@keyframes rwdcur119275 {
0%,1.920202020202%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhb2XXbKCMAyFU8cdpWuSVeCDu5B1uAgfyE7YQ+4DDcaSlFLhnhlGDE7Pl6Q/CKD0eDwYMlmxI3WpMToT4ioGfd9L7MtMx+/3ezicABFZ9Hq9ONf7/V7uEfHwSlyIKMQYl0CM8euapmmJExHAXCHratJSUsmOiHSZGREhxYHHmz9QHNyxqwAEImU5u483iB3B+MSasZqAJMhieJYyoKBvTjcvwIQAAMx6CtH/gAjEGkDrDBj6tCJ0WwBHgdBqQu4E2AtjGBIBYLaYbIABAGoT1jBOlmIu0hChU4fRYq4/t4TDfBXMLWOtix0+RxbEGuAGfgsGqK9OZqzbUAbwNDj3hojWhnUtqJl8UiEHQht7WWtdKyyb5GWcq74FeXUK1bLMrbbsAxBVTMLcqNSWfQClFZIk2VvZIq6rM88ByUoG11k2HANWC7w5cQWAELr0TpCCofv8gBshcnPrLABYvyax8Yz5uQGRKiZlr1kBkqT34sjZs/KJOfgHjmcs43v7QPMfEM88NxZVb0QhAPAzfTHa4e33nnExWNA8WXMQY2/YMm4FsEEajH8F+AL5Zcw/3AvSJmRZu+YAAAAASUVORK5CYII=) 5 3, auto;}
2.020202020202%,3.940404040404% {cursor:url(data:image/png;base64,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) 5 3, auto;}
4.040404040404%,5.9606060606061% {cursor:url(data:image/png;base64,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) 5 3, auto;}
6.0606060606061%,7.9808080808081% {cursor:url(data:image/png;base64,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) 5 3, auto;}
8.0808080808081%,10.00101010101% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10.10101010101%,12.021212121212% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABt0lEQVRYhbWW0dWCMAyFbz1s1M4kU+iDW8gcDuHD303cIf8DpMaStAHxnsMRA+S7SUsLIHS73QiVtNiROnlAvzQxMOByuXDsAybj1+s1HO4gxkisx+NBtZ7PZzmPMR7eiVPOOaSUSiCl9HG8Xq8Szzkf3oGSkKurIBRjhBI/TGUSCgDxQX9nvvYLNoB3BwgAGLi6KU3yXo96cyXIkyZ8hwly5gKAEAAQSb/Zflg8WEIMLfQOvM61NiDVMCOTeKFzzncRYewZcBrZApXyG9hqRgHmDCxvdMfABMBbsDRjVMlwljQRRrEOFLj87SlO89GAa2Cpkx7+jTQTawNn2EMwwd+dCmwtpv4OTMa5opzXQN8QeCYfd8gwIcGeLWRwIHfJqriWfwjq7jS6pcG1YdlmgOWYhDWoNSzbDLTekEVcvVZtjOvuzHOAq+Lkssod24A2BNacGACEMC7fBEswjO8baKeJGq7tBcD6A4OUa0T3jomlY9x2zxvARVpfOFRda++Yk73hWGDOb60Du7+ALXgNZrkXohAAui9/lOGw1nsL3Aw2NE/W2oiyNvTAew3oRnaAvzXwYeSbnP9Vy9Urs8qAcQAAAABJRU5ErkJggg==) 5 3, auto;}
12.121212121212%,14.041414141414% {cursor:url(data:image/png;base64,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) 5 3, auto;}
14.141414141414%,16.061616161616% {cursor:url(data:image/png;base64,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) 5 3, auto;}
16.161616161616%,26.162626262626% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26.262626262626%,28.182828282828% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28.282828282828%,30.20303030303% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30.30303030303%,32.223232323232% {cursor:url(data:image/png;base64,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) 5 3, auto;}
32.323232323232%,44.344444444444% {cursor:url(data:image/png;base64,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) 5 3, auto;}
44.444444444444%,46.364646464646% {cursor:url(data:image/png;base64,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) 5 3, auto;}
46.464646464646%,48.384848484848% {cursor:url(data:image/png;base64,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) 5 3, auto;}
48.484848484848%,50.405050505051% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50.505050505051%,52.425252525253% {cursor:url(data:image/png;base64,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) 5 3, auto;}
52.525252525253%,54.445454545455% {cursor:url(data:image/png;base64,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) 5 3, auto;}
54.545454545455%,64.546464646465% {cursor:url(data:image/png;base64,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) 5 3, auto;}
64.646464646465%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
66.666666666667%,68.586868686869% {cursor:url(data:image/png;base64,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) 5 3, auto;}
68.686868686869%,70.607070707071% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70.707070707071%,78.687878787879% {cursor:url(data:image/png;base64,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) 5 3, auto;}
78.787878787879%,79.69797979798% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhbWV662DMAyFD1U3imeCKdof3SKoY3SISuBNukPuj+A0b1LCPRISciDfsZ0H4OnxeBhEysXO1KUF9J8mrgK43W4SC2B+/H6/D6c7UEoZ0ev1MrHe77d7V0qdXokLMw9E5AJEFDyfz8fFmfn0CrgJJbsYUop78qsSf1MbA+Atwlp2Nfi6rtBaQ2sdA43WGjIejaUGSqA9OACM8xjEBb79DwBFE9fC5M1Sk3LvWmssyxKMi7l5nLP/9ywqVwHJEgCWZcHz+dz7d0heekwQEdZ1BTNjmiaYdcx/zbYKw/Rln7GtXCWIKA/ntPxi4pKMHFQWzrODe10CABi7Rk33IgyktkyjhAXODCgVjp1SASKCkQ2WX+wJWNRbAWP8nV2A10z0VCCE74DjNdBrIIV72TOnwFILjlegUG4fXMq610A1e5FS5ax7DVgVDjuBx8q15YgBsx0gVcWgWlt+MWBLX8kc+GafyzbXlpZzwFh6w5eRib0YsF8BY/Rv8JKh0o5ouQ1t32ul33aBQFpW/3YbNl/H9VNvDjOsGRCwsM+9DSvwGCxqNjAM7g7PtqPU5xK4GqzI7ojYSOYk3AMfNZA3cgDcayAw0jPnH6O7AUc1M7epAAAAAElFTkSuQmCC) 5 3, auto;}
79.79797979798%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur119275 8.25s linear infinite forwards;
}