@keyframes rwdcur188484 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzElEQVRYhe3WW4ydVRUH8N/5eno6juMwxWEs4zg2Y0FErLWxqMQCktI0yAMxpCHGiDHES6Jooibii29tSbUaS4wJygMm1kahJg0pGAn3S+QiSitpK53STEvoTMucuXU6nJ7lw97TM2nnTEcob67knP3t79t7rf/6r7XXXiXnUYJ2FLN8mioxMdue8js02IoW1DCGSendWQCa6Si9A+Md0k82OoEBiYGWPNYwWUrjrPK2GIg0tOf9yzSY2Id/Y6xEPa8tQnNP5wUgU92DI6VEdVnysAud+BSW4gB+gbFItFfyuun8ILExkvWcG0AkBVeiG33BPfgslmSvP4zlGsm3Ak9nYGP5XSfaNHKlM6iXmGgK4IRlo+Gt1immFogatXJhslK38KfUCyiZKiZU623J+L7MwpDk/aEZAKYTc5q5egbUHMAp0Xqv14p2WkoSl+9HH0UvDmdtJYr3YAGX5q03Z8PH8CSOn6F6GsBpRLNKKDmAdVlDnxTwk/hDfr5+9q0X4ht4NBs7osHGhMaJmDsHStR/RrE4GRveSccX+VeZocs51E3LSToXpZh3NlHzIVyEYY1wTEqnZILZq9ZpAF/Lz0u56wE8zfIqtU/y1AfoWsSarPD4QFr6PP6Gl7LnZSl6FY2CNUyqI0FbUwCFen0VFmCEzqvw5/Rp7SN8D9flpT0oelJch3D3lIs/r5ETdenEdOZ3yzWYL8/BQOl0onRx2W083o1NuErvFeG9M5d3SGyuq/nM9rIFY/g7+rF/xpoWKftP220KgKL2OMaxh+IKNq6TOPyxQ+oWzbrrqPVTTxl4fpDXNZLvEqxCb2bk3KegJOrbG9PWb/EgfJs7PsLGfY776CwehLLVbMPRGR5XpMM0eeaWOXLgrTL8AKtTnKH0a7as5Jd7qY+cvW1y1MV1lO9nBz4nUb8Xz+HFDOLcABZ6bTGm+nE4eTAtLah8nF+9QW2/lO7D1N/kycus31LXc2cND3O7FIL3SZdWX2aiNbMyNdddUMMd9/Mj3LlBDGYSrql77quXWPWJF3nlBTZfSPtCimNc18OzRwy0XeO3k+1ua8EXpJgfzA4fl65tGJh3P7BBDP5E6aKN6oPtJoqfa/vmqzy4l5vuY/NLLBnHB3ETv7mBykFbv77Ydw9cwLOJJF3SUd2e5037hJkS+a9osEDQFtwYfPkuYgOvriY2E78n/sljwcunfCyC0UjzCJ4JvhOsiFQT5oWgPVgXrF3JCdhpfzW4L3hskthD3MOeNcQmoj8Zi+D1PG4LdgUPB+szgO45Ddf0HQsuDZYFt5zSPR7cHPQ8ZHf1ICeDJ4I4yuAIV2PnGmIbcYST/7Br/BlPjGYHrg2uDJZE6gnm7kdyO1UEleArwQ8Pcktw9R/ti2BPEG8kD28PKpsobmXrVo71J9pvzAZbI9UEG8TgQ3ZX/+rl6rxCkMH0ZQ+uvZtdO/S/GewIqlWqh22JoDdYmuldG3w/mtyUec3K/wVAJbg8+HSw5F5HT+32l/HgT2M88IgXRrOnK8749c6ldz7H8KymNqj8zvCJxTp8KdX4EbkFl26+mTJUapz7twWgGapeZ1fSIan77crzGv5TOqP8nhcJWmbEfGnQOV0ncsJ1nDPLzwOIIgN5dw39X95N+S8q09Y0DH7vlQAAAABJRU5ErkJggg==) 7 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 7 