@keyframes rwdcur29140 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGY0lEQVRYhbWXf4xUVxXHP+feN2/e7C67C8vWFgMFCm20JqWEVlINprbaijX+CGnVEsMfEhOpaaKpbaKVomnUICmGNsQESxPaKqlQidWoSSPB2gRTflSopduylFndsiyB3Z0fzL559xz/mFnatMwUFM/Ny0zyTs753u8553vvg/+jWeOJAdfKRy510tHLL1/SJfId79wdtzv3529fc82+DyTJ2uE0/cfu06e3Pj009MTIyEh1yj+6lMmPXnbZrTNE/iQiDhEqZl8azbLifO/jhR0dS+YXCksOnT27OkmSm48fPz4Gbai5WDvQ37/oxhCKW81OBuAPZpRFagcmJl7fc+YMqSobh4Z4o1Jx9y1efOuCBQtmwiViYLSvb0kv7P1GFB3+PqzZbLb+LSiL6oZfDQ3tTJIk7vL+7qpZ+sOlS9+8qqfnmYU9PUfO9PXdcEl64OyMGc/mvf9CXYTrRfYMVatfLJVKZSB9h5tbe8stC26eN++1nPfsHRlh08svr2lbgnw+73YW+j9eKBTijo6OqLOz87z+JvJpM2OXGafMklKpNPGu5AC67vnnB4+Ojf3TzFg0cybeubtaliCOY/dry70+HZ2/3ZIt35T0/tNm1c7OzrRSqei55OBug4NVuOmkWWawCchahM1+Ozi4Xo8d2+pEEOjwrQCIiP+K5Nd/gsgljsUfw39q0MlzJ8TSOI5DmqYG8BD42YVCMhcOeucef2F0dAdQbxV31fLlZcvl3sonyUunKpWft2TAzJyZqWHMIcKMxQ8E2f6A17uOOU5PmzatWiqVVEBL8MgykSgH7Orv19HR0SdbxZ3b3//g1bNmfS1TZc+RI59s2QPOOVfXVFUVU5gHXOuSpT/R/Lb+oL1A0tXV5QAtigyoKiuAHlhNi/F+5N57e51zXzZgYHiYoJq1BKCqiAjBAiEEMM8cHB+W/LLHXNfWTrVuIOnu7nY7zJ4KwIOqjEP8s+nTZ70bRF9fX9ePtm3TFwcGBs2M3a+8AvBsuzFMnvH58c/4jtirJ3IRHo944U2BV139uZVWXp2KTORyuXipyIG/i+gO2P3RKFq11+ylTd4//NcQDnvv73fOrRKR/cBPPzR79qaB4WE1s+vaAthOrrTcd0aRRIgIXjyRz4MFhrzjsNR/s0LH14hIGeh+Mo6X3eH9di8CzvFZEQ7AWufcOgARQUQGsiz7fBzHY8Vi8cT7SbHLNKOudSwYGJg2Jmy2GtdqbsVO378B6AImVqbpnruh+BczaoCoYmY9ZnYuoJklZna6WCyegPeR4ozMmcU4cRhG0IATh4gHNeY4QUNYud311e7UU98Dxv6YptfvTpJ7IrPPRSKxiOwys9tFpGpmuyqVyqPj4+NjUznaluBp3NnbSIglRkSIJMKJI+ffecQrQ96zn/qjX+XMOjMre+/TcrmsbWK/TXGrF92ATS0zVJVgoZFSA5yj1TE7GNepv+cJ67kP6AohxK1k+4IBfBBchpE2lyANECE0frUOpjQaA+aqsCi4726l51tmdsEgWjoUGqFxTZc6dQxDTVFVMAhZhoas6QkLcSzK+MEWer+uql1ZlsWFQqEtiHYlcApkzXPFMAIBpVGKYAE1xYKhmjXYMMfV6rlR/cO/kN6VIYQOVY3z+XxrxW31IoLINxNPMok21xSQrDmOiqKZYqqYZgiOeXV1N2m0YbP03tkEEcVxfHEAPDB57r8nIyMQzpWiRi2bsGqtbppWqWfVkGZntao1q4IErgyZuyHI+iuMXlVNQgjnzdVSBxJwGY1zVciQ5sQKQkrKKSQaJo3yGHkiIOBMyBnkMCIROtGu5eoXbPHZhKpGvPeS0hpADpwBAQgYEUKgMYYVIg6TAR6jTtRsQkFwODweTAB0GDSEEInIxTGQA+do1EiBgJLDUyGwj6y6Dx531GsZUsrIypO4aid0X0F0lSdEDq+vkv7td0wWgczMzitMLQFEzf5Q3pbLGoEBYDds3Ay7gCpYDYI2HoD6FG5oXM2qQK0Z6sIBSHMMp0BMAoPAEXixmXwMmGgTfIq8tAnkvPfElgDyzR6wZpQR4A0oPwY/BspNAFNX73a63/ZMaMfA1MclFeA1YD9sPAr/orHzttReqLXUgYMwZjBRAg4BJ+GFXzaon6Cx8/85OTT05rz2b+AjcMjBlQPw+4ca1I8B4zR2/56Z/m/sPyIUMkHqJyEkAAAAAElFTkSuQmCC) 7 