@keyframes rwdcur207415 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYhe2W32+TVRjHP33bvj/6vuvetV27dT9AoYPBmEAZMCCKGC8EvMHEhBj1ggQv9cILowkJBi/8A7zx2kTDhRoRueBCEgYkbDjk1/jhKIy5rV1pu65d27dve7xAiNGV/WiiieF7fc7zfM73ec55DjxTneqMrBNdL/SJ5e6X6gWYnhjDMBqQFXVZEHUDVGwbwwzS6Assa3/dAA5JwmxuQ3K62NS7Tuzq7xO7+vuErKhCVlThD7aKg+9/UtMdR70A4fYO8fKeV9GrRR6mEqTTaeLpWQpCxgy1k5wcIz5+j1Jhbt5crnqSv33wgNgd3cDr+1/DbGzi5A8n+O6n0+i+NpyB5zh76jiiYiOq1ZoxllwCWVGFtykg1vdGhal7OLBvL/5IH87garZFtxNuCWHn05w9dRyA1rZOrFKxptNLAtB0QzT6AgSCLdiSzEgsjmUVkCggrDzJ2SI4NXymj43dEZ5ftRqP7iHat6NmDyypBBXbZiaVZCaVxOlyYTi7+PKb7wn7f0bzmJw5P8j4RBwAVTVAAcmtkUpM1oy5JIDHVvb0bBCjsRia5uHyr9cYdrpIpHNMTGfIJOPs3N5PeiaF4vEuGHNBAMNrCqtUxCoVHbKiCqtUdHSuXIOiuMlkZshnUyC5uXlnlOZwJ7ncLNPJNN09vcyVbK5ducTd0VvLB7BKRRyShKyoQvUYqB5DOBQF099CaS4LldKTtdWKTc+WHZStIvF4grIQTE1N4JZVKrYt5mvGRb0DiuYRolqlKxLBbFDRFBWAgi2olIs4JQeVqkBSGunu2USwKUR4xSq+/uoLhgYvIEmPer1i2/+4Ec6Fkr/y0osilc0T3byZD947jGmYPPh9DFkvEhvPkcvlcbvdyC4JVfeCXUbTqhx6900sq8Kd2H2KhcKjkzrALltH/xq/Zgk03RD+UJisJTj8zmGOfX4EgHPnhhmJ3SWbH8MqW4CDTdv28Nv1YYYvDWL4mvnx5D0uDQ0xMDCwoMPzAmi6IQyvie71IxvNOBSDXwZHCbabDF+9gV11kpgq0RoKEd0S5cHtG7hcEuHWFiYTSSRJ4uLg0EK5+dOU+fV4vDY0NrFt604Gzp0hEGxhbWQt2cwUQlLwNejcHb3JndjYk9pquiGcThe5bGZR/VXzJXwccGVHK7dGb7NidRe618v9sRieBj9dkTV4/QESM3PIisqhDz8V8KjRZLd7Uad/qgMAq7p7hWkYaIpEx5r1tLV3cOXiIJVKmb6t/YTaOzl25CMkp5NcNgNAIZ9b0oR96izIZlLcux8jn5vlwa3rDF84T6VSZu/e/Xx29GNUCgTDHUxPjjsK+ZxjqcnhKbcg1L5SuGWZbDqF3x9E2CUyD6eYjE8zcuMqDaEQ3544zcjli3X/KRYtWVGFphtC0w3RvXGr2PfGW8v+jNYN8a8n/jvEfwrwTM/0v9IfACGnjrMRPogAAAAASUVORK5CYII=) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEM0lEQVRYhe2WW2yTZRzGf1+/9uu3rqV03YFaCmVby3FjA3eAICAnI7obbvSCG70wMUI0BhMVgwLxVr3RGBKMGuMN8YagCYJBx0E0Y8zhmiAgzEG3sXXduvY7re3rxTIIgZ3lxuy5/d73/zz/5/0fPpjDHP4PUJyqmOld22zJd7+6T9gdjodEBBaVT0nUrAVcuthMoWceMOqEU3WJqsaNIjtiTun+tAUoTlWMZffCi7sEQD6fx+2ZR13dGp7asROAoYHE4xEwGrwPb1GxaGu/xsH9r3Plj0t8cHg/umGiD8TR+m+zdGnk8QiwTEPKjoxgaBqKHbZv3YINmbffeg+7u5hUOsOScDml/vlTimefyqGxArNMQ1KcqpAkG4EyP1XRMF8fPUogvISK8jDV9U9z68pZAIz0EIpTFZZpSBPFnvAjgMvtEblsDiHyjAVTnKqor15OoLQEHRBWDsXjpbCsnMG+XozMAJ1dPaQGEwwPJtDSw+PyTPoEBYVuZLuMJNlY8+RasfP5XcIyDcnpctF9t49kIomRtUglerkVa8Vhg1AghEOWqKrbwIcffcKF3sS4