@keyframes rwdcur112692 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyUlEQVRYhe2WSUwTURzGvzIdulBKaWtpEdpSWQohFQRNQCCIBhCIhiBGgyeiRhETvXk1Ek8evehBDcZ4JCIxgIJAOJSwaSQlEghLCbIGCpWwTOd5IJZQp+CUtid+t/ffvi/z3psZ4AieUBJ5ASVR5PtrnoBPsf70+RZTTkkhy7ow3v2p0d7fcfmwBoR8ikXhikJL+S0AwK8fPZe8lIk1SekNAIoFFNU1Z+srBeD0i4HNteX2ocbXBayLwcbqUhNXTbQla9BcdN1sLryG0c4PeTaR1D492BXpbSavLQAAoUJTTBiWcTkXv3DlVaYUUvXG6l6/v5mLhZHvNACGcx5fA8zKfPN+eVochtXZKci1evxemgMIgTfxACHIVBrNJOFcOVEakoiAovN5tZtyy2oyqh7+1CSmpR7CRQgAM3x4wjh79wm53+kgaZU1/Ycw8N9QngG5zhC/Yh+1zNp6ax0z48PBMBEMymi17i0EIY8A6IOqLFRGvVDGJZOcmjpysuIOCVNpCYAUdz7A+jE067pd+bwFonAFACAixgRbU/27xbGhdGDntAaSU1HJGW5xANBnFmBr3Zn2dx1oAwNzw/3YXFtxB6b62hEqlX0LsO4uB52BYFGycwuog2+B+kSqNPHClbLg+OI4A9rUM1fjsi9+5MrxIBtANYA8n+YI5Rqpj8Jqic4wJhRJyLEEC6ElMiKLjV8CEONViyvIrM6v+6JOq7UNkZrjptKXHZBEqLDpdKD5cbWS2d5q25idSuLq4f1Dsg8KAMs36nuhNO5qORdm8KrCDACxAKY9m/z5HogGALnOsCcYptKCChUBXrbBnwZGhGIpJqyte4L2gU6wLgYAhria/vkcH0TuvadiY1ZRyGTPZ5dHimWZbcdkb1uxSKYARdOYsLbi67MH2N5YrwPQwlfLV6rlOiMBQMKjYgmA2mAJexLoL+0R/uEPuGfVsF9vbyEAAAAASUVORK5CYII=) 15 15, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADl0lEQVRYhe2WXUybVRjHf6cvffl4C+1KV1lbu/IxA3UsccrY4hY2RBIZimMXJluI0+hwZk5uNSbGLDExMdFE44Xxa/FiLrgZJSzGRSOIF5hs2SYRZxGdo8y2bALrsKMfx4tKDVsrfSmQmPi7e89znv/zf0/Oc86B/9GLEBUIg2ep5BQ9kx21Ww7XPLD3uKO2vksm4tFw0P/NUhnJCm9LhzzUPy2f6ZuS3pYOmWFankHV9rjrGgOKZn0cUP9NU9cKGIuKC8Kh8a1jZ/oJDJ9+MRz09908p7DM/Xz19rY36/c9pykG2v4MT5VGJidOZtIUegwkM0QVkEDK0XThMm+d3PXaZxgLNeLRWboPNBH86WzGOgbdBqQcyVQcQBgM/ZeHBgEI+c6jmkpGdNfIEY9nc3O0zFsn125ulghRrSvbvampecOu/b2ao9yWo5GCRWU1dL0aPfjVVelt6Tiao4GsuKULNKv9xtT4r3X+swNPhkPjvy+3Af1dsDjWg2gGOQZ8DkyvUF0QxsL9xbfdLu/e0yXXNe6WVk+1BOxzcV0H0SJQC0wlg4+8/TVVDW2s2/4w4dA4E5cvrorPXOuBxZwD+vCaneUU252pgbX192N3VT4x973cBn6Y8v/CtaA/NXBx8BTBsZ/fWea6/7DQHljpLvgN+IKFumDN+vqKFbFFmj1Qsa31ng3tncM56jqAJsCdo45uVEWzdgPStNohEUIarWWnANNSiOcBTyNEN0IcA576eyyFyCt4w1peIx/96Jw81D8tH/t4WNqrN0pFs2S8V7LdhHbV7rqQmLpicW1sACSXTvehWEonZoP+GmACQNVKZOvLR3HdtS2VGPKd51jnDhKxqBGIpfurBRGK+n6+wWBpPzKI2eEBYNI/yolnd9qiivFdGY+2AabZ69OYHeXzcs3OchKxKCRbb/xm7WwOohIZn23ZeuBwqjiAxVnBvZ0vIROxh4AiIGxxVTH67fzn3+hAL0VWO+mKQ3YrUAFgq7zzloCtqhaknJszNDk2snPgrRd6I9NXcdRuIfDjGb478gqxyMzeTOLZGBgBCPm+Z5X7jnmBkO8cCJF8JyY5GZ+NNFz48viHQ5++5843W4OxyEwHycMnLVltQqGoPVqpvbX99R4srkoA/rjk45OuB7l+JXBCJuK7s9HJBZu62hlQ1ALp3nSfdNc1SkXNl0bbGj9gzUVYz12QB+wDsQNkAugDPiBNa/2n+AtgPSzOZT9C2AAAAABJRU5ErkJggg==) 15 15, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2WW0iTYRjH/9/mPl2uOdemlRp5ah5K02pCGQqVaCGUZGFFB4u8MNdFYnYZEV50FQUZQd0ZHUiCzERbuijDyoqspiZbeT6k26fzMNOnCw9R2/Sbh9FFP3iv3ud5/n9e/u/7fcB/nEcyuRYExpliRci6vQGxCfeIxmF8rU01GfWPFsoIL8KSM1pzKk2Urf1Bqh37DI4rGbVvxMZiAPGzzRQ6Y4BhhC3mNkP69xot2utqjgyZuuttakTitJCtO8vVh/PCaGws09TX3To+ZKl1Rmc2pJghA4FbkkcyH9STRsdR1uNmWqXeRjMNE8zBAAdgwNFmX9u3q82vtQCAllodhrm+ojlozAup3/r4F8sjNpF/bMI7AAqnupdHqteokvZfYpUrPRbH3yzEZ1+sz3rcTMFbU/NcoWdzCzyk8rb+ju/BDa/K8n4OmC2uMOEK5ADSAKjxV/CdegnnSKJEufLZqk3bwHV8w+jgQFenvjYAgNUF2oB0xWo6cKuaNDqOcqrMFJ5yiMAINVP7c3kHnEEGEBTBkQAAhmEQuDkZytC1Ga4yYAIY9DR9AgAQEQwvn6C7se72VIFrM9BuxOiQxbUZmMThLbCLp18Qu9iOprBxIw+KkMVlnH66ALOD7M1fdBihW66HVE6MQECsxIsYkbhgIecnAyiYXEm26oKTYq9llHa5hE5peyn9WgV5KlYQIxTlOzTMU5gVeEjKyDqY6KOKBUDo1NdCIFpSMW617MJkon3DNoxG7TnhFp5ycLqx6XkJqm+cR69Rb1fLjaeBiyzLJu6+UgIfVQwAoPPLWxSf2b3dasV5AOcAgGs3uskCQv5o9A4IgbnNAEzkYfzvwbxC4r7UO1d9LH9aHAB8wzcg7uhZiGWK6eMVSKQ1Xysf/tHbWFkML//gFnviAL8TkI/098EnNNpmQxkajSFTDzDxjzhgaTUc/1JW9HG43wT/mHi0f6pBQ8V9WC3cHkfD+ZxAr/tSb3Q1vLfZ6Kp/B7G3Evj9j1g3bO5V6cvvFn54cH34c+mdm1YLFw3gDQ+dGSlwl8hoX6GWNDqONDqO0q9VEOspJQAX5jucD6yA9SwHw5ByTTQpQ6MIADEicSn4B9kuzn6MtgNIwESgqgBo5yP+T/ALo7soM65n8HIAAAAASUVORK5CYII=) 