@keyframes rwdcur72886 {
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,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) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFElEQVRYhe2XbUyVZRjHf/fhdDy2BNHVh1ZJs0/aZla22toslDVNs1SsBklORUKU1+PL/GJfWr7AYEN8OyQkJC8hgoooYiqCigrRrLVFgc1N50oMkB2PcK4+3DznnMfDObC+9KGu7ex57uu+7+v63//r5bkP/NdF/aNdOZGC+wlwTQBbBNgjwT4JbOH63RYJ9giwTdJjsYPHDoM2sNgh5gWvX+tYfUZVIH1u6HfBA3efb8I1hs32SLAMexs0T40KYO5ZpN8FvW6frq1hCdPLyxX00B0bLTeeW8ns7DhFznwZE4ixAohvQ/r8TvjTe6jCtFoZmHQLKAcgqvKMgjMANNxKYlZnFhNjXgsNwk+C5kBGJ9LrApcbNu/4mIfjXuWlokwF0LEiV34Jn8rSvIWqOzZazj2dTkLewkBbzmQZMSfeig6de9vvIJ/fRDI6MVHakHlUAM5vqhyR6hvL5pj0f74/XXAmCyVbhIqdQu1+ob7KtOYRQrRMtMN4G2zJmu7Vnc6qF8/w8l73BFpTCgWga0mMAJzdcESmVDQqDbRKmh1lMvnIj4pVBQpXD7h7wPUXuO+afAVQUS1K7j8QBtyQGI5qdpTJbU8ES7LnqYupxaKU4vXc5aOWb2nqUYkzwlIQL6YSXZYVfP9hD1ItykvT6axjAnBq+GlIR0K2ALQl7hKAK5/tFYCLqcVSl35CAE4Oh6w9YadQEO8Lh58EVMHQIIRZfWvm7lygAMIHzdTNKM4cPoUOy6zda9S11fnySl6C0kAOyH31GI2O4zJzx7uKGSFK1JCyAaTchTRk1gpAd2y0adPVxHwBaF3/VYCx1uR9Jl2T45BpXLiuWsiZr5kIJof6kbIBc+af21gjANfWaKr9HVVl1Emzo0yaNn+rw7B2v2lvXUa9NDvKpCMhW9oSdwlfvCEhm1XJPeRQvwbwzfraoAsvbDocks6OT7YJwKUUpwBUph/X67dO0yCCycG7SMk9DaDrQ11ev8a+oxNpZZ60Je0RgAtZpQFGGjJPjR7jL58Vtk4L3gc8HhCPfn++vEEBTK08qQBmFqaql/ckKYB+ngywPWHoNqDD0L4yz5RDXUvf1k5t/WDvC9jrlaI7SPEfmoHyVF1Cl9fqmLevyA55wvMhwlKUNhzOAquQExnczoHbSNEdpH11vrSvyJWmjeVSnVFnroSk3QLQtLlKLmWUSk1GvXfe6I5Gon7nMLfdcU6EAmtwAM6biAHCX38p7WvTuDXZGWDEqACDfkMM+qMqkMklhM6Tfb8jBgiARscxObOhRi5sKPNu9HdgdMFH5fK6wgD9tFokqiIQgCkJxaMTcWgQOuLiZM6OBWpoyMab2z9SJzOPy9UUp8wsTFUGxWEPHwLw/fJtJsN3bc+gD1Dt1Yfb4HF7yPPDnt+Qvd2IwYShr3okD4JJc3qxtKwv0n0k7Zi3QS1qQeaeHYV+gIJOZCQQ5zdVSqPD9zEyTmb0iCtrzZSfMBoPsOo6Et+GLGoZA4D8n5FgIAy5sXj2iIZa0g4IQEPmCe+8calZdT2484BG5Bn0NSQjJ/wTc8rhcwqgNK1WuhbrG1BJao2M7+sBICZ7nipxIft6kfE2iLCD88XgVz/TRN51RFnAYgGLVT/V8M9igTCrfv/0qUCD7avzpXNXil6jFP6XmmDOAwDk/qABjAWEMVYj6AwQHygZ9eZkupB4PL6YeED/ibAG6sKsvrEF4xKjdbF241BjKpz/5d+XvwFMppfmka+6igAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1klEQVRYhe2Xa2yTZRTHf8/s3r1cAhSC3yRm2QdDjEESzUIIEPjgjFHjLRIjIPcxsq2sVCHBBBJDCMrC1tFubBCZEJMmoNkcMNBIZHTdxoDARFBUmBAULxDA0XWX44enfdu3V+MnE/0nb/r0XJ7zf8457+lT+K9D/SOv6lIhYkLYBDUBhkwYNGHQQMsNGDZhwIjqDK0PGzBiwukiK67jbwcNlAiRMRAugMiDuDwM5KexDwNjgYE08gTk5Qx8YqZwtFgwh8B4AOYg7d8/AVX1qvVmIb8/00bDjRnwXpWiIAwFETDCYEbAEYaxEciPygui8gRkL8GZQiFsxtNaElKhXS4pXrszrV9njVtG5CFm33g0ezmOzbL8M2fgylTBGAYzzO1x96AkpABuXirk8sHnBaCtcpdcbZsvAJ+5dos5/g6zXdsV75epYNHFzJnImYFbhhDJh/BYKPpVAZxpWiUzV+zOmrFuf5k8vcZn2Xy1Y4PMuVaUmolDJdkzYJgRMIboaFlqyfLz71nrs3uWSru7RmJrgG8Cr1jBzzcvls7aSpnj3qaoXaFSMpENU0TJ+DBi3EUAQl6XxHT9R+ZLsn3Qu94mS7S34PEJFU1C6X7hrUCqPhGTR5Epoiyjc3sX2xy6fOUC0OMvt8k7dq5P2fhC8yLpbVotKSQSkDoHhkEccZsZy5pVyOuS4nLd+YN3xwGg1AgAp2o8okQxy7Vd9dSvlqdKGxTAT0fmyiPPfhTvmYKkAZAOzgFkchjp9Lqlt3Gl9PjW2tiebigVfdq3U07b6XULwMnqjZKuDF2+cmFTteDxZS6B8z7iHNC1b63cLQBff/y67oUavWl3nf78cpPH2qinXhMN1tjL0NuoG/TbQy9o+ZatmkRGAncQ530yGgSjJ48FTMRxt964t3GlxDLV7q6z223eIGzZmoXAH4jzjibQf3iefs32LpFYyoPeCsu5q26dtf7iXU/mTYEjbq/Wb3MJmzfYbO1zYDT6AOePLQTgyWX71GzXdgUwq7zWaqo/f4n/Ao2ZMmKtLbK1VRKbEY/NbdFKIwxmlmZ03kKcv9lL0O7eoWvvXyU9DWsE4PN3dK1DtVWWbbdfZ6ejOrVBLfiWCNWlmfWTfkactzSB7w4+p2vatNzmcKrGkzIHjnvcko7EpcDLAvBJuV/bNi0UfEuyELiOJJJIRKiuSk5Wb9SBdlWk6GOvYW/jSpuuu75UepuWC4ESYf9L2afgpH4kRiJRfu3wAuv72T06Iyc/iL/vPX5dmo4d8Qbr9K6zB2tZoElkJXAViZEAOF1fJn0H3kid/3VVNlmXX4/bZPn5fW/Gvx8tFloW5CDwA5JMIhHJp0oePAA/tsWDWBMxOF04MTN7cIBJV5B0JEJel1xoXmRtcDHwqgCc+3CZvpis80psDXDhwGvxYH3ThDOFQnB6bgITLyGZSMTQU78650bd/jJtc32ccGWq0Dcto0/KIJJh4gMp+tgaM2+UTysaBeBq2zxprdQXk8uBF60g85f6MO4iGENgDsDj/RlvUjbFxD6EPE1LOaL0Eh8HqDy4/XD6q9zkCIIDlFIMDgqRCEQmZL/42u8Do/GlDEdJJGIYxKEnZjIx8qL+0ftEQYHivik5