@keyframes rwdcur90396 {
0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 4 25, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 4 25, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 4 25, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhc2XwWscdRTHPzOZjMM4DSVErUFDTYJp2rqIIIgUWUS86FnwIuhBRBCEWi8eSiki6smDB/8CLx49eZD20KMetkr20NTUNo0p27hudqebcZ3x8N7P32Sc3dmxFx8su/P7vfl9v+/73u/9futwv5a1XCAFQmAOiABfZwNgpB/UZwkYAnvAyLsP0AAw74dKwtUPOndUnxMld0wJ9pTkXn0CWctT8DyQWSdQ0HkF9IG+jvvAghI17y38FwXy4HkCARJhQ8e7Ov4wEnUXq5CnJP2ZWtASvV8YnUNSMAs8C5wAHgMc8xbwEFIHjyqZx9V/1qWeFf3z8ocbHH9dfULgFSW0jqjzCLCrv0NgEVirS6BoPpLT1Ws88fEq0fPAO0iuO0i1LyFp2EfS0FeSQVlEVTYqPLvAcpvj51aIXpzlJzP+kgKdRCL9TX1HCtxHtuGv9Qg4jbRAIthk+dwaR844XC16vwY8CdxGtuGejg+xSoT1U+A0YqSQTt5l7fwyD75cAm5sHkmFj0Q+BDaQtC0By/UJyE5YuMHKR/P4b0wAJ+MpbrF6FLiCpKGv4Hf1uVOvD2StAPAPOPWmj/tqFfh1Bt+tcP0rbOG5SE3EwM+AO30fyFo+8MABpy74uO9XgV/mD55haxOJdlen9vU7AQ6AZDoC0vvnB6xfDJh5rxo8ock9oD8A7iGFuIs0Hx9pTi7YJlIFHg1YPx/ivVsN3qPJAOjE2O3nIgcQSBMCUWGq0zDssf55iPf2dOA37ujiW8jW2wCuIcWXAm2kMQGkkwlkLe93TnxxBO+tavCYJrdBIm0DXyMK3FK3CNtDumgXnUhgxOlPZnCmAO8p+J+mUf2IyH5MgXpI5cf6Wqpj4+8DWZZ9CnxQDd5Jm+y0gTtITSXIiRgA2woU6VwHWwsAwXR9IMl1X9/LgXdpstNFOpyHyO0r4AKyBYeIKgmiSIxNhVfeCbMWl+l8WAQtAQeb4w5SdF39/kVVSZUESjLKQ/1bgawVAftNdrikYA5XD4FfYa/XZDvNgcdI1d9Ezv0BUoioIjGHzTMqlKVg0fzIkzB2k/jbM2y3EUnNrTcEftDot5AC7Gu0KdYS7OUVxuyCQ2yb7HApTnghXPwsJXOX2PwSeLoAbo7YFFuMkQIa+VPskfwPIYeiSef7qzB6FvhGF3CxN1wXyT3I0WvmjDpmW6bYkxBkJwxxGiUEhEQIPAeczi30PdLRxpmHvYqbyI2a5ibs6nhfLzeUExAScxpVXxdKsH18kiX6Xbw9y5zTGOYHxhMoJxVRfY8c4jQSTaWX809M1Hmr+8fE5HacpRgFBCyZ4AvUvRU7jWTCoikQ4zTGTI9Zspa3MfsPyQQgrbZE4v+9/Q0eEFwcfAxC6gAAAABJRU5ErkJggg==) 4 25, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 4 25, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 4 25, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 4 25, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 4 25, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 4 25, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 4 25, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 4 25, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 4 25, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhc3Xz29UVRQH8M8Mk+m0FtJAM2nKj4BCFQLVGIIrsAvjhp1LNXFn3LohUZeuWPk/GLfuWKqBSEwkUXBAIwsqFigwVGwn7TAMw3su7n2d11I6M6QLTzKZ917m3e/3fM/33HumYKsjrVVQzj2pYBxVjKCEUUxgtLTF4MV14NBCO16PYScO4DUUt5ZAyG6jWMAk9uEVHBFUWShuMYFsvVIEHMvdt7E9Xo/E52NbrUASv48KtYdZ7MAJofZHI4kSyluqQOrYl4IHKrnH+4V6V9DBYvz+A/UXJ5DWMtOBdvr0q470DB4IWe4XMh8XjLc73jfip4z5wgsAl+PLGXj1joNnJw2/V3A1/8tzmMfPgusnhI4oCS3ZwM5tA4JXMISCUM83L9v79SHbT64Dh6n4uwTDeBLfWcbdSG6lfwXSWubecszgnd/t/+CI7Sc2AM/HedwUumBBqP9SJNIYxAOZ9BXsueHl073AU8dcsa8qyN7ACu4LRmwgGaQNS5GA+6Y+qhp6txf4NY0rb5j7VfBLGfV4vSyUpjMIgSKKKw5/NqL0fi/wmqVrr5u7hL8jYFswYV1QYKcBFSguO/zFiNInvcB/9E/7lPkJ7MF1NIXa1/GnkH0bld4E0toYPr7uwOmXlE71Ar/gkRkLZYbHeVQVWvD7CLgseKgpGHJHPwp8esHk51NGS73Bn5gxh/ZCBKrjlrABzQpnQ1aKBI3N94G0NnnR7m9O2jXcG5wZ2wSvLbVwGTeQYpuQ/VPBS0tCSR5vqsADU2fHDe3oD1xM7DHBZNd054BE90SEusJ0k+52+uzCaXp23NCHvcFbZtbgtOGhcAZkD/NDSSLsiHj+ALE22p3udbm0Cn7Jv/Mzbk/ERZcpjpG0BJNlIEu6O2BGriitFRWmn9+GFyyceTtLolwKJHLgs1a+e8vt28J0k2CR5KFwErZxD3cwJ+56kchihCh67j6Q1tIZd52PYAVX14D/YnH2uFvf4tW4eEU4J+7hJ6H3bwo9n80BTd0yrEq6aQnyJLKoWaodd+uHmNHlCFCN9w/xW8y0rtv7+ciM0iEclxsqkL8939zlwMjYubZk9JC/Lgp1XYyLz+Og0OM3hX5v5TJt5ZZKBCWaCtPtvglgbwSpCsNmJmmWKaGm9fh8WTBhvvU68bqtML1KavN5IGzDmZsrgsFG42KJYLAss8UIHjtiFTSJ5JIIng2ufRAIJCoRfPU4jjEqGK8TATNjZeokCtPr6/9MDDYThnkwP/Fmf7Xy0Yqf5vpsN4pB/xe0rR1Im7rKZDKHs78PcAZVgGwUz0qSjyB9YXqg5QYnsJZIRqLTb8b/u/gPGSRmM4WD/8YAAAAASUVORK5CYII=) 4 25, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 4 25, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 4 25, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 4 25, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRYhe2Xz28bVRDHP7tZLMtJjVNSw6EKjdVIQMmqQhxAqoRVIcSdA5eeEFduCA79CxDixA2JK5ceeuKXkKIUlVJEhCq3VNA2blOS2ArJNrJTyzXLexxmXne7sWM79NiRVt43+/Z9533nO2/HHo/TbM0HXtKrAGwBt4BdndHBCyOdGwCF4DGAAuQAHygBpwG37mEgD1wBupk3DamJBwUPFMBXzzFgSscd9ZWBovoMtjYFdPHCGFuLDx6AUpjxBsA08KoG8EsqCKO+kgayA/j/hwFHu6+LG/W9D8+UIAJsEaH/MpKCvAZpEKZ6BwtAdl8ioR6gdJO5s/PcDoQEH/i7gwjwXWAbiDWgCNHH1vgBCLjLs7PCCpXPZimcluFfwATASX3uAxtICg4BP+gaee8AATjwonqO1amcnWPybY+rqYklxbgPtIG4DlxEWPhZJ0UTY4IHSJ4BJoFwhcrHFSbfehQcJOXPa5xHgN40dF8E6sAfwD/AU+OmwNFeBD6oMftmhclwL7izq8CCix44lIO2D7QQbZT8AW8OMqO/r13m6JkFnt4HHCwLLAHQRFNRB74FNnVKa1wGYsA0mX/nWfLlYeAXsFS5ZoBLwA1EiC2SNO6MLcLYmk8n8D4cDt6myl3ALAPLiPA2gR4JA2YsBqy1nwAjgG+ZKo1lYBFYQRTpBNxFyjFgnJNQwT8aBv4r99aqNL4CvkdOvjIJ5Qb5QuZ13B0pgFHBf2Q7foON39QVI7ttIgeC0fsdkuPYDNXAqOA/EbVOsb4InEd2uYvsvENSPXdJegMAf3AZ2lrQsfHno4Fv755i/TpSYnUFdR8qx/JmBhz2YyCyD76cJvfeMPDrtJZPsPoNovI1BSkCMwgDUcq/x/prwNaCf7G5h+NenDzLBQ/B73D/uxOsnk/tMAAqOu7q1W/nzszeFEhfV/6d9pksaBr8FruLc9TPpXZ8HOmIDutVRsT3HInqsxb308AssF6lwQW2sO4sT4Ffo3Vlnttfp8DyGkSa0YBE7TP9wPHCvmU45W6qNFhSUGd/0r60wOoNpOu4h7RlayS17qyHlKLrDWOS7qmHF8Yuyqw104MqDZY6PV4pHPlikwfHX+DORX10E8nxji48paAOzKSW6eGFHfpY/yqwNZvxvK5AM8DLCryB1Lsh6fWyTWqsG4rwwiZ9bP+DyNZOkggoRj4qRWS3MSLAGBFfDhFcWlcR8vWrO8qzNuwoburicu+F6IKtTKB14KjOL+m6LYShjUHgMIwBWVzaby/M/rMZNDfAaWAf4Cf2xJz9B0dwYysvV9qVAAAAAElFTkSuQmCC) 4 25, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhaWXTW8bVRSGn5m4ruVarmWCmxr3w5ZboqaxBCpSqSLqBUIsqJBYwIZdxZrfwW9AqsSGBRJ/AKHKpaKrtFKdgkqjuFHIR3EjJzWONQzDDItzbsdJPGM7OZtJ7h3f9z3v+bhnLI5rQRMgDWQAH7CBFJAEPGAXyAI53c/pvgN41jHBk8C0AthAQgFcfcMGSkowoe/2gTV9p584BritB6YUCAUvIJ73gVngbUIlqohS68BDwDk6AfEqhXgGIvkCcEbB/gLmEXU8YEZ/YwNFoAtsHI1A0Mwj3mX00E3Eu/cUaAZo6Du+knOAHqJQW9/ZmpxA0Ezpjz1dsYHrwDv3KH5yk6kETAGr18GeFXxcRJWekmnrmmMfPH8My+jTUe+mgVv3KX5+g3wC/kQic3JW8q8CvJmEVAHI6+aMEsgfJQTewLMPnPuVt67dIJ+2WNKtp0j4jbn6Ko7+k0OUm7AKgmaC/aVmL1NeqJLJheDGlpACADhhCLQVeNWQGU1AGk0KSbaKEigBnz6jXKqS+eAwuLE/ENVfAcEusKhnrQEvgW58DkitZ5DEKRCW3Pu/UPzsUiw4BMzToKCYr5V7AeypQ8lRCpgmkwZqSmb9Ny4sXCGbGgV+jy51LKQqeAA8RnLnDaQi0tEExHuzf17J5FpUvihz6tpo8IA6WSTcfz9Vz/tIF+wAZSAZFwKbUPqLgL9M+VaZUx+NBt+jzo6u/AvS9WzgNFK6PSQH/LgQpIE6WruPOf9VlczV0eA7KnseCAyBDlI1VST+q0giZuIIXEFa6clFzn1Z4/TF0eBQZxuJeRLp0P89QOR31fMOoogH7MYRmAb8J1z4eI7sGOAd6mysI7XehxUj9TbShhOI7B7hrBDbB1ZXqHxdGSPhlnjVrLPR0kM9RF4HSdw9JO6ukhm07nACQdN2mbt9AvvDUeAr9O7WWGsB7yLSPgJ2RAW6CtxFekBSyTi6NuY84Hrh39o6AubZwb1T5flDpKQeIVLfV089RHZXn13kEuoiOeEAbuRI1gheBjeZ5rUCrrcPvM0/35/h2TfIwHGZcNL5eeCYlK4nlFBHVTCOO8MJBM0AoMFZ9pFQ8Bc4P5xl+VskyXykZNPAE1UhynpYNX9wITYEdbZoKKix5+z9VKH1HXq9odcq4n0c+FAbmQN1tmj0XUrp7N0UU90KrR91y0hpI/JuEko9zPyD3gPEhmDA5pAr+LICr+n6JmFTMe3WDB0HzcGqHVofroBVC4kFzRmkr5oyag+8mUdkN9ORmZQ9dBhUc4eBQ5QCB00+QK4iF5MZrY39TjhkogRMrfsKHhWWMQkIiaISKCkISBUsclhyH6vWG+fYSWbCNuL9NqKAj9xqw6Q9lGxRNtm3oQwpBSQXekRnvItVc8Y5crLvAimjNmHiDTNz8Yxlk3+YCIl+xK4k35B6j7L/AWAhaqT8t7wCAAAAAElFTkSuQmCC) 