@keyframes rwdcur184436 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 14 9, auto;}
2%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVR4nO3dQZLTQAxG4R+KHRfgnpyDe3IB1rCgXBOMM5NuqyW19L4lRWUG66XbdhIiAQAAAAAa+XT3Ab7+/P77/Ge/vv24/bjwMT2oq8GfEUJ+UwN6ZfgHIsjt8+ofMBIL/A0/O2cHykqQ0/IV4MBKkJNbABIRZDS0LFsNkO0gj5AADoQQz3ULOGNLiBcagEQE0cIDkIggUooAJCKIsuQk8Hxyx63jvMxXgKsBjgyVlcCX6QrwyqBnVxGs4X4O8OpgWQl8mAUw8owlgjzCrgKIIIfQy0AiiBd+H4AIYoUHIBFBpBQBSEQQJU0AEhFESBWARATe0gUgEYGnlAFIROAlbQASEXhIHYBEBKulD0AigpW2CEAiglW2CUAighW2CkAiAmvbBSARgaUtA5CIwMq2AUhEYGHrACQiuGv7AKSxCAjhXyUCkPjswawyAUhEMKNUABIRjCoXgEQEI0oGIBHBq8oGIP2NgMvE95UO4EAEz7UIQCKCZ9oEIBHBlVYBSERw1i4AiQgetQxAIoJD2wBGVI6gdQDcLGoewKiKERDAoGoREEBzBDCh0irQOoBKg5z1JfoXiMDg32wZAAO0s00ADH2N9AFkHHyl/8g6bQAZB19RyquAzMOv9OyXkq0ADN5fmgCyDr/q4A8pAuALqeOEBzA6fIZua6tvDmX49sJWAL5KLgezFWBkoAw/D/ctgOHn4roFeA//8ecR0zXTFeC9AUc/87PeZ4hmvgLcPdA8U32F3wc4MPgYKV4MYvhxwgNg+LFCt4DZT+asjqbT1UP67w6W/j+xXHlG3+1qISSA0WfV1d9fMahuw5ekoUFYHKDZJfXZz7Zaoq8ev/ryLw0GIN2L4O4BXRVB1+FLjluAxQHtMhRPwwHMDMFycB4RdArNdD++0ulg7mh6OK9EwPDzM33J9cDgAQBIL+Ve/d4Jpsf5xUcnuJXOccJfDj776OBnuF+f4Xewki4A+CKACZW2AAAAAADdbHs5Y/nW7U5vAz/b8j4Abwu3s10AHgPqFMFWAXgOpksE2+x3M28JH9nbV3/uIKstVoBnbzuz/Nav6oN+ZosAzsNZNayOEWwRgPQ2nNVDelxZOgRR+h94XvY7DHTUNisA1iCA5giguTYBsP8DAAAAAIDu/gAKnMGu6llAWQAAAABJRU5ErkJggg==) 14 9, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
14%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVR4nO2dS5LbMAwFX1LZzQVyzzlH7jkXyHqymFJFUWRbpEACBLqXXpgWXwugZH0kAAAAAAAAKMS3u1/w9vH+efzs989ft78X5tAd1FnwRxAhPl0BXQl/Awli8330AC2ywHya987eQKkEMRleATaoBDGZJoCEBBFpKstWAdIO4uAiwAYi+DO1BRyhJfjjKoCEBN64CyAhgSchBJCQwIshi8Dj4o5Tx3ExrwBnAbaESiWYi2kFuBJ0bxWBMUxfA1wNlkowBzMBWvZYJIiD21EAEsTA9TAQCfxxPw+ABL64CyAhgSchBJCQwIswAkhI4EEoASQkmE04ASQkmElIASQkmEVYASQkmEFoASQkGE14ASQkGMkSAkhIMIplBJCQYARLCSAhgTXLCSAhgSVLCiAhgRXLCiAhgQVLCyAhwV2WF0BqkwAR/iWFABL3HvSSRgAJCXpIJYCEBK2kE0BCghZSCiAhwVXSCiB9ScBh4nNSC7CBBI8pIYCEBI8oI4CEBGeUEkBCgiPlBJCQYE9JASQk2CgrQAuZJSgtACeLigvQSkYJEKCRbBIgQHEQoINMVaC0AJmC7OWH9w/wgOD/sqQABGjHMgIQ+hjCCxAx+EwPsg4rQMTgMxLyKCBy+Jn2filYBSD4+YQRIGr4WYPfCCEAL6T2w12A1vAJ3Zal3hxK+Pa4VQBeJRcDswrQEijhx2F6CyD8WExtAbPD34+HTOeYVoBnAXuGD48xrwB3J549dS5h/gtouZW7ByrCOSEEYK/3w12AiOFXepzcEm8OleaFsh+jggTh3x0s/R/KqGAqBH7ERYAZh3nHMV6NWTF8SWoKwmKSesN/NPZImSKuT6xp3sA7Etyd0BFBVQ5fmtgCLCZ0VihVwpc6BOiZHMsJtQ6nda2QDdN+fMaoCd1+Q7XArDHvnXsIJz5DVtAEDwCwApTqFxxbXLb2tsTGzL60q9IC1/3GkCOvJv/t4/0zy+RHwP16APAFAU54VWEyVaCQG/KsDWSafAAAAAAAF5ZdUVueHcx+uvcZS54HOAZmfUVvpSuElxNgVjhVJFiq1HFpuD3LbFxvQC1rhYoSLNcC9ljf7ZM56EcsK0BPWJX+579KuOsBrjA6pEoSLCNApVBmsmwLABsQoDgIUJz0fZWHRQIAAAAAAAAAfPEHbB7dqmBP26MAAAAASUVORK5CYII=) 14 9, auto;}
16%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVR4nO2dS3LcMAwFX1LZ+QK5p8/he/oCXjuLlCqyohmLFAmAQPfSVZZGek3wI2pGAgAAAAAAgEL8uHuAl/fXz+PfPn6/3T4u2NAd1FnwRxAhPl0BXQl/Awli83P2CVpkAXuaW2dvoFSCmEyvABtUgpiYCSAhQUSayvKoAOkO4uAiwAYi+GPaBRyhS/DHVQAJCbxxF0BCAk9CCCAhgRdTBoHHwR1Lx3EZXgHOAmwJlUpgy9AKcCXo3ioCczAfA1wNlkpgwzABWlosEsTBbRaABDFwnQYigT/u6wBI4Iu7ABISeBJCAAkJvAgjgIQEHoQSQEICa8IJICGBJSEFkJDAirACSEhgQWgBJCSYTXgBJCSYyRICSEgwi2UEkJBgBksJICHBaJYTQEKCkSwpgIQEo1hWAAkJRrC0ABIS3GV5AaQ2CRDhKykEkHj3oJc0AkhI0EMqASQkaCWdABIStJBSAAkJrpJWAOmvBEwTn5NagA0keEwJASQkeEQZASQkOKOUABISHCkngIQEe0oKICHBRlkBWsgsQWkBWCwqLkArGSVAgEaySYAAxUGADjJVgdICZAqyl1/eH8ADgv/HkgIQ4DiWEYDQ5xBegIjBZ/oi67ACRAw+IyFnAZHDz9T6pWAVgODtCSNA1PCzBr8RQgB+kNoPdwF6wif4cbgK0Bo+wY/HTQB+Si4Gw6aBLYESfhzM1wEIPxamXYBX+PvzItVXhlaAZwFHaflR1xu8GF4B7t5gWqgt7usAG7OCp8U/J8TDoNb9+YQ6DncBel/OQIIxLPHLoY9Agvu4jQG8Bns9L4VmHpi6VIDeG3r2fzOqwPGYmSuNuQB3W1OrBPsvirpy7sxhn9EkwIzwrLgTPl3AAEbexBmBVAxfkrouLspz/O1zzJpNZA9fMhBglZtYZdR/pPtCr0hQ6Uauyu2AzkQgeIBFCNlSj1WFijKPcDeWsYUt7k8DwZcwG0KiUWVaGPbCvlvf9zq3xfktSXMhI6k0DmEMUJwUFs/AswsCAAAwYMm+rMoc3YLlZgHV9uzNZpmVwFnBV68mS1QAq1ZfsbqEF8B6Pl5NgmW6gD2tW7xbRXl5f/2s0h2ErwDHIHqC6akiVSpBSst79ilW3dsYvgJYUSHsMxBgx16CKkKkvEg2lV6HClAcBChOSgEo+QAAAAAAAAAA//MHv3vehw7tog4AAAAASUVORK5CYII=) 14 9, auto;}
