@keyframes rwdcur71624 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9UlEQVRYhe2WS2hdVRSGv/045z7SkKC0lppCq+LEQQvWghUnGYhPSouIUgzFGuw4LSJFHDiTDjKroTUDHzgIJoMqBgoFKYilgkSQkkmDxpiY9CY3yb33nHPPYy8HSlJsyH2UBqX9Z4uz117fWnvtdTbc170u1WjB9fMDYoxgLegC7H1t8DafmZ8PiMovgl0CAh5+NGm4b1MAv3xxRjwrGCV4vkLnQXspUkiwfoTyaqhCGXJLYEqIWQRW8byEB7Y3Tg7AbvbRbCtgffjmu+voLCaOI9449hQmF6N9i/ZB+3Uujq9SqSakAm++bUGngDRVgU0BdGcRtOPIK0+irUZ7sOvAgDr73mHxchnaj9F+TF9/N5kK/3ZSCVrXmwZoWKapH8+JNmCsQhtQfsaN33M829uvAFbK7wh2GWtLxDKPsMDoSJX+40HTfdCS/pgelrGRD9fSu1k+JRc+eb65dDeQbtUh052UlpfX7FrWgeht7cZvHaBGnsj5a3aoOgiksHUAda+D6JbejUwnmc63DbDpLdhIoe3k0OvPMfrEPtm5TxHqKjVl2gZouQJPP3hQRbqbnyZvUNV5xr6c4IPjQ3en4/+zGg7n5P2LI/JpOCmnxz5u+wpCG0fwUW1FSuT4rVJhUXL0vPgMg99/vXVzYEksP3z1LZ8fO6EGintVOSlybXq23fitAywEjuW6W7NvSgflesvb3BlANbgFIMlvMcBKSqTWJ+GfsWOpnrYN0HAQ7blaEgeQapwHs6GgwvWA8+U6/pGX2X90SrysRjFd5bHJOYZfevXOHyRd43NSWo1xmUY8hYQC4oje7VP2zJDseaibUiXCSwTfOHzPEqQ+1V07mondGKAWZGAs3pVRHu/ZSSXMCNOM+fEZcc7xq0nZfekyC0FAVyFHJQ6o9R6imDQdv8GDZGRacP9itA6cA+tQKkHSBHSKoY6JQjyV4Ecx5bdeaOoIGi8anhLUP70qDk48crvPZxNCEgMxOolxJ3vvsX/Dff2v9Re3izLLCLY/bQAAAABJRU5ErkJggg==) 15 15, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhe2WTWgVVxTHf/fOnXlfhoiltESF1IqbQhXURQVbcNMvUQQXilTiQtwViXUjguCuFHFRWqSYhRRUFANNSxeFihsp7SqLIm5MNU0/Xnwv773kzXszd2bu6UYSqZL3URpa9L+7zD1zfufc/z0z8FzPulSnDXcujYrnCcYHXYBX9px/ImZmaptIrkrCHEKLV9cmHd/bFcDP10+JbwRPCX6g0AXQfooUEkwuQgUhqljDBXMkVLBSRZjH+AnDazoXB2CWe+iVCpgAvrl5B51ZbBJx8IPteHmLzhl0ADofM/H1PPPNhDiFfSOGTKeAdNWBZQH0QBG0Y9/erWij0T4MvT6qPjm9V/x8hg4sOmfZf2Q1Vto4QFSC0nHXAB3bNDX5uWgPPKPQBlSQce9+jp1vHVUA5cYxyXQdbSrEUiZjlolrTY6PtLr2QU/69bcxGb9xdrG86doJ+eziO92V+xTpXgMSGaBcrS+u21kJ0av6zd87QEieyAVLAKpEJIWVA7B+ifgx78beAJnO9w2w7C14KoAZZMeBt7n+2mZ5cbOirZuEyusboOcOvPHCNmX1Gibv/kJT5/nq8iRnRy78O47/z2qsXZXTE+NyqT0lH41f7PsKQh9H8HEjlAoFHiw0qUqede/t5Pztb1duDsxZ+OHyOF8eOqxGi0OqlpT4abrcb/7eAWZDRz1yi+uHsopa1L8HewdoOprhYwB1obaQrSBAPSVSS5Pwz8gxF6V9A3QcRMPfVcQJkGmcgd9DQbWWEpZrMcHu3WzZPyO+l1BMG2y8O83Y+3v++Q/J4NU/pNKwuFQjgUJEwDmiM4eVOX5Bhl9aTaUR4VshMI4g52j5Ps2htd3k7gwQhhl4Bv/HG2xa9zIL7Yx2klG+MiNOHPd1yvpb3zPbajFYyLFgW4Rv7qCY2q4Blm/TF9OC+xujceAcGIfSCZImoFM8YjzbxlcJQWypffhuV0fQedO5KUE98qo4OLHhyZhPJ4XUAhadWtzJXc/Yt+G5/tf6C0vVQlHiGYmyAAAAAElFTkSuQmCC) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhe2WT4jVVRTHP/f+7u/33m+eoiaKWIJFtFAkqVykCNHKqaFsVxQ2m4i2YyREf8A/C2lhbsKFE0Qwi0oTsUWLWUUEQWAU1qIme0zlG9+8N/Pmvd//e0+bGCXl/bOGQr+7w73ndz7n3HPP/cEd3e5SvTZcmpoQzxOMDzqEe0dP3OBTnX1EEjVPSgOI2HF33vO7fQF8/+nr4vuCpwQ/UOgQtF8gYY4pJ6hSBwmbJDTIqJPIPEIL4+dsv6t3cgCm26JXCTEBXJi+hLYZWZ7w3Iu78MoZumTQJbAmZfp8i+ZSTlrA2LjB6gKQvirQFUCvGgHP8cz+h9FGo33YvG1CvfP20+KXLbqUoYKMpw6sJZEYC4jKQad9A/Qs08x374n2wPMV2oAKLD/PlNi79yUFUF18WaxeQJk6sdSwzPHZR20OjUd998FA+uW3Sfnk7OHl9H5qHpSTp/f1l+5NpAd1KGQ1tfrCsh3bCuhVw8YfHCCiTOqCZTtRFRIJVw4g9Suk1/Vu5q3G