4 25, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2WT28TRxjGf7taLWZtuZGTQpISGlpIubAcIgFSqORj2lMP/QSVeuitJ6Qeqp4rVeIT9AP02H4AFEtRlRbUlg1CBPHHQo6LwAmucd3FmJ0e3ne6C47jdXrhwCONdsY73ud5/844/B+YyAV8HRYVwANiXbs6/Mw7gAGQeBwEQlzIDBdI9OOB7vJ0lDK/F/RdRwW4kwsQ8kBJLTk6P6mELX3OKJHd1wP6+i62KieF/Zinz0DHScTNATAPvAtsK2kJOKPkj4AtFdabTICJsqJ9YFYJjyjpFPA2sKTrG0AZOKbEvu7xgN85QA64mfkR/Zj1wtkNjn18gUYPOA5FD/4+DdQzAn9FLK/ouj2pgESfPuJWm+HBGnOfLTMFNBAneMAhD3YXJdeSARIO6wlg0hxwQjCRtcADQuDsNRYuLjOFw6ZufIxExwPKnjyfevB8Friloh8AsTtEMgom8jCRLaUAWATOrzP/yTJTiym5xUPgKPCWGu4CnAaekSYh+QSYyGa39VgPYJ351RWmS8PkFptImhTR6N1CKqGFlGFvvIC06Vi4QOkhpz7anxwMZ1gD4DDwAqBJ2rAABnly4NU2GzQ59c1RCp+OI68BVUCMTu4hnvuAtEvW84TA7qkA5ccsfTU3EXkMtAHuAMd1SxHoAjN5q8AHwnu898UMh1bHk8dUKSh5E+hfQcovAe7r3AXiPAISYPU3Fr4+QXFpHPk6O3GVnQJMA80WsAH8giSeTeQy4oFcAspbnPh8idJY8ho7VGnGwDVo1oGrwE3SbllGOqCvhhWccezPzIvLPu6X48h/Zre9wvYNtawGREitd0hPz0fIuTAL7AK7+3rAGPMtMJZcLb+JpPsfSBeKSVt1W98lyNnQ0XV/pAAlv5TH8irNDSW6gyRZF21WmXk/I6iF5EIhXxX0B+nc9/4jb9D7aYXtH4H3gX/U8kRJ7eHTJi3lRIXY61p3ZB+o0br0KmmWvMYTFrhrz/vryNnfAG4raaxrqz7R33pksLcHTGSq/MmakjlsvkR+lSeNKo068BRJprb+s66EMpywg4liJAkT9sC+IciKsLhL98o5Gj8g50MbiadFkFm7mMjFCfuZ2/MQ9i5DE5nscq03zYfB3Hd/8bxSYet70jvhgPQWDNL2rDcSnLCZ+aa9vmfDProKsqgW3xkWaqJFJP5WwABJPovOS/udsA9Yb7hIiEZ4IA/kQzPIgR8glg+QWHdwwu4+/051HVjAsCB7TR/ghHsm3Bu8wWuJfwGRyERv67zLqwAAAABJRU5ErkJggg==) 4 25, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhe3Wz29UVRQH8M+MQ61jKXWsWhEpKRUR7YACiSuZoMbEsHJl4k4TEjZuXLhy6V+ja9eo0YVBg8OPaEOwwVoqKdNS2nEchnkuzn10xDKthSUnublv3p17v99zzvfc8woelGX1Ep5GMb0pooKx9Fzu+fdlNNEoPTACATaKYQyhi1J6V8FSAu1iAC2M3D+BrD6IQRxKgANpHsJLIgLzWBZRWElEoLR1Alm9KLwbEB7uSgDNBDaVwCfxCv5I4A108mPuJwIjCRz2YW8i1MFvmEhjBLN4SkRipeeMwa0RyOpE2HMiY6j86Pnjh/2+gJNoJ4JXcFGkZExEZyWtFYu2ZkVrah/CwA92najaMYnX2VeiUuaxEsUJkYZyGpW0r4WVrREoVLtCzdCZsffNo57Ytc359GpaFMOkkMZIDW9hQUTjmtDCFgmELUPDi6fGld8tOHfX8kyadyQS2yfwttBIKZ//nwayeoiuUG0rVFda2e3PH1X88L/guZ0TxVDAbSIFXaGb4c0TiJLbIxdeVm92TZ0q8PG9wclM+Ro1HfxNpCC/N8oobjYCO62p3qL9nxXo43kv+E0s4vZXIiTDQoDY/D0w1AP+yYhtmwBfVDN7SeS6KzTTFsq8nEgMbZZACXvmvfDBiG3vb87zeaIcRhP4hUQkL8Nf0O5fBVl9UFbfiUO/2vPpMwY3CU60AcdFBBbwuLVGNCg6Z/eRPuBjonbfO2v3Ry8bPrwx+C01vUcWSqxuFxFsWGtEmSiL5X4RmMSrF4wfP2jHgY3Av3G9XTPX8zbvxqWR5O0hPCdEmGuisT6BrD6Kd362+8QBw0c29rzpmMYAq7ghtJY3vLLkeSktLKfFBubuJcLOjL2vjStXNwbP1BTF3bIq6n1VtIp2wr3TlK6Ka3glkRhYn0ChulTJ2rN3frc7a2tpyxp4K4G1cMtaiWcJfBkuoY65NJbSps49NfCTGyfvBv03+KKaP3FTtPmlDq35SMGNdjh5E51ZnBdlOJvAO2leKayLntUzOO1Zx4zqTUNmyhmLV46avcbgkaiopYuirhsi6WNpbovu912KQg6ei2S+70VUc9XpBJrbt6633zD3PVq0ztPKP0Kn8ZcUcxH/Js6kEHV7ju6ioVDt9o1AbqebT9pXrny55NbuA2am8YXI5ZC46fbjbPJ6OG1ridBPp+eyEGMHTYVqh+iTGxLAwXTQ/vR7IXk1kUg0E0DeM9oi3w2FalMfW5/AViy+EwfSiBzHl9NDe2gPra/9AzDgQ5ttK02AAAAAAElFTkSuQmCC) 4 25, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhe2WTW8bVRSGnxlNXDNOrTQtBtwSBauEBlzzoQpFQNEIIeiGJZuyROqiSxZILFjwI/gj/QWpFLrphrqoiIiWNLjGRPbUdhzbcYcZFufczLS1PbWMxKZXGt25d+7M+573fMyxmHdEVQAXcIAssAJkgBDo6lUEynqmD9zT/dCZm0AMbgNngOXEs7w+d4FTwEmgo2e3gdF8BKKqreAABcTyQPccJfMuMNJrUfeHwO+AM68C5n0bkXlNgZoKvg68D/SANrCESP8AcYX/X7gAxPISIvWrwFuI/AUBtT+CsAv8oqRfQuKFeQmEOi8B7i1Wvn6bWhnCGvAyUAW7LI+tPLQ+AK4p0bPA3uwEouoiYrGN+DIEyncpfbGCW1ZOi3DagcF78tIxxFYLaJ7T95aZKQYk3UygmZEFgg7nPs+z8JnFbbO/FCfDAZBDYjMC8mvQ9YGbQNaewfb8E+D6+fXv8yxcSYDrMOsc8A8w0HkBJBB94MwsBLJjwL9zca4+DZ4kcQAc6my8ho1kRn4WAnZyTgeHiPNskiOuQyPgoA7s6ZH2LEG4jKRauMfaVy7O5TTw64R4R7wPEDfQBBpqSHc6gaiaRQLvLFJmnT8offkixy6lg7fxOFTeC4j1vXtICe7rNUUBAV8lrnCn77D66Sq5jXTwDh6PkADcR9KvA7AF/Iq4YAgMpymwhNTuAlC4TvHbdY5n0sBv0bnjsfum8A4Q6UfAYBuJ/l2dAyA/noD8ZFaBDcC5S+liiVwq+Bat4UXqPwMNePiJZO0hMOwhaTfU4+ZnNYHAUQ3nlSorl0rkKumy7+NRbyPxsg2DazC4gPpa9giQoLBVlomVMAP0tnlt43UWnwH8EI+dLtJo9JC82xElyBI3IoEa1tT7iQ1Jw+eNH06Q+TgdfIDHfdRC1LoAkbsNPNK1KQghsSv64wlYldHxKPSP1qMgfpZxEuAP8ajVFSBAc00t31cCrgJmVIUWcVPSn1gJf6L1zZOgj4P38aSwFJGothXYBJiPuKSh9w3gbyUx1L0JLVlUjTz+YlPBLG4/Bn4Dv+vRymt0B4j8OwkrjZ99VcS0Y0Z+E5i9qZUwScKM39jf+pAHVeAd/VCPuCPuKth93Q90z3TIrn7G1zXWJAWSy83+SVz3hZqNNbrAnz8CNX2U0auoFtWVgKMKmLUZ5o9qfkbPRgA4j+RvqFdBQXpKpkjsW6Pqrs4mzkIlM0zujycQEwGrYirjKf1IE+n3zBpETpP/JhNMy24ISGtuVQLtrpx0AtPJuYikQ6xKf8IZWwmEWJVw7Jnn4/n4v8e/MzpiEG6PVs0AAAAASUVORK5CYII=) 4 25, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 4 25, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 4 25, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 4 25, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 4 25, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqklEQVRYhe3Wz28UZRzH8deuy7JZS10LNhURQQMY0zbqgQMxdg8ejH+AiZp40Js3JdF44GA46cWbF0/+F8YQA0TjAUOahRj5EdLq0las21LKsGmXHQ/PM3TAll1sSTz4TSYzszvPvD/P5/l+v/MUPIxIG2VU4jEQz0Px3w4G4/VK6SHBq/Eoohzhu+I9dJGgvLUC0oYIrOTgg6ghYxWjOEi22oFSBGTvHYj3xXuEdKO45cKmcGmjJlhbwjKuRdAuwYUy9uIFbMNqHNmJYxb/vYC0MYg98UUlrLQc+nDIhW/wLHbjyShij+DCL7iOdrwvbmYJBiNkCOUpz721w7Y38B6+Etb5dSxiKo7JXPk9ithUDtQivHLR/vefUX214Fz23weYZMcIlRH+HMBZYe1bWMKcTTrQQfWspz89YOBgDp7Fi+wU8nBxD6tD+E5w4SauoFu8d1RfkTaKaF22/52X1NaDx5jCNIbxSFVYtgSPx+vfHsyBtFEREqo87+AnO21/bWM4qTGn/dWZkJS4nUT4EGYxj+X+BYRZ70NxwaGjNeV3e8HPWGhOmGkKZTkplGmCmSig/SAOVFGadeBYTfnNXvCG6+cPa54W/L8slioWhBJMsPQgArqzDhwbUekJP2OheVjzRBQ9h0vC7EtC+bWEitC3gFWjx0sKPeE/abWOuPqzYHu27jNC6d2ZTDxX+qqCNE0/Lyl81E/CHXH1hGDxstCEZuMjeVZbWI4efSBtVP9w8Gu83Qt+ypK6mbZQXvvieS4+MifUfyI4sSi6cF8HVo0eH7a9D/gtdfN4YgDj1louYZmHhVlfi/AkCti4EfVr+yk31E3hZofbKO6OE2sJNnet7YDaOfgKVvrrhCudtSMH/1FrqW4anQ6PlcLX9o6zw9Y+u8tCReThbYXxjQWcMv/xnZts4xTPqTFTbn77iqvfk14JgGUU5ADzOQHZ76KIlsJ4m43KMG2kdbNORljBubvgF9z44XlTX2IC5/Eyt0e5tVeweTHOOjsSWSeM4CzuWwV5EVmctzQ5ZvqokGgXhM/yrwGy2sSIkOltYfPRFTphaz1Gz0ZUN+tksmKiuvuLFGOmPxOszWJUqPVanGkjClgQluEKLsZn8+P6EwD1R59af+uWNiaF5NqHppB8l+J14u6221UY/4eAzW1Kg4hs309Ylmxn3BGSkSwvHoqAIKJqzc28iG4UMq8w3l1v6NYICCLy4Cw6SBTGNxy2dQKCCPJ1v8Gs/4//VPwN4OxQ5yQV3KIAAAAASUVORK5CYII=) 4 25, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 4 25, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 4 25, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 4 25, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhe3XT29UVRjH8c+dDsNkGJoCA4GGP6WAkgZrQkgwksjEhWFhXJmwZOeGFWsXrnwBvgHfgIkLX4ApRl1oomYA01QDiG2ngTKttUza4XbGxTnTXprSGUqXPsnJmXPumft9nuf33HPPTey2dWpQwFBsbTTRiq2JHPJoJbsMz0foBZxFivnYy4CXMYd2fhfhOZRxMcIL8coQShGaF7IwF8fLu+dAgA+jkoHncRhHYxsUJJjCD5h8fQdC5JUIH46gw1hAEQdxHONYESQ5iQYevp4DQfNhIfpi3bkbx/xxH2+IKcb5ANxbYbUtSFIRpKjvzIFOrSxENhR7M87erNj7cVzxPd4R0l1GPiRjX45nZVaXcQmTAzuAD+JEBI/i8gOj108ofTTgbnfVSdwRpDiEVfIlllqsDZAr02nicW4H8VdsPE6Vu059OGLftcSdzeveRZuDBfZU6AjjAbFGG6jsRIJSbINTTl8/p3xxC3jXjvM8Aos4UGRJkN