18%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADe0lEQVR4nO2dS3LbMBAFX1LZ+QK5p8+Re/oCWTsLFSsOS1IICMA8zHQvXRYl8DUGH4qiBAAAAAAAAIX49uoB3j7eP89/+/3z18vHhTV0B3Uv+DOI4E9XQFfCP0ACb77PfoMWWWA9zb2zN1AqgSfTK8ABlcCTZQJISOBIU1keFSDDgQ8hAhwgQjxLh4AzDAnxhAogIUE04QJISBCJhQASEkQxZRJ4ntyxdezL8ApwL8CWUKkEaxlaAa4E3VtFYA7L5wBXg6USrGGYAC09Fgl8CFsFIIEHoctAJIgnfB8ACWIJF0BCgkgsBJCQIAobASQkiMBKAAkJVmMngIQEK7EUQEKCVdgKICHBCqwFkJBgNvYCSEgwky0EkJBgFtsIICHBDLYSQEKC0WwngIQEI9lSAAkJRrGtABISjGBrASQkeJXtBZDaJECEf0khgMS9B72kEUBCgh5SCSAhQSvpBJCQoIWUAkhIcJW0Akg3CVgmPie1AAdI8JgSAkhI8IgyAkhIcI9SAkhIcKacABISfKWkABISHJQVoIXMEpQWgM2i4gK0klECBGgkmwQIUBwE6CBTFSgtQKYge/kR/QEiIPi/bCkAAY5jGwEIfQ72AjgGn+mHrG0FcAw+I5arAOfwM/V+yawCEPx6bARwDT9r8AcWAvBA6jjCBegJn+DHESpAa/gEP54wAXiUnAfDloEtgRK+D8v3AQjfi6UCuITvuuSMYPijYx8F5xD++TNQYSZMAl/pXQSynvB9gIPer2gjzWtYXAx6JcSrFYdx/z7hAozowYTbzxZPDs323k7YPzv46mupAn2ECEDv82H4PsD/GBn+vc/z7PjH//feGp5R3OYGua3zZy0JW+XalWVDwKyTdxx31PGr/aB010nLeh3/Wbt2aUMr0ytAhhOXoQ2PmLoDt9uJqzDpOzNlF+7VExc1Aat4jcGukRkrizPh1wJ6qDRLn42dAPTutdif7CobMgAA66GU3qHSfkDahvVSbRlqtwqAtaQxeSSVqsCWjXj7eP9cvTX8lSzhS5sJUGlytgqbG0OewdbvPOwngYQ/F+sSWvEbOqvZYgg4M/L7f6OPuRvWjZ456eMi0w3rCtATCCuFNuwngbPg9rIbZQWQkEBKJkC18EaQSoAzV8b/6nOE1AJcpbIE1quAlVSVgAoAuah2dy8AAAAAAAAAwFX+AO1B3B/YPLH2AAAAAElFTkSuQmCC) 14 9, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
28%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVR4nO2dS5LUMBAFHwQ7LsA9OQf35AKsYUF00Jh2Y8kl1S9zORGjtvXSJclfCQAAAAAAABrx4W4Dn79//Xn8248v3263C3uYDupV8EcQIT5TAV0J/wESxObj6h8YkQX2M3x0zgZKJYjJ8grwgEoQk20CSEgQkaGybBUgw0EcXAR4gAj+bB0CjjAk+OMqgIQE3rgLICGBJyEEkJDAiyWTwOPkjlPHcTGvAK8CHAmVSrAX0wpwJejZKgJr2D4HuBoslWAPZgKMHLFIEAe3VQASxMB1GYgE/rifB0ACX9wFkJDAkxACSEjgRRgBJCTwIJQAEhLsJpwAEhLsJKQAEhLsIqwAEhLsILQAEhKsJrwAEhKsJIUAEhKsIo0AEhKsIJUAEhJYk04ACQksSSmAhARWpBVAQgILUgsgIcFd0gsgjUmACH9TQgCJZw9mKSOAhAQzlBJAQoJRygkgIcEIJQWQkOAqZQWQfkvAMvE9pQV4gATntBBAQoIz2gggIcErWgkgIcGRdgJISPBMSwEkJHjQVoARKkvQWgBOFjUXYJSKEiDAINUkQIDmIMAElapAawEqBTnLJ+8N8IDg/5BSAAK0I40AhL6G8AJEDL7Si6zDChAx+IqEXAVEDr/S0S8FqwAEv58wAkQNv2rwD0IIwAep/XAXYDR8Qrcl1ZdDCd8etwrAp+RiYFYBRgIl/DhsHwIIPxZbBfAKnzeDnGMqwLtO9gx/Zhu6YD4JvNvJlP29uJ8HeEDwPoS4GET4frhXgNmHM5DGhhRfDpX+nVvsmNB1mDSG/3bwO1YF9LxsrC6BiwAz4Z/9j3VA1QM/sl2AO0f+HXGuvDCqW/iSNNyhdzrJauL2ahvutn22X9Unm9sqgGVHWofSNXxpQgDL8fsOz22ubr8yUztZ8Ype13MM0zt6RYJOHZmVJWtxggcAyEDIUv1ufsHwYku4zmRyuRf3y8ER+Z+ElQQMcUPIMxk6t9I1g5AVIIMEVQhXAQAAAAAATuF5PxvSLbdW3g7WcfmZahm44ojv/vBoGgF23bfXTYIUAuy+abOTBCnGvNlx/+p9ftwVnIzR8C3aq0o6AVaF9ardDkNBWfOP4c18KbRDZUhXAVbz/Cyh97bsAAFe0CV8CQHagwDNaSFAp5IOAAAAAAAAAHDGL3+k20j6Hf0UAAAAAElFTkSuQmCC) 14 9, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
48%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADi0lEQVR4nO2dQXLbMAxFfzvd5QK9Z87Re+YCXaeLjqaOKtkiBRIg8N4yM5Et/UeQIiVTAgAAAAAAgEJ8u3uAt4/3z/3ffv/8dfu4MIfuoI6C34MI8ekK6Er4G0gQm++jP6BFFphPc+vsDZRKEJPhFWCDShCTaQJISBCRprJsFSDdQRxcBNhABH+mdgF76BL8cRVAQgJv3AWQkMCTEAJISODFkEHgfnDH1HFczCvAUYAtoVIJ5mJaAa4E3VtFYAzTxwBXg6USzMFMgJYWiwRxcLsLQIIYuN4GIoE/7vMASOCLuwASEngSQgAJCbwII4CEBB6EEkBCgtmEE0BCgpmEFEBCglmEFUBCghmEFkBCgtGEF0BCgpEsIYCEBKNYRgAJCUawlAASEliznAASEliypAASElixrAASEliwtAASEtxleQGkNgkQ4SspBJB496CXNAJISNBDKgEkJGglnQASErSQUgAJCa6SVgDprwTcJj4ntQAbSHBOCQEkJDijjAASEhxRSgAJCfaUE0BCgkdKCiAhwUZZAVrILEFpAZgsKi5AKxklQIBGskmAAMVBgA4yVYHSAmQKspcf3l/AA4L/x5ICEKAdywhA6GMIL0DE4DP9kHVYASIGn5GQdwGRw8/U+qVgFYDg5xNGgKjhZw1+I4QAd8LPHtBo3AXoCZ/Q7XAVoDV8grfHTQC2kouB2W1gS6CEH4fp8wCEH4upAhB+PMy3jj0Lbkb4j5+BQNcwHwTendCxCB+u4z4PsGHdYt8+3j97Xv6oVjlCLAZ5XvR95ahWSdwFsAq/Wsu1YomdQ0dx1Nq9v9Nswu8dfAemml/jIkCEC12trz9jugCt4d+ZPxixpX02mk965tr9/rMsQxp57JWYJoBly68a1gimzLqNmN1DAhuGjwHuBPXsfxnE2dAlwNVQLVpppJaeUbrbF3fmZMrsgdtZ4JGkvEuaE7HkVUvPJID7WkA0Mpb5ZyBAI5lav0QXcEjl5wMAAKAM4fs3HtoYS8gLeefxc2gj3EUk/LkwD7Cj2v7CIVuS18MaFccbqU+ulQqLP3vSnlgPlRaBNhgDPJAx4FekOOGt5Y58aNT6+FFYvgI8BnVl9H51hN+y7/DKLH2Cra2UVb7/Wb4CXKX6W8BnLCtAlT56NEsK0BM+chyzpABgRwoB+F2hfpYU4DFwSvs9yl083gqGcku+AAAAAAAAAACS9AflAu55bUfUIQAAAABJRU5ErkJggg==) 14 9, auto;}
50%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVR4nO2dS5bTMBBFHxxmbIB9sg72yQYYwwB8uvGJ05FcUj2p7h1mYDl5V6WP7VgCAAAAAACAQny6e4CvP7//Pn/269uP28eFOXQH9Sj4M4jgT1dAr4R/gATefB7dQIssMJ/m3tkbKJXAk+EV4IBK4Mk0ASQkcKSpLEcFyHDgQ4oAB4iQz9Qh4AxDQj6pAkhIkE26ABISZGIhgIQEWQyZBJ4nd2wd+xJeAR4F2BIqlWAuoRXglaB7qwiMYfoc4NVgqQRzCBOgpccigQ9pqwAk8CB1GYgE+aTvAyBBLukCSEiQiYUAEhJkYSOAhAQZWAkgIcFs7ASQkGAmlgJISDALWwEkJJiBtQASEozGXgAJCUayhAASEoxiGQEkJBjBUgJISBDNcgJISBDJkgJISBDFsgJISBDB0gJISHCX5QWQ2iRAhP/ZQgCJZw962UYACQl62EoACQla2U4ACQla2FIACQleZVsBpL8SsEx8ztYCHCDBNSUEkJDgijICSEjwiFICSEhwppwAEhK8p6QAEhIclBWghZ0lKC0Am0XFBWhlRwkQoJHdJECA4iBABztVgdIC7BRkL1+yTyADgn9jSQEIMI5lBCD0MdgL4Bj8Tn9kbSuAY/A7YrkKcA5/p94vmVUAgp+PjQCu4e8a/IGFALyQOo90AVrDJ/RYlnpzKOHHk1YBeJWcB2EVoCVQwvdh+hBA+F5MHQJmhf++HSR6TmgFeBYwPd+TIe8OvsPd8B+dI0JdY3MtoOVR7o+OE3E+VUjfCJJ8Qqs4d0ivAC4/9HnocL02Ec0Sbw6Fcdi/O1ga3xsrTxxTBOgJf9S/fFYOX0oQYMQy71kbz9qrMs4/ozmMOz9aT/jP2mPP4D7TKkDvDzuyB5+PXS18qaMCSDnX8a/arBhaJMMrQFRABD2GkCtuV4wK7WgbKe4zpDQTDMAi0FMvGLn8dGKbLxJJ5vxmNulXA92otju4hcXRfCTBLr1fMhYgewyustS0+3KVxl8HmAMUBwGKY1lKK96cCQAwH8rrP86rjypDD5PAC6rsCC5teeRkseodR8tWgOgeehX07pVgWQHORARVUYIly1vrXUitQ0Wlu5yW+1I94fTO8CtcELJ4PPxVZpfinYM/WH4OUCGkkSwlAE/yxLPUECARejRLVQCIBwGKU0IAhg0AAAAAAAAAAOkPm3vhtK1Hou0AAAAASUVORK5CYII=) 14 9, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
