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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYhbXXz2tdRRQH8M+LD5FCi+DCtmgjtT7bLERFimhsutCNaMgiBKQ7xQr+A2IX3fkTFy7caHGj4EpQ3HQhImmDbYQKYtU0IP62XVgsYkuSl5frYmbum3dzX/Ne25zhcOeee2e+M2e+58xMw+DSwiQmsBc7cQuW8BcWMIvPsDhEvxvKFOZRDKHzsd11SQsny04bCg8oHFU4rTAX7XPx/Wj83ugZyMnYz9AyjU4JfFAxVJnoGUgn9lcrN9XYDuMDNIzhUTwWdVD5A7fG+t8amMF5nNmo6bTkvkNDzrpfOdSzJH09QVirzg0FT+WZnuXoy4lAuLEbDJ7KXjkxSxmJzymMa+DejVbpGqWFBhiXhWgawMvgAB7cpAHcJxA6yEvVsYWw2exyUR6ereSBSXD/Nc5sLeoq2pkuR81tWzFWtpxMA5gATw8JWgVsV2ydqNXvT5S9TEBT2Fh4ckDgTnx+gWPYhrui3okdUUcqbRvxeQBvk3Cbwq7GyhDAr6sEU0VuFqLpbuzGrqg7hGUJsj1VQvKhcKWGOG2FJYXLCi8aZkfcSDvJMZexxed4vM+s03MVX+ItfDWAB3YLyzIan7fjZzwL/sPWpnCY2KNZA76qS6Y0iEfwsXD0+FBg9ijuiE7didus3+YSJ34pLRcIHFjAHsdxsAZ8NWqR1dfwMPZHe2qT1zt9BnCitCwk8yw4fhXwjkDS3N6OthWBWHVhWadd8s4SONDCOQ1hx95WA57Xc81nTDcpyd7zcPxXyAMFAksWm8IB8muF/aaEg8eRyswTAdcye07O6iAK6+UYvim/nY64JfVewyfmowdSrK7ozWhVQiZupPcEnHtB/G8R35WWN1IlOehT4jHzp8qM68DTeufrnviwlNWTdvB7CX4i4qGbIAlc+BEjnsI7GUDuhTou5HxIaSaXV6W8sYZ9sntDHq0X8QNmLOKcQJiV2GEOnnsg50I7816KjDdxqsSYUUniuQeSHMa7CBvMLtyD5yvgVS7kPPgIvwlRdb7s9wW8VwWrO5afwfeYdknDrxFgXKBsAl/GP7FFzplLwuXsrJBsg3VGyJvrpM4DSVp4P0KHP0fxkHC8WsYruoers/gWf8o5MIfnXOddcUpYxWF2ulMGvBtezQNVqd6Ot2MLrggby6bdjjdV/gdE7WkkRHxrBgAAAABJRU5ErkJggg==) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhbXXy2vcVRQH8M8kXWh9oLtiQd2YtkFEqxsxNiIoUjVUCUHJUmzBf0CKUEFQsW4ERVFRQcGt4kIXrkxDH4si1qppqoKvVsVoFQ1m0plxce6dufNzJsm0zflx+f1+93G+557zPfdRs3YZwQTGsRVX4SL8i1OYwyf4APMD6F1VduEIWgOUI2nceckIDrSV1rTcpGWflsNaZlP9bPrfl9prXYYcSHoGlkk02sB3aA30jHcZ0kj6espwj7rdeBs1o7gNt6eyVvkRV6Tv39QwhdM4utrQSdl90wPOut8z3RWSvp4gYtW4oOD5ebgrHH05EYQbvcDg+dmqJGZbhtJ7F8bUsGW1KJ2jjKAGxhQpmg3YC3Zg+zoZcIMgdMjjVdsibdb7WVCm50j2wAS48Rxn1kzlLJaLspRKWXcZRtsjJ7IB4+D+AUGrgMuVukYq1fa72lrGYYPYWNi5BuBj+Bq/p/IHLsEj2Jj6tPqMraX3DrxAxt0gdjXqKwA302yG8Rh+qbS/gifxwAo6ajqhCdmUqxtyNizi4srAs6lHU8zuIO7tY/CtyZDre7QNCa912poYHhL7OR9XwJu6Y9lIoNvxcp9ZHsI9IqlP6Y5/Pel/s917Mdt1ChGMEryhm1T14n8nntd/0XpHkO0t/KNDwJYOF/g5GzAHPuoBXhqRGV1PZRIfYkaQ6iGZTSF/4ik8mPrkcTPtHnMErTbjbn9hTw/w/F0NR27fiGsFu6dFCLbhUvyKn8Qh7SRuxouCC7yOgzWxIp1QEzv25T3Ay++ytAqPZe81Cy80RNoew6e4E0