzFft4E1ksmkXq3OfJpOX3Xremv7pUvfIootYrEooihRqawiSTKqGkHTVNxuP2DDsiR03cAwTMrlzGgq9cnIxMS1X37DBtbYvHmzdOjQ0WcHB+95IpMxxVIpT70uksutYLcb1OslRNEkm4VyuYDHE6XZrLC4OD26sPCfkfHx8Z80v24Da2Sz2XYioR2fn2/o5fLq/fPz5yS328TtNimXcySTs8iyHVm2s7x8lUajTj5//sVUauyJY8eOVW6kf8MAABMTE9bY2NEvgQXDkHZls3l3KKSQTl9hZaWMovi4ejVHrdY0stnFF7q7K08fPny4+XO0b/p3vH//3/Zo2p1vRiKdkUJhFcsCu12iXteL+fzFp95//6VXb0bvZzXwY86dm5xV1Uiy0bAN6no76HTKGEYz/d1303//8MN/vn2zejcdAODChdOzkUj4C69X3aFpoXImM3nggw9e/++taP0ihoYe3rRv36Px39z41+R7UFgc5Ah/8+oAAAAASUVORK5CYII=) 15 18, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
80%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDklEQVRYhe2VXWxTZRzGn/PR95y2W0/Xnn6s60YLc9NJgJiJwgguuiBER4a4xBi/woUJcgGGmJioVyR+XBmNxAQlLiYMgs4EQoYZF5AwByQbA0fH2EdhUNjW73Zre9rznnO88AbJYAyJN+53+X48z5N/3jwvsMQSSyyxxP8d5hHusO3t7Xw4HNbv3RgYGKCPPcDWre+9brFILxcK1F1T43Pcvh0jilKyUKrB5ZJQKlGoKuD1OnSWNfK5XClfKNA5Xcd0KjX9Rz4/cvTcuXPKogO0tr5T09TU+tHw8OgHqlpgU6kMzGaCYlEFz7PQNA2G8fdZlmXh9bpgsViQzSrgeROi0QLWrm2ErheOXL7c+0lX19fh+Xy4+RZ37TrQ5vGs/tHnC7w6MxNlUqkEVLWEXE5BWRmBKPKYmysA0MGyDDweOxjGQDyeBcdxAFgkEnls2tSChoanV0rSipcqKxsmLl48ObFggD17fnqtrm7jzx6P6pckHtevTyCRSIAQHl5vOWpq3LBaBSiKAsMwwHEsnE4JuVwBuk5hGBTxeB6GwaC+3gOAQTbLu6uqAq9UV68a7e8/MXLfAG1te9YEg00ds7MR19xcDMViEYmECkozCAQ88PtlmEwsRJHAbrdCFE0QRQGUahAEE+rrl8HtdsJiMWH9+jUACPr6Qsjn09A01kxI3Ua/v2FkaKh7bN4A69Z9utfpDGyh1AAhDFwuJyRJRnV1OTiOgucFUGqAZVnwPA+r1QxCTBBFAq/XCZ4XwDAczGYCn68ay5evBsMsh6ZxKBatsFjc5bruCTqdmV/Hx4eKAMDfHSCb7f2+ru6Z58NhY0MikUdZmQ8cJ0GWV6KiIgqHw4AkiZicvIXp6RnIsoxolAXPZ1BeboEgEKRSOopFHmbzBjBMCV6viEikBJZVMTsbuzQy8svuU6cOZeedwNWrvSmOM52W5ZVPNje/WLt9uw/JJIUsy6itlVFd7YIgGAiFBjE2NgaPJwhCJFB6G4QAFRVViMVqYLEAsmxCJqNgfPwmbDYbzGb294GBI+92d+8LPfARXrnSm3a7hdNeb+NTtbVlT3CcFQ4HQAgwOjqLQ4cOY3BwCLlcATdvRjAzM4lEIo6hoQmk0wR+/2qIoo5SKQ9C7JCkKthsXPf589+939n5xeS9fvftgW3bdjkaG984yPOpNkVhYbWy6Ovrg67nwHEmaBoFwzDQdeYfMsuWNaGychXq6yuhqhlEIvHO/v5vdx8+fCA+n88Dm7ClpcXGccH9LteKtzSNgtISfL4gWBYoFjXEYlNQVRWEEAhCJQjRQGkUuRwPm60CkUioM5MZ23nhwsns/TwWrOKWlhZbMNj6dUPDCzs4zoRkcgqiWALPs0ilCpAkF1S1DG63GfF4FlNTDDiuHPH46S9nZn7b19PTk3+Q/rxNeDfhcLhosyk9PK9ZBMFYVygkYbNx0HUFmUwSPp8In08ApXHcuXMLDKPQdPrPz4PBnZ8dPDhRWkh/wQAAcOPGDRoIOM+USizlOPIswzDEbrchmcxCUVTY7WUIh6eRTs8qqVRob0fHx1+dOQPjYbQX/R23t+980+Wq+0YQRFnTDGiaDqfTjlgsfScavfphV9f+o4vRe6gJ3M3wcP+Qz1cZMgzzc4UCdaiqhrm53PjU1OCOY8d+OLFYvUUHAIBr1y6Nud22szxv32C1mrPJ5PDbx493nH0UrX9Fc/MW/+bNbYH/3Phx8hffYBCcJrQKsQAAAABJRU5ErkJggg==) 