@keyframes rwdcur73895 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFP0lEQVRYhe2We1TOdxzHX090kZRbifAQZzEVi8pZ5ZKjQtJc9hAzRpJhyyVMzJaN4bg+uRw7QmyuuVQi00Smi0sLrZjcWzdL9Dw8RZ/9tXOsPSnhj515/fk55/f9vL7v7/d7Pj94y/8dhZ6avKZ1aoWBvmJijjGhi5tj3PwYNgOuE3JsHwtXjKSbKgXLhQXkaL/mUpHh85/URbp6gdZKY2zduuI6+Rkn9oeg6jKGJ09Okn2yKWWF5uQ9bIuDZQWzl7YFwGJG0StJVEVCw73FyOamGH1SLitTLss1ra2sTvCRETN3yoZkfwHEyvmyuKiLBZAfU5Xi5LFC6iKhN4H+Q5Px7RtAk7RfKSmJQf1tO+bMjOJhl4EEux9kybb2tLH+A5fWaQCkn1WSp/FicOQ96iJRFbmpc5bwvRPEKyJbfivzk59zmkivD9cKIEEzR4vZ6GJJLflMNuy1EECWpKdJyh1LGT5phgTv3vhSSdTXV4xLsSf5h3KSrjZA3TgIbUYzTu2ZztEbszkYX0KYRyR7vi/jnCYBcCVrTwwPXOZSYd6Y9+yakHK7FT3b5gm1eB16j8Ctq7A4Ih7fkTvwcc8gcnkkfqG70JXEcS7xfeoZ51Gs6EnSIlc69R9J1PJwGinKUVpGo97Yirj4IShHFlCbJPQKeAapOZU1hUdXihisnE/EYR9uXKvH3aLuWNi2oOzPYrbNCmTsmE4EK1LZPNCOsOHzcOxmgKfLFeRpNi52sahj7GqU0CswSDkR48aOJOxajee07ZSaTKKbUwa6Sls6tszlq9FRjBrdBZsz7Ygz8OZ4YW82O9sx0TuGFpYPKNa4MiIgC422DxO2XnqhhF6Bzt0tmdpjOL5zdzB7vJrfL+bi6iZkXrFgU8g0vOzH0q6yOXccynE0zKKlXTqHte4cGe/EvMEzsXHowOmfmrE9fhIdTeewcGWPaiX0CnyhWkdqwSC62F0nZHkY3eyvc/eqgq2zZrB0hDUNWxvxpKwScyN4WmGANr8xlV1vkXGvkM6qniwYEIhGZ840v0Dua/1I1x0gaJNar8RLzQJ7z7FMNUsmQVS0MzyDTlePUjGkXqkhLe3vQ6YKb7cVzHUbR+oH31S3zD/6VvdMJCmnDUVPvIhY9Q7ufe5xMasnscsC8J7siP2JUgpdOmKW2wAj8xLu61pSYV6EbUYG2T0acCA6H/85a3Fqv4/M0rUcP9kQ9ZwQPuoT+6+eL3qnYj0ol3HDVqM1HUr9B/vQiAebglXE+DuwK88Zbdu7lGuMcZUCjlq3YuAFB8Iyw5myYha9/I04FNWQ4DHrySkIJNB9kd5+eu/A33L5cbYM803j8a0reHmcxUDxlIgjkxh88BLDrJLpfesm/ma55LcvxOKGDWGZ4Wz5ZTpxKSrKbt3hfH4Qn4fOr7Z5TQIACmerFA7u7Uhaug2P8jRYNEoi/HQcQ2Ovkj7AhO1WTTmf7E18UgTtffby+FkpVhXZmFYm8GXgMi4cmFJT0rVCEq8Pk37r7kkH552yPtFHFu35TgAZ0jlYAOkbGC9rdislveRjcVqQKRHRQ2s1E/TOAj0oPDvsl+0pz8hq6IyZgQnJGg+ULrs5lKZia3o4UbHlGCq8mbFmFCXRx/g0PBpew86rIlaztWJqdVSijjaVGxX9BBAj61Oy5YCF5OrsxDey+KWmYU13oCqKwuWmhC5K5I6hN2dPOwMQMO4C940CmLvqK2LHN4c3sPOqiMkYrRg2PSGAXH5oKjG3D9fpj+iVJJTvrhFAYi471rn5q0b1fNM3HnttJN7y3+Mv1CMzOTK64jIAAAAASUVORK5CYII=) 4 4, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFO0lEQVRYhe2We1TPdxjHX/10UyzrqEZXkvslVLq6xPxCWksYDRuKMVmZxeQITRbH/TLbnLHKGZlLpVxzV8mQy0+Mmlq1VkT004We/bVzsF9U5o+def/5nPN93q/P+/N5zvOFN/q/S0tDTf6lPvWSQlNxy3U9giJb0lLvAObdbhFyIJmw5R9g75mOyUfFZKgXkVCi8/QnjYGuG6CVtR42bj3oPPkJ2zJCcO7ix73KYxSdMeZh0VuUlFvhY1JD0FIrAIz8Sl4J4nnJjMVKaaH7m+j2q5YVqVfkiLqtRBz0kpFT4yTqlK8AYmp+RZzmlQogKzOsxaHXcmkMhMYEevmdwmPUWEyysyirOsSOJTZE+cVQbjWUue57mL21DZbWRTh1OQtAdpo1vxcOZnh0AY2BeF5yqspR5sZPksER2XL0oY/EXH9b+g5dI4BMmhUgzdxLJaVspiyMNxJAok5kSny+ifh/HCqfbN/aoCS0NRVPpnflfEw1x1ObYtd6CupfTTiRHMz23NkcSnlAuEcsyd8/5FLeQaAPqt0J3HNdQI1+U3p2MGFnXmv8rQqFekyHxitw7CEEfZOC92exuCov8sOyzfhM+4n7Zfu4uMeJKr3blFc5c3xtH4ImWhCzcjHNtSoxtdnFukXGZKa8h7V7MfVJQiPAKOU6rqmm8UBVQoD1PJYkeJF7tQl3S3pjZGPGw7ulbA0PZI2yPS0PK1hgN4xw/8/paK/Ac7CK6sfZOLkkEZHY4aUQGgGU/SbTooUTB3etwnPCj6AfjP0gFbW1bWlnm8OygBiivWxIrhrK5YG2pNrrMO7d+cxSJmJmXsGjCneUk1Wg7s+kVZdfCKERwK63CZ86eOM9PZYJM9dxM0NFN7cqblwwYlPYDFx9BnFb3YqOzc5hmtMMb4MCbhpeIcplPXOHz8C8W3uyDrcifmsQZq3DCF3hUCeERoBFo9eSWDyMLg75RIWFY9frFndv6LLly1C+9jDHzECBWqFLTZMmGDa7w6VSY7wMs8nITWJ9QFPmDxlHRbk+H04OpFrtz7X83UzZuEkjRIN2gc+YTjhn2pCm1MHiZhk6ekIl2txDn77m5WzTGsT0AyosFhyh3/iyuto846tpDLUA2XbdEnXlYOIi2+M4rADVWWcSNozFf/R9KjNcsbR9Qla5GYrKahRGWhQX1KC4fIsyi1QCxpfhG7wGu847yc1dw6F9hkSuC2FG/6R/HPpFcyrv9MhhzMxVPKn1o/bxTmrUHmwKHc3cbkGkty/GVTuP0loFj4o70qHjCZIqQkmLC2Ha8jnY+yo4utkQn4kbKCkOJNg9QqOfxjfwN9wfWW0Z4H2WR4VXcfJIQ6H1mOjkIKIuf4vLhebkFA5CN9uF/nqZHFf3JC0uhNVngtm3ewQVt/P55dIUlk2dV6d5XVfwDISPabqYWC7E2MqcB4UVaDscZ/HJVOZ7eLLX2Y6idhVsVHciMzaBNo7xqJ8kYaqdDbUHCV0YzVSH6JclXS9J/K0RMjC8QGxt4+SrVC+J2LFSAOnqO0oAGTAyReZvt5aUsgnSa8olWbrLr147oSFksjrdlyKVG63bnib9whecXpvP7ZzRbMhczM+x3Rnito+9p8ZQnHiOG7mzG9q/fhCmI9ViarBflu03ltM1AwUQI90TsnS3kRyr6iDeS0sbtA1f9Ag1SevPeAMCl6dyR0fJtZOOALw//TyVumPZELmQpDkt4TWc/HmJvptajHWOCCCJ5QaSkLe/UX9ErwTRznq1APLdle6NNn/VqJ42fe2x1wfijf57+gsrgi50biXZfQAAAABJRU5ErkJggg==) 4 4, auto;}
5%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOElEQVRYhe2Wa1CVVRSGH0BAUMBIwOs5cHREEUQRgUFxuBRQQZCkBpjXUDFjQkUtQdDDkImaEFmQ5AUZtVQEIQS8BDhKYqmBJ7S4qKEiDKhwuAq7H00zVgcFzB9Nvj/X7G+9z/fOXntveK7/u9RU1MS/1KdHUldVjLuqzdzowZhq5zDctJzQ7BxWbnmLifZFGL1RQ37zRvbWaj76SV+guwcwkWojnWqNZE4nSYpQxlr5UNf6Hc2XDWmq1qf+gYS5Rh3M2yQBwMCt9qkg/i4RLPcQplpVQmtCu9iWUyqONMvE2lxPMXNhqlh/xlcAQmpcKuxC6gQg5N9LhaPNFtEXCJUJmM84w/hZAchqLtPQdZqsGFOSvFN4MORVNk47yvI9ZpiMvI2dzXkAKs5Jqb3ljndkNb2FUAkwZrQF43zGIZmnh71THjZvX8TSaT85MS+wcGUgu2OLWXsiE90B/n+st9rK2mI3tKu2EnwwtVcQ/VQVi4ssKdnTTnGeDtnSJTRXmVBwIoS9lWEUZDcTHr2fkzubKC3LBexRpGdwz0lORz9NJpkb8dWNYSyU3BL0YDpUJjDRWjA7KRvXFfuw9brErtgveX3RAeoasrh0YDJK7QqalA7kJ9sTP38IKfFy9NRaMBxzhIS1+lzJ9kFqVdOjJFQCLLBP4LpiGY2KWhZI1xGZ4UlliQZNtZMxMDWhsb6OPVFBbPaQUFrsx1KHVYS/Gcroieq4eitofViGnVsmq4+ZPxFCJYC7TxBGgxzJTd+Oq/9etPuHMtG7DLpkjB5bwfbAFGI8JaRpuqDvXEiNWT6OXitY53EME0kbncrpOAcr0Gx2ZtGmksdCqASQTR7McltPvIL2MTMsgV/PljB2agsVFwxI/PA9/AMsULRPwlGnjN/KZYyqbMFA5zTeHsl84B3McCtzyk6M4OhnixkkW8O722y7hVAJEDP7Uw7UvMZ4x1vEhYRjOqWcxmv92R2xgqUSd4x19ejSUHK/Qwc9UcvdoRJcXlTj/s0cdjgbE/FKAMp6TfzeD0KtaRYVZWksSUhUCdGruyDqnWEoLy6g1SWbpssG9Nd8iLq+Osp2DczuNnDR1xrPQ+7Y2EVjF6/ors1ffLsbE5F4dSQdre4cjhyDjW81VwsdyEwOIMlvGMm3rfEaVc/PLUZ0tnagN7CTEWr17LogJcAgl48uKPENjkdqfYhqRTx5aQMITwklzDnzH56Pm1MxxKyCWRHboW0GXWppdNx3JHHNbJZ4xFJneAhrfTWU9W1UtVjhpHue9CkzyQuTs2zLOsb5Cs4mDcAlaAeNNUGsnBal0k/lHvgT7k6lDHuv87TcuYKF0xnU1R8S/e1iEnPCMLntR+Y1Wy7ecWXSrVxOa2uQFyYn9mwIWSm+KK/f5IdzS/hi/rpuzaGbk/BRiEDjIjHUaAMDzYbTWK1EOOQjLywgwmk6e31kCKkGuUoNDidfwWz8Nyg7MzHWKaOjK5fln2wmxHbzk5LukcSecj/hFlotLEeliohTniLq63gBCIdAawEIF69sseqgVBxumCds5vwkNh6Z0aPbsTdk4uMiXxoUThjKCrlUtJriz2/yy/XZxBXLydg5gZfdssjK8+feiQuUVIb1tn/PIIzdm8Uo3eMi8rihON7hJgAxQqtAhKcZiPQ2c+EVUderd8HjNqEqqd3N1WXWllM80PSgsnAKAC8t/RGhFUDq+g1kygfDM/jzv0v0t2gWUs2TAhApD3RFxo28Pr2IngrCUhonALG9dEKfzZ82qkdNn3nsPYF4rv+efgdhrxq0Y5Zb6AAAAABJRU5ErkJggg==) 4 4, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPklEQVRYhe3Ve1zNdxzH8dc53eOQo06IjnSVhMr9MlYc1gXxKE4PyRq5bB6xmceGPawec5mYB7GZ23IZkdyOu5mwlDaXsqQhpRJFSudUunz3l8djs5NV+GOPef/5/eP7eX7ev8fj+4O3+b9HoudMvKZ7mg9Q3TShdK+MrtE7qbV0QBF1iyelW6nbEUlygR2f5G7ghDaa/VY1r4yQ6jtsrTSh48AeFPStQ/nHHLJVo8mqOos8S07LilaYlruw36qG/stsAejauhia15x+QP2K/tioNvMkxQfLPUtoJ++AdZ+eVPin4XRqImHtgnhfcR3jxMsA2J70Qu0R0yyEXoA28ALpQWo821yj1DqD4iWdkftvp7j8PfYMOsA7cXYYdrpP9zGXAKi7qERWOIKx/gVNRugFuDi44jC6F3k9ZNQO3gWTrlDRdxcHT7Qh5ONJ1M5Kw+a0hgzHiQB4W63kUZo3BqYrmbE+vkkIvYAnKe7c31SOVZIZ5UsjaLsphD3nZrMoZx5m9p3x33GEvE01yGJPApB55hD2KeuQPutGrwEOBOd1aDRCL8C2Rx3mW4+hDdtBh2mZbF0Ry8SA3WSVHqF4ix0PTG5Tm9MLTVJfXFwnsH1zNDLJU7QDEjkYWoP8WBATlA8ahdAL+K1LLK6ZX1CdU8wC5TzUh0ZSlWNAy2JPJK2tKXlcSNz6qQwLdWFGSCobY5xZOD4cy55SHIMzya+9Rl0/DcMPO/8rQi+g5QeRKCz6ozm5Gv93t+Gmm0vLkVnY1nti7XWH7SGbGBLSjX4l1VxMUpG225ONnzoTpzqMtbspNhWjsI3KoovOm2nhGS9F6AVYebbhQ6/eBPrtwDImllup6XQaZUjuqXo2LP+IUDc1A2wtuSe3o6NTJs8G3iDliAdH93rwmb8aG7fuPNN05mFUOMWq+fiu8moQoRewNngFkQ98cRxXQb56ISY+OdRnG/PDqrksXNYOg47mVJfV06oV1FZKMSqyILdHGVdvPKRrcCCLfEehzRdIoqdiXxCE9an9RERt0Ito0r/Awy2UaVMvkHE6GJMuv1BdYUDZUyMMdFqM3epwTRqCcslOlufGkho2tqFr/ja3ofdbBN/shKJqBHcinbCfXE5hQjcSNGrcp/dheMkDbps50F6rw7itlEd3jaiUC5wMrnK8yowriUWMCVyDGJGA9ek13DvVgvYH57BlqOYfM/V+AkAS73yPItUC7CfpIHs47fxuEjE3nvTvLjFU1Qr5TRl3pTLu5Mtxctdx38COFteVXEksYmbMUly/LsP8soonS33pe+SA3uEvAwBI9hZ1ocrvBJUVv1M2WIPUsJbpR6fhPzUDv/BMVJ3uEuB7h58rH+JS0IKF6enMTo4kb60PJbnZ1J6NQBe8gMWD5jXY9ssAAJLvFSk83uVAZZoNFYVa8mVJRO87T2BENltkpmy74YbivIotSesYabeXsroyZIos7tWfxO7HGDSXZzY4vCkRkbfHiQDvAqG23ynGnRkpFu+JE4CY0XWyAETYsGPCO14pPi+dLIZ5pIspiYGC5r6EeiJZbb8Pi69mYbtAh4XUlOzjjgQp4/n2RhzRad9QKH1Gd4mK1IAw5KUn2BqYCK9h8xcj+ih0Isz8uBh+XC7m13gLQIQanxM++1uLiGpnMd6vpFGbP09jG3geyaWH5ihikrE0Gofp+d4AGKkv42gcTumUL0nQWMIb2PzFiAGmOhFm9JMAxNhyc3Eo79cmbf48TW3geSTJVeZoO1wHwDDPgQBbL2jG5q9a1V83fuO1NwbxNv+9/AkfDQNu4axhJgAAAABJRU5ErkJggg==) 4 4, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNElEQVRYhe3Ve1TPdxzH8efvR6X7dPLTRX5K1imlhJJKblO6IeaSRdukqVw3O0M2k7FNNhJbmyOXXHL5sdwLZy5HHVnkklyS6qQkfvqh/ern12d/OWezHyr8sTOvPz/fcz6vx/v9Pef7hbf5v0ei40y8pntaD3C5aoB2hykjkzbTZOmI5osbVDekY5sxk4JKe4aWpbHtcRLnO2heGSHVdWgsN6CTrycl3lpqr88iZ+RwCtW/Y11swTuPzLBSeXK+gwaXbzsDEGR+F1q3Od0A2TIfggJ/QZI3BNf1S7C2sKGzV1/Kw/JpyplMtFUoC2SX6KEoAKAquzexnsmtQugElEWcYveYSLq3L0Rpfx3Jki70C/sVtSqYPX6bcdtgzxO7KiyHngHAPLcbNreHMiWsssUInQBnRxech/tR4m5KpX86tVHnuOW9lbTD7ZnwaTQ94vOpP7KPo+7jARhmspQD+YNRGSxn6vLMFiF0Akzy/KhZW4X8uCGGibG4r53IuhPTmVOaiGFXR9wycni0FrxSswEoOpnFgONrMNR0p2eAE77lNs1G6AQYuiupST9I0fgMbGZVkL5sJTHh28hTKmhcZ8MdgzKeXHFlw3FvBk7pxKYNSZi2U1PT7yC5H6npcTCKOfI7zULoBEgdUgksWoq4fZf58k8IyQpCW9qGLnf9aGPekdr7t9mwLoaUxe/iUyvlq5HdSBwdhZ5HA+Yjiih+coZqr3303Ov0UoROQO3kz5AZ9kSRvYIJgzbiq5yNZnAxDk2e6LvdZNOEFL5f3IXCI8HkmjtzTONB4nsL2BO4l459zHBSDkO2uAqv+lDmfHzxhQidgA69ZCT49mZSaAZ1yancOHMBu3BTyvbXk7ZiGv3CwikrssbU+SwOdWoC/W9xVHuJ1T4zmBs2GlsXNxoV7ZEsiuRy4JcE/ND7uQidgFVjFxF5JwSrUY2YRiZiEFxD0zUp61Nn8918W0yM1dQ36KNpaoOxTMOVPyzwDygmpzyThasNWRAxjMcVgqtJMbiUDscnZzex89N0Ilr0L+g13plRaMi18KXT45voGQnUjW15oGqHd38Vu/YMIb7bZorH3ScpQPm8a/7R2/Y5D4XfVTuc1CGoZtpjPamBhzsdSd8aybSNNhikqLAL11J41hypUCM1asuDCg32JddRDlKSFKBk3IgUaoJ20udICvdzjLn32ywUA/b9a2idrwCQnHKqwCzwc6yjtFDQH+PQUmKnZhI98Tbd9G+Qc8aazm7VSG1U6FepqDWrptbKi4R594lLTsYhWdAxL5BTS0Ow3Z+ts/xFAADJj9UOlIZm8WfDZa75K5C2fcKUAzNYevoiPvfOwYmBWJzuwICQakqu+HM4dxbTTyfSuCqAirJCrE7HIh87n4V+8TrLXwYAkOyV5aGncKRdvj1a5WPOmx4iKeMkS3Jv4pewF9v4C/xU4EF2xhYm2O+gTvsQPVkxl5v2o7flZ7YUxD23vCURUSWjRMzgSpHQdbMIOhYuFm7fKgDh2neMAMTMgQeFe6ZcTFFOEuM8L4jRighBa7+EOiLZ1HUXd7+ZjsncBoylUsr3yImTZ3IpbztJ+WlUShvxlgSiDI/GSHmYnREKeA2TPxvxvqxezDU6JNwOWYgozWABiLn6J4TbbnMR3OAk4kJrmzX50zR3A08j2VFjhDY5H1e9D7E92ReAusgC/PSnYxn1NWv2WcIbmPzZiA/a1Yt5ekcFIDxURiKr/GKLJn8tiBj5SgGI/pd6tLr8VVf199I3vvbmIN7mv5e/AFYXDBKd1qfUAAAAAElFTkSuQmCC) 4 4, auto;}
15%,16.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFM0lEQVRYhe2Wa1AOWBjHf72lt1Jb0kWl0ltElrCpplyi2X2jcglZ0bLZhKVBtGtcNsplExM1iC5u2S2XCONeU+7aXJJK7Mrr2k0jFZU6+2lnln1bCR921u/jc2bO83v+58ycA5/4v6OipCY+0D5tFzC7JUVtjw7TwpMRBjZUhtzhcfN2bHcFk/fQir734kmsDaPEsPG9JSTKipqWUmxcXSlyaiLv9lz2+o7k8ssMzIv00a/5DItqB0oMG7FebQHAeN1yaFtyShHycLnYql4ipqs3iHXr84VjnUx4nPhaLBiXLEadnSoAEWmULwIdKwQgrC9Zitn9okRbJJQmUOhzliTfSXTrcJ2qbiVor+zCcO8YmqqHc2BAAjbbrag3f4zU7TIAZhd6YvXoK+Z6P+RdJZQK2NnY0WPkYIrtdbg1cAsK/6sUOP3CuuMdmBgSgPz7HCpOnSa9/wQAhkmXsTXHnVLpWmb8nPJOEkoFTC66Ux6vwCZLE8MfghgYP5nN2cEsuBuBpnVXzHdlUBPfgGfsCQAKz6czImMjOo096TvYll4K01ZLKBUQ9k8oTjrKhXG7MA0tI2lNNLNG/Mrpqt1IEo0pld6nKb8Hm7Kc+GlDJ3bsDEenfSMPXE6SN+0lA45OIdyytFUSSgU6y2LxLYhCUlbOIstv8Uj3RtxVpWf5UFR1jal4+oht2wOJjLCgIs6B+c7fsHisH5I+Dah5F1D0KpcSx8PYHrJ9q4RSgTvfhWLU7nP2nIgmYOgOBpXPptqtCFlzH5rt/mDnxLWsXG5B+pEhlA9TcMmqELnLPA7J92Ps3AHbSnf0Ip7iVjeaJVNv/KuEUgHDLzoxa7ADgV67uBsVy52cPMxH63MvvZq4mNkM8rOjIMcGB5ciJLdNcdJ4QaVZJkvlCSz0Ho1Z91407NVCe/k4cuUrcF7n0KKEUoGY8UsZWeqJvk8jVn6LkXpX0Vws2LZpHtNdLDA31KFZTULNM0109J5T1miBvL8KRfePsXG1EUt8h1GrEJwLD8TujgeeJ9MI+jFOqcQ7vQUBYaaYHBpE7pBiTO7roqH9ilcaEuprVbHWrOKq9Sh899ZiE30YR+eClrZ5ra9aC4vC/pY5Di/H8GKOCQaTm2jY24XNYX7EbcnmTII9Fl5PKS40pLm6EaluEw3GKjyMucaNsSfwc65l0qgNKDz2M/RUNDUn21N0cD6H3Q7+Y2ilRwCoXLe9j5k8GAN/UL/igpqXgplBKQRNe4S3nhtZBWDavQJTWRk8McakYx16Pi6sWlvLzMgoLKLUMTv3JftWeaJ9JFNpc6WFNxBDypzpusifm3MS6R07jybva2wZvoZItzAy6yowk0qx6Z9MWnlHLu28SfD5cCQTPKhMTEA2IwKFdipJV2a22EvZEbwmmGl0UTgYLqOjqy2S57Vk66QTvu0MoVMGsmOTjAotVZKzVcndeZNAqz08a/oNfaMiLjenYbJbRpJDaGsGfStizO9jxFz3hyLUOll4ZPiKsNRUAQj7iYMFIBYOOSq6pViKyVUBYmq/POGz37dVr2NLd+BNVPZZ7+PuilAkofVoSASlBzoTYpnC9eQswnMSeSBpwE3FC0b4o151nP0+qfABJn8TEWhUJ1ZoHROyY/piVKO7AMRK9WwhS9MVrvW2YoFXxTv9C1qbwF+obC3T4llULk7tptP9zEAAnvhdQa4eQg//Zaw5bAAfYfI3EbM16sSqdqcFILpUa4l0RUGbfkTvJ2G5XgCiX37vNjd/36j+3vSjx94aiU/89/gTonAOHF+F6dQAAAAASUVORK5CYII=) 4 4, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