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJ0lEQVRYhe3Xb2xeVR0H8M+9fdo9PHSPtWNQRtcV2rVzbmTMwQuCJDMqxADOvSEkJho1GE0wMQbiJEYXI0SmJkYi0RcCr8SgCGEhRGUzisqmjjka2LqBXVcbbEu3PXRtaZ/e64tzSh+b/lmyGd/4S27uveeec37f3/f379zERZKcBhTjaxWTCdly65KLpLxYo7wggJnCyHIKCheouDEqLmEMZTTN2//NCwKQh1spzm0RrDsjKG9HivE4lgq0F+LzZTmjSWBjQVmSoUhtZ9xwEwYxio34IF4RLGyNAGavNG4xiQGMRGDV+XGxHAMtcc6stQ1x8zvjewmvxblVwQUtUeF4HCvF8SlkOeNJGF+agQnr385Ml1Z4J0tkWWqskFshMZrWzhsnG+FPbTyLVWiOAIYjY4fNuSkTsmNoWQaq8tJd+tLPknaiDlc7926oz0qJtMgNOBqZEhVORDY6BTeMx/FSHhgZRzW1hOwVoJ6M95mabwfxEs6igf6ofGu08k2sCPjedeMssMbIUiPKizKQkL2f9Cy6Gb+C0ij9l7AmpdDJ3iKVIv0pO9D1lvuvGbOufZ27HzOXDYPmsqBUAwTSRRlIyO7AeqzjuX/gEG0TVHCwmaxEcxoU9Q6wdZVvD61zdy+2RGX/ikCyqLRoLqjLaFiSgWlMY5T0GSEPn6F5PU3XuP+GRkeyFZ5tRVtrWLYGzZlLi6lzR6IrhoQiVY1XpiYelmAgyXrwd+xlrIWHWyOIzVq7Vno06/PJqVFf3VC7bsbmYqI0FS2cjf7G+DxZAwZzvlgAQF79FN6Hn9H4Tb4yhON42oCqhvSwO0fKfjdLKZhwY1YxfGY6BN/1uFyoGRuj8rRW76IA6kyndULkH6UtYeqvYcHDv8GP9VlD64teOlOlNy7rnXFJ9h4a6gNZ7WiLQD6OLsEFswVtckEAsf4bwSnspj3n5p+wcif3bOHL02THA89Ng3ROhKwczUPG9b0WUm0A1+EO/1mCJ3EZ2hYEkKDfybU9TB3DlQFxc7RGhfRjPNRNtQe9FA6z7SQ9Tb67O7Om60QA/8XIQib0jf5o/bWRjZZFs6AjNJVdHdz7CZ56zrHH37C2SmlVwcyuTeruOk3bAW5LKX+Ewhk+8wo//bPBUqtjlb/oLq/le5HufnNddUO8D533geQB+fDXJKsflA1vdqKhTteeW3niVbad4pFb4jngb6jn6Ws58KL9DxZt/8U2XojuqAjBuTmyMnw+APKcJIkgdkmuwx4hv08JO++JdUAlfjjNvusZ3O/Qju22fgsrhSRqEprWNIaW7AWQh8m35ty8S3LFHl7HL/d5+dNxoyvP1cwvC93nKj7UQ9t2W+/BpfinUBOmhPZyRCjji8u09cNCdSuiuapj+F5uR3VGvd/yJZS7eawai8tZxt7Az/EjNvxazw+OevI+XC0E8rhQD/otVYqh3vHV+Vz3Gqv3+qqj3NaNzET5Fp7A1DCfWz3HwPP7KbzDTQ388KM2HcEHhKDrwB+f0vf4jIL3eitd9kyYBLS/n33v5vnv86sOzRW8jKtO8Cq7N672DQlTO3gSX4jWbgjEKEb6B3dq747PW5bTv6g8YmzmoH3ncr5zmkf/4MDbOfflfDjn8pxCTlN8vilnZ86NOS15bMs57eeVBRY4uj1kZqaszuf5OvqEXK/gUMJAHt7Li+w5mYRqeGE/Jvlcjy8KQThWe+qNljbMW5ahclH+iObLA/LheQDl8QwY3dGYL9EA/6uSLz/l//K/kX8DW6mpbYj+EjoAAAAASUVORK5CYII=) 7 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoElEQVRYhe3XW2ycxRUH8N9uthuzmGBCSNzEcpbENrQECOFSVEGEkkgJhbbkKahSL+Kh6gNCIC4C3hCCByJuRRCgQi2XQCSoSCoBUknUQqnKRQQ30IAgjQzkYuM4McberO3dHR5mVnaQYzsKb3Ck2e/7Zr455//95z/nzPJdt8zxTA5kxVZLXbn0XMlQ+dYBBOZgEUawTwwyG40p8D6UE5BShtJUPnPHEDyLZcijJc0dHBc0i7mpr4JSoCvDwGR+p8VAoAlrcCO+EJ12p2sW7ycQRXyG/tTfjd2ZODahHZWBw9q/qgiFnEy5YrSSNVTIKOUyhgQnqmqsUcvu0FvOs3UJnWhI01uMMVJn6NgAVITCSXZlV1C4BpdgXoowYsiwoewsLKPhf6wQqR9Ec2LpcxQwPzEyoWWPNlC31aLCBpKXN7Afs8a9s5CDIt3dqasZp0z1kZMOZqitIntGBDAYaOzhgwF2VsiX6ZgZ1/yDRnZj4zad2xZ6P9/m15swLAIrB7KZsa06fQBbcQWW85dWrn2bJRm6FrMzEwnZKjpueJF31lr6y0RYE7pSa0Bruj82APAxltFUj/QDrtzOmXM81rbLxQMrnfs4Smt5QBTdgZKFGws+PTUFXopKoD+BFuJWLiB7VA1kZGpniZnkDWoX0FkUF/ZsP2xrdmelW3PtZR/9HiPDWq6rKq4v+/lfZ8r04xwsEXdELYEQ4vOy1D9rEgAq7YnPPC1F3i6Li/qJ/QI55g2sdH1jVfEPo2ZmZ+ha2emWUp+ugSoP4sKEeXsm7pAifiyKdJEjtXykDWs/dD9hiPAePYGOmwif8OqThOsJuwlb6HuNNYGLAv8NhNSGAw8G7gg0pXZ14PbAtYGrAismY6B2QMwiDRHpyHp+0sau83lqPrUBfMXsx9nYw28T7XXLi1/9n7QEHaJGTkC7qI/KZKk418LQcvKN9D8W6WzGwfu4sol9e/hTlYadWMvIOgZnxOIE/oVLuTwBWSQKr4DT8CX+Plkiquzhtmfp/pS7HjH01p8d3AIL7L3tGjqXsO5UBk5BN/nOuP3AYb+qDcXbDlwgiq6MA/g3NmPPtMvxPSq9N8ut3uL//4ATLb53FZ07Kexjw3s0nYHTMZs3F/DP7f5267l+UZ4RGdiD59J1R7pOy0L6yW6y91DgsnHtd4Hl6wklRvcTHiW8SeiKghxNguwJ7E0CXBqYUxfmlLUgMC/EWtS4zoLzbuAV9D+j50Wx6DSdjRPINeMsVOPAOcNjVXDQWJmunx1mITcpgFHtvaJa25CvWPzu/fwI/SPytbvYiMJqHinFnHXgZHbXUqSPye7wUuktr88V88LrYsHKGju4TM1/SAkj0PAaFweKj9ofAm2BjvsizdsCX9bYsInnN9C3mYcDPw2cGeIWFCj80eG+epsSwESALuPpF3x2KNAcKN7IKy/7sBrYEPhNAlYMtIaxQ0p9fmFcYmqaOMqRE1rTYfQIe8jh6nqjvYHWzax5wqG+cUFnp5afwF/+mAD8LNJb+Gb/3UJVVHlDYG5gfgo6nY9qrAM4rv8Fx2OxmE3/VD4tu1vo/VYdfm/fCfsaDsrPu+1HkuAAAAAASUVORK5CYII=) 7 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgklEQVRYhe3XbWyeVRkH8N9zrz7rHkqd3YJQmm6azoS4zNrAHEgAIZkEAiNL/CrET37QRBKD7JMkS9poItPEqYEYjYZghGGGZiiDD+oyFhFwyEsc22Ss6+ZeSt/Wdt3T+/LDOd3K5GnXhYSY8E9OnnPf5z7X/3+ut/t+Ki4RQYEW6Xc26hXGLtbOhZsXgmqD/U2xALtNC2WN9FNDaxZRxyTKhdq6JAGS22uZvBtT6MdInpeoRgpF/QMVEOnUa7KAmzGaSat4J98fRDMmg3GMV+bwzkULCLpwr2SsA/fgj3gFnTgmhYKUAzXJA6Uk5H1RabQwYdVoXdSaVCYXKacK47VFjlZhWltZMV2ERXYaHK/y21t5NBNNzSKclDww0oinYbbWRe1y+4sl3qp9zYGlb54jp99g8XfD9hnUlU66cZat2XGftxouKgQDOIjDWIa1WJHXjlOuSfGv5zGVl6qS+88JyhXU7Hz/GGsoICdO0Ye3OPkiy9exqyvFf+XMc1ckQ7/G4CNGXqg66z7L7srLIygjETZL3mrBybxem0+A7biNTUd5dA83ruLltlkCMl5dzb9e07oEV2aimepYk0+7P+lV5HGcOUJQodyIp9BKWwfOYBk9Fzz6D9z8Gl+WXT5u5es1b/fm9c7Msz175D2cDZOkQvm5PH+Wq0f4/nVZxHvR1o0HSx//U6n91IQNhxaLEalM16A9jy9mgYUUjvkEVOrfPX/Z8QR//QI+hrdRuiwvDWZDwwoD/