8gjvSfgU4tF7UvYmzSyKfnlKvbwHW85bb9adgMC4Jqh8R9qYG5V8lAN/Kxe07dfNP+S73g33nauuppgb1xdgUJ1lq4i1x/GejUCjGE0T+dvjFmsCf8toarZpuhXBLsE1K/gGJBkGC2XwnyGPvLmU/PKL/fD7xqpolGKL6C0D/DamxSPOhXgvyU05+fVHqvF/xHjcWqmYIgV46VJqUSs0It5MRHMK/fGnjuwmd5SU/4zxamr5gpM1AKUT8fIW3QmBRSfjR68QsmMf1yB4Luo/84fysv+aSfyK+YSbHCHqwhXRHefN8KO+I8nsbs/Ib57TJQuW/0i0F7Puit+aKque5r91HQu/VY2IofRWgdD+Oa+0JFvvw8sObCrZykD/iCqhbWmvHmBVZrEZZmYPOYjk6Jc9vWQHv9VyvdmC3k1+G/+/enqukjlEYwIWxSD8VtFg/iuBjhy5l7L9rySNapFTE64di9qyrWM9BKX4D/anHqor+/FtK7JGj8WNhtikK5T8VxS6j61MZrOkW6VQaGca+qbiLCEne2gn+DJ0KRpTHSVowujcCGjZSL11cy49xWDqynPutE126bV1UvZwDdyA5GJ9qbsrCdbVmEs9lBVd1Es+Xt0uEvn1gdraofz9y4HZ1IBQmWMwGkm6J9Ibjumq2P5Z1aZ9PMiQi9hsvCLlPAV9HhcgTOZf7T/RbIOrucud720lNxMp5ER0rikSv+YTL2QzggVPaSjcNm9zTcjLCc8Gh257LwpmRcr624tWk8HfuiEO1sXLMsGW9HpwtCXeRsSJS1VDK+/lz3/jLq1IaEFG+2pmR8881f2fr7NAsnoW7lpxG+9LrwV7fw4fm/7ar9B8RTbrWqHO/OAAAAAElFTkSuQmCC) 4 25, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEElEQVRYhe2XTWwbVRSFvxkZt9iJgRBZaepEjhs1RiUWoRJCiIoIiZ8VICGBVFViwa4Vyy4Ra8SiK5QdC1Zs2HbdIqNSgUpxoUmTkCZN6oTQuFN3MjLTkYfFvS8e23GcmHbHk0Yz7/l5zrnn/r2xeBIjLNlAATjc8kscSAMVIAb4sSdCAPoUzAbqkfWUksrpvf54CYSluAIfjlwB4Ct4HrHcBjz+swJhKYFYG4sAB/qreXccOK77RoBRYANYAOK9EwhLKcQqAzKuc1fXhoABnaeBJFDTa1DJbto9gsci4AAZ4Pgtxj4DPgVOIUpUgWO6JwDWgXv6XxuI9apAPPJsA9k5sh/nSL6ua0XdMwvcVcCE3h1gU8n5Vk/w4vsBQ2aJ3NdjJN+1uBHd5QIXgZ+B55E4iCu4hwSm3asCPhJMr86R/XCM5Gst4AB9EPsIgozOy4j/PSQ1B4BEbzEgAZYvMfrJBP27gesIQPMdCdIAUaEPCcTqwQlIrmfvcOz9SZ4pdAaHkEl+ZSQB/A7MA2tIEHq6JX0wF0jqfX6VzOkREsPdwG/xsDjF6iJSExxEiR3rAf+gCuR/InPmFZ7rCr6CdzHP8vc0ZL+LZMww4n8b2Ni/AmFpaJbshTz9Q93A/6L2XZY/Z5C0SwH9wFP6PIS4oAZs701AutowMLpE7osO0d4EPo9bnOD2DI1mVAGO6Jaa3mNKwu2mwCCQXyJ3fozk293AF3B/mOB2EXgL+JtG211AfO8o8I7ruxFIrDJ+LsPTXcFvUv3lBCs3EYld4B+kAN1HLHeRILyiuAHg7ElgmxfOJ4h90A38Gs7iSVZ9pM9X1XIQn2/rWoBYv4Yo8CwdXRCW7BonLhzCPtsN/A+q105Kqr2HFJ07wFWkWrpKxkMqYUJVMIrca09DCbzxBzwa3Fnzg8YVAb9CpfIiKxuIf30FcYCjCrqhhFwFNz0A3bfrgeRl4M1ZHp5Oc0hW4jEB1+NDyCRFtrxTlH1EyjKwqNbOA1uI5HMKaMrvpgIHqsSuQVgDvpxmnUsKZnGjCfwyFaYpB4gvHeA3YFkt/BHxc0rB60gMrAFVrIIfUZr2diytdttML3GEN2h44zrO3BSbeTGoDtxfBr5C5HaRWm/y3aFxQgLwsQq1yJz2GLAKXnQ6zTqXvTIO/jdb+N9OsToDj5T7A5BGM4D0e7vlnQHNo3W+iwIAYSlsWTkasWQYeAl4B5E2hbgggfh/XoECxOfmWF7HKkTVADoVIqvQTEzcYvaadLIRP9SQQPRoDjDT/dB7k7J7E2gfQcveZaRMm5QyJ53rOjfrdcx3gVWIfqAcmIBJJePfQMHSiAousNgaYPsZ+z+UStoY6aNDKptVaAuwx0tASIAoYZSTYOsg7/9jP+NfVFBo6jgNdscAAAAASUVORK5CYII=) 