20%,21.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQUlEQVRYhe2We1TOdxzHX89DqSd0lB7HpZ6nyzSEieRSatkpI2WRlutOhim3M0M2hmXYtJh1bGjVyM5yH4mEUzKiI5Z0MipK0UW5lW6Pz/5yzvC0Jfyxs73+/P7O+b5f3/f3d36fH/zPfx2FnjV5Rfu0XKDNlb6021XP9rANtO5oR+KUa9wy349f3FSKiq2pvnGMsOrVNFhcfmkJpb7FNhoT+g59l3RnHd9d3cz3IaGk1KbRJ9eMzg/bY3W/Bw0Wl7Fa6wzAJtNyaFlzehGvsPcl1/C67Dasl+iIbLGpGSkjjoZKuP8OGXNqlQCSos6WHwZWCCCas6NkjWO4tERCbwOn/K4QNH4GHTv8TkG3IrSrjVg3egHq+yPZ77IU6588KLW8Rf7AcwBozqhxKfEkanQxLZF4FnGqmyDTdq2XjZ654vNwoXS44izLh20UQCYumCU721bIvKooMd3lIIB8vSZDLIpcJGjcxzJrcfwLNaG3AYf0wdyLymRQqjGOi90Zs3UYK0/OZWHBNoxtHciPOcXDqBusjPwRgLycAwTtm0fXhl7087CnS6F7s5vQKyB9a0iJKSDCOw6DRa2JCV/Hlz6/cKhqH9poY0rb3qN9thXzU50JcZ7K5u1htLNQkDnkPLqFtfge9uKYprRZEnoFJtmEEJyzEOMH5Xym8WLEgRBUBa3oX+6EgWknKipLWP/TdFxHBXDGNRXnpTYsDRyH8q02XPXIIbcxl+SBCdgf9P1HCb0CUR8uR13dlZijG1jmsY1heb5kOuVi87g7N+3y2T5xCUPf8aePdzaDstS4PTTkq22OHPRaj8UQC+yLetG4ygT3Ghd+nHbpbyX0Clj01zLbdwCfe8eRFJ5A4aUsLCe9QXF8Id9tnsPMQA12vcu4laJF6agi87Ydt0+WE5xky5Lxo+lq25v62DsM+cKDPV6xDIh4t0mJJj/Fo0o/wSG+F2abzLn+TT6m+UasnfMRPac4MfiuEiN7FXceKFA0gspER2WOFUrXJMo2epJWEUdIUCRnvJPxyHiPIReHk6RNZPP3M5/LfKFZMMdpLCnvZOJ5UU1ldxUNtUqUdToMjeso0Vnj43CRr3TGuEWGEpvn39Q2T+W2buKhWF5xx7PWl7bz65GpJpjvNmN5wgR6Vn9AceBZGi9oMLO7Sa20wrAGWpfcI69nJWztR2yeP/PGbOTCiHSmH1uEKtmEmF8jSXD/9rlD630HAEWRfQpjvXyRye2xzHSg3LuSZTPjycmJpdy8Dq1VDndzrajLVGLQSYFpmRXabh0pyDlM8IpwTMJtsE3tReiaeVw6lKU3/O8EABQjb9twzjuD0keXOeP6GzplIzMSwzkenM9p7V16eGdj7FdIRpYDRh1OEDIum7mno3COcaPoxgX8z88kKCCAFS5j9YY3dQVPSaSro2W2RQB/DL2G8kE1qe3SCItIY9l8V3SjptGmsITu5vvZmlJGuPUuLuluU6XO5ejjg3T+WcvXA4KbDH8RZGzepxI9vFi22O6QEScWy4qYnQLIotldBJAtbx8WTbybTK1aJxscs8Rv7/xmzYR/auAJij22q0WX3oo3T1tjpHyMUXI3tmjimREZQFjGAQpD6/FSuGHpM4BHVUns9dsAr+DkzyJx6hpJVB0RsyP9ZHhDsACSbHhSTPf1EPs6X9nuXfFC07C5DTxBMalMJYs2ReBlMB1N2mOOAykTMplgOBezyR2YnNARXsPJn0X2G9VIssFxAUR1f6AcuF7Yoj+il5L4RvOtANInO7DF4S9b1V9DX3vtzZH4n38ffwKxUCiizrg7WgAAAABJRU5ErkJggg==) 4 4, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
35%,36.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPklEQVRYhe2We1TOdxzHX093YpGeotY9Wi4rCYlc4ng47iKmOWUuzZ3MbQrJ1tAx4nAYK5JTrhuRajOXIcLJrcKTW0KKmuoJqc/+cHaO2ZMV+WNnXn9+zvl936/v5/v7/j4/+MD/HYWWmtTROjVCR1vRMOsqZuFLSXYyJMfKim0zkxm5NJI0t4nkK9ez5L4G/YIHrz7yNtJvELCxxdWxM5WW4cy8cJ1xM1pxRJ5iWhHNR6WPsLn1hAplU2yWfAdAgcmKd5J4HVGFhsut5gby3GCRXF6ZIQ6lGunzY4rEDQ+VwXG/CyCXHc2lsMMOAcQ29bREertLXUmI8aUr4uX3uaS3tpDFoUniMydECiwMpUi1TwCxX7dFUju1k/1TDgogXUNWycWWTSVvwM91IiHty5/J2Midkt17uwx8WCqNs65KVNdAAcR/0iwpbDBbpmcXiUnCTgHkWES6KG/nSvCwibJqYkKtJPS0FVsnpPE8NZ56GYkEhW2nybM0ph2LYfaJmxTFJ7FpoSWlMZtIOaVPRyA1cw/B69wxrzDDuK0zlrfucM/ORqjB7dD6EkoPV5I2ryHGeyEZQz2I3rSC+IFhHJAivE6lk1/fEM/7RnQ8OoOmUZ6Ex0ZQaaJgT4sG2K3dwaDYJPJtZ1CTTmgVWNt2CZN+yqSoJJsFPW3ps3Ufujdv0E5dgIWJA4Uljxm/ZSo2yx3xvVLCVxM9Cfl6GDoebmT4OJGt+4LEDk1x3rb/XyW0CowbpIczjViVEstWn3kE3jXirJsTDqVVqJ0aETvfH5tvm9Njb3uON3ThaLE1wV4B7B+hothCSbs7ZWSOGUL3Rxoujd39RgmtAso27fCf4sG2/ktYG+FHrvoiut06Y3w2i+kbptJyVD/cMq3J9srH4W4pulZZ/GalYfMgFfPmD8Deqg0mSb8