X/RO/YTh3acZpdUhjOtukMKyZgUniZMzemBmfk9KeZf6UQrQ4HC6ffb1n65oeKb3H8Ze/O9g1KVHJNyY0gqrKl5PJAE3IqjyYUvYMdiBj7By8fxNHYmS6U09iw2UcDzbM0n7sIhqWOeRJvzZVht2AnRtI7Tt1N9iMHgGklI8RgbPottPHCW5tX4NPWreORTbCt1bH9Rf8sZ3MSvss5jmbTMQiYxOVenqu9h00Np4+Y+8Xqf2Il913n8gW5W38vmJob2J4tN7/D1o3zncf0tVc+OTyQ7z2Of9MYczyEgV8N8rfJhXIUfwiaVFU/oP7zUgWKSni52t/ClIQZKLKE4yfrree7z1v/4k57yN+6UekOLFPd5X9EXImYmv3DqVNAd3BRsDG6AO4gnObybmCaCmGA4+OkBv5wIfh6sDbry/u7gM/G/DW1OFbXg9oc5E3S/4pnTwffy51fcTWzln69mAe8S/+alSNejwbpgZdAedARXRkrIxjhr1YlMXgQ31HUOB98K1u+0d3grw7Me34bmtfz+OWIv8QeGj9hy5g1PTgSdwfJIpXgOc1XB7NO34Fo4wsqrObjF4J/v17YCPd/gd1vP2yo2sOVuvnoNO67nGbwh9YMSY33iPxfDO0MuuCLoCW4JbryLx3rFieDbwY9e4s2fGZ2+YF81u3p5sDRojdQXFoZs5L5gddAy88ndp5zebddo8IMjbP6NgXcbiK/mcWl/AXpSEl2bP0jPoVdMP8jZ7JVbFpTRHxRycrZnN3/46BUnPmwNH+H/D/8FIlirZkmrFIQAAAAASUVORK5CYII=) 7 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhe3XbYjUVRQG8N9M67SOti6+bKVmi6VIZb70ZhFRllkRFfbywSKCyKD8FAVaH/xSu0UoEhFERRaEBhWVaVGRRlESpPmSlK1lIqWu6bqu0+w4O7cP9667vuy6a/QpD/y585+59zzPOfe559zh/26Zk1kUyCKPHGrF99YMu/vrq+okwKtwFqpxfiKxB4MD+kuiXwQS+KW4XMzACPyCCgpiNv4bAoEa3IC7cQFasQHnJtAsiv0BpxcN/G3cgbKQr5IpnkaRQ7ms9lxWoSpjfzYYlBwc9Bebh9GIZRnK/SHQYwbKQv4MTVnkR5B/XMz9KIxDu4MGprnFqIXRYpb29uQziTcrbhlUnXALLsRwbBdRivhV3ItOGxWFOEnUxWECIQq1EyPXDTiXiBSzPQFn0uQH8TCtw7Ccd5pZMpHPBxy7pH6R0roGoTmB5xOhGtRjZPpMJFaNXK8EZqEJp9OYw07u2kBpVBTfEdbMtMfkHp0vMyXECGtwDa7FeExI4+AUvV4JZFUqszAUd1J6L31fYs5O7j96/ohYC27H9IL6dkzGdZgh1o3BKQtjjsTp0bKVn7AJ9zBuLQ1SSHWGDj/OguGY3WHyG9XKbWIWBounoq0bXk23NeVetiBTfjqtvJTxgQUPJwK/26vzGB5t+91c3m7Hjo1Rr6vwpVikKolMAaX0nFiEn2NhZF03CAP5dQzaHBSOs26oxqp6ShNjoarFJbgige/EH2jLpLFPp2BhqvkzuLeG1/ezpoh28Uh+QaHET6JmYctGvsVMbMWulIHNolYKCaPnLcj55UyUCnF2VoxoNT5azRetvPgD5a+wjPwHjD0Qnb9fMfKWrVjLraIWdieuRRS7V8teRKiM+UvZOYcFjcLPjcJ6bKq2Ze55jJ7Ed2MonIdB5L7j8m1UVvgjP9yatm51vrNPZB1VqnsjAItwNhbDkzIjXlDcNcS+bAujB7JnCq+ezZ6OlKndzJpJy9Wm7R3oTT9yPS7DNNSJxalfdlhrr2r5KzA9cF/grcBngbkPEZ5h62LCVkLoel7Z7qX2NPe5wNTAWd3Fe6IMkDpmoPZBtdc/y8do22j5HeIxq8rjU8ZexLZvxfO1BU1cfI5HlqTI66S+0L0F90rgkPObAzem11yH+lXzuBLFgiGVVTyF8mKmDOHDLUx8jZVrsQJrGP+l72evt/Iq/Jb8tHZL7cg+JODw5LrAxZu4KTB5qaYQGBu4bUlM9+zQdT9ciD8fYF7gosAdgavSpUaD0NwgNL9tx76+gk9NTm4I1D/BuwuVmgNjAnNXs/4bX3ek349p8aGXTPdFA8TIIJth2/Pc2W7A0Je1rkNlAp+IxaXFkbUeXUXteNaXa3kIDBN7+vZMLDYahI6vZCorY5mtTeAVNGW6ms8J7aT+FxxmFoexuqJuybDt3/g8WSLVgVznbeiUnbL+2D8aGHDbaaqSmAAAAABJRU5ErkJggg==) 