@keyframes rwdcur76506 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZUlEQVRYhe2Xa0zVZRzHP4/aZQ1Piq35oszUjAJGNFu1tbliUa2WL502I0eSKRc5nHM4SJkjEeImHMXZ0rnlssWbNjG5CV4QVDQOCLZ8URprzS3dlJAMyV8vHp7D+Z/7edWL+m3/nf95nt/l+/xuz+8P/3VS8Qo0ORDbGNhuge02zLkJtj9g9m2F8krc+mbFwpSzFUlKANsYMBaebyINmRSYEJgzFNvhZkRjWFmHBK69vgd17OETXLh+hUfaUbbTqM+XDlt4rqUgV1OCZeMCkLnXquDRgzc4pzoAKK1drlZ3LfSdcjxxHFfWIR64YD35SHJkEGHdtKwJSRyFuaPwjT2Yr6CqWZ5vTWV110JV8EmzLBlZQN7+NAXQ+N6AzPrrHlYMJTMhMCmw6Ic48m1xK7KsCcncixxOvm45wdcZv4Q80Xb3SQEocnZY9keSkZ+fRn58KrQnIoag/X3UWxfnqUpnj7iLtOJVnY+pj13HBeDAq5cFoDa3T67dN66FZt7FUXLUZ+wC1yOfNpDm9SLGA2atoLw5ajIBVG86I1UFp7UntrdIpbNHAIwHhpOiJ6UPwK4sr1bkahOAwtIWn/K6D88JgCenXwAaswYtih3F7QLgcE17IjYAw4gBAOAs7hRHyVGpmTIM0LDue997/RSAUJ4IXDMABp6MBGIKQF7FtxamCme35X/dhr4gJXX5eq0h57xl7+ArV7QnizqiAPh1jhgAnpx+acwalEpnj9i3tFoEdmzU7q8o6db724749g0wzwfaS1uKT1hkDYC+pYEgRheJPwCAwm3fCUBNrnbn7jWDEeNX7j4Vdj//00MSCKD3CW1nhpL0kII7PnpTATh2vaAANhxI8zWSotKOIJlZk/q3YX2/7MzWCXzgtZ8E4MWTqSGBHV+ChO0DX72sa9zEcGe2V4z759+aHcT/e4LuAwV7nlV5+9IVwJq2xQpgVcfjYbtgWADn3hgCwPT7vH3pqrDxOQXw5/0TQfw1WzN9RhrXag/UbTwrAAVl0fpIiBwwtMV5TCubSrDa3OkKsJe1SpX9jJSX6CqpX2+tAHvZEako7hbPWq941nklVA5Mkx8A0wdMGAyZ2JpQWDwQUJqBvcC/DwRXgaEAAP5Um3c2pJDHrxkZgACVrlNS4uoSp7NTAgH4y1tzICX4ytw8peC3xBuW9d3vDgiAujMT0CHK25eu6nPPS5G7TdxVL6mJGX9TXZ2h9rwzXcLPXIpyLQdeRhUl3bJp+2EB+Cy/V6oLe2K6mPwbVFyXEVjnAbNW6G6xCNdO5YGpdeMpAKezU8x8EG0eCEsGgP9MWOTWDahmU29IZQeXW4eVqymIARDOTsR4ZO5F5o7Cg6OQlAB2h+bfne2VS4tGaChdob7MuCz9GUPUb37bp+tGqp6OJ9ET8oKL4e1EndNW1iEGgG1MP1dvesn/Ij1I1n8sNwDmD0e2EdOg6P9d4HtCfJjcuSv4A3goivGYAfhTpC+jO3eFewfj1/k//av0DyCJfvTo+GZ4AAAAAElFTkSuQmCC) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVElEQVRYhe1Xa0zbVRT/3UoaJdpUMc4YJwkILCmLIVmiIxj5hMmmYQypQ2VuyNIhq0XoqG5GzcQPa7Y60WRDELoHExoHgSl27CF7lcfGXhbCxJI9arIPNJKFTEeB44fyv/0/+u8jfvCDnk/3ce65v/s7955zLvBfF5boAtc+kO5PQPcXoAsC+hlAdw94JMjAGilhe