LTmpAyWBoMgMp8hlc8h2mfWNDZh5CUUYzPflkFU3A0kHhqbjL/JRGa1CliXO/PwT7a0tmIY2IceENdDU9JxYGn6C7p4+CtwufN553OjqJjWUYUiTcLlqSfTeoetGjMaNm3l590usiIY4eeoULS0eZLs8WX73HXC5PaJiVS398dtU1W2iv7OddauiHHx3L/5IIwBdV5o59PERbt7qwhjJkRy26LnzDzVr6lAVJ5aRovnsOQAmK76HHAiGo2RNg5Vr1xMMRyh2K4SDLvyR1fcO9w+l0XSdAlcBkpkHwF+9mo5YB8ODCVZW106L/AEH4H67OZwqmxvWUl+1nEg4yMa6Wjq7e3j/s29obWsHYH1DDZLNga6b6IbG+XMXpIYtz4rL58/MXMCYiBWRCMFAKS5FJlhaRInPS9vVm3z/y6+oagG5fJ6K8sWEQmHaO2LY8iY3rv99r0WnI+ChIrRMQwotWSSSPXHi6TTx7jiS7MDK5lBkG4ah886Bw1z+7Qx9yRQeXxl6ZhhvUbHQM+lpZQ/jzAFdN7GyORZWRikpLmVhmZ/KisWsq69h2bIo12ItuD0eMqkBrndcImtpbN3xDMdPnJgONzDOHFCcqliwMEzT7r2cPvY5ofkqqs83Kk4bLcI9b77B8kg1+w4c4qsjn+JSHNPKfAzjTsJQdBU/fvcFmmHiWRBCT2fQ0xm8RUW8suc1fjh+ksFkgmNfHpFmSg7jOOAvC4jKlTV43IVs2rCB1ovN3I13gd0BwJ+xvzA07YH9MFM8chI2bm8i9vtZvr0ao0KSpG3btokCt5e8zcnFC80AyHaZ7Eh+NtzAFHbBozC2kv8LB2b0R2SZhiTE7LOfwxwA/gWjla6x7zJsVgAAAABJRU5ErkJggg==) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmElEQVRYhe2WW2wUVRzGf7Odzs5eupduu93udtuypeVWkLa20CBgASkImqBBjCVqRB58aYw+8AYvPPjkE8QXTYyJhpiIRowatKKoXEKIEGAxtBRKW9puu+zOdi+z0+mOD8QaaEtL6yUxfI8n//n+3/nOd85/4BH+j2jd9Zox21rTfBqt2bh9UiOH22MM3OqeNYcwHwEOt8cY07IAjOs6AMFQDb3d19Cy6qy4xfkIUNMpgqEa0qkUfr8PiwiKeteU5qYG4/zFKwAPFDMvAQCx6DBbtm5hd9uzjCoJPj1yFFmvIauq5InihDPTYV4ZeGZ7K4UOG8J4FmNMYufzbWzauJZgRQCP28mSqgqaGhseyPHQDpgtVqO8ajEr1z5NOnqbjKpy9PMvuRjuwhssZ1gZw2QpJJMYxyxnZ+R76BBKZtkQTCZsBU6W1oRIpjJElRSP1dWxYMFCbt/q5lr3TXJjGrK9AMY1Lv12ftocPPQRaFlVyGbSQlKJkU7EsdsseL1FxOJJTp3+FZvNiSQKuIp8rGmsZ7CvZ0L4VHwzOlDoLTVSowrZTHpS7banNhh3FIU8SabEX4HLU0w8Okw8OkJJWYD4SAQVM1o6yY3OMHdicTKp5D08M2bA7nDh8ZbS0xk27rcxp2tUVfgZikTJpBSymkY2o7K0ronaZUv5+fhRDn7wEeWyhMkkzu0I8vPz8Zb4J61/+Mleo7GllEV1LiRJJquOgWFi3fpNCHqGkx1fcebcBSqtVmG65tM60Pri68bJY0fI5XJYLDIuj5dgqIZKv88wiRIO5yCRQRVviZXIUBo1JzI4cofN9as4e/YUHd9/jd3pxmK1z7S/qQWoySTNT25GUJOsam7E7vYSKHZyo6uTjKaRuW0mMqRQUekmnU7Q0XFc2Lmn3di3723KAz7g7tNcs7yBW11XHyhgwppif9BQosMA5IkitdUhXn1lF4uXN/DOu4cZHuinqnoxCSVBRtMwCyrN650cPHBMABhNpowCu02AvxI/m3kwUWB3uo3S4AIcHh++Eh8uSaVtRyvvf/wFF69ex2qz45QFXJ4AaV1HiQ6hJRUuXb48r4E2EcKkEhN6OsNcOvMDp3/8hhK7TM/1bqx5OsOD/dStbsHhdIGQI88YI7SsgcLKWmrrm4xif9DYtGP3rP8BpnTgT0hm2SgPlrG6bgmhQCkAl7tuIJitxGMxsto4AFd+70S2FuAp8vDC3nb2v7F7Tk5M