wYWM6c10r8Vi2sloJrQJrgkfQT53P1VbWhAT8wI1OLlTlXGNOTDC9vrShodKAF1U61PtDl0cNSzB9aIOivYbk4lzM15kzObQvpmVVjA/xou8dDXuPGLMyaINWiVrNAsvFPRlTXkxSpTvmj9RojF6g0GmAbplQZZ9Po0v++PXexVI3BZkdTlW3zN9yq7smYp11ld63n9Ji2XryfDzxPH2bUYmLsNzogutmCx7310OZZUxF5VMqGxrw+OMn2EZrSBl1nbKIYqIGL2JXl2ZEpQnGqWeYuTWAxEHd/5Gp9QgARa6LMwsCo8jz7sDQAlNOtrIgISiaexOy8HE3hMxGFH4CD+3KsSwRNGYlKFv4URZRzIxJkTwYNxrVuUL6fdOLuLVjtYa/SQBA4fBgM2e+6M+V8hxODffmhQ5MiD7I7PXJ+DYpxCNRD58M4UTbs+iebs7G1NlMiz+J/wE1uaW3CTpXwYLPwlg8uku13db6JXxVIs3OXMKslVg5N6as5B5HLZzYHX4c31BvHLY2R1fseHqsMzmxCey0H0nis0qyzc+R0tiX5csGsHyIR7XhtUF8z+dIXs/tEufqKH22HZali19OQleVvwCS1GOW2G5JkAB1kVx0XyVDY/bUaCa86QheRbHb3ZHJUx1Q912AkbEOPtcUJLjYciE5jvD4dJ7rNENVqSBwzBaSq1azJ3Ao1MHOX0c05t/LIef6YnrwkPQsq3g5De0NxGTvbnEufyaF/ffVahrWtAN/oaj/cCaHR0eiUuvTPvk4AOe7zWVUnhFhARswSxwI72HnryMao3nyq6O+AFK/6InsS75TZ39ENZZY7WorgHx68vJbh79rq14Nfe9tr4nEB/57/An4fzxqOOANfAAAAABJRU5ErkJggg==) 4 4, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNUlEQVRYhe3Ve1zNdxzH8dcpzuniVFLnkC66TJNLyJTb5l4kDGPlkrk+5po7Y1PKZapNbg95tOVSs4Y0cg1DqDmTB5FIqCQpck51SOm7vzwem52swh97zPvP7x/f9/Pz+T0e3x+8z/89Eh1n4i3dU3+A7NMbyIt2E+sbjJPEgltZK4nWFBPgEoN9Zj6RHjkE/1ZOZYzlGyP0dB3KzOxwte7Gi3R35hRlMSS/L6eynmHumImJRRkf6GuojLHE9uM1ABTNMIX6bU43oIs2lB9GedJXmcoqsy1YKc1pr+yM6qIPvrlJ+I5vytUoBWke8QB0yjtG2MKO9ULoBJytHIZfxEgut2jM5eJWtLi3ip3DfRjYUENCbHfs+22noMyGC9oRANhVpNDf5T75y33qjNAJcPnQiXaOQ5BfdyWuQQ8uycayK8Wdxt8cZczoeai6TSfx6XF8b9oDEP5JM/qcVBGeLSPuy8g6IXQC2hSmUv4oCsPWp5mqXoSfYRSzIs6wIOgOtoaOJBrEUHErimPtNwKw/2YiG5ql0tq8EvsO7lh9kVtrhE6AcHDlsEk0MfsncKXJQjZFh/Lz/MEczCrBqdGPZBXKcNO/ivva09hHfk9w9E7K5BLi73al+u44RhgcpnCzXa0QOgEb5Q4sa5FBkTSbJUvt8PLfj77+HdyMilDqm5Jf/JjJW7djP7k13smxzPfzYNKyEegp2pOh9SX9QRWJ6Z1x9j7wrwidgNnnJ9FFYca6XcfYMb03c50ryLw/kPbNqrld1pltO0djPa0dbbLdOdXJh0Tlx8zuN4sDUZ5IlW0YoCwno1EIPa21pK+Z+FqEToCZpRvuMzoRM3MQG1+EceVWKhIbTyQ5J5kZuRqbRfNxLbKh0EWDoyoTS/Up4p1lBHbpzJglPrRp3haHZ4eYYr2CRRc96TT0uxoROgHhG0bhvbgQjdFwlsn8yDbsjUH1TeZuC2VCQEeU8gYgNcW0XEqprArDBk6YNMlDhRrjBQMY+PUARHk6k68FM9KugH29koicGqITUad/Qcst8/n8j7PEt/Ol+e8nKW9Yhb6xgkqhj7E0g4L8gQR3PcHsVm3J9Vpf0zV/663p/RY2/jfob/GMlo8DeCL3p63eHvzWJaJY2AHHFAuqOhpipLbE4IWWp03MUVfexepsNeccVWjii1k/cSh7nnix3uM4xlVJzLn7K4mRPf/RqfMTAJK87c4stfWkTD4WT5M0rlcNIi5gKg/XXsJLWcZT/ZZomj/noa0Sy9xC1PbWPDHpjSa+mJXTwnikDMNTehrvq6vZW3FQZ/nrAAASh9kPSJIM4lrJUw5V9KBK6DFlxiGW70nhs5wTuCXLcD1+lhtWaUieNCUleQGzAs7TX7GB2+ocpnpcZKnxKBYHdq9x268DAEhSIxQ4WSXQvFRFuaSU0wVykoMTWL73Emd6nidpqJI8m4ncCQli91x71OoXZFYqOHa/mrUFPzFtc1qN5XWJGL4oW+QH9hGxKxyFl+9JER34iwCEctw8AYjDIb2E3YA44R9UIq7M7SiGTYkX1Pcl1BHJ3m8dmX5vJWXapRiY6uFcmkBcoB2FO8IJDVbxPE8PTxcJ4x8O5qikhPitw+AtTP5qhPYrhTiyyUiY+xwRfQIrBSDObJEKU+99wnlOhSgOGVSryV+mtht4GYnRqoecywljcKOGfKSXDEDaTT/8baUEPR+LxbJEeAeTvxqhDTYQJ7Y0FIAwGqMRF/bn1mnyt4KIWGwnANFu7NV6l7/pqv5a+s7XXhvE+/z38id/DwXt4p8eGQAAAABJRU5ErkJggg==) 4 4, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFP0lEQVRYhe3Ve1QPZhzH8feve5GUCpV+ShddKHEqzcjl9GP8QjapXE9CIZkzl9GZs5xmk7Fkh1M7LuU+aZQopmRqIvqVaNlMSSlCJdVPnv3lnM1+US5/7Mznz+eP5/v6fp/zPA+8z/89EhVr4i3t8/qAJdql3NA/hHJPFENtjPHKnEpWljm6EUl4WlVisP0W+6Mes0lp8sYINVWLPbSlyF0+YFqbB45LyzgVsYzirGauGF2nvlsj5pb1bFKa4G+5HoCUWgN4vcmpBlQP3UDWDzJ0x+Th9MU2TM2M8HV1xzNfjjIgE4vZvVhYbMrSgmQALg/JYGqM22shVAI0z/nRHDiVE4WGVKToUdo3GkWinNEf1ROQMoxQq13oVPWhLtMdAKU0F0OfO1yolHcaoRJg72jDJw4TmaXvwqPC6XS/PAPJPg8GG54kImgZg/IXMin1FHsXjABg8qonGI/OJ2mjNgeiQzuFUAkwc87jaGsCh3Sz0Q9egWTSVmLDz3L2s5vY6RpjmrCF3MYExmfEAXD0lxJcQ+OwcFJi33sQkWblHUaoPgLhgm36Diy2TaBv8XI27Ihl835fstMecMPrMFp3e2HoXkyARzZTpvUnal0iEi0bGpK9OOcQR++J6Xx3V9ohhEpAeZw13mEF3HzSgNNqKRvGHuW2+k2kg2ux6WlA1b06Qubvwqv/TApqQ7GXx/PxmhBM1FzRyxtF+fWnqKe6s8r+2CsRKgE3586ku+WfJGzOYP3uUbhMK8bgvCsm1s20XbUhODGI4U5BVA01x9U2Df3eh7EPjif8mAyTJwMwGlDE4JJ12Hk3caYo+KUIlQAXk6EMmbuIzUkTaIuLQXH7Bl66c7imcYTFy7fjPNMTidQSqzsV3L87EPLt0WA3bv7Hka8KZoDUnAKdOB7M+5LCFTJChnzbLkIlIGiLP0nj72JQ5IVyTSAWlVMoe5bPp5E76dVvPRZahjzTaAb1bqhpPUXftgmXWxbU/HEFfycHxi2LRBg+piokiu6jLiA/ksn26PkqEZ36CybPdKawYhFunmnUKGxR125B89kjHmuqo17RG6V/FeUJs4kbuJLJ+35tb5t/1G3v/Raf9ynFw6eZHLsInCun89DzCBGBqYQMXECGVRecG2uo69kVtSYtNLveR9xWckXdGunVUhTVyXwdO4l7P47FI/YUJV0yMVz6E4tTvf9VU+URAJLoCnsUq2U4Vk5F6leIzvlRHNg/n3jFNroZelMrrcf0Xi3d2spoarbDSqsC6chWFNXJxISFMa46hu7e2RSM/wrvPWkqi78MACCJtK6m9cIUSoqe0JAr42mLGknzjlO0U87DxllcMx5GuXIyGheruWWriWLNRo6Hn6d5ThqXK25hFn6JhtX+DF87rN1pvwwAIFmQZ8oluxSEeT41LQ2UZeuTkxjFbwf9GFtch/fjM7TKcjizNZslh6xQPmqj5ropuRnPsPxmL1vCCtot3pmIpCm/i+zK0SJwTz8RP/ZncXBtrACEQ+iHAhDR6SNFmPSASJ/1QBxSuIkYv2RBB15CjQ4CJNMP9xO72/IY45RCi44aPXzymOEgJdE/h7yofEpaV6Ivk1AX4EvSyQekJ/vBW+j8xYjUJlMhO6En5hqdELtHKwUg5Ge1RKDBEbHJvkVcvDehQ50/T0cn8DySCXo14vvlcUhlmjRKc+A0eBYE4hioxcMRMxhinArvoPMXI3Y06Qif05oCEJF69aL8qKJTnT/Pq25Be5HM0WtGo9gMAAObcix9B8JrdP6mo/p7x+987B1BvM9/L38B7hcGcCsjZq4AAAAASUVORK5CYII=) 4 4, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
80%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOUlEQVRYhe3Vf1TNdxzH8ee90e+yWt0s6uqH3VUzv2ubUn6Gkk5FR6E2P5qMScMMG9oyaWY0Z1mmCGtCyCK/f8yQk19phXT6QejSlOre7s1nfzlns4sKf+xsrz8/33M+78fr/T3n+4X/81+PRMeZeEH3tB1QbBDNVrNS4jZ5YOUsmH2tFm1qFekfOXHD4QJlye7Ux9VjrVn23AiprkO5gSX93m7Co/kKV2NkhIwSqA7XUWTZmQfmFtS622OtWcZX9n4AdKgOgrZtTjdg+Tvl+CYFc2qwIevi1VjaynD3amZk3jX2T62j47BIZAXxbM+XAZDbx4JeidPahNAJCDphyphx6VhcUOB8vYb4LhcZuWYItSO0eKZmkeYQgl1VEwPPmADwm8tVbg6VM/LG9FYjdAKcXRWM8nKhu9k1vFJsGH/OBo8txeyz+JbY98KZlmfJgdwaeo9VAmAUN5y8QUoMvlaSkDG1VQidgFM+50mprOaokSPzon4nJaKWYzPWUrp4Nk5djUg/6EiK9gFJueYAnNhVyOE1EjRupngrelJu+0mLEToB3av7sj7HhdD0s3x8y5blK9cT8FM0NRkafuwoMCi/TYGrlqMea/GYFsXGuI0YN5nxbu5NJqvyyYm4j/z2Zy1C6AQ4JpVRmGDArWoJ8onz2TViGKV6D6n2uUsHGz3u3VSSNjmN4FAvvPZIWeAYS0j4AnqopQQUGqI9W4R7dgW7FeOeidAJmDSnDP23ZOSuzGTghgiUM/szoKiehz0dcbsuIfybjfiP7odLQRjH3pBwRF+PmF4b8M3ajccrNtwdouALpSUNgSZMvDT/qQidgN421vTv8yH+6RNJTOpE3sVrBFrYsbuujFXTk3GRRyG7405RlyO4qszpbJfPgepzbHbax8igebh068Q20yaWjDHCd8k5VvQJeyJCJyD089Xc9ksgWGNF2IIb+N814Ip4yJpZqUxwHYC5vRaNtB0mjRaopEr0mtzo6FPMibrTWI1TMHr4QspFPXGTGynxc2X/jq7MS47SiWjVv6DvpOkMPtjEITdTFPVatFIVdc1qJGojOr5WRkVRAEMbD5OUUErJ6DNPuuZvc9s94aEotpuDKvAuMzs3EKGxJtOxkeyw1ehHuuJ5eiyl3c5jVumErZ6gkgaq1O159Z6KLT3PUDK6lMBV4QzLrODAKm/2m9SyM6YEn+zsf5TW+QoAiaIiAd8YG8YLa/I92+FfZkBUxlR+TS3ESW3KvUIHauxLKDIvp5PEBqW9wNKqM2dySlmeGE1iOzknfTux1E/FnoMWOoc/DQAgueUYj3+WNY2X6/DKNEVPC7/ETiH6egyBf1giL/DFu7A/mjf3cu+EDasKQji5eAZJ3lLKzldwKsqB0Pl38Pxgkc7hzwIASGSnFpLlbEZe10Jq68EsW5B2PI6ZlZ/yIHgdOwZ/z56c1ym+9AMOW9+nue4+siIpD3casDlFS3502hOHtyaiJHipGHRjunDaFCsOBQ8TP2csEoDoYTtHAGJAzhyRIQ8TNRERotfFCLE9JEjQ1i+hjkicts3jy9gK5qrbI8WQLLsq5BkzOX8zgbyUOKRNlUhGmBIQ2UzNPkOCMrfDC2j+eISsIVIY710s9lpGCs2g7wQg9I8tETs6TBBqRYLwV85qUfNHaekGHkVyxziVxLP1tJ+i5rhnBQBh+XfQjzFh/OIisq1WwEto/niEYUOUaH8wTgCi1niuKL+8q1XNH6W1G3gUico4GduCKgDKndXYuwVAG5o/76r+2vilr70liP/z78ufy9kQiF7cBykAAAAASUVORK5CYII=) 4 4, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQElEQVRYhe2We1TPZxzHX99KpaRIuXTTRcmtRmJlMlERP+TSUYuzzWW5HXeb+85vY+7WMqe5S6yhQkQRYaLQJFasG6dfpPws3fRTz/7Y/tjsi4Q/dub15/Oc8/m83p/nOed54B3/dySZNfGG6jReIOdbPfZfMULZNIpWHzgwxuwgFpeussdqJkXethTWRlCZpMQsVPPaElpyizat9fBUuNBLUcdt21nMKVhKTe4Zsm+3pKKqOSXNrDEL1fBNqDUAxjkPoHGTk0Uo5/oK3S8LhO6NWrE+67SoirETiTF+YnRElDifOFwAwnxDlnAvKRWAuLTFRnSfvFY0RkJ2AgGW5xlzI4gWB64h3U1mxZn2DC2JpHzUYPr4xLFrqS1W9cW4Xz4IQGqpDSp7H4YW3eVVJWQFHBw7MWi0My6Bhkxsdo0Qpwx6Fe3jhGkLZs8JZqpvOif94/E6Mx+A6gHTSDf1Rm/dOkKjF76ShKzARYMu7I6rJSXRkAXlowkrGM5Z5Qzys+ZhZN+UtQ+2svlIBeH+iQDcPHyZ75t/gsaxK+5O7bmzvV2DJWQFXJoJdngnMOTxeuZ0ucOmNTtQ7PoRddpRjj7yoJXefXJMOpPi1YtJbpZEKldjIRnhoY5hQ2E3DmuGYZNwv0ESsgJ2VeGct57C42IJO5tFHN7mR/4DbR6Y9sDYsTWVD0vZNXE2YY7TaVUSzOIOy5g2ajGullr0LzuDVJaNuyqOIxudXiohKzA2fgJlJuYkhm+k/w+7ybJS4Fp9GrWuHQ7FVxgfHMnq9uOIcdWm2DuNFNdzDBy+BN+QIziaCa7rOPGV5y0q2/bj0+uZL5SQFejdw4xQt2kM2bWHtTrh/JapItDThOO/aoiYvpQ+Cg8K2+rhqnqIVp4dQwosqJBSGfb+JqYM/QKLrhaEn5JQ6kzC98rnrJ/r9lwJWYGQwO+4n+yPW/11gp4uZmTHMn65Vc/O2StYZTEBS91mVOnWotF+iqGmhsyWtfhl66PKT2JT074sGbSESmGMMnciaXiQFBzL5IjFshKv9BaM9XGma95HZPtexDDThCainhodDY/0a+lb3pK9A3SZGtUHS9PpeKWpn1fmH311nrMpciKsqOnkw8xkR0bZFJEg9Wbf+CAGtbtNTLoeAToGZBg/QrtGGy0dbe5rBMX7H6NWpxCcq2Z42Hr8yuM46RVGksqQQ3Wz6BcU/6/QskcASE6T7+KrWoTCqoic9gPwrL7A5OitjFPtxLm6A0ltc3G8p8G44haV5Ybol5+kzaQeTHu4hZlrp7BicCkpUm9W3vTngEWUbPMXCQBI9wLtCG6TRvWNbBRGqWg9reXYoUlEXl+JbYY7Z03tKajxYMQ9K1J7OpM6azYXfp5BbNuPKb5xlyte8wksXsTAPstlm79MAEAyH3yRuFIX0ssteFypjdG9FJTnNrM9bwVzC7UYUZbP9vcSid+TiO2q/dTV/Y55Xjb1mYns1VvN1eVTntv8VRC5SSOFd36RsJ8TJZJj/cSan5YLQHQZ4y0A8eG2BBG93EaoM8aL7pcyRczWgAa9jnKXUA7JfuBBcfFYHfGdO6Kl0SfD0hObBdFkrQrkbLqSL1VPkCRfFOqxqHecICAyBt5A8mcR5nlVwuCz4+L4spZCk/Jnet2ZZ0XsPGPx5JCTGPLXH6GhBV92B55FKrEz4OtuydT19eVcRU8AgqyvQr8gQqoXEm/eCt5C8mcR+perRJPQUwIQ5ZEGIu3O4Tf3I2oAUo2bAe2qsgC4o+OAu7UCGpH8dUf198RvfewNkXjHf48/AFrGIivSutWzAAAAAElFTkSuQmCC) 4 4, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur73895 2.6666666666667s linear infinite forwards;
}