15 15, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe2WW0iTcRjGn/+3qZuarinbULc082wyj2W4qaWmEY3odOEuNLwQNQlHJHTXRRYZRleVRAcvuuhCDEErSDLDEivBSIU0BWVq6mym07S9XcTIs1tbG0G/y/d7/s/7fN//9AH/+ZdgPL4kSaujJK2OAIgc4cnZIg6MSy3drTmN6ENaBMSlFm0iFYCxwwC87Yu3it9foIIYz128gcw/KEFNmRU1JE/KJAAKh4bYCvHOmKqjNY+pvNVIJ28+J1lMyv3N9DZNgTVMfe6t73/ZiO9zMxhoa8R4/8eHju6xJQKZvCA0XTPrFRhS8ifjOVFIVKSjQ1lNYr7umqa6nnhCkcwZ/XhrCm5uHxaM0xOj3a+anRHAmfgD4LuisSgoXkWy6GQSycNIIJVXOrW7NCrxTfaFW1TeaqSSZ2Mki04mANGW5w4/B1aztGBK2ZWuAQDwPYQITj0IAClOC8D3EHZ8etFgCYPB9icA0PG3+y7HtWtgGS7bBbajKr2U5OoM9qD0D43t8/KTkSRcOQRgryPNxQByAeRg/V+ySKGvH6nPXKb8Bx2UqbtOAh8xAUjYyNCWRVHEF3jWMmbZuYRF02whgHsWASfwLo3Ky4fyxK9b2C84EqbpCbxtuHN+cUJ/aj1Ta8+BDMZxtRlnr6K4aRjFTcNQlVWBcdxdAGkWkShAod6uCF8xULwjAmJJYM5Gxmtuw/Xgi6R1UQeOKfYUVIIxBsYYJBFKGPVDMOhHFLRoqgMAk+GL+9L8XF541nFwHA9kNqO99iJG3rdVg6hlXW9rAvj4itKkkWunURIRj/G+rqzJgSlL6fbM5JjuUUm2IiheBX33ayzOz30j848rG76cNQGMXw2toz2d6tgjhSvqY73vMK0febqsND892BMGIHe8r0sFMrcDaAYwZ02fzVAzjqP9525QWYuByloMlFlRQ4zjCMA+e82tpcBN6E18gSfxPYTk7rmNAGjtNWU26n0AWE7JTgBGewO4nJ+2Juo+m4V+igAAAABJRU5ErkJggg==) 15 15, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1klEQVRYhe2XX0hTURzHv/vDbbrNzNStzdmcOv/MdCEOMbUhI4tKxLKEHsoCE7JFLz34UPSYr/VaD0Y+KBmFkZQ2mCGIZkIozsxl++Nmkjg3uuq200Mpy+nc2h8J+sCFy7nf+/19z7nnHM4F/vOPQR0+32JQnrs2DoAdCUNmKGJeWqYmR1Mvz1bX5nMEkvId5PnBeIbUC6f5c99U/9MZQrxu2m56t42MkpWfXEmVK2GfHIVx8BUfgDOUOmHB5PDOHr/ziGj1DlJzr4twRRktAfWRDuClnYPGwV44bF8xrX8B19yX15GusSMMNlV6UKXRseIS1X/rwYlgntA4VHvlUvXthwRR+Dxb4bcK5j4Oda66lhcAeGMRIJbEZES3gi1UqIaTMwtISnYhYVLcUzGtnpCefb/s6l2i1TtI08tZsl+mIAAS159HfViSxLKWHE09AIDD34e0wxUAoIxZgO+WmQeGvi4AAL28CPOHAQAYi3ZdX9hCRcmvOSAviv0c8GHXVkHoVGrbeLudIRxEVIrosVChIhyBpAuANJCYEaI5E4D89/0U/Lfr5L1i2besozWQllbDPDaA8Z52OOfNEgDmEGv5UcVLFRMABADhCyQEgHqTpjn3WAPR6