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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGUlEQVRYhe2WfUxVZRzHv+c5F9q9VLspoJNI4q1IBHxZW+VmqbURFNrKXkyr65jW2JyaBjTUsmSzTkQW3qKRxIJe3C6gUTfEjRGwQmF4uV0EwaREbnB5uy/ydp5ffwC30As7N2H943c7Ozvn/J7n+9nze36/5wBeKv+rkw0AUGj42fKH6QoZfzpnP1pUVbk7+4TK27kAQFAaWFBY2rgu8t4YIgHNf/W41iQ84FdSVt8dExTkz0kAQUB4XIDi+SbFlAS11TTSoxPmHAIiAhZoyk/UOZMeXx5wqXdwhCCA03jsmYZ+8hbihmU+00Xn63sIAMxmF+UYWhuVjp0xb3sOfaDa/ciaUU4CiBg4MQSvWnLdMi9ZuVCwnLURAHAAD0YExSgFmDEFEQELKibNh0bJo/mkolbMFwBAJoBIQPZ37Q03DHD3PP/lRAwXbQMjYQ/HKNpgRALarIOuHc+ELlMSP6MuV5uouNDY7c2Y46esTgA4UmazKBrQnrtdztat03n69mVeiQUAjIXlTm8gjp0e6P6llRRVAyPug7iwxVLWy/HXQWzRJUUZC8ud4YGBGqXmJb+6hqOCb/dv7XQ6FAHI5INVO7O0sWEhkrTlySkQuR9/0xAeGKjhXFG7QE2zTAvvUPtyAjpsw/WKAIirwNS3YfWuw9q40FDpvRefckMkpzy7jPPx8gMAc6lp2mWtayUSRQZO46X4u3V4rSJqyyepMk1IdjrImLG37/ALG90Q+mxDo+XH3wgAmoqb6Ozx6SH+ixhxn38eNH5Ym7pfGx0SKWU+t0kHANt3bIi1D40CADgxMOaDktzaYQAoyqp01ha0UHX+Bao61kaVeRfp+5wWrwAZkTjlhajR4LH0NO3SkHukdze+pAOA+9fHTjQZBs4FLNL6+34une5+fudqvzZrt4uTAM4Zqs83n0t4LdK7A6npw3fcKXCLcxq1O6lkT2bfwad17nRsS9GrMg8YKgs+qrLXft1O0ttGCwAcSj2pqOt5lCkrU77WnMuc+JhMI30OMux6v++tDcke+8RsiHH+r/OICEQTd04QNbcgPn2b9r7gaGl/0qtzAsFkLno0d0OofZGY/oo26s5oKeOJlFmHYESqac0nL6b2RWLaZm3UoqXSbAOoiMQp5mOOIYhqXxAnFL/xWb9MDCARXBZwbcXMCgDn4hRzs74MoUkPQXPXfHBivOXyhZx9xVkZs+48IUYkTjEvravYWvOFcYg4kJC2eV7s4hWvz5U5ADDOGcYcV93mBwyf5vU57YNXu+xQqX3Q77AP7kvce3DOALp6ewfN+h/c5gDQ/GdrWpX+1Ahxwvo3NwVGB6+c01XwqPytR60D7QPkvOKiouRvvfoh8UbT/hWbOkzxt0oVtZ22zo5LPe1ztglv6qb+d/0NY64/UzUNziIAAAAASUVORK5CYII=) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEU0lEQVRYhe2Wf0yUdRzH38/3eTjggK1LUFgwCrIGJQzRNms1o2NJKZkrtqIfDtS/2KwUGmu6mOvHAlOa8isP4qrppCVhmibozDwnDggJOEbyU4Hz4IA77uDgnu+nPzhucyI9N2H94+uv59n38/2838/n+/1+ni/gJZWHSpoA4Ieiivb+WgOd1VfbigoqLn6YUyB5mwsABKWB3x8uatbGxMQRZzCaRhxJ6VsCqo9UmeMjIoM5GIgzPJ6yWnG+OZiSoBtnTlOyW5xDxMqQUPU5fY1987Y3Q3otY9PEGTjNprp2oYe8NXHftNY0kPFUMwFA6+VBKtIZmpXOXXDdsrNzpF3JSTOciyAwcC4i4pX1d5X5qdREoe1kCwEAJ+DZJ6LilBpYcAlWLl9RNyc+NU3zis8Ru2mVAAAyCSASUFhW33TfBh5bFrKawNBtHp+OTtUq2mBEAm6YRh07dzyToCR+QW6dqaPqYr3Zmzk/VRntAFBY1tiuaEKXLksuzNBmzDem/7qsHQDqGi12b0zo9K3mK+dHFJ0GBvhizdp1hQe2ptxl4r2PdsTUNVrsUcEatVLxEz93OWPDQ4M7BywTSuIlmXyxNv3jQNUj54r3cx/s0teUzw1+d76nKSpYo+YKT/aftSYSmQTiAvqHrY1K5jDiEgS/AMQ+v0G1Pj27NP+dLZ5KbE16NIETwN3v7W32e1q5emHYI84J6L49/pIi18bSPNk1QzTpIBobdtJflzrkr95O85jQ1d5s7ughAoC2Vgc1XbctaqeTOJ89iYwBop8KYdHR7OWdB3Uy90HusR/LM7Xh8Q0d07NNBgBjIn79w+zc+EKI7/GaXntkiEZNBHCa/fKJKRc2aDWK/wkMsgCBAQIDRAb4qEVowlYg+YMC3Wdp72cAQOKTKneTmRUKeyhQVXHqljktNTKg2zTumBM3GAeveyMOAPi78HOZcyLXDJHTSTRhJxq2EPX2u6jeYKJ9b2R4liPrUIOUf+yfi0d/H7JdbZ6ib6r62gEg/4hRUdebl5aDX8qcE8ky0cwM0eQkJ6uN08gop84umQyXb1Pe69vn7ROLgcRlEYK7aEwgiAwgRiARCAoCGNPgxd1f6DiXkPdLcfnC6byHyVx0PxIEjwmCxAh+EiEwQEBkeBDWbcv+ds+mrEWvBCOSACKA5kzQrAlw+DAOP8ah9hMQtyqUJWjfOrzYBiQiEUQAiECc4JqYguivAhMIJ/MqrfAPYvLouIvLAojE/0zotQHOxTvEW0tOI+q156COWAbunHF1dNUX7a0+sGfRld0wIvEO8ZprdZmGirNTRMCrue8+HB+ZuHupxAGAcc7gmpj0iH96orR81G6zTg7ZIPn7YGzCZt27MWffkhkYslisrSW/ecQBwHizM/dSSe00ccLmT9KXPx2xZkmrMC+VmcWm8a5xsg866Oj2415dSLzhnrfilr6WlMD9dVcGRgb6eoe7lmwTPuAB/zv/ApRvJdapiBHkAAAAAElFTkSuQmCC) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232448 0.53333333333333s linear infinite forwards;
}