+dHy2lpDFk24bDIA8ZTKouoKEM1IZpFRdYyUqmMin47vvmVc12c9/+/HlLegvNRLTtcwiRJeh5USk0AmZ2KodwBdz7Ji5QqWlQXo7U/wxPoWfvnpBMw8d2YvIDI8gtlegEVLEhdyJPQcodU7OHXuEBvWreLN9rd4qe1lwuHwnHc+rQDJLBs3IzH0vkEWlvkQJYn+vgEkXycAjzc0cejQe4TD4Yn6+YiY9BQLJhPjuk6Rr4ziQBCAQDBA37ULWG02eqMJDhzYP9d+M8Ph9hg797Qb1bX191yrxpatRml5lbFh23P3rE83Zv8RSGZ5koB/HYc/O/HfCniEvxt/AA8ryXLjgCCDAAAAAElFTkSuQmCC) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvUlEQVRYhe2Xa2hbZRjHf+ckJydJm+bSS7It61rTbOs6u5bNTndB2JzKigrqQCeCk1Gm2wcZ6vCGghNEQXQKCpsoiH5Yx2DDMaYI1TnFyuy6m7MXUtfLek2TpklzcpK8figplqZdl35S9v9y4D3P+/z/57m974Hb+L/BVewRt2Iv50qkmq0ziOzOIgFgUs3zFpGzACHS3L/jWWHNtwmTap58WiyIdHqaXeb9bH6kXAUAOAtLRM3G++i61soq/1JGQ1EG+vsA0DSNYChMKplCiDQJLZ6Vy7AQAel06i3VZGT37qd47dUXeXrnDrzFNuKRMcwmExaTkaFgaFZyWEAKTKpZrPD7GBu+wbmffsVTUobTtYTVtXVoYpKvqNCF11M8p5+cUlBaUSny7YXc6GojFh3HYDRw7ORJyit8HP7oEEePn0DT4lT7vMgGmagu88u5s1m5chKgmq3CYDTgctiJROP4/H7qNmwhlYjR0nyWi5cuc++2ekwiSjgY5PeWy7PWQU4p0OIxKanrqKqK31eGwaDQ2XGN3utd2J0lVFTeyZZtWwAIR6IAGBUFf9WaGR1x0wioZquYTf2me+oEgCXPhqWghHyrlXgizmD/DVyFDkwkSCt2IrE4Oxr2o1hUdm1bN83PTQXYnUVC1zVi45EZtg9vf0AUuxWud0+gmAsASKZ1lpb6WF9Xy3BfgIPvfpB1bwbGbItvf3FKvLGrXgKQZRmzJY+krot/R+HLbxpEOJQkOJxATwp6+zUA3O5FtPzRTNP337Kispqkrs/5gVkFXPjtR0orKkV/dwBJlsm3OxHpNHXrNwiAmrUQ6AziKrRgd5gY6deQhSAU1VnsNdDZ3o7BaGQklmDJMh+BtiuzCsgaGmu+TdQ/+RwD7edxe0oocJQwNDhIcHiAdErH5RLcvdHHursWEwwNs/OxwxLAo888Lz479D7e4kKMikJsPCI9sWe/+OFkI0N93fNvw8yQeWj7Vva+8BIFTg+nvmvi6NdfEh4dZSIWweUSrKq28d47p6d8eMv9oifQLmV8zDUBM5hKwYra9QKgeFEZwYFeSj35VK30o2sab77+CsHRMEUOB0l9Alm1EAqPcvrE9WnOMuTAnOM3q4DA1VaMikJwoI/iEg+2vEUMDg6xd98+Lv31N8P9PdSsqaHI7QUSaHqS2ER8PhxzYmoQJbS4FBuPSOGRIbo6rhEZHaWnu4fO9g7K/Ms5+OlXGBXTZB1oEzi9FRQtW4m33D/ncXszzOiChBaXNtfVilAoyIWLUQryLPS2XWawoxWv1w3AcHCMn083UuTxUllVTXQsTELLLRpZ81Rf/6AQsShWswm7LQ9ZUYhNxOkfCiIbZNZu2oiiWtn8yONsrarEYDDkfK/IutFmd4rq5eXY8/Owmk2oFjOakAhHJvj4kw/xestp2NPAscbj8y622ZD1MEqlkrT82U54PEosnuBKW4C+qInm8620tl7l5QMHONZ4fCG8swvIFJR7cSmycym6mLzjhUYGATh/tZMjRz6fYZ8rZhShJMmsXreB5qYzUmaEmlSzsBdGsDmcpGTjVNgXSg5ZIqDFY1Jz05lpeU1ocemOldVYrFYc7tJp6wutgVtCtn+B2/jP4x+C5PhSPqXcUwAAAABJRU5ErkJggg==) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207415 0.66666666666667s linear infinite forwards;
}