6vLQAF1vwc1kzTr2PDvKx9t3yroHIdZtIuUNDTBwBR5d/5DK9Hou/niZRFe4MPUtR8dP/Tsd/5/VZNySN86fkw/iqrx69v2hryAMcQTH6x2pFz6/tjrMS8g9TzzGiS8/X7k50Ejhq6kzfPjC82piZINq5hW+rtaGjT84wFzbsZC4ZftqFtJsuy4e/zTAkqN9XcCrDUuzZVcQoFmQcG0SXokdjaQYGqDnINp6ri5OAKtxBn5vCyq6FrDWSAn2jbFz/6z4gWVER9z/wwyTY0/e+g/Jmsk/pL6Y4XKNBAoRAXEkxw4o88op2bppLfXFBD8TAuMIyo7Id7Q3bu4ndm+ATseCZ/C/OcMDWzaxFFni3FI7PStOHJe9gi1fTDMXRawJSyzlEZ09uxmxWd8A3cv0blWwf2M0DsSBcSidI0UOusBTKV4W4+ucIM1ovjba1xH03nRkRlB/9ao4ePO+G32OXxSKDFSGLjLcW4/fZm/DHf2v9SffGUQDnBzwUwAAAABJRU5ErkJggg==) 15 15, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/klEQVRYhe2VTWhdRRTHfzN37n15Ly0tfoBtLcQiXdSFRa1goQsVF62CiIqCpASsCOpCgitx48KFuqgrrYssVBQx1kXRlWShGAVByMKGUrCammhfct+Hufd93Llz57hLYot5H4VAaf+7w5wz5zfnHM7ADV3vUr0c5r+dlMAIJgJdhjvuOXlFzMzifZKoGm3qFLQZ35P3vLcvgF+/f13CSAi0EJYUugy65OgGOd50yVSLRDVIqdMipiU1HKvoMGf8pt6PAzCbHQaVMqYEX38zj8Zi8y5PP38I0ZZCG7wGpTN+ObNKnOR0HNw/YXDaAdJXBTYF0JUKGM8Tz9yLNhoJYO/uSfXOu48LYYHTllxbjhzfSSIdMsCqHKWzvgF6lun8hfcFDSpQoCFXBUu/lXjkyAsKYPafFyXTTZyJWZUqXZaZ/SLlg4n21bcAYP++l/5z0dzSlFxaWVqzC7+N76YXePPETN+Dt1F60ACR7VTj5ppti1G03jZM7uEAOoyQ+2gdQI1ipbx1AHk4it3QORdsx+uRoQF6zsDliswuHnz2SQ7cdUiCu3O6OqWjgqEBBq7AAzcfUFbfwty5BSK9ix8/O897E6eGGsBrV1PVjrzx+Rn5qJPKa19N97dx/kcDt+Dtsy2JE1ioJdRSze3HjnJy9oehIQYGqLfgp+nTfPLyc2ry1opqxMLP838Om39wgOWmp9nya/ZKLDRq2RYCNDxpsgFgpaDRLLYQYMXRdeub8NKqp566oQF6LqKxt2LxAjiNN/BXQ1DJesLqckZ0+DEOPrwo4UhBpeK48+I5psYfvfrfcMerf0tct3irkVAhIoCn+/FxZY6dkrE9O4nrXcJMiCJPVPa0RxxpuLuf3L0BWkkB2hD+fpr9Y7eRpAUdW1B9ZVG8eP4IHXvPzrCctNkxWiJxbVoHD1PB9g2weZkmLgruMsbQg3gwHmVypMghcARBRuA6hCYncpbGh0f7akFvp6cuyPqsevhy35Ux43NCYUFbtFj8pw9dZ3/DDV3T+hcocUtKAaKiAwAAAABJRU5ErkJggg==) 15 15, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+UlEQVRYhe2VS2iVVxDHf+d8j1xvjEpLoaaKNlpdWBqfiyjdWFBaA6W7FkECKgXdBUEoXZRCF6VQd9ZNwCIUUXwgWbjJLqVQQZJSRCxKTaPx3nz3/fqeZ7qRa1Sa+7AERP+74ZyZ+Z2ZYQ681qsu1erCrRujYjmC3QMqBQPvnnrO5+zsTimqHBXyRNT59p2oZdy2AP6c/kqcHsGyBNtVhBoSHVORiMj28VWNoipQIk8Zj7LkCCiDE/HdG60fB2AveuouQxwYH7+FpUKCyGffF7vACkHbiAatA+5cK5OpRNRieG/EJtExIG1VYFGASKcxGPZ/tgO0JtHwfv+o+uaHT0WchEiHBDpk66FV9EuDOtBQEaKDtgFalunmvdOCBiwFGkKV4N3tYfjDowrgculLqesivu1RkAxVsvxxocqVkfr/0AJg+8CxpwJNPhiTR/MPmraY5dy8eJ8fj0y0PXgLpTt1UNJH1is27STpxdLLu8ndHUBAiti4TTtSvcSybOkAxFlBuKBzxupDdKprgJYz8KzS9hr2fX6QwS1DogYVVZ3HVx2HaarjCgy9uVGF+i2mbv9DSq9m6pe7nBn5qasBfHk19ldDvj57TX72GnLi/OX2Ns5/qOMWfD9ZE68A9zMVcnlhzUefcGri164hOgbIl+C3q5c4d/KgGt2UVoWHEb9Pz3Sbv3OAbM5QLJumPZ8RCl6whADzhmppAcBcQiGXLCFAJsYPn2zCRwVDvhx3DdByg6w/7IkRINYYCx5mBVV6kjAzF+B+MMzWoVlxUgnpvpiN+duMHT/w4r/hyuE58bwQE2rEUYgIiMG/fkjZ287I+nWr8HI+TiC4rsHtNdRLMVW7v53crQFq5QSUjZO/xKYNb1MpJzT8hMz+WTEY/o5j1s5MkC3VWdnXQyWuU9u8m7QVtg2weJn2zAjRM4yOAQzYBuVEiInAirGcAMs0cNwI14QUxj9uqwWtLw3eE9TjWRUD0wPP++yZEkwIVogmxEzufcX+htd6qfUv445PiWqqsoYAAAAASUVORK5CYII=) 15 15, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe2VS4hcRRSGv6p7b890dzITJ0bjGGMMPhYuIkTBiG5cCHEE0ZUPCKMogbgbXIm4caOIRBAkm1mI4CIxLoKCIrMSEV2EESToIsHudKZ7um8/Zvpxb1fdW8eNzMQEpx/BQEj+3aHqnPPVOaeq4JZudqlBG5bOLQiegA9Gw+H7jl/l83rpUVlVdUIaxPT47W47MO5QAN/9/o4QCNoTVKAwGoxOWBdL5Me0VZeqalKlQUhITep0WScJLH/ODD4cgL/VovOyaB9+/OYcaENsYg69/BjaM3jaR2sIdJ/emXUabUsnAeZ9Ep0AMlQFtgbQOQTHky8cBK1JNMzNLqi3PnpekiAl1oZIG24/sgMrEQHQUhaj+0MDDCzTtxc+E9GApxANsUqx5yd45ak3FcB7a0elqVu0/JCyrBJSJTzZoTTfu/YWAMztP/avQKcuLcpK7dJmALeN8qkCX72xNPTgXS49qkNGthOGrQ1bpXkm9LZxco8HoJgCN7kJpGbQch0B8sFufDYTbvfuYlJPjw0wcAauVM6f5ZmXXuPAw4+LOnAbHd3GU1NjA4xcgUM771Cmm2d5+TyT+k6WvzzLifn3xxrAG1eLP0Ty7sdn5POzkbz96dfDvTj/oZFb8OFiV8IKFC62qZeFPQef5fjJn8aGGBmgEcLP35/mi09eVQtzOdUsWn79pThu/tEBqiuOVt1t2LWi0Kz0ryNAydFpXAZQSGlW0rEBRn4HqsWEOMps2JWyo1FP/j+AB/aF4hwEaPoOaiuCqM2Eq8U+mV3P8ciLJQnyKbmZhPuzf7D4wdy1/4Z7p8uyFhp8p1kThYggOBrxEZX3T8iefTuoVWKCnpDJOjJTjt56Qic7O0zuwQC2m+LhkwSneejB3UTtlDhKsaslwTmKfyXsvWeJcqFHZnqC9sUe3Z1PkJs0QwNsWaZdFCVzBaPBAQ6LwyqLiMWS4Lw+nhcRZC0ZbWg2Dw/VgoGb7uWCqH8ui+AosP8qn2mWRTBYDFobuu7pm+xvuKUbWn8DvR5JuRibFt4AAAAASUVORK5CYII=) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhe2Vz2tcVRTHP/e+96bJ5FdJYxvaCrXadiHSghZbIRtBQW0pirYVIQTaIrhwEXfiPyAKpRupi2wsuFADUoRStEuJBBeBSiiUNklJMn2TNzPJ/Hxz33v3uJFpbSEzeS1Bab+7L/eeez73nMO98FRPulS7DZdnx0UcAReaGk4+d/6hmOOLr0hOFchTpEGdlV1R23M7Apj863PBE5QjKE/R1GB0TFkiam5IWdXIqRI+RXwCfClQoUzkRdQG218OwF131ekGF/74ZRa0oWFCDn94GMcxuNrF0ZDRTeRymbASITHImEusY0A6qsC6AFZnUViOvPsyaE2i4YOd4+rsVyck8hIa2lDXht7RrfRLAwM0VITSzY4B2pbpp9vfiGjAUVgNTZXArS2MjpxTAJ+ufSwFvUrgBiyJT5481R+q1Mfqj6EFwPt7P/nXQd8tTcjSylLLe7aX0o8LXD17rePBu196owFd0kcQrLZ8T7KNrO5PkzslAEN4tucegNpOtwxuHkCPtwOX3pbvc4bp0n2pAdrOwIPKOsO8efoMB198VdTBHVR1FUcNpAbYcAWODm1Tpphh5s+bdOntzHw/zcWxL1IN4H9Cqcgnfm7I3Oyv7Bt5g+vTV/j6s/dSV2DDLfjyQk2CZVhYqFBYFna/9DbnL/3e2bP3OACKPkz9Nsmlbz9S46eyqjQfMT11J23+jQMUcpZy0bb8yrxQWm5uHkAlb4mr9wHMJZRyyeYBVPMxcZhp+buLlrVinBqg7UM0sicQa8FDYywUl4W6upew7Ddxssc4NLIoXm9CdijmhcEbTFx459F/wyMDOakEBtdqKqIQEcByPRxVu92LsmvPVvwgJPYEVbRkBiz1ckz17s5OcrcHiGoJLi4Vb5Ln9w8TVhLCRsIBf1GwlmA+5plnr+Hn6/QPbCHM11kLXiPKmo4B1i3TIe5I5gFGgwUsBkukIqxERMQkThPlNMCL6M4Ybpbe6qgFbTcd5baof2ZVsEyx96GYA8yIYDAYlDbM2df/v3/DUz15+huTskgiIUXCvQAAAABJRU5ErkJggg==) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBUlEQVRYhe2VX4jUVRTHP/f+/uw6u6PjFhqauQn60IuCLVjRg0FBKYTSSxnLkorSoz0EQfQYUeBDEFJsZNmLJkQEPYhQD0JPsqEuFq2u7ai7s7OzM/Ob+f1m7tzfPT0Uu9WCMzvGUuj37cA953w458s9cF/3ulS7ByfHj4l4gvjQ1HD00eNLch7P75I5lVCiRkxCa+OttnU7Avj08lsigaA8gUDR1NDQloq0qPkNyqrOtIooEVOkypzUqFKjFVgYyHcE4d+RzluF8uHit+M4bUhMg+0vD+F7hlD7+BoyGqrfRLSiCtgYfySD1QbpcAJ3BEBnEBw79+0ErUk1HNxwTL3y/otigpRYG2JtyQ1vJpEsUKKlyjR1q2OAtmP67NpHIhrEU4iGRKX0TPRw+OnDCuBI5U0p65iiP8+MVChQonZ6mnhk4u5XADCy5fW/FRq9eUpuzk4uxP0ux40zE5w/9FXHxvur9HITspKjXKwtxH3pWvr16m56dwfQywCh61sEUA+ySnIrB9AXrMNnESDrraNXZ7sGaOuBfypj1/LcS6+x/bEhUTs2U9MJnlrBFTyx8QFlZjRjP16l1w0w9uUPnBh5oysD/ifUFfnoyUSu/3qOrbue5dLF7/jg7f1dT2DZK/jwvbpUpmFqMmJuSnh46wsc//hCpx/fEi3bhHEJLv18llNfv6r4At55N5Jfxn/rtv/yJxAVHHHZLcSVKaE+21w5gLjgcLVFgNZsiplPVw4gKVhcI1yI56cdUcl2DdDWA8ODRREHIZqmg+otIVGLDeszTTLhXnbvyIsNUvRqy7bBq3wyuufur+GBNbclLhp8p4lFISIIjnONYTXkn5D1gzmiYgMTCIQOGzoktlwpb+ikd3uAtJ4S4pMPzjK47SFMlGKSlL0zecE5WpOWnk3nqRZismt6sFGMrj9JmDH/EoB1+DgesftwP/3x2OHwcBgcqaSk15+iH4tpNPG8BBfUodk5QNs9DXNN1J9eFRyfs2VJzvOMicNgMIg2fO+e+f/ehvu69/Q73i1Ucw9wqjgAAAAASUVORK5CYII=) 15 15, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBUlEQVRYhe2VT2jcRRTHPzO/32+T7KZJtQQkKolFClWkivWg4kXQQxUlvakQc1AKVUFykoon8SAVghRqL0FRFFHqQRQP0otgLZ5Sq7UH01hJ2mazTdLd/f2b38w8D8pGLXQ3GwlK+719Z+bN+/DeYwau61qXanfg0OlJ8YEgIWQaXrlt6oqY3fNjckkZlklIyCluPt723o4A3v7xgEgkEAgSKXINmbasSkEWemJlWVGWZXJqxFyShDoJReThxm86ggivtqmDPiSEU1+cxmlDajJ2PnUf5UAINaAtuc6of16laCyCTQknhrG6QDqswFUBlC4Dnl1j94LWWA0vD0+qvQefFBMJRgtGK7aO30Eqw0CdQtXJte0YoG2ZDp89LGiNCgLQGqcCemYVzz/0rALYd/mgrOqMWthgUZpUuUzzk1mSiRMbbwHA/u37/3bR9MJnsrD0S8v3+wHOffoTx557r+PB+6v0egO2yACrtUbLV9wA/bq/m9zdAfRyAyVfXgNQ2+iTwc0DqERDhFRafkswRO8GKtB2Bv6pclrh0SfG2bXjHlG7d9LUOYEa6Bpg3RW4f3SbMhc1MyfO0Bv3MvPulxyZeKGrAfxPqCvyD6dTmZ37mpG7HuHUD1/x1ht7u67Aulvw/pux5DW4cK5BfUG4ZWQPU4e+7fTh2zhAvgzff3eUdz54Rr00WVbpQsHJ4791m3/9AEnVk636lndLQrGSbx5AVvVIcw3ALjmKFbd5AKZqUVmp5RsXPfGy7Rqg7UP06mhNxEMJjfGQnBcytZYwXcwZKj3O03fPSxE5XNkycvsZpqYf2/hveGDwgmQ1Q+Q1dVGICILn42xc7QmPyNDoVuJaRh4JUvK4kscllrnmcCe52wP42NFDyM/RUUZ23IRtOEzqeHFxXsR7zK+W+NZjrFQTKoM9pI2EvvgBorL5dwCc9YR47rRjcPKPNYNH8Bg8ThyVuQcJsZgsJwxSbBRD3jlA2z69xllRf86q4Hmd7VfE7GNGHIYMg9eGj/zD/9+/4bquPf0OMMJVxuBlhu0AAAAASUVORK5CYII=) 15 15, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhe2WTWhcVRTHf/fc995MJjZTdCNRsX5VUCEFdaEgSKmiVgh15QeUgFUXUgpxZXCjICIWutMumkUVXAh1oRVBEUXQEqttUAnd2NoSPxInM0lmMjPv3ffucSMTMZJ5M8UBaf+7w7vnnd/53/Puu3BZl7pMtwWTcy+qWoHAghQ5dMPUhpy75t/SJSNU8TRJcdfs7/reXABTP76mGgpqFROGIAVSsTgt0A4sa8ZQM5YqhgoZS5qxisOFAlc+nQsi2OzhkB2BwDJ3/FsSSWgnMXc/MU5iQwKxIIZYYPWDGVy9BqkjmNhFKormdGBTgJKU8cCde3YiEoCETI7uMeNv7NMsDEnEkohl697dtNQBCc44YslyA3S16c2zHyoiGBuAWDITUPhphWfuGzcAz618qcuiVIKMBc1YJKbx3hc0Jw7mnoOeNP3LSX3l/SOdBl+ondSHjryct+ENkl4TtmiR5cpKJx7OilwhQ/3W7x2gyAiRL6wDmDJDOjw4gOGkSODWZ3cLIxQvwoFNv4J/U6ke8OD9jzP20e1qbh2j0RBss+c+Ouo5856xq4xfEL7/+gzFVWH26Lscfn7iv5n4Qagv8pnplp4+9yk33fIAMz98zEsHH+vbgZ634NTra2oqUD1fxywpd1z7CEcPfTW4c0Cr8PmJY0y985TZNVkyUc1x7psL/dbvHcAvevyy78TBH4qvxYMDMIse2/g7QIapZYMESInaUSd2v3tcNe0boOtB9N22iqqHAoLzoL8q3qwX9AsxO6JHeXvHvLbDjFYphZvPcGB698VfSGbLv2lSSYi8EKtBVfF4Jtt7zavBYS1v20pcaZOFiok8JvJIMyVtjOap3R1A1jKGCTgeHmN0+9VoPSNrZZxYmFfvPe2fU05d9xmri02K5QKNepPr1+4lKCW5ATa16TQXdOgfjDEejyfG0zIOp442KU0bE9sW7dBhooRnaw/n2oKui+Y4q/LXrHo8t3HjhpxPmFVHQpMEJwlP+p3/33/DZV16+hOvSzuUpQYPxAAAAABJRU5ErkJggg==) 15 15, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8klEQVRYhe2WTWhUVxTHf/fjvZmMjYpu1FawIm66sNIUUbALEa1VEKuLiiCBIi6km9GVuCp0UbIQNyELI0jBQlGR4EKobkSRFhGxElSoaEhsM5nMJJmvN+/jni4qGTCS+SgNiv53h3fPPb9z7rnnXXivd12q2YLs8A8iRoM1oLs4/fF3c3x6Ri/KpLIUgCqO6MOvm+7bEsDJh2dEPIMYUJ4HOk2sDZGkCaylogxF5VFAkwcmRZghIfIMLNvZEoSd72OXWQzWMnz1DqGOCMKQzw/uJzQ+VlvQhrrWzAzdJCpNQxxje/cRa5AWKzAvQEYvxqH4bN8OtLagPbKrdqq9fcck8XxCbQi1x9LDB6iJA2IilVBvA6Bpmfqf/ipogzL/Zpwoj9SfExzZulsBHJ1+IFNak7fCuAg5Ysq/XKPae7LlPmhLg2N/yPeXz88meLz4WL4829dqwnOk23XolhRT+elZe1GS4gOd7jR++wDpJIPv/AYA3XRJ18IBLAo8bNCwu6uGdGw6Bpj3FrxOmZJlxxffsGHoE1FrN1CuaEyl835ruwKbe5YrW9AM//aI9Izm/oULDGR7/5+Of2P1cLAm504Nye3zNek7cbnjKwgdHMGTHyti8jD1vISdFDZ+9BU/n769cHNAF+D6nUtkfzqkNmUzKlWMGPl9pNP47QOonIMpN2unJgQp1hcOQOccttwA8CcSTDFZOACTi0kHjUno/nbEhbhjgKaDaGxNXnCQQhM5kBeCU42AMl5ns7+Ha5+OStVLqGRignWPODK4+78/SP5aMiZxPsRzQigWEcHh+DY4rPrtgHSvWUqUDxBPUL5D+w5bjfHLq1qJ3RwgqdTwsFzyrrBi/UqSUp2klvB8fFScc9SexdxafYOZXJX0khSlUpX1lS2YTNgywLxlGuGJ2FfeNg6Dw+EwBMoRSURATNnUCUyNmhchfsj+4q6WjqDpoqfcFf2yVx2OtfTM8bnPPQkJCYgJdch2t+0d+ze811utfwBluDhdUkT7KAAAAABJRU5ErkJggg==) 15 15, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhe2WX4hUdRTHP79/d/5sg5IQsRasEb5EGFSwFb2EipkSvrkJtgnVY7DVS/VSb9GDT4ZBC4WQ4Z9FJKMeQgxCFAIJEyGyss3acXZm3Zm5c+f++Z1eZLfYmLkzlRT6fTv3/s7vfM75nXt+F27pZpfqt2Dqwj4RY8Ba0CX2rtu1wueh2TMyrwrUMYRAsvb+vvvmAnjt/AciziJGoZwDXSTVjkSKRDagrRwNVaSOo4ZhXjSLQOIs3D6WC8L2elkyFbCOC5+cItYZURzz8MQEsSlgdQDa0dWOxeOfkzRbkHrs5B5SrZGcFegJUNYVPIoHd2xDawvaMTU6rp5+51XJXIFYO2IdsHr3c3REA5Ao6GqVG6Bvmd69dFrQBmUsaEumAgrfz/L84xsVwIvX5mRBW2rWMieGKkLr0GHCyT25+2AgTf/yg7w18/FSgi836rLl/ffyJrxCelCHilgWateW7JGO5zblho0/OECxrQi6ywmPtBWlcOgCDA4w0nXYaNmudA3FdOBtltTzK/hLgLZl82M72TBzn6jRDbRCjQmH77eB0ccfWaMqoea7ry9SbGnOHfmI/a9P/jsd/5/Vz9MdOfjGcTn/YUf2vTIzfAcyxBHU3m5LUIPmT02CeWH8rq0c2/vVjZsDrg6fnT7KCwd2qfVTZVVqJFw5e3nY+IMD6GqKWsiW7PJVQTW6Nw7AV0N8K/wDQIZrZD08/mGAtNokiJbd1G+erJ4MDdB3ENXGvhG8oMnAO+RKRKqWR2Eyt8imYDvfPrBNQpexWE65eu9Fdk4/9fd/SH5ddUriWhPtU5QEiER4PLujl9R++6asHruDqNZEXAkbgAk8QZiypjWaJ3Z/gKwdYjEcdSe5c/1asmZE1kmYnftSvPekP2q+uPtTwmpEYVWRsNnl0fYmpBznBuhZpsucEIv/0zOPwSN4LIlSJJKQoukaoWMiEgdxEPFk45lcR9B30SUOir7eqx7PPUys8DnHYYlJiIFYJzzhn73J7oZb+l/rd6E+LvO93G9uAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9UlEQVRYhe2WS4gcVRSGv/uq6Z6HCSqiE4UoQYQsIvjCiBsDolGIbsQoDMFEsh8FQYILd+IiuzCgszBC8MEEDS4ixEUWIgqRLGSIoMGESXQ6Pd2TflRVV926x03oMYz0SxyU5N+dqnvP/e5/zz1VcFM3ulS/AbOLcyLGgLWgSxy+d++6OQ8vnZEVVaKGIQbyLQ/0zTsQwNs/HRVxFjEK5RzoMl47cimR2oi2ctRVmRoRVTQrYmgAuXNw6/RAELbXy7KZBBux+NVpMu1Js5xH9r5CZsaw2oGO6OiIxomT5M0W+IDddwCvNTKgAz0BxvUUAc1DLz6P1ha0Y3b6UbXn/bekcGNk2pHpiM0z+0nEAJAr6AwB0NemI+e/F7RBGQvaUijH2K9LvP7kLgVw8GpVVrWjai3LhaIi0Pr8M+LX9g1cB0Np/tIFeff4p90NvlGryzMffjDohtdJDzthKhhWq1e78US7YPKa/RsCUGpDlIY1gFhRTkY2YHiAiY7DpmvxVGoo+aHTdNXzFvydJmPL00+8zI6F7aLu2kEr0Zh49HobGv2xx29TtySaX348R6mlObtwjLlD/1LF/2d1aT6RTw6dkMWPEjny5vHRK5ARjqD+XluiKrQuNIlWhJ137+bLw99uXB9wNTj53QIHPn5VbZsdV+V6zuUfLo66/vAAUukgq3k3nrgi6Hpn4wBCpU1oxd24fKXA1v3GAfhKgyj9y637w+NrozvQtxFVt54RAmg8BIdcTvFqrRV2llfZHb3Azw/ukdgVNMY9y9vO8dL8c//8h+T3TackqzbRwaMkQiQlEJhJZ9WcfUc2b72DtNpAXI6ODDaCKPbc3poeZO3+AEU7xmJYcKe58/4tFM2EIvEsLZ+SEAT/m+abe74mriSMbSoRNzN2tndhx/Neaa9TT5su8oVYiuueBSwBIWDIlSaXHI+mY4TEdMgdZFHKs/WZgY6g76DzHBV9rVYDgftYn/gsxyTDkyFk2vNU2H+DfRtu6n+tPwFWLDDnaOu4mQAAAABJRU5ErkJggg==) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/ElEQVRYhe2WS4hcRRSGv6pb9/btnowJESGOo0QRNy4SiFlECIoL8a0BhYioARFBJIRJVppFcCcuAi50EAcVQVQmIYa41Kwk4EKzkBBEBxM6munp6Z5H31fde+u4kWnCSL+MoiT/rh7n1FenzqkquK5rXarfhKlzH4p4HhgDusrR2/ess7mn/pMsqiotp4kF8ttu6et3IIDXf/xcxDeIp1B+ADqk0D65VElNhUgFtFWNFhWaTrNohRWB3PdhYvNAEKbXYNUbAxNw7tRprC5JrWXns89jvRCjA9ABmQ5ZOXmKfDWCvMQ8vY+i1MiAEegJUNPjODQ79jyB1ga0z9TEdvXk229I6VewOsDqCpv2vkRiBQRyFJkaHKBvmN6d+17QHsrzQXuUKqDyywVe3n2/AniluSxLTtP0DPOp0BDonPiC+LV9A+fBUJqpX5I3j8+ubfDgpbY89N4Hg254nfSwBuO5sNRorbXH4pINMrSb0QHCCILUdQESRTUZOQDDA4xZH5N12+OZR1iOHoGeVfBXuiEzPLhrL9tm7xZ10zY6icaLR8+3odF37rpRbbaauR/OE0aasyc+ZfrIP5Tx/1ktzCQye/ik/PxxIu8fOj56BjLCEURvdSRsQnRhlXBR2D35CF8d/fbfuwdoWb488xkvfvKcmpyqqVo75/J3F0ddf3gA14hxS9063LAg6HbWw+KqA3RwnajrYKGDa0c9LK4yQNFYIki7VecuZxStdGSAvhdRc+tpwQmaEpxBfospVLw2ns23eCx4nPr2ZyTxheVaQf3O8zw18+jf/5D8vvGY2OYy2hUoCRARHI4X0sNq2hyUTVu3kDZXED/HBR4uCKnEmps7E4Os3R+gjCIMHsf8M2y5a5JyNaFMcurzs+KcUPyq+frWb4gbMZWNVeJVy73RfdhaMTBAzzBd5CMxlFf0OQwOwWHIlSKXggJN5kHiZeS+xgYpD7dfHegI+k6a4x3Rf+aqw3EH+9fZnGVaLAUWsLrgAXfgGnsbrut/rT8APbo/eYeUmzwAAAAASUVORK5CYII=) 15 15, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.5%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/0lEQVRYhe2VS4gcVRSGv3urqrvtyczEiY84KsYounARRcX3RsGFJkhcKZqQBEXISkZXKijZiUhAQbJwFkEQH2SQqCvJRnGnZAQZfCQTIzNJurump+1XVd2qe4+b0IkGpmsqIaDJvzvUPae+Ov9fXLisS11q2IGpb+ZExAPlQ6LZu/nmc3ru2bYgSzVFM4R+DOnc9UPn5gJ47eufRVSAaA+lAkg0mdGkbSGOfHodxXJN0axD2IClhtDuQmoDmJ/IBeGv9PCK018+991XGKWJI8O99z+L8Tx8T4PWJIGmHR8kbXUgyvBlB1mqkZwbWBGgKhrn4O6Ht6JFg9VMbZlUT+1+R2wWYCKNiTRrJ7YTxQIepC1FYvIDDF3TB1/OC6JReCAaGyvK2VFefO4RBfDS639Jq6kJl31qJ4V6CN2lz+if2nH+FgDs3rLxH4OmP12UxRONQb3Gdxyvfc6hmRdyB+9s6dU2jJaEVhgO6hFtWVNe9ZjiAOMeVJQb1FdVFGN+XscvAMD6kYDRs4y7btRjrFJ8A0Mz8G9NVn12Pv4M9226QybUJrpdzZhXyH6gwAaufmCdqpoOR2cPc21F8+Psx+zZly/x/x9F+6fl4FtvSLT/B5l59b3iCaSABb3pt4U4pLN4HFn6liduuIvv935SGGLVISRucuDwrzz/4RcKPqKz50358/ffir5/9RtwvToubg1qSRskyfJFBIjrONcd1DZrYNOLCJDFdUrEZ4Dap8h6zcIAQzMQTm0QnEOXAOOQ3gmy+Mxvn/RrbL6yxMLTd4pNAzJb5ZdbbuXJ96fP/zY8+fK4mH6IDhyqLYgITmD7TKz2PebL2ms2EHdDxAQ4KeFsicz2mTzSXWlsfgBre/hlOHAkYP1Nt2HTDtZELOyqiRNHZv7gEDfSb9cpj4zTTzo8WO5hguqFAXA2wwWw9fYM+Akq4BJwAs6A1cJDpWNk6yAxMVHVo2cDDElugKE+zb+C6NOnnMDGd8/tmd2GGAsmASOaR2fcJXY3XNZ/Wn8D1AlW3FWWY5cAAAAASUVORK5CYII=) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe2VS2gdVRjHf+fMo8ncpIlWQWJa2mALPjCKdaHgRrBgrfQBLkSIXViU7MzCRdGFS1EMbiSbBMGdUhCfCwm0i7aSbtJaaqE0tSVV783N8947dx5nzudCSfqA3LlTKZX2vxm+mXO++fH9/zMH7ulul2q1YOSzcyKZA+JCrBk9vO2mPa/tnJVkXtFcgDiEY+nDLfvmAjg8elbEeggOCg8ijYk0tibYyMU0FNmiIl6AsArhvBCugE09Jrk/F4S73sNO7YByOXf2e5JME4UJzz76OjpwwNUYNFGsKa98Szmt0cTQ7x4kNRok3wTWBQiUxgLPPLkfjQajGRnpU3v3fSwYDxKNSjRP9A7R3xRWgFqqyOL8AC3HNPb5jCg0jnLQaNxMwYaLDB16QQF8+vayxEuaWtWlURaWK3Ch/hXHw4O3bgHAO8MD1zX6ZvyqXLg6t1pv7LKcuPw1E5Nv5Q7etdLtbujuFmpL1TWAUkZXV9ttigPc1wGBb1frTSVFT2dOw/8LgAdLHsE1xj3Q7VDqKD6Blhm4UUEQMrTrVZ4e3CGPq53Edc1Gp5D9QIEJbHpum9LZb5w/M4nfUee76QmGx/Il/o5UIfLmyXH5efoSLw1s56epXznwwSeFJ9C2BY1THwlUqc1fRtQ8ux/r5/gXo4U/g/bjKwscOXqSN97/UgW7RlTqL3JlZqro+9sHsLaCtUtrPO4csV28jQBUsE59tc6cOTJ1GwEMFXw/WgNK/8IkC4UBWv6Iqr9sFbBoH0gtIn9gzFro46zMnkGf2YmnJIs8TDPgvH6EV94dv/XT8M9TPZIkVbRvUbEgIlgLQ+9FauxDV3p7txIlVSTzsMrHKh+jQ/pMfb22+QEy1cAtwZEfPR7q20EmNTLTZPZYWaxYTPQ7k9ObCZcrbOjsIazXeH5Lg8QNcgOsO6YrU4jbef09G4O1/1zTpiJNBRNBHDo0Y4c09kiUz8vDi7ksaLlo5jSi/42qtTAwePOe6R+QJIUkhCTVvPim/f+eDfd09+lvCd9DPcacnwIAAAAASUVORK5CYII=) 15 15, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADA0lEQVRYhe2WTWgdVRTHf/fOzHvJy0u/F1oVak1caSO2LhRFEBSqgrQ7sYRSWwXtKhvRpbtqoTsJlKy6swZUFEGtLlSUIlJpif3A2pZUzctLXsy8N1937j0uKklrIW8yLaWl/W+GM3PPmR/n/GfuhTu63aW6LRh5b0LEeuB8SDUH3r3/qpxdWybFzCiSWcgi+MTc07VuIYB39p0QcQEiHkoCSDV5rKkYQRIf21G4lsLMQtyEZEaI5kFMwEesKQThL/WwV3uAz8Rvn5HlmiTOePLhl/EyD3yNRZOlmlPzn9IwIQk5A/5OTK5BinVgSYCa1jhg80Pb8LXGR7N3ZL3a/tL7om0AmUZnmkdXDdOOhRDoGIVNiwN0bdPYB2dFo/GUh0bjWYWt/s6OPU8pgNHX/5FsTtNp+kRTQtiAifaHfBntvPYRALz6xsYrCn0+dlFOXZxeiPvrju/OH2b0yO7CxrtcerkJ9X4hnGsuAvRZ+urLLlMeYHUP9FbcQrymT7Git+DArwfAur6A2mWDW9fvUe8p34GuHvi/qrWQHc9tZWjoaxlSj2HaHv1eqfEDJTqw9vEBpTnDyRPfonvmGD92kNdGizn+plQp8viXMfnq5z94dnCQL346zva395fuwLJH0Dm+T1BNwtZ5RM/w/KZ7+eHQgdKfQQn7zjL+zY+88tYhVXt6RJlKiwvnjpZ9//IBnDRwMrcQSzBNKq0bCKAbOK+9ENtgGqtvIECuGlSqySKQ/ZvczJYG6Pojak5sEHDoKmAcIn+Su0XTp26KF7dUmDz8iNg4II9qnLQDvPDm2LXvhn+dXilZ1kRXHSoTRATnYHhvokb3+7JqxQaSrIm4AKcqOFUh9yLWu/ZSZYsDWN3Br8P4xwF33f0gVkKsjZn8dUqcOPL4HEeO3kc036Das5IoDHnigQ6ZVysMsGSbLpxG/N4r77kUnLt0NZHCGCFPIO14xKmHSQIyKmwdbhUaQddFZ84i+j+rOgeDG6/OOfY9kmWXTsSZ0Tyzzd26e8Md3X76F7DHReNchEGAAAAAAElFTkSuQmCC) 15 15, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/ElEQVRYhe2VTWgcZRjHf+/HzG53syRaD1oVapFcRFpLoUTwolLwA0QEoQqhqFXw4CF4Em89aQ8FDyUgEaKHglKV4kGKPRQsgogUqSEWDCYkajabj+7H7OzMO+/jpWyrgexkKgVt/5fhYd7nmR/P/z8zcFu3utSgAxPHZkQyA95CrDnx/gObet46sCjZqiJZgySC6fTegXNzAbxz7JJIFiBiUBKgU412mjAViC2+o5B1hVuDuAHJqhA3QdKAD7kzF4Td6uYObQDLzC9fkThNHCU8sf8wJjFoq8nQuJ7m5+YZVtIWPRwP2SM4p0HybWBLgOGyRjyM7XseqzUWzesTu9SLzx0XkwWoRKMTzcGRcaKu0AGiVOF7+QEGrunjk3Oi0Rhl0GhspkhKv3L46GMKYPqNK+I2NFHDEi8L7Tr81P6UL6IjN24BwPibe/426OzUkswurfTroSHP+fnP+ODca7mDd730dhuqNaG50ejXtWpGdWjbY4oDjJShHPp+fUdVUduR0/B/A+CuqqVynXE7a4ZqufgGBmZgU0OlyUuHDvHw3rOyV+1HtS01U8h+oMAGdo