h0bV2FdEwGD2RqoR8GQxaI4/QWnG9Hca0VzrxV5Jy6AvSdOB58hZvGSi5OkuX+8mCTNBVckrQgvAINxM72kCqqLt0DF80DF81B6uRViZTkAXF+XeZwLzz/purH2wwUAcK+uwPCmEy7LzJPtrIM6lHJFGWpBXrFfuyCvGPbZyUraZlpv6ll2LHZ3NJbViYqOwDY+hFWPRw+gI6wALovxrX1ixO+YbZsYBm0z6X3baLvpDA0ol6xGFYBRACOBvFnBBABgcM5bbng9bqTIi+BZW8Fwexumdc/gda81AFjanA3AewDWIP2DopIvTN9YBQkHpATATj8nUSELgGw3CkeFnxA96uHzYF1eAAAAAElFTkSuQmCC) 15 15, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmUlEQVRYhe2WbUidZRzGf/dzznzb2Zl0ps9xnePbTm6+lejUMWRzroHgoI3aCInlh8UimMEYlSOI6MNIbNGH6ktM/DCIRbDYWjMKSsfGEkpJncsszdKT0zyePB49Z+f592EH8X1H1KTRBQ8P3P/rvq7rue/7+XPD//ivIffwC5/kHjp+YbX0tGWxlZaatrv8mZSi/ZUok+MBbEskkuZlBRCjt/dm4yUxjAAS+n0xWsaTRwZj47fYp7yjk11ffhy7LI9VQN6el2uluskrB2o+FJS2Zyny8rYgMnQNtN3gz67v6b31FYjRugYeD8TWxB35Z1Fa6nqYrwyuvU8Vlb9x3r+uIR7NK0lf1wAPHWLsya8l5RSLc+e+fpR6/N/2L9t+4Ki8eG1AKutvSFLuLplZXIs+MAv2rMKa7IPPExVnYcu2HKItmwGm2/jcAJXKZP4iNin1LlAPrHi53J0tZzuuNBCYGGe4p52p8TGA+W1cmWMuA5JeUiF5R16ShIwnRJlMAjy30hBRiY5XknKKxVlQ2jf3DKjwuwql6g+f+wxnQSkAYhg0v3+GjisNBP0+54KpVwEagBZjPZFR9vS0OYDSNHafeBOlNIDytTCfDmBN0HfFO7bNK5qjorHoDoD5xdUMMPbHL1cH228hMusPYcIzjKf/Z4Afl6EZhzKdTtye16ZMG84A1qXIJgBEBryDvVXm6FiScopRSjHp/YvGt45zb2qSgM9bBQTCcyzcv8gEF9CLStyRP+Is2FuRVXFMj7ZY94Oq8Y2435kxf1Gc0kxm2Wiziz27SDbEbhRLwlYBisL1DGtKxiAggFicj/UDrjka5cmFZXLy2zGpbvJKdZNXXKWHBDi6mOnMK9k5I3Tvqm/EfdA34k4B2oJ+30XAC8TH2fQ7yXklFNZdAoTvGmodfZO+7vG7A5vDHACXLS0LpdS0qC09i57mz3MlFLy4UIC5jagLqANOAh/NEK6y6snsO/Uum3QHm3QnZaffI+4RHWb3iW96mi8z4RkGYOpvD91ff4qEgo2RrMCiUJopV88smPVlStPQMwsYutOafX9XAGj3ecZevXCs6G09cydDP/1AUFQdcH1FAcQItbk7WxDDQGlaeMzA3dkCSMdMbsjvqfX7Od9781o+0AoMLaVtiiQAcBuoGf2tG1taJpPeUa5/8Dojv94m4PM+y/wTPgH0AL4I9SOCy+J09aGUoJRYHK4eYF1uTjHh5+HAPyfZNb0iepSpAAAAAElFTkSuQmCC) 15 15, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur112692 1.75s linear infinite forwards;
}