70%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcElEQVR4nO3dTbLTMBBF4QvFjA2wT9bBPtkAYxhQLvJcSbBkSX3Vfb7hq3pJnD5WYudPAgAAAAAU8unuBXz9+f33+W+/vv24fblYo3tQzwZ/Rgj+ugZ0ZfgHIvD2efYVtMSC9Zr3zt6BshJ4mr4CHFgJPC0LQCICR03L8qgB8nDgIySAAyHEW/oQcMZDQrzQACQiiBYegEQEkSwCkIggypQngecnd5w69jV8BXg2wJahshKsNXQFuDLo3lUEcyx/DnB1sKwEawwLoGWPJQIfYUcBROAh9DCQCOKFnwcggljhAUhEEMkiAIkIotgEIBFBBKsAJCJYzS4AiQhWsgxAIoJVbAOQiGAF6wAkIpjNPgCJCGbaIgCJCGbZJgCJCGbYKgCJCEbbLgCJCEbaMgCJCEbZNgCJCEbYOgCJCO7aPgCpLQJC+ChFABKfPeiVJgCJCHqkCkAiglbpApCIoEXKACQiuCptANLfCDhMfC91AAcieK1EABIRvFImAIkInikVgEQEZ+UCkIjgUckAJCI4lA2gReYISgfAyaLiAbTKGAEBNMoWAQEURwAdMq0CpQPINMheX6JvQAQG/8+WATDAcbYJgKHPYR+A4+AzfZG1bQCOg8/I8ijAefiZ9n7JbAVg8OvZBOA6/KyDP1gEcGf42Qc0W3gAPcNn6OOEBtA6fAY/XlgA/JSch2GHgS0DZfg+lp8HYPhelgbA8P0MDeDdgN2Gz9fF/DXlt4N7tQ7+8fbceYdv5dXG5rWAu0Ngb+5jEUDlPTBaeAAjh39lFWCl+GiLXw6d9f+jLmNn9r8d3Io9vE1IACOHz+f77lkeQOSSe77u6su/1HgeQPJ97f64XQy1zbIAdh5M5ri6NqjC6/ivtnHHbXln+vsBeu6wZ3f+qju+2hPF7jv1yh3VO7T/XXbkIWS2FeD2xszYW6MG8e56sw3+YLtRLqtA1sEf7DeuypMxXMCbOAAAAIABOJQ64TyAsd63gfdex1nGGMLfFHqFy/G/w20YzToAl8E/crs9d4V/QcQrUXf04zKfbdjP2D6mub0GkPVdQbYbU+3ZOBAi1V51dZlecTi5C+ujgBaPQ531dTUZpQkAfVIEcHcvrrwKpAigVfXH/UcpAxj1WYQKtg+g4kfVRto+gDMGW9DxolHPalB16QcAAAAAAEAxfwCKWumMydtPdwAAAABJRU5ErkJggg==) 14 9, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
80%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVR4nO2dS1LdMBQFD6nM2ED2yTqyTzaQMQwo1yMum2fJku6ve0iBsXRa15K/EgAAAAAAABTi5e4GXt/fPvY/+/fn7+3twhq6gzoKfg8i+KcroCvhbyCBb37N/gctssB6mkdnb6BUAp9MrwAbVAKfLBNAQgKPNJXlUQFyOPCDiQAbiGDP0kPAHg4J9pgKICGBNeYCSEhgiQsBJCSwYsokcD+549SxX4ZXgKMAW0KlEqxlaAW4EnRvFYE5LJ8DXA2WSrCGYQK0jFgk8IPZKgAJfGC6DEQCe8zPAyCBLeYCSEhgiQsBJCSwwo0AEhJY4EoACQlW404ACQlW4lIACQlW4VYACQlW4FoACQlm414ACQlmEkIACQlmEUYACQlmEEoACQlGE04ACQlGElIACQlGEVYACQlGEFoACQnuEl4AqU0CRPifFAJIPHvQSxoBJCToIZUAEhK0kk4ACQlaSCmAhARXSSuA9CUBy8SfSS3ABhKcU0IACQnOKCOAhARHlBJAQoI95QSQkOA7JQWQkGCjrAAtZJagtACcLCouQCsZJUCARrJJgADFQYAOMlWB0gJkCrKX39Y7YAHBPwgpAAGOI4wAhD4H9wJ4DD7Ti6zdCuAx+Iy4XAV4Dj/T6JecVQCCX48bAbyGnzX4DRcC8EFqO8wF6Amf4MdhKkBr+AQ/HjMB+JScD4YtA1sCJXw/LD8PQPi+WCqAh/C9LjetGCrAT53rKXwkeDDl28G9zCz5R/vOIcbRtYDWW7Tvykj4X7gQoPf+fEr5fcwFuDsSkeAeIb4cehckOcf9t4Ov/B0B92MiwN2R3yrB/vd5JvDBcgGsZ989r5XNLEFzGHc6Y3T4+30Ztf2zNlrLO4NlAsw+uzdi+y2HkSx0NSrjdfyK4UsL5gDROy/6/j+ju3FXqkCkzps1n/DOlONm5M57fX/7iLz/rbhr6LPKUimcFZhfC2gl85rcgnACwFjcCUCJh0P44hfABCi3B3AtoDDZTnA9w90kMAKZ5iIIsCPT6L5Cqcb2kvk6QbiGfA8jUxBWhOnASjPzlYToPMKfh/tJ4OwZd6YZfQ+uR9Dskc98IkAF2DPrzt+qlcC99T13/V4d2dnuZurB/DVxz2gNpOpI7iXcIWAkPGdYXAAJCcoLUJ1UAox6bK3SRDBVQzNftJlFqgoA7aQSgBEPAAAAAAAAAHDOJ9f/7m372fnOAAAAAElFTkSuQmCC) 14 9, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
84%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVR4nO3dQXITMRCF4QfFjgtwT86Re3IB1rBITZEMjjPSSN1Prf9bQsWO3f/IM3ISSwAAAACAjXy5ewPff/38c/633z9ebt8uYnQP6tHgzwjBX9eArgz/QATevs6+g5ZYEK/56OwdKCuBp+krwIGVwFNYABIROGpalkcNkJcDHykBHAghX+hLwBkvCflSA5CIIFt6ABIRZLIIQCKCLFNOAs8nd2wd+xq+AjwaYMtQWQliDV0Brgy6dxXBHOHnAFcHy0oQY1gALUcsEfhIuwogAg+pl4FEkC99H4AIcqUHIBFBJosAJCLIYhOARAQZrAKQiCCaXQASEUSyDEAigii2AUhEEME6AIkIZrMPQCKCmZYIQCKCWZYJQCKCGZYKQCKC0ZYLQCKCkZYMQCKCUZYNQCKCEZYOQCKCu5YPQGqLgBDeKxGAxO8e9CoTgEQEPUoFIBFBq3IBSETQomQAEhFcVTYA6TUCLhOfKx3AgQg+tkUAEhF8ZJsAJCJ4ZKsAJCI42y4AiQje2jIAiQgO2wbQonIEWwfAZtHmAbSqGAEBNKoWAQFsjgA6VFoFtg6g0iB7fcv+BjIw+H+WDIABjrNMAAx9DvsAHAdf6Q9Z2wbgOPiKLK8CnIdf6eiXzFYABh/PJgDX4Vcd/MEigDvDrz6g2dID6Bk+Qx8nNYDW4TP48dIC4KPkPAy7DGwZKMP3Eb4PwPC9hAbA8P0M/+jYjwY3c/hvb5tw2gw/Cby7oXNn+K3OX7tjPDbvBbT8KvczrjuKriwCuDP43q8llFfpAey47DpZ4pNDW312dD/6/11DtP/s4Ojb2k1KAG4Dc/t+IoUHMOvJ3nmIdzQ/aVXeuz8eh9P3lCEsAHb3PIVcQ/cMkDP1GNN/HmDk0DKW7erbxd0P5s4bQyNuf+YgMu872pS99xlH/cz7uHJ/EfedYZkHErUU73T0SwsFEIWTT/BOIQAAAGpb4vKm+nZsJusn8tnlWMRG0A6hWT7ArO3Y6G1nB+k/FdwjeiCVP3TasuzMI5H3Akxk/8jWLi8HpR7MDFyBoLQSNbccpbtd5n1myauAXudQqp7Zt1g+AIZ4z/IBnD1b1lny/7d0ACOO/t1XkKUDOOMIb1cqgCuI5L0yATDYPts+aewHAAAAAAAAYCt/ASkQ4AxSGLkXAAAAAElFTkSuQmCC) 14 9, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
}
div.testarea{
animation:rwdcur184436 5s linear infinite forwards;
}