6NKm3nmJ05jy5f4dTFSV6ZzJf4/4+6l6bkzEfvSvfCtHx+/O3iCaSABZ3L7wmmQWtjHrGrPP3IfVw4daIwxPbjq9c4/c13vDzxiaocnFBpaZ2Fhe+LPn/7AF7V8Wz0aymt0JP1mwig63jb7tdZuEJmbiKAM3XCcnwNyP+Jc2uFAQZ+iBpLuwU8ugSkHpHfcf7aa9+TZZ4dC1n8ep9kUYDrVJiNH+SZo1M3/jdc+mNYEtdAAo9NBBHBexh/NVaTJ62M1HYTpw1EArwK8TrE2YhdYXursfkBulkHG8CXpwPuuXuUXtYiy7oszi+L9x7X/Y1z395P1KxTKg8TtVo8OtohMZXcAFuu6fICIv9ANB68v3qNFWkquBh6bUM3NqTdgERCnnphPZcFAw/9MIfoq1H1Hg7s2dzz40UkScDFkCSax5/0t9i/4bb+0/oLjTRFbUKhQBUAAAAASUVORK5CYII=) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhe2WTYgcVRDHf69ed8/HbtyNikiiECUI4iFCImJAxAh+RDDmoCjCsqIiXjysAUGMQm7iYQ9CCOIiKgQREjWIKMaDyBJQAjnIEkGDhmTjTmZnNvPZH6+7PCiz4MpMz4iLkvxvxXtV71f1ql43XNHlLjNow76ZBRW1WDyKCK/P3rTGZ3bHOTXLhrQGrgMvJ5sHxs0FcOCVH1TUB7V4xqeAYJ1QSBQJPUzbIHWD1sBVIV1W4gZI4vMiV+eC8PotTpT+yPzkwmfEsRCFMY/c8SRebLGeAIJGwveNY9SSJgmOe7xpMieg+SrQF2CyLGgG927fiyeCj/DYzCbz9J431U99JBZsLDwwOUXcVSIgTgxplB9gYJk+PnhGLYI1Fovgp4ZG4Wf2Pne3Afjq+UuqK0JS9XBLSlSBb1sf8VZnOncfDKUTc+f17QNHe/nNv1TX/Q++kzPftZJhHUoblEsr1VV7LKU0PnSY0QEmilAIsp49OWYYL41cgOEBymOOwHM9e+MGS7k4egX6TsHfOoxf4In7d3Hbts91m7kVabXxbDgywNDo19x5l5GrFjn90zxSbHD41LtMH3rh3+n4/6y65+f02IevanfhPT16cN/oHcgIV9Cuv6EEVZqtX9Fgmd07b2D+09n1ewfwaxz54gRPPfuBKW+dMUmpztnF70Y9f3iASCskutKzdewikdTXD6CdVehkrZ6dli7ivHUEaLgKJlide8dvRK42MsDAh+hkdYtChhPwyQh1kdCtjv1KtMSjuwP2/Hi7ph0f1yhzemkrDz8+989/SI5fmNBmXMVJRmCUUJUsg5mp0Lx2yNPrJrfQCKsk6mMlAC/ABR02XdvqFzY/QCdtYz345ojP5utvoZs2cWmX4+eWVLMMcb/w5dc30u1UKBYmiDtN7tvZJvHKuQH6lumTs2j6F0QvA83AZiCJIUkUcaCRJepaSHzCOGDqoXquKxi46f0zqPzZqlkGUzev9Tl8CnUxaAwuFp7ZlV1m34Yr+l/rdzE4OI17lEfnAAAAAElFTkSuQmCC) 15 15, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe2VTWhdRRTHf3PuvS/pewn5EEFqC7VREVy0oi5UuhEVv0AUoZZCSUGRdpmFCxfiyg8sRhBsBSOItBa1GxEkSHAVBRclRC1FsaY1qSZ5yUuTvPfunTt3jht50Rbybm6lFMx/d5g5c35z/sMZ2NT/XabdhjNDH2mgSogiTHLL8PAVOdMv3aPGL0C6CLbBzUfTtufmAvjx5Q81UiVQQ2R+QTpAxKEdKSExRusYrYFfhKSK2gWIl4lI6X+n/eUAwvUWg8oMocCXk2cQ24+Np9j36L0EgUUkRBTEJXwxucxKNcUlMHhXiGQO0FwdWBdA+sqgnqf33I2EgkQDbD04ZN7a95RGQYYYiwSWAw/0os0mNMA0U0ST3ABt23Tu+HsqAkFoEAETZvwad7Bn7wsG4NLJF1XcEmFcRZNZqM/x6elVBk82rt4CgJ37D//roJmxEZ3/faYV+0oXn31znuffHsv98P4p2WiCVrqpLi+14qyrgpS7itQuBkBvJ76z1ApNXwXt3nLtAKSvAuU154L+bqTcWRig7Ru4XMthmYeee4TRO3fp7l0GI6vQHRQG2HAH7rjhPnNRLN+eneCSdPL+iQkODh4r9ACvCxUiH2mO6m9f/8RtD2/nh69Oc+SZ1wt3YMMWvFkf1SqO8ytzLKhn2+MDDI8fzTf2/guARRzfnRrn4/1vmKHyXlNLQ76/8HPR+hsHmPMpSz5txfMKtcRdS4CMVb9m+XxmqGWFHSgA4DLi0tr4+NM3WXRxYYC2g2hH9YR6ACnhsVzUFONsa302sZSeHGD39KsaZZayS7j1bA8jT7xy9b9hzx+faNVavJRQ00BVwXviA0dMeOyQ7ujtpxrHRJpS8krJKw0Hq1treWq3B6hnQLiF6NQ4t9+0jZUso5k5Zqc/UO+VKZewfWyKuUaNno4yK4069ftvpGzzO7t+my4cV8LLPhqfgFfwCSaN0dSBiwmSmKCZEqUpJSvUHnstlwXtN537XJG/b+Q97Hz2ypyJdxXrwDYR6/AP5vN/U5u6LvQXL0FIC0wX1bUAAAAASUVORK5CYII=) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur71624 3.3333333333333s linear infinite forwards;
}