0nxKK3+FJSlAzJ0AObU9WYrQHMLwOwCoHfGdzhNLIWVDpB87Obtc8j9ECz7Y7Cf5geg+xpMfvqp9aA7Zcq1CQHIaJYaqKwAM24GwwPhvdJ+e4y3tc1gyS3Sk996IzoIVQB6V3jh8zMn4KgJGd7yWSdljj/B9W6kB3jbZwiQxdZNeifY4wfCQCZLYzMhFXcS6V0gMQO3M/7g7a9sp3n77Mu+iMab3j9PQIiByVLQuDEyiKgumKgIn2LpxKOsrfICAcCCSOfFY+kMAJqsHtpd1883Sb2ZAgB45nD0y6gE4FnCjTTXeMi9Zoz3k2e0AADLzpdYR/klAoAjb18lYa7Wns+21ripb+04FXQuU2zsLYnHFZ4lBHeSRPF48XXe7319NCF/+jOnCQDGjaBIAKQMeJdzBYutm7f7Un1cZVWHgR2sukBtphE+v79ySGG4661r5NwySE//qpcwcaU4Ggve5SS4wGcIEADsEfk1kjTWnVPMy1mq+uQIASEXyAGEGfDnSybSR1MYAGg1GhyuHFEFYbLnMQDYuQi01TxEqzoMDAi9loYPztDaK9n4wvYztzFcJGfhbgnBn09iBiLJgXeHJXPbao+TnIHODdcIANpNStACA8NFIE/hIghGJpID6Cu8Tq3mIRLeeFfZVW6spXqQAGCv7Swf+7zuVFwXUw6g/1VQxGRU0J0luThFB5/j/fI9LzAACLLwng9pQp5ssnpo065cBgCudy6T8dscdmr1BPkyAki9oQewTLlZJAbkOu2bLhMAtG2+KJlrqR6k+q0nJWNynZgMEGtkuFsiWfSl7TTleJ/CgOF3aACss+cwALj/YCgXf2Tto/pdBUxgQyxv7lvBBCD3tbMob8hVjYT5R8VRUsyAO4ks9V0SUMdeG1Oc7Jva81F9b1+8Gz5DgIRAJDAQeYUIgDDkrBqintJfFAvEL6J94wg535O+kB3WE7xfvb1HAiAaaEko9j87nVDY7TWGWeqVMaYWilUBiOsBAPixZJS2W/sIAA6ZQlnx+42hy+mquMR1e9Z5edu9Zoz2Ws/wdBwfAEBRD5wsDCcjR10/tVoGFIYaFiPhfrM0L8SqB1RFALDSAUW0E0RcjNhFwUhw3Z0ykABAbR/VgmTaGH4iPcl5qHGAqrf9QEKSAoDJzCmuv2J0Kcw7Qknn4Tw9ptaHN037Tr0oibsiAoCstFcwYk7h/Sf9Ot6+mO3H7lvFuFcuPW2siiiu2l38L0iZA9Q+JsF5gvAvmFsAxIXpPwIglmg/o+A8QducuM3/5V+VvwHEOVAB9dN8VAAAAABJRU5ErkJggg==) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEt0lEQVRYhe2Xf0iUZxzAP0+Fs1hnhJiM5RCRxWBR01VjsBYRSbmCEUZsrbl+2DJ/1HVqtcq2MVeXFtO5FQYFkU2uWq5CqaZNMs2auhVIo1nqH+ZGbcfa5Ly77/547329873zThjsj+0LB/c+7/f5fj/P8/3xPC/810WNdcKJGiRWwOICiwem/AmWQZjsVqgCGbO9CZEovVKMJFsgyTK6nqsEcXvB5YEpuyNbXFiA5DIEZ+BY2spgxgVXCaI//VqswcR/ODrIuNFexlQNGwTYsw71dgbKkdMqdxd1C0DurjPy6IVeyao8K1HbUZN2Bjrs2RFoI3KpiZaYKiS5TDPQtPJHqc9sD2usP7VHdmytE4D+3UjPDuTnorFC1CWIDhBK5f7rPQJQYq2XhtWdAvCZ7YpJXwfoso0FwgcAMDCr25hYk98iZUGc6HImp1UKt1ww3j+c3SsAowGYc6A5JUAxriNR1a5vE4CMQ/PUzEdTAfgq73qAXmXhVfF6vew7uFRVW69JbVabTGufHpAPt62R7EJzilCXILv9VnLKej3kxPq1gXlxrOg7k27LyjvSZUPCA9xeKjpAf6oW4z2+hPqyqNGYfD7rlslQbbZ5zJGtgdevbTcAOrYEQgTvA2k9Kp4EDhZ8K/HuaBz5LbLi03kKtDinl6eo07k3BK+Xh08PMtkznmX2FHUmp1XeLJ+rAOre+17uTPodgMVHZysIF4K+TNF3YMOR2gDFQ77Eu7heW6Ujr9VkSA+TrjNSTm9uMXbgRs5IEGeR+AM8fl7L3itrOk3GTtquCUCpXzWU2xoEoMYPzJGj/e+e/0AAuhbdCwBoztYgxinZb3Kya1UrAM2x/cbYuU03BeDJeA8AVvtCVZJVLXs3nJQc+wLlM2bor/CFIvHqcwpgxqUkU0tu3IgEbcUVxSsUwK7Sxcak5ZWpCiBmMMrQe+x2Meh1Gc9PJg4BULd2OAwHtl0WgM1Fjgj7AHBvodZ87r+mVYJ/zT81NB4Au+2K7D+6RpVUvas+tl4SgAlDGm/a0RQDfOajWAA+Ojs3mCufjMiBU7nNQWn18qu2mfuCnoS1m7VQfVHYEKCz4djFoDkwHJe+TOG3AXD2g/MXSOtRAJXbLkuCcyrpR15SABezbsmSwymqemuzeCZ4iXJplZxxaJ46n3VL0g9rqz9hbZJJrij6ov8g175Qddm049ntBZcb5pQHO6b9GlHDOx1aZm8xrzZYqfmPHd/eJAAFeRd850lfyEZkFh1gtbkEqwqvBoydy24LaexkXpPxzpZ/PmQrDnkhWfDGcNJ8vemGnLBdk3X75itHfotUFGhtefnnLysYbrnfbLxpOIj2q5b3o9NDuQlxXapLEJwDxDgH+amim7iORAWwM++CzHHHGY5HSkVBozzz10T0djwwq08GlzyLfk+cYR/LJXjEjUiXUl9dN7zVKSXWegHoffVB0FBEciMalSimColzQqwTki1gP97LtM7po865nNkuqYmz8c/4hE9C+wm7JclliA6Q5Ps1Pq7lQOmLfLCqjYq9Geruom754YUBlsXPNbZbBwh3K44oJv7fBUkWCPVhMuSRAIDY4vD2/9EvoyGPELV97Db/l39V/gZUC5yfbnv0WwAAAABJRU5ErkJggg==) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcUlEQVRYhe1Xa0xcVRD+DlhsmrhZbdNg0qABiyaLEYw/GqJCbcSqJFKrKKLFVYxQqCBsFxMJ5QdKeHRDrDEmPppYCEJKKS3K7gL7wHbLoxRbFwJUq67blEaIBImtsDD+uN5z7927z/jL6CQ3mXNmztzvzJyZMwf4rxOLesWHnYREDaBdBzTrgPYmoPkT7LY1ENsXtb1bItK6v5aQpAESNaH1Vo4SfGvAig/QFkUEJiasRryJ/KfsGiuQ/hRDSjYb+uUcoMlnqt3Pf0SYO6JaGyWAT5UGTIUMpbkslsXyKc8d30vyOD3DpkIlEE9LSBBBAcSjky8cOLQMnKxgAHCiupQ8W6e53p0LSZxvWtBRj6mMoC1i2LJfAnLlcFhPKCgVZhIASB6o+2075522Ks4f/eGJgMZtZ98W5j0thCuHCdMNAfXChEByZ/Xtl1nfWLFgRGZKn2RhAOB0GchhNnLJ9c0/C0xCecjDqAKQBRc3YndVUNtUDh/fjFsGAGTsamCnL7xGAHDqYgEBwI24ZWTubmTmzyuoffpZyrvvhPrH7vrwociCi1JhVih+ObOXjzsnX4gqnu8tJgv60w0UCIDCAwVwc4UeUxnnNWfu4jq5ug5mHSshy/ibXG4eKVYZ7r70MlmHS+ld7