15 18, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCUlEQVRYhe2VXWxTZRjH/+e7pz3d2tJu67puuG5sMBjOkSFxmpkMwsBEL+AGgagQiaKJemGMXnhJgokaCdGYSEhI+BSTucAMbHwZzJRsSAYLjrULyzJK15Wtpz3f57zejIgwJkPijftdPsn7///f53nyvsA888wzzzz/d6jHObRx40Y+kUg499d7e3utJxqgpaWFFYSyTTTtaqBprsxxCB+JBIscB5KqGvD7vSDEgaaZACiHpul0Oi1blgXNNO0kkLsoCKnvOzo6lDkH2Lr1zXKaDn+aTObfIISGbeuoqAjBNDUIAotsVkUwWAiWZQEQ2LaDiQkFqkpA0xx0nQLL8nCc3GFZjr977tyh9Ew+zEzF7ds/b16y5KV9gGt9SYmINWueR29vP3I5GXfuZEGIg2CwANmsAlXVIUkuyLKCdDoLgMCybFjTw6ipeW7pypVtS2trF/b19HQ9EIK+v7Bt22frIpHGQ6Ypr7CsceTzU5AkN2Kxp2DbFmgaIMRBIOBBLFYEUWSg6wZyORWCwIAQG7ZtgOctACZoWoYgeNbV1Lx8YufOL1+YtQNbtny9uaFh3Tc0bZd4vTqWL48hm51CT89lSJIbpqmhuNiLqqpSuN0u+HwFKC4OQNN0pFKTME0LhEzfjKYQCBQiFJKQz4tQVZe/ru6ZFyORuvilS+2DDwRoa3u1IBhs+bChoXpFbW0Up093gWEAjuMRj49gwQIJjY11EAQGDMOAEAKOY8EwDDiOhc/nga6b0DQbFMVAFL2orFwGjhOgKJMAeMiyx2cYoSqPx/hxeLgv/7cAQ0P9emmpfdYwQov8/nDtqlUxpNMCAgEvqqqq0NRUj9WrmyEIXtg2j8LCAAgJYGpKBEXxkGUDklSEUGgRfL4SVFdXIhIJoaioDoLgh2VZUFXlQjx++PWTJ78amXEEg4NXFVHUO6PRuuj69dX1llWM1tZSLF4chaZpiEQKMDqaxpkzFzAyMgaaXgLT5JFI9OH27RQoKghRDGNsrB+GoYEQN2Kxp6FpBJZ166f+/mPbjx/fHb/Xk71/Kbq6jmUB7ATeQ0VFw+YTJ27i4sXTyGQyiEZLkEjcgmnqcBwDqvorOE7CxMRtMAwPw7CQz08il5OhKCocx4uxsT9w5UrvybGxnh0//LBndNYlvEsiMaDrutytaRPR8+d/qVeUHCzLRiYzBcexwTAUHIdAUVLI55PTMjRYlkMgEIQkFcA08+A4CTyvHuzp2bujs/NociavGQPcDeF2m90MI0V53lPPsi5YlgXbJqAoGqFQOVyuENxu9/Ti0QAo5HIWRJECQKBp8sF0+vJbHR1H7zzM5x//gtbW1oJQqHnvsmVNm91uGrkcA0IYhMMeRCJhjI8ruHZNh8uVg9tNwzRDMIxbiMcHvh0fP/7+qVOnHvoMz9qBvzqR0KNRsdvvj4nl5bFnLSuDysogeJ6FJAEMo8HnsyFJJggxoCiwJiau706l2j/u7Oyc1fyRAgDA0NCQHg6zZ1OpSUFR7EZdV1iKsjE5KUNRNHCcgxs3bmJ0NGUMD3d/sH//R7sGBwfNR9Ge83e8YcM7rxUX1+zx+70STVNQFAOiKCKbVZOZTOKTAwd27ZuL3iN14F4GBn77vaysrN+2haZ8Xg+oqol8XhlJJq++feTIF4fnqjfnAABw/XrfYDjs/5mmC5oJcbLj41c3tbd/1/04Wv+Klpa2srVrX1n4nxs/Sf4EDX8/ng32epIAAAAASUVORK5CYII=) 