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGU0lEQVRYhbWXfYxU1RXAf+e+N29md2dnJ7sd3KUR2GUlUUygBpA2bemHaGxs0mIjpiWtabU2rf5lWjG1X38Ya4ipBglpisWkamtsEALa2KQprR+JSUEjUAUL4rbSLLOBZXZ2mHnz7jn9481YA8yAlp6bl5lkzjvnd8/XvQP/R7H0iQDXSSe82E7Lw8PL8iJ3Bc7d8Hnn/vgo7KnBTw479/pO2Ppwvf7Y5ORkra3fkezDyOE5c64ZFHklK3JzKJKfNVszIVLKiUSLYdl62HR1X99L8+fPL150gFdLpaUrvJ/YanbcA8+ZURWpv6D61h8AD9wtwuuq7knnrhkfH/8IXKQUlIeGlhXhldvDcP+98L3NZhv+DVVRffDhON6Wy+WiInytAvEukaOLRZ5eofrmyaGh5RfDP6cHB5/RUskac+bYFZdc8pf+/v5B0uJ7v7htc+cuikdHTcfG7LmxMRsdHf1u1xRks1m3raf0yZ6enqi3tzfs6+s7p76JXGtm7DBjyiw3MzNTAeIz1HTNsWNH9qn+HTM+K0IgsrYjQBRF7neWeWsQfeEpy20aRApmFp0JYeC+BK+tAu41S8xsI5B0MJtsgg3fEOE7QKja27EGVNUFLpi3Uh3vOm79lWWvut/5L+8VP5XP5+vValUBBNyg2W8FdjvnDpbL5W2dbAJ8ZsGCFw81GvfUzQb6Tp7c2RHAzJyZqWHMI8SMq9Z7eWp9oGvfdpzo7++vzczMKKDAL0QkBCiVSloulx/vZHdJofCj5WH49SawvVz+XMcUOOdcU2NVVUxhFFjscit/rtnflLwWgVw+n3eAisghVW2/ehsd2vvPq1YVnXM3A+ytVEhUk44AqoqI4M3jvQcLmIfjCsl+epPLb+1TKwC5QqHgzOyJ9jtAtPbaa+eeCVEeGsrfuG+fPlsuHzEzfj85CfCMdAIAck8H2VPXB71RoAGhCwkIkEA4KvCGa+5aZ9XbYpFKJpOJRORVEdHbV6/ePT48fMvb5fLf/nTgwH3fGhvbP9Lbe3fk3C3bjxzZu/3o0QdWFIsb98zMqJkt6dqG6tWZN4A0EnggYIHClZa94XEpbFTVfBzHcaPR+Pi6VavuuWx4+JtOxC0aGVnRbDZ3HDxxYl02CL7tRKI1CxeuXDQw8MDLU1OrzezqiYmJ6fNNQpdogomRIQMBmCaICJeqYZL5yragVL9Rp+4CKluef/6vH1u4cOJTl18+b3xkBIDZOB6Ik4SD09PseucdDk5P58zsxMTExHGAril4Ajl9Pb1ELsLhcOLIBBmcC8EMnOOoeA44t+UmnfohUAnDsDeXy90RwhdDkajQ03PniUZjMyI1YMfs7Owjp06dmm476QrwJO70deSIJEJECCVsQbz/iFf+GQTspfnIVzn5MzOrBkEQt+fE+aRjDRQAay8zVBVvPnWpPo1Ay8Sl3liiwR2P2cD3gbz3/qyJ+YEBPgouwYhbS5AUwvv0U5tgChgYLFBhqXc/2MrAnWZ2wRAdFXpS07iWSpMmhqGmab8b+CRBfdLShMtwLE348RaKt6pqPkmSqKenpytEtxQ4BZLWuWIYHo+SpsKbR00xb6gmaTTMsUgDVmhw3y+luM5736uqUTab7TxxO/0QQhi0HDdooK3VBkk0BVMUTRRTTVsUx2hT3Sc0fHCzFG9qQYRRdOb14DwAAdB473tAQoLHv5eKOvWkYrV60zSu0UxqPk5Oa03rVgPxzPeJW+5lw4hRVNWc9/6cvjoOohy4BGgCQoK0OlYQYmKmkPAYcZjFyBICHmdCxiCDEYrQh+a/oMH4liCpqGrI2ZeUzgAZcEZ6mfQYIdIaxTBLyH4SIMBoEraKUBAcjoAATAD0GKj3PhSRDxaBDDhHmiMFPEqGgFk8e0hqe+DXjmY9QWYSkmoDV+uDwgjhwgAfOgJ9g/ilnTQmgMTMzjmYOgKErfpQ/jsu63gOAbvhoc2wA6iB1cFr+gA029yQXs1qQL1l6sIBpNWGbYgGcAR4E15uOZ8GKl2Mt4MXt0DOeU/sCJBt1YC1rEwC/4DqJrgfqLYAqi0H3eZ+1zOhWwTafy6ZBQ4Ce+Ghw/Av0p13De2FSsc58BpMG1RmgH3AcXjx0TT0FdKd/8/OIZ0355R3gSthn4P5h+DZn6ahnwZOke7+rJ7+MPIf5d4drrz1MxgAAAAASUVORK5CYII=) 7 7, auto;}
}
div.testarea{
animation:rwdcur29140 1.3333333333333s linear infinite forwards;
}