azSE9/WBd9AAdwkhqBpQUcA4Bgwhtyx84xa7u+lrpoSYeyuJ38A3ANGeBWCg5snGQDEbIiBZVy9Q5EyHm5kAOD4SgAyOHKAcnUdwsG0VdGQ7R26ke+F3SJlDkZr/eoLlsgIL8k9EIgso/sVsv7WSvL3wOlLrxIAfC0LESfRA6O1BFcNAQD7ghHN0++YwxKuYxHXsAT9TAO2LibAs2UW+iQL6774Cu154BgDAPtwOe3c0cKGvqmiRx9pYABgO2mkx3Iaw9d+d710V/jWgRVf4Mso794ehTHx5wCwc0eLwK9KKjEbhUg6XQbKSG9mANA78Tplp33Gjl1+mhIWtuOq9ie85FP/K6AHrEhXAOibeIOeTPuEmc8X0e6HPuYy+3A5rV/bgF17mvicv05YD+wjxkxYUsTLOVhFPya4cfesDmBAZprg3lt9GwEA1jYDZeU3M+4NGYk/N58votiVODye/kHw0GS+L8nkhzAVZuquLVOAap96TnWoHGcrQ6ao7e/MaFrQES9E4iEMRHIA4lz/SAkd/y5PtUCeEafG9WQbfUuhM3DcIMmby5UAQpEcQN3iPVGV3c6pXKlk+3ssSCkOCkDeDwBAx+TzZG0VdtU3JuR4z4SeAKD3QiHX7XK/yPm2qRyyDxmk6zgSAIC6H2ideYYvdFiNNHCuTH0eBoV4948cUMrC9ANBiQOIN6mqnUjyZkQ8cIAsdHNHiAMIQkEbkjnk8hTJKN4E5Jio11RO4iUFANvmk7n+1eRJdNUIu6+GQWhKRUqsDJqKEXdEAJDtTcHB9kN8/KvGy/ltMynYW/0g8IdfIxumI4rsISF/F4hfoIfJ6hoUlU7emP4jAHIK9TJaXRNa8//p30R/AWUEXVc63HWIAAAAAElFTkSuQmCC) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpklEQVRYhe2XfUzVZRTHPw+ahk6E5Ywlo+XL0nJrZTX0X6eybOZLyrTMpZgIU0CwrKZCm9V2C19aWOP6kgYUmJKK3gu6VJR3QgO3SzYplZWmG6LTcbl4+uPH7837wuW/tjrb3Z77/M45z/ec5znf5zzwXxc1YIvkEiE+CuKiYEwUjIuG0Y+gRihEjR6wv8FhaUXmCE9GQXxUaD1vh+DrBa8XoseHBSaiP4UY8sRvclOi+uIFJ+V/F8D4OFW67yNcpxx2nZttwl8X/W0HAmAyTpuDnB1HwblIAfgifMx+c7sCiJkQSVPs7zBkjGJYvD3yK80hQQQFkEiJaXg/RxUnXSLubqwxNfb2GMpPrheA6yN8fDCp1Fh4oW8ujHraBHK5MSiIgACScRkGb7WXU7bmHVmcu1PF3RpOXssbAjDsvpfZ0x0KoHfwA45+lyEA+eeXS+moVm3x2GdNEJ7qfrfDBkDPQFFtRlDDvXVpArDx0muGztaWpca4sCZdsttnCJcbJWwAm6gWKwCAL5tWGOOyMxvkh+p3AzrLbZtnzG9vXmbq6ABaq/oHoQNYcGuSTbnwbIbsrU8VAGdjipbuppValmoybbrfn8uy/S/KTQ0PQAGtogPQF/j0QpLNaH/dmn6j2FOTZugccWfJnkYLgPM/BbfXATw8n+uZ7ze3uy8bAO7DZsTf1qULQEl1tgDkXTDPREgAx7gmOgB9wfLizJDRVpzIFvfxLD+dnQ0rpezMBn9bHUC92/imAFrokqt00UEnV+liqusAd6IiuKe6+SOmg80TD6qi2gxZkrBNuQ6vk8Q5eQFpdnd9qix/Od/2zeXOktuRimsj/yRrUAr4fBpV+3ph2iuKG0qkhS6xZiBU1ACVLi3qg2c3yI+n3xOAY6fMyvhKP5x9Jeyu1AjLloHqY8KpMgnKhGV9LLevQTt0ulMA71DNTEU8oHeQFvDg7geGbcqUAgWwJGGbApg1wxH0YlI3lMh1uYN1C6J/yWdCZxyP3uthRuLnNuNdTatlxZSdAR1WuLNl5qzPVHHtOlmckKe2eObL43dHM7xnKCNuD+LVuHn2LfB6NcP+tuBA1Xqxnnpd3EeyxN2XKV1KTtsP5dH92jZ8cjFJ/LbAKlYAOg84+nj/QJW2iF5i+uL62Lo9uuR45trnrDxgqQKbWAEUNKySygpzkV11q/s9nIU16TYdR+sSMcCFQ0RgUnHR5hR7as/ZU11cvU5jy5+TBUxi2l+TLg/rLrj5zMDvgkRK5NDaVX4VsCUAKwIcqnpfdPYDyG82L7ABXUZgXseTccouC687Li42xh97Xtcirl0b1OmemjThSnPI6zggDzhJNMose+o4Yz76ntaUlpdmyhOdWne0NGGHOl6pnZWtF5ZJxQkzC28/lWo6nTgtYOkGJSIXi0yDyBxhYp6sfOlrBTB74VY1sns4AO6T68U7RGuuM5/7RrXH3IHO34SbbWbEY18MSkQhm9JWku2GM51CcolsbJ0jQ7t7AZg13aF+feyq9t3bIasmfWh3Ev98yPY8vIeE9V2g/wI9THp6TIbz9dob0yAS3sPkfo7CA3jQXkah5OG2/H/5t8s/9i6nnAIK818AAAAASUVORK5CYII=) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjklEQVRYhe1XbUybVRR+LixqJFR+bLrGuGniB3HZfiwxMbjED5yZEzQwRiNkH1I2trEh0NIWUQfKEiWFsY0iW7tuYwIBlSXocDC2wlqaMWDTAQYzAmwy434ZiFkiUI8/bt+v9m1p/WWiJ2nSe8895zz33nOfc17gvy4saovENoJWA6zUACs0wKoEQKsBWxEPeoNF7W9ZJIueRjn9Cg3uP6IJv/D7eYJvEViYB9ISIgKz5KJk1NBtzEEEoNXgeMMQ8l6pCraVA/At8p9uZdgYMeGUejhIMTGbyzCeyboenUDr+SICgH03dlDh9Vy+7s0HGFIeVgZsuqP0EalUoo30cFAyaggAyq/up/bW/QQAx/rNqk5rPSbaOJUi6Vp/IzTdITROhgShegJNuCAaXEIxA4CZuN+RrqtjAPDQ/F8oHdpDAJA1oqOWbiMBQOGGKnbxqe8YADh7jKQ4fud45CfRhAtUiTYCgLpek2i4eSI1rJP08XRRX3G1gGyCbeMkRQzAAy8JAE51G+mTawWqhkKwnaNZBACWwTxx3WvTAUAFAPbRpUEIAORzybffFse7b25X6Kq9RsW45PpuxXjnzSyqHHg/JABFDozCrbqLS6s7mGU4jxr6zHRiXSP7aDBf1BmSrAwAGvp4Yj45lyD62zT5Dp1e18yev+WTgjT8EPoURuEmD7wEANUevjPdeIbC4MPhveL4qMdEdlcJ1V+xEABUDBwgAND/mK0exD5KIQHMoI/kAOTywdA+xZy13xC0xuotVoAQpP6yiaxuA2WObSERQN01pf0cekgOwDi8iwDgdGdhUKAv/Ltt7JHu3ukK5oW0n9MIAA76r+vrb4uUAI7wjcYQ6w4yXmR8yrX6HgAgdySbaj38SS3zcd32163M2swTLufVzxnAiUjwce65cwwAKl6wMQDISD0cTMnWXlIlotr1DgYAZ9a0MABwrG1ihRs49//xoIQ3lghVzVLWxy3wv595i2nHyLucqMZ0BAC7bmxTvXtVAK0d/O0bBvlVbJURTFESB+J0mako285MWSeY3X8Ff8bGAgAsSTXszFoOPvWXxwEAy31xaqG4BObAtjEdHes