15 18, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEklEQVRYhe2VXWxTZRjH/+f7nJ7TtT2nH7MtFMiG0CkSMDAnmSUugXm1kPQG74RokBgTvTDhRi/wRmPEBJOFCF6QDKJByAhOiNNFSRiLhLHJxz46SjfW0WZd19Jzenq+vOVjMpnEG/e7fJL3///nfd7nfYBllllmmWX+7xBLO/YJ2dR0neb5CfvB6pUrV8xnGiCZTJKqyuyS5fodum4HbRsyQYDWNIM0DNPl8bhRq5nQdRMMw9guF6PquqNyHHOfoojpYjHbc+7cse4lBWhrS65UlIaPHYd/y3Gq0DQNDEMhFgtB03RMT+cBAIZhg2VZhEIKRFHE5GQBpumAYQRQlLtGUfqxubnRz3t6jkws5EMtVNy//3BHY2PzkZaW13faNoVMZgKiyILjaAAOisUSDMOEaRpwHBsMQ8I0DRAECcdxQJIUyuUaNm3aSm3e3PKyxxN7valpa2pg4FzqUS/ycfOjHfF44jjHYYMs24hEaJTLKhiGRDSqwOsVoChuBAJ1YBgKLEvB6xUhy26Ew140NATB8yQ0rYpQyIIolkDT1gvr17ef2LPnm44n3kAyeXCbz/fi0Urlrj+bzSCTuQuO4yHLAhRFgCDwIEkCgsCCokhwHA1JcsHncyMY9ILjGHAcB69Xwtq1z6NWI3Dt2ihUVQNBOALLrmwNBNYM3Lr1c+axAO3t7Wx9/ZsHg8HYqxwnAHAQja7Eli0bYRgqVLUMxyEAkGAYEizLgCAISJIIRfGApmnYNgGCoECSQCy2GpHIemgaDcPgYVl+UFTYTRBhv6KkulOplPFQgPHxcSsS8Q0lEq0bSVKNlcsaWltb0dTkw8yMD17vCgSDEYTDq8GyEgiCh6KsQCi0BgAHl8sLWX4OghBGpRKF378BsuxBrcZhdnYWHGeC583fhoaOvnf+fNfMgi0YGekvSFJdXyj00qZoNBJzu2kMDEyDYQwoykpEIn64XAYmJ8cxPj4GSeJg2zWMjNwEywKRyArMzUmwrDA4roBCwcS9e1kEgzE4jv7T1avH93Z3f/nQQ3xsCgYH+4qhENMXj7+2bvt2fwNJ+jA7a4KmBfj9DLq7z6O/vx/F4n1kMlncuTOFYrGC6ek8cjkL0Wgc9fVBlEo2DANYt24VLKv646VLh94+efJQ5lG/BcdwcLC/qOv6r6a5uknTSg22zWJi4jpOnz6BVGoYNE2DJElQFAWAAEmScBwb8/PTmJu7B5YVYdsCstlhlMuFrosXO9/p6jo0s5DXE3/Ctra2OsMIflFfH99rGBV4vW40NsZRKOSRy80BqGF+XoMsy3AcDo7jh6pOQtcrEEU/crmbXeXyxL7Ll3tKf+ex6C5IJBJ8PL7r0+bmNz6oVlWEQiIcp4RSyUG5fB9jYwWEw34EAiTyeRbpdAWCIKFcvnY4nT750YULF9Qn6S/YggdJp9Omqmb6JMnFGYb+ytRUmiAIA3V1LPL5u+D5GiIRF2ZnC5iZmQTHqWalMnRwZOT7A729vfpi+osGAIB8Pm/t2NHyy9RUVqcoV7OmGawoCpiaysMwLPC8gNu387Asu6qqtz/s7DzwWTqdthdXXsI6Tib37Q4E1n4lSaK/WjVgWQ44zgVVrczk87feP3Xq6++eRu8f3cCD3Ljxx3AoFLxuWdxWVTVly3JgWbVMNvvnu2fOdP7wtHpPHQAARkeHxoJBz+8U5dnGsnQplxveffbst71L0fpXJBLt0Z07O1b958bPkr8AfO4YiKTSCuIAAAAASUVORK5CYII=) 15 18, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 18, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 18, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
}
div.testarea{
animation:rwdcur27566 5.3333333333333s linear infinite forwards;
}