//hkJJCLhEqS4QABbpsxVe6e+x//CvwFyWmY3LfJ+uEAAAAASUVORK5CYII=) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEp0lEQVRYhe2Xf0yVZRTHP+/ldruyvKhtLfon++HyDzeb659+rJHN2cYsc23MqbQMCpWcCpcL9g+ThRhCW1uYKSCCKSTWaCmEBAhIkUL8yKkgamPNOWf8im43uKc/3vs+9773F8y19Ued7d19n+/zPOf5nvOcc+554b8u2j3tii2WmCkPcbhxYCMOOwuxMx8bC7ATh4352Fnkm3P48AXYeAA7y3hSnWud86EJNcK4BybcMOlhBhibAnDfkw1zJ5DWIky4YdTjxwZTNIDMvmR5avwRNr+Qqx3ft0UKXEv+YQJ53cK438Lq58+QtPuAct+KOw+TtLJAA1jv8uMJlMhcCVgizhwaEubZwGFnb8oJOPaKlrT7gPb2ldeksskpADfjJqhuzBCArN5Nsu+HLQLQwlbt0Z8bGcXNGB4mcHMXD2O4GccT8Ui/nL4tnBwRDg0pSyqanSFWHQ2DAWT9lKzwNRyWTVRJOjWSQ50UUm/aE94DC+0Qa4NUPVprGzLEYvEvXXNjpQAkv1So3L5xMFEpfnosntqD7wnA16RowZ6IKtqwCH1uoXNcAGpLtwlATZNTdvSvN7E/0L5LjrVkmbA3rq9S49oG/XoSKJFAT0RncM0r2rAIwPs9b8mRoAM+awvvdoDCH7epuZr6XVLa6pLKs5khJKITuOoRrnkjWmVIeVuOwg61Z4XM7+zdYMKWUywGiciHX5oSLrsl2BqAoq50Nf6g650QJfkX31VYaRCh5ME1EkgiMoGBSeHSlADk+CI5MLgA9l5IE4Dy9myFHzmXHZb0Wp/njvuucTH5spziKAR6R4WByYgLDMsqm10CUHUuW074aoJBorLVFXH/InJlMflRCPTcFXpHdUVN/mALpzQQMw4PlI/Ob1ck91xMleqGDImhQBaRG6UOiBe8Xqq/zZRfHZNU+lw3aoueuzEzoUbF/3E/ABtfLNCW/hZH0uoibSbWxhj2KJou3Ba670R0kWF1mc/i6manfN6iv1f45g52RE5T4kuE2Ggx0HVLuHDbdJdG1TNkz8VU050DHG3T1+Z1m7PDiP5d/b6UXHJYiI+WBZ0jYpBIvbzOtPCTjp1q/GHX1hAlBjEwpyzA/u/ThYQaYcVsRajjF1EkAiS9Pylk48HODIVVhQnCV2++bMYS63QSUaXthigSQEWTU0pbXVJ7eofaGJzrgRJcEcs6XJLVv0nHNtQLiXWzEGgdlmASXzX4LQ2OB4BPOzJCvPWlr/5/UaL3BzjPC2ktc2hSWoYkLImy7VIW4OaN1xJDlK277nd5eXu2VBvE9w8Ied2C83xYAuY6MD2taoF6Okdk7eaPtSHHLbWs6olvVB9Q9Z3u9lOPNSnsvr9mSFpdpHFyRIizwzwbFD4XtgM3E/B6I5LI9xToBnVtlZyeNwXgRJNTrjtGAag8mykpV17X/z8ezIPOcSHWpjc3mcsitv/miYYBQbOAxQJWK+rdeGKs+u8zD6l9pxozZN2qIn181SPEWNE0DZn8E373wLOOqN8e5skzfYLFwpxIBK4LxHxjTdOQx7VZP3zMbbnXq/9aAC/6dVit+ruSaf82Y10gttSuAcy5L/9f/m35G6o4jm/IR/FFAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE50lEQVRYhe2XX2wUVRTGf3dth2n5E5TqG