7 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZElEQVRYhe3Wa4hVVRQH8N+5c7vVlIOYTTPDNITp9LKyJsKml4SVSEgUFRREDygiovCbRUEQRkEPKijKqCh6WmlFBlqIxGRRkERpaQ9tUqdRu6WNtzt37u7D3tOMNuO9SNGX1pdzOHuv//rvtf5r7cN/bNn+Oob4aEQeE1FACQMZO+rFye8vARyagk5K73AQ8gH1ktgvAoFmnCM+YTN+SHg5MTP/PIGU9mZchJPT58lYg0oikke5Xsy6NRDiyabgVFyI08VTniSurcD7WInNGcV6cMfNwG7TdlaExrys1ECprJon5DOVfM6ufIMdub1cCjgT6zK+qvdg4xKoCI0TbBiuZ+PFOAZH4Gjx2G0parISNqXPdVtNDXTjfHTgF/yKLWntt0QkUMk4C+34ciycVMLq3jUfl0BGdR65c2Lw3y6jaTmrl7H6EH7qZkJn5Dc7izgtaFnn1RnB5Z+IGtgmzoiW9F4OUawDGVUiqzEtJ1Tn4EicwOLn8RgzH6J6Fo+cyJoDYwfsYce6/A3MELvlWDEznTht1KEbR+KMm4FQnSDm9B22Xo234tL8e3jzEytfC6bOGMN1ZlnrK8l1qpEsF4wMrHxI38clQEN1KR5HAx3LWXIubsUb2uee6gqZDX/zCtqnHOCPMs5IwaspThm7Rm3N1ciAymK8gCLNs3nuMHRhhV6B3GCq455+vYId+XLURwE/p6UBHDVqa6UWgb/A18RaF8/ENF6EIX0GyQ1FpA1iU3yXQHOFWP+zxaQNT8aJ4t1RqinC0QROil04cT6XzuSVKbxQFFuyiB/p2MZirPrdtVX4Jmpg+LZsSbEqKGdxZtgngYL1RwwzXxf3lcR0rlrGF6u5cSuVAjZSeJsrt9J4iGfurGobWI/PuUYcTE2Ynp6VsMf82rfNF+fObQuF/oVCfyC/ysc7A3f9ypsfsvtZwhLCJsIWln9B2G7B4CZC4LPA04G7A9cEJgWaQi0RJnsQrXgYFshaFyn29WmtbOSEJnZ1sbKV4jFYi0+Z3c43k9z7XZOb/RizuBHfi0JsSnEL1HcbhuF9j9i9/RYHdyXnubgeTR/RsZ5NO+mYLHbK1OTco2dXt+5FYv378LLYjuWMgVoZEJgQOC1w0C0OnnZDPGj5PWvvxgdYsgWb6eiidyIOT77r6OnWfRW+xrdit0xJy5VA2z4JDJrWL3bAdDRXTF3/JMfBNodVl3IdfrqEO9vpOYU7fqDnbXyGpXQuUnzmXV/fh60JtpCykccFtRIgkAs0B44PzNrIlYHOJ2wJgc7AnEej2OYGLhrkvOk8IIk3YbQEZgXOC7QMC/p5fb/UJJAADk0AswKzFvD6/Sr9ae34l/lombVDgYsD80Ls+70xxrSaGkhWMmowLeSmioZJC4V+lLp4KWdoeM4XUQh7YY+n9rq7IMQR2pYC9N4rDN0uq4bYps1ie5XSehW92Rh3xf4QqMWu0cjv+bANZCOX0L9vSSNtTyluD0wer97/2/82lv0JEwd8DFWu3nMAAAAASUVORK5CYII=) 7 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 7 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur188484 2.6666666666667s linear infinite forwards;
}