3k/NiiQJ1pZ+UbO7SoN0cdivXlgznBe9YJQdEkQMIJCKA54H8VI73msjuMlNNvxS4zF8fBEn/iZ/cIbeMiNRegSByAK1f8vf+1i2JBW196lUQAD4e4pWy7oqFBJCCbJxKUQIIJwIAq9tA7wUQSiAf1HssirGcgILqQbS1QKiGgiRPSSchULGQ4fIqKJeywb10qstAURUjQCrHejjI1mcm84CUUFtDBBNEcWW9JqkhCVGOVZ9hNjaJpNH+8mNYMxsv6r5KbOcc0WUQ3/rBwXw6eZmT0PlnOliOfz7/XrHkNCdRtTcM2zDq4aBpzEFoSl+cdmHz3WdhfKk6yO6Qt4DKko6ybxoP0Jb4T6WmdHEeyF4VMs4/6ooxnslKh/bQ/Zh5HFnvZC2dxdT5xF2cnTmLaLviiHp3xXeB1v9T+zDxLSgBZCxf0n9EHyYTKOeOZgFo28JncmBb/r/82+VvU9CtHUH0bgMAAAAASUVORK5CYII=) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD40lEQVRYhe2X32tcVRDHP3fRoJTcRiioDxbpn+GPYtqGCKWIPqS2pauFtjZNW2w2u3tz180m2yS7JU2xiFbQguBDNVJoKYSkSewmTaLGxqakQkuwjcWHigmhEVSaH+PD3Xv3/tzNguCDDizsnXPme74z58ycOfBfF6Vcg+fpkXlUfn9chfUqPF0FG1SUqkrkklI23mNrmbSbVplDZR6V+WITdzwSVpdBHkFv1ZrIhEpNSHFa3LoPz1+CpRcU7eKXhM9/DsOq4vH+1Tmh9oHHtiwCn/KBA2CS/cosdUp411kFIPvSCWXT3EJhwuUK5YtwxAlSc78oiUACPWQtw5Ufn+QKjQpA/XetsvdmpwC0DUTk1/XrANCHovLanZPy5s6zCr1VyqH2jwpg2+6WjIRD+miRHrJij0B4qtMXpPlq1KOP23U194Vtd4Utt33ti27Bfo4qAOcuHJWNDx9a+u0zXRZYprpLAdgy+76lC4VCdPRHjO+BjeVlxjhRMSMAFICAmnvdDi8SuZg0jr7n0O2azkjbkBGBjy80GGNmBKpvld4KkwBAYrBJ4sO6pPsaLcOG79OBINFrTjKxXEz23egwdGshcIt6sRMwZc/NjMcwNpq0dM2uhcEbLYvAK1PBJEwCADtmTjm9sYX6nck2D8jBiVZLd8T2H2xRK0bgF/aJnUAyFxPDkzO+YNqIbum1PLlD153bYx7W8FS7k8DmCSeJRRA3AT9pHo47Fk8NRUUf0QRAv2qMxUa922GJncDL48Y8qVTETSDdH5EDk2kL/Nh4ygNqj4BJzI8sGEXKl8CLOfGtAy213cpzC4t0bs4qAE/9+YdnTmhlJdBRgL8qnjAWz8VkQV1H25Um/8j4RSAINDpmZEc8710yp0kqX/W0kYS4PfeITwQA/zOwZzrrmw0HfzhhkLhWWMjcjgOTzkNoVkeLlN8ZMMVOoI8WOfKtc9/tqeVeCODwRCE1j48lHeNv3O4SRx1wZ4EpQYVo689nPAbmAQWIfJP0jO+cPll+IQJnKd47nZG4yxt7BXSLvUx39L4r8WFdNDMDyr0LzMvok6/qBSAz2CRuryJjXjL2WzFrXmTlXEbg7QfS/RHRbAVm671THqDtPxV02khCzl08ZnyX6AcCxSRg9oS6T+OR+DrmC/r2VP4GrH0gFoEACWxI6tCsRmI3rXK9+lkAXr/TJYlBo6j8plaSyu/xWzfa5fCEcXY+0xuMptSUwU2BTUnJbiXFaZlhkUJbrjJLnQLQORARvaa7gGFvy1eXQZah/5mia6ypXXK+C4yf78NkdQkHgb4NJfH/2ZfR6hJcrigb83/5V+VvtuyM1P0tj5IAAAAASUVORK5CYII=) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuklEQVRYhe2XW2xUVRSGv01rhUIniECpFU0g3ngwRaoQDQopBIzRJsTAQ1VELsOl7fTC6YWAFIKJOFBaWkCgDfFBjY1AQJESWig2lBYobWNN9EErbYmlIUwZDeB0OMuH0zMzpzOdThMTH3S9nHP2/tfa/1l77X/vDf91UyN1mEeV9GHjDjb+wMYtxsMjNpQtDrmuRhwvOhJQDkXiwkYfNlzhgFM9Al4QD3SPj4jMsASK2S7d6Ja2VhZbg7tAXCaBAXv8liBeuDElLJFR4Tor0CTw+zirVB1LVUZTiSzsqBKA0mOZMuP2OTl63C50xSi6Yq0DJnZaYkRsVayVCjQpZrsALPuhUla0HBg2WHLPadlanWPgEnuExE7hsV9HRqKaNDEJDIWZ13lcALQzufJuW4XxXrs5GG8SSPgpchImAYCk3hqfY1bjHtFqC4YMlNG0V7aeyvb1z7x52ngPQyCoBhpItQBbJy9Qq6+UCUDJnGx1e8J0AByXii24/AtFous6297Yo3IvFov9Srm0xL9urYeE9uGz0ECqVJMmhQF/kntpz5COK1s+tfQVfL8zCLvsx8+MDAxHoD0WMQkk9xjp2zRQUAV1233O9uZ9QYE2hGq7VCI+kiaBKa0WnCVF7bGI+24qL3NCAeSdKxTv6Enoo6IomeNQYMxz2exMlXm5VHQdxt138SBqLM65mjL7AD64dkAevfMbzvk7/WMktBva0JMUrA3diYiZgRMn11hYarWbBGB1834BcDSVBv2tOU0mZrClN5b6MzDlshXjfh4JJPCM65wALG87FBRMu7h7YMnl+/q085sHiPlrJaPJSP9r148JwMJfvrISiG8QgFEyVwUNkl57DICEnp99beuvlgtA1IN7ADhTdir7l7my5otMcc7foQCU+BdV2ewsBXDhySUK4Oz0ZcFpj6+TkFKc8Xa5Avh40W6f0/7kdAVwP2asD+f19KF7/vJ9j+k33lc2+xVzY02eAOz6Oj0yHQBI6TgqAK92GukLXPP9UQ8BoNVqUrm8UlW8f1AVnM0VgH5lhKuctc5H/PbEaQAcTlkSaijDBtdAZsPukGzN5acNEiHwF2H6VQOTf36bBfPdN2tC1oCPaXci0ucC991U3IxjMZ8rgI01ReKeMJFDLxhTYG8+IAdnrVM5DcUSret4oqMAQyXtzfvk4KwNCiC33imemIcZ/WcvzpQdypBiL4gX8EDPS8E1EShE77UaG0x2CBUMtdQC2wrrPxGAD085BvaT6iGFKMhMAuYOF2j5Fz6ytG24Uj5kMEe9fxqLvs2KTIoDCZi7IcD6y2WiXdwlAFmNpZJXt8VKZEBy1171y7E9UKzM3TAEgZDHpWrSxE0cbuIo711E6+QFCqDwlEPck59i34vpIf3y6rbIvTGTMOU4qbdaWmfOMOZdPPD7s5EfWgefiEzbWGMoYFrbYdHOGMvvla6ToVMbwYkoLKMKNHETRzc6Lmxcu/kcbYP3+EG2ouWQHHlzKZaKv/HEkD5hD6WrcFocp8XfYB5VcuLkKnm6r172VhnqtrCjShxNpcJUjxx56x1rkDCDQ4QXE+u9wHiGvJjo/fjuBXihe+Kw8f/Zm5HeD10xI475v/2r9jdg6JYiByCOsQAAAABJRU5ErkJggg==) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur76506 2.6666666666667s linear infinite forwards;
}