6IBEx5MEBMNYoMGEoMaEASkQKkWhEJJS1u6a3dbCkIpawnlT7Bqgw8KD6QvEpAIUaIRaEvLAkJV0KIViWhBbCgt24Xu8WFmZ2d2t1vik4meZNLZe8+957vfOeebW/ivm/onizKplXRCDCXI/WiMQudBdEaikU4YjRA6gkYQnX407qBzxxofxztW3JR7DZpBgwwlRBpBegjZZoIxnpr5hAA9wXzI8cs1aOS0rwQOSx86PWjcRmfBkUscp0S9ePAq7X8OY+6HHWyhRF0jSBchenERQiOIIoROkPsIkUqQVEJoju2TMzD6tNBrnKD7NnQzU2U3+8QzaasCKJ6xQwG8ZLqHm/7ger+CzIfvgYnBGJjQLmgapOs89ttpYLoCGHO1mxkXNwjAzkOrZWrHJgGo+7RIuvRUajL9ykO+utDYPiATdktchFM7hb4Q3ArCN+MUwPLTFVL/ZFXSos1v8Und09WWj+/rMnlkyri4wpyO2/JJzMAIHYZoeN6tt4a6U8V6zz1TLluPrJHIO8Cc7zdYwXPOrZPVTW9J9RS/Ws6bKpaJpKZyRcgKCrNuCkBRc5kVeerlaon1L230Ocbs/hGroU7q2S17qZcGdsXNO+2NsKhcsZxyzlY4FhScNAIWtDoDlx6PD7z4fKXkBdZKLAi7T3wXhO8irujwx09UqaLmMtk+ya8AHugLA9BvZtF9witKCTWT/Sqv1ScfPGWk4blfq2TP6Aor19esLnC2YQzkXiEnKGuavLIsUC6rWr0OtCtOGfn2JDjtmibDt/yYVxKloeCkT9zUSg11SVKQfUtY3CsA7x1cLQDzv33brAWP8bfF2HzTl25ro1WtBrDSRmfg3ICRppk/bBSAJVSLm9okABZ1Cdm3BnTwmAEiAe225XOjK5YFyiXC1A6zUyI2m/WyhPhCjtrCG8KiLgF4/rIhMK+fqZAI5YW2ExafjKZn41F3kk1h+2cGkBfwy2zWO3ydOiBh4wHmnbsGwEcTq1RNplGAOyf7raLK6Om3lv2VFtWnCNiSxjKJaMSh8SMB6EWjJ6kOZHUKC647ENaYNC5v8cpKk/rNX5QaQWzFVtgSKVDPgGxMpE4yk9bA/N+FrE4BePlHo/iWBpw64D7hjdOBzWb+Y0G8esHYY9cnBQIwnt0yMWkXvHZF7CDsVtLsk/JjXjOQN24+0obLAs4CXdHik6WBCsmgQcawdxAVnHdZLBA2m/ZLtHKXnjEYWWvr95WmXvhs+lDc5AQ5nAOSQcMgAOZ2iAUCyD/lk4Vt6+LZiNH/PLMjYsezz621/T4swzkwGICfJBaE3WJPFSs8ANN+3mSNWYo4qlGMm1W8xbch4Wg7miCKmstk8flK2fbMZgUw9zvjQnIj3dD1bYeKZcnZSgE4+mi5mnfeYG37JL9ibJuQrkN6sm9AxGZfEOa0SzIm8mK+goksv8X0efaKMKFdGNs24JqYC0kYwncTM2EWZhjF+/sLDbXsqJKt5jfjlYtRhaurrYRZN4UhGgzT4dLjA96knBOz2gTlMnC5UrDeVeQxx/Y9lHjDnJDgSkEphdzug2AI9o9Ieo1z3gdMGUZhMOFKMd6ts901lmR1ShSUDZjJoLhSUGlDkH36oP/4JAZwLyAcZhvbYwQdtFD+t3+L/Q0UJZM32tA/yQAAAABJRU5ErkJggg==) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFElEQVRYhe2Xa2yTZRTHf09bShPDNiExJhgU5RsRnAa/IMIAQWKYYKIhIUII7MJ113IxMfJp4bpsBMbQDRkSZWOw0a1sbdkoGxv31SkaPkwcSqKSIGMsULu1xw9v+24v7bqF+MXoSZq8z3nO5X/Oc855nsJ/ndTTKBWyWAL04De3Yh0HtgSwJaF/WxPBNg6sSeH1uPB+ItiegSkLBv1aRuu0iiIJcB8/9wnwQGMGZ+F/2Po0Meg0IoBmvBKglwD3dJ6nKoPKj6YqgLkHuiV5ym32zp+tCkH+UQCNdMgAfqwkAJDKKpXt2CnjxzwaBJj5kmoOf/9WXsPpthSyTyWNGsCwNeCkSyz4EQJUnBjLWEs/R5a+pgBW1XVKAu0UL16r5pZ2y6sTqylenB9lq2wmEqsm5nw6Qu3VcldOc0ecdBlSmuc5KQBbz7fETPW8Q7cN/KkF96RsJnJsEVK1DHGkIY124zGZYhnqx4ZgZXPBszov/2yVEOoHIPC4iw2uKwLwTtnPArDZ65amjBeVBrRO7N42+eGTCWpNG8rfC4EH4H8IgZ64scNxJVKJX07QKwB2b5vkNZQKQNbZi5LddGlUhZZVV6zLlUzDkIm4it8QkuNKdKH8s6cEIN9dZVBcWdspAOn1HQKwtuGqDjKnoUIA8lyVArDylE+GghhqJ6oLQgxgkkH2nvkfKIAB8ySDXMWS6VohmbX1wUUzVFrddSme/4YCyHJfFGX6FXtTjeyel6ymTxpFix7lkXyFX/I8WtRzS7sNSul11wRgk/tKlLF1DUaevbnVsN5Ys1MKJyEl0+IAqaBPjvLIILDlvEcAMuqvy5OOcs+Uit3bJttaNGfrG68adHMbj4jd2yYrazslvb5DCpKQwniZOEyPVNCnRekoHlZw64XWuOn8uFqrjw2NWsHmOEsEYLsZKUiKA6CcP+UwPVp7lWrttbDsJwFY7fBJZoNWcPlNF6KM5Hm+HvGMdzBLtpvjzIEQIYQQAJ7MyQrAteYVBVCemqxKF72uFV7wVpTxoOllQDuG1Q6foYZSDmrBWEnCFpxl0DMAEEKEwgCy6vZr53rmsgCsqvHpyPcsWBE1Sm1jHgNw4N0Zqjw1WYF2TwBMn3hSk2E8Voz3RBQAIUSa0ye9oZls8bbKWDoB+HKpZjTzjNYJ21pbJPfcJclt/EIAdrydoiLTMVKo9nNaARelaveElURsjI/Knk4l3JFD/C6fc9dwTk9Ov3Wu6DaMdEAk/RGKpL+KIjnGZ1F6URkIMqDXgb2pVjY3O8VqGtBlVjt8UrLwTQWDUxC01INWKxtdl3X+ubVaLdlIxMrg3TIsgAiI5ZWdsnveEhUM9rEr5S2V5zouG1zXpDw1WUVS3C/aGFxR/a0hMis3wwE4ZZA3ARuJUQAMtI9bsp9uOcAvUsIdw8CJr6lRjrtNNnnaBSC7fp8+oNy0SzPekW0U0yWxQGw93yL2plrdQCSyyIxY7zZOwJyGY/raxQ1ppEPctI8MoJCbMhyICM0+eDumoWyX5iDPU6nvRx41Lm4M69zQz3v5URQmzFhQmDBhQoV/Zixk8Lwun+0olu//SKUpbbLKOl0kfaHZlIdbtRK/mAgwBj+KAO/zwrBPMMPGHm7IUIexQChMpPNclME0p0/mvDcVExaUUij5CxMBPiQh7vvPsLmL7ySWw1i8ofwneREQy0SN+MfH8CCR8CCO9GaQAcxYYvIAnT+UtxybChv7n/4d9Df+ZouzHWm7qQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLElEQVRYhe2XXWxUVRDHf2dbthdFSAyf0WgUE42JCsUIYkS0oiQkJBITRVpKQdqGthS6vbulhdJKwXb7IQLWEIq8CGo1IaliSqChSIAi5aMGCdEKisRAQ9AQLLe32x0f7u7dvdvdFn0y0Un2YWfmzPzP/8zMORf+66L+yaKGXMTUwNBAjYZ+Dfo06HODqYHhhoAGve6QzW3ZDTcMaND5SCRv8p0mbZ6LmCPBSAHzdkRvACPi+BvAXUBvHH20DAugPRUx3GD2R3RvfxqfubUNyJ2AuGMApx9GjCjI8zusxDl7m+S+sgVcL21nS/oCVTbnkhiP9VBVNF0B6I0RIMOBSFgD3eMQYySYyZB6EVX0QauM3jWFis6JQ9aNN+uMqN5kaj57Qq1sCtVKTE18OXuY2utxI1fuRrrHOSkF0KvaBKAko0s8/v0CsG725UF+YVnZhOR+jCxpRtJbkAWtg2MOkpsskh635bh+6jV7wept+8RbcCJhAL26TYpXddj2DVN6JB6I6DWu2CCiCsSNhmYuAqDyzASl55wU3XNU3sufp4LBIL6Nhx1BPIXHBWDEj/dSt3mGAvAsPynrzo5XACkmuA3QTEiObYNYCZIvogqk7I3vB+20ZN03Dp1v2ZnEbHiOR5hr2Cd6IxJmYkgGAgQREQKjTACK8yKBqjfMUgC+vFMCULNzql1Mes4p26+kql1q659VRZtbBWDMnmmkGBEmosVRjb3kiguFxoeRwP5Doi6Mwf9RqgLwFpwQ/9bpSvcdkaQxAwz8piEuF3VbnlFhG4B3VYcEXUFcEwz8vpcUWHOiT4PaFQm64BY50kuu6Pkdcan1Lrd2GU2vDbTQKk7bZ1Obwye7pUkqNyGxw8ohf5Att8iRsjk/CcDaF34RAE9U5XtCifSNh2ydXmMl0/Wjg4L7MrsEoOLR36WiBKncNEQNBBECCBsPTFYAVYcfVAD1IVoBkpS1vrbsRZVdtEdyCj+RWl+aAki6Z8BiakWnnSTw5FUArle0oRkgN50ABwEIIuTv+kIAiqsP2oF8yyxqk0ZHLoWgyySQYtr/AzfcAPgbn7YB13teVQDbFr6u3AZoMUUYF8DY6jRrtz+MtW01O6cpgP5eK7an4YA01S1RO/2ZSq+1jsDVn2T7h2fD2lnWlCxPuyTa7cFd4JCrLJUelkn21zuc/b7BOm9ffmfiItQtXXQ7RkvRymPS9CbSmOmsAUc7XCFLklG4UIxnp9Kr2kRdG8WA26S+/nkVTlC7fZoKj1yXFiBouqhrmKlKck5J9XaLKT37tMjEG9S987KCyHsife8QF9FllsgVsuQqS2V9aI4Xbt0nAGvKj9jIw60WLfF0+mqLlTWLz0pLGtI8d5iL6GcyJQxi1QdfRbXekYQLvXknncdVcXiQb0lGl7TOQFrShgFwkcUSDcIGkBOZA95cqw6iRzSAd1O7eEPHovuOir7iW9t+7HGkPTV+csd5dJMhrlANhH87ptRQGbrVvAUnhEm38ZfOjnuO3ryT0je5h/eL5imwruPXbozHTLYesDPPD/MQuUC6dJMhiZiIlvLnfrWmpH+/+BZZ06743YMO3/Cj5twDial3IDrPInGhSI5hIazbnFVA9a6pQ+6i/KlrUtpViomB4d6NOQLu/zPxzh2Gc7wl0QnjgXChqC3Mxn1+PBsPPKTydzfLpMpXuFT3OY3zz5CMC6UUfdKLicFodg8J2GH8joUSL+Hf1YVBKNk67IeP41kejDmqQKzDHejst8TwT8//5d8hfwGzroCasI+mGQAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur72886 2.6666666666667s linear infinite forwards;
}