4 25, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 4 25, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 4 25, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 4 25, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 4 25, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 4 25, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhe3X32+TZRQH8E9L13QDRp1IxsRlDiQTZBo1RghiL4zXeueNV5h4ZUy8IDFceclfpFFjmBFFg4RU5FcITrKNObuyzNmVrvb14nlKx1bWbnDhhSdp+rxvn77f7/me7zl9mvK4Iilm4qpvg10ZZOM6jUrqMQDvQH98IDRQie8Z5JGLxDKoRhJpNB6NQADPt/kkEwkcjOSy2BdJVHELM2hk2ny5W3Dx4WtjD17GQASpxH1Pxfe6kH0aU1sn0JJx7b23cVjIdk6Qf1BQo4pJLdWWHoVAY9V6ECcvGT7xktsVIftqBM9jiG0jgd/yMC4KSpQfhQAtg717ztPvHdbfzOxCBMhjjN4BtiNBegd/NwSF9q+VsLtIilmMCmYbumT4nWMG8j0uN3e8iss4yBMDofw9WoLYHRe1rREIEmeQmXbg/RftOpTyy9o9H6DBNiF7qOEvQnluY36rJcii/4ZnzwzpPdEGvBl7+Edr/ixguYRFm2rDVsvlBOcPz3ju471yG4FLHDGhpmBO6MblBXwpKJBGrTOBAL5Hq+0O3DT66V65tzqD1xVkcQ/LcF7IfgnXMdeNAs3MB3HoqpEP99v+emfwJQX34p37MGVhNlwXSlDthkBOGKOHLnjm9JidI53Av1deLJjtD2ZvCMarX4rJnBNUeJBahxj90b7PXpEf6gT+nfnKG2ZuBbA/RlDCF4LrCZnnmtjdEKhfMfLR83Z2BJ+womClDy8Ic+BbQfZJ/C7InxYcmeuKQM3h0z3Sr3UGpyAteLUnw8ps/LiKlUjkZgTPCkbcuA2TJDmDT7rLvIEbTcDmeaAmNH9DqPus1PiCpNgvjOL0QwlE8FOdwM+ZXyqYaQgy1yPQIooR+E+h7lOREKnx5p4uTVirt9bZzH3wny1MHjfztTCax4S63sJXMfOl+JqMZFY9KER7AkkxP6F06k27W6C1+gPg55VLR03XhNYaFNx+UzDaRcyKx6741Pp9BVbFw36M7hbcMaEkcWRd5j8ol4+anhPqnY8gVUHmq6uAVoOXpMbXAW1YgoI7zkbQZvxq8eIx01eE4TQrSFzGPK4Jct+OJDIRvNIOHNofSpNisvrybOVJu/r6rvXaVh4z+Tn24zf0xizv4ptIpCa4vaGL6IqA8KN+HAfidZ9Wm+WEjK8JxitLja8z2+YItCe1DyciIGHSVbX+B0xJja8zWafYzIGkhJ8Exy95cNhMdSv52tjcH5Ok2Ce0XZN4zSYlfzyRFNOS4lbPk//Hfyv+BRWxSe/bQqhuAAAAAElFTkSuQmCC) 4 25, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 4 25, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 4 25, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 4 25, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 4 25, auto;}
}
div.testarea{
animation:rwdcur90396 21.333333333333s linear infinite forwards;
}