/IqboF88NYEFHdbBbfijU7A9YLI5q6s6I0arkwpjTwSpHxJwXRI4UPYz8d6j2L9xxJHsi5Wq8AlMqzAa3iPy9CpRekfvP4vF3zXP7Iu+H7pGPmN4XyPKMqeCZmNUvqIqnrldLAD23wmYSHMimCC19hyH14SXcGZEN6caHkQ97rSnlGLGDRY5vi3lAeShfwJabM44TI5XpSWIKXHsheygtX9t5Seu8XC1TIlMqJqPRAlt14FZFeV+M6PFoBr3Kh5MG7+F5k1em23j14rQrW61h+FF9g0hk13yWAMUHZDL4kdkO6OXNG5P1x/N1unRLr4/+klweyjOCNBB09r8Et4ni1hKd1DlfH8ZlYeDocmBWb9XndFXeJKA5yNzxkjXfDlTxQlerteJNYiBfFxrJut+N1lf8ADOBSQvJ9cVMAAAAASUVORK5CYII=) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfElEQVRYhbXXTWhdRRQH8N9TkWrxY1MpFaobnyGCWBVdGBtdiCIYsgiB0qVYF12JgriwK0WsIOJCVFCkbkUkG0XdpI39ELoQq6SV+oHaKjFWrKbJa16ei5m5mTe5r8mzzbkc7ty5M+f/Px8zd27D2qWJEQxjAFuwAfM4hWlMYgIn+rC7qoziCDp96JE476KkiQOV0YaObTr26DisYyr2T8XnPfF9o4vIgWinbxlDuwJ+QKeva7iLSDvaq5XLa/p2YR8aBnEf7o+6VvkF18f2HxoYx2kcXW3qmBS+nX163eva2ZWSnpEg5Kp9ScHTtaMrHT1rIhTc4CUGT9eAvDAruSzeRzGkgVtXy9L/lCYaYEi2RBOB58B23LlOBG4XCjrIsyW3sGzW+5qVL89misAIuKMPb77L2ktRF3E+04Woed81GKxmjiQCw+CxPgg8g92YKQByEu2o5fuHKivDicAAeHQNwEuZJ2/gHnwa+1qraBqzvbI2kAhsIb5cDTh5cV3s/1EI5GuFp710TkhLkM2JwAYis3M14Cmsi0JIW9hYjHkd/2bjekXgT+yoZl2dCMyDz3BVjdftTFvxfkNBYAafFGCltqL9d6tZc4nAKXBFAd7WXVSt7HkM9xYk9sX35WrIU9eRNiP4LRGYBh/XgOckUkW3opFXsSkjcDBamnfhYtxfzZhOBCYrAnXgee7z/k14pYjCBz28z3X5SzCZCEyAY0Iu68DrQtvCXXgqI/Ah/s7GLBTtGZysRk8QDiSzwi5woyl8L+zZueeJxFLWn9q3xTk/RJCtuDkbkwr4TbyH38Fh7E0RgJcQjpJfRUMlePK6jEIbT0fgFIUy7OeEc/LXlfcvp0Yi8BHxmHky8y55UC7HfG84Lyyv53GlkMpvdBdeGz9X4PsjnpSCJF9gtzMajuMR3Ssg39cXa/RaYX84GK1us/yheiGSCk8PC2lfQWAW32LcCRwXPhwtYf3mu2EegRSlJSENZ/E5Hozx3YtDFca44kTUsFJ24S2EYtqKW/CElftCXoypPS+kY6Ow9Z6u7D6Jt0uwumP5USFgY/7S8FMEGBJ2ywS+gDNxRl4zZ/GlsM38U70dx/s1WLURSNLEOxE6jLwJdwvHqwW8aPlwdUxYQb8KKQsyhcdd5L/iqJDFfv4ND1njv+GFIlBK+Xe8WfikzgkflnX7O15X+Q8OT2/lgrVNQQAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhbXXy4tcRRQG8F/HBBJF1F3IQhG1HWYRkigRTMy4cSM4DBgMIUsfwb/AxyILQUSyzEqDWWQhCgoyCBFUcJLBJIKCGHQYGAi+IsREJTCZ9HRPu6iq29U13T3dSeYUxb237j3n++rUqXNP1QwvdUxiAmPYhs1Ywp+YwwymMT+C3TVlCufRHqGfj3q3JHWcqYzWtO3UdkTbOW2zcXw2Ph+J72tdRM5EOyPLfrQq4Ke1R2oTXURa0V5PuaPH2Cs4iZpx7MFTsQ8rv+PeeP+3Gl7AJXy/lup+yX2HRpx1v3aoa0n6eoKwVq3bCp7awa7l6BsTIeDGbzN4amPywKxkQ7xOYa8aHl1rlW5S6qiBvbItmgi8AfZh1zoR2C4EdJDXSm5h26x3uyLfnvXkgUmw4yZm9Q2+wgqaWM76jdjzsbsxXmlPJgIT4LkRgFdwFS/h0wwgJ9GKfbl4/0xlZSIRGAPPDgmcjL2OBXyEa2is0ZfjdV9lbSwR2EZ8OQxwE1/geHz3L74uZtqvLwrLEmRrIrCZyOx6D/Dk1qbg0gaOFd9M67i7OcADV3Gw0rozEVgCX2JLj1m3st6I12ZB4J4eYGVvRPsnKq1F2CgUEw/bWIAnoJxAGq8VBJ6IIO1Mv5SUcTq6f6XhOXCqD3haguTiRgaULGzPZr9kcDCerjTnkvpMRaAXeL726T73wB5ssjoP9OudP8FMIjANLuByH/BmAZB7YPcAsBvF/WVh6waZJsTAPL7TttuUUHi8Wcw8Zbp0zT2wI/tW/CYnmOQ4fqjenYu4VWi8g1BK/hjZllGf1j/3wH14UHei6bUU1yPcTxWdd9NNIvAZscxcKGacgi/fDckDT+ps10FB2MJvFfjpiNdFAF7EigWhKszXPc/r+S7YmYHkCav0wFtCnRjovpxhdhGYxwHwOV7NAPMs18o0xjOiKQMmnUXB9W/j20rjgOLQkqcf+ASH8Z5T+AX345HIO8+CDwmVb75bUgB+iF+FOvhSZftwtN8lJQF4X8jaH7tog4v4B8/jrjjDTXgMV6Q/SSpn+Q8/d81zJc58FTirk2oudXwg1HDhywfwuPAf24KjOsXVBWEH/SHfhrNCbN3SWXEKZ412NjxryLPhIA+UUp6Otwq/1EXhx7Jup+N1lf8BRYlmoowEsEEAAAAASUVORK5CYII=) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhbXXS2hdRRgH8N9Js2gFXwuliPiAelODirXiA2NTEV1IDVmEgHSnWDe6U0SF4kZFVwputOhCwYUgFUG66CpNsA1YQayaBlz4arqwGlRKHvfhYmbOnXtyr8ltm/9hOOfMOTP/b77v/82jsHHUMIZR7MR12IolnMEcpvAF5vvod12MYxatPspsbHdRqGG67LTQskvLQS0ntMzE+pn4fjB+LzoMmY799I0JNErivVp9XaMdhjRif12xpUvdAXyEwjAewIOxbBS/4ar4/IcCk1jAyfWaTkju29/nqHtd+ztC0tMThFg1Lil5up7oCEdPTQTBDV9i8nTtlAuzxEC8j2NEgaH1onSBqKEAI7IUTQa8BPbgrk0y4A5B0AEvVm0LabPZ1zl5etaSB8bAnRc4smYsdaxmZTmWvO5yDJctx5IBo+DxPkmrhKuVukYs1e+PlL2MwqCwsPDYBokbWMQh/IMrcTWuwM1lb2tRxPsevE36c1BY1VjZAHEdn+IV/F755xp8KYy0lwEpNAHbU3VDyobz2FZpWI9/fC3kyrS12IrPsCszuIoB/InbOoa1ZUBYzzlaIW9GixfwnJC93cjhHdwueHHFWm2sxvpt+LBsdZ4QgjPYYbBCviTE+VUh5t0whCfxaCRpZe2rSDNOUdacTQbMYYcj2BsbH8UL+K7SyfV4CPdiN66NpEn1rR7kuQHHypq5ZMAU9jmC5/GsIDSCuh8WZrDduEk7vZqCW9MSk0a+ngHtME4RHFLDaYWwCziM++Mo07pV1xZjXtKIexnQzIjhb2EeCKEawnyKyCzucZ+w8Xg5I1zRnniaWX0zu1eNSFrIcQjfSGE9EYdZSu8NHDYrTCgpV1d0zmj56JMxrey9lwjrwj65rak300Ny0OfEbeZPlRF3I09Tbj71phRcyp5TaeDXkvxY5EOeFCHiP2LAPrybEeRe6KaFXA9prcvxOr4qfXOr7NyQb0rP4QdMmsdpQTBJ6Tl57oFcC6uZ95bj/S0cLzkmVaaz3AMJB/AeQtrdgFvwdIW8qoVcB5/gF2EWXSj7fQbvV8m6bctP4ntMWFT4ORKMCJJN5Mv4K7bINbMoHM5O4d/y6yQ+7sLV1QMJNXwQqcOfN+JuYXu1jNe0N1en8K2wSrY1MIOnXORZcVyIYj9nw+M2eDb8Pw9UUT0db8dlwqp21iaejjcV/wF48jJBeBbWWAAAAABJRU5ErkJggg==) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur124590 2.4s linear infinite forwards;
}
