@keyframes rwdcur167804 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADF0lEQVRYhe2Wz2sTWxTHP51OHyEDmRA6qc2i1ZCEUlJpQpQuiiB14VIQ/Auk4sIWxH/g8aBv4c6VFlwJ7y0eD5GuBIVuqhF/YBFBbdXg2IyNMbYm06RNk+viTrD2R2qT6MZ+4cJlzp3zPXPOme+5sI99NIhYLKa2wk/7D5zpB7o0TVspl8se4DAQKhaLvtXV1SDwrpkA2nax/w94gUwoFOq3LOu9bdsFwOc8rwI3w+Hwlbm5uZVmAtkOl4BZYLG3t9dMJBLPdF2fBd4CZk9PT3FiYkIYhjEDDLaaHOAE8FFVVTE2NmaPjo7Odnd3zwCffD6f6OjoEIAAniOz0RDqNVIVqFYqFeLxuNuyrDt9fX2PLcs6n8vlVOAaMABcB5Z+RgABwC+EYHp6mnw+z/r6ego4B2SAbKOkG6H8yCHTNNeAgwsLC53Ah1aRQ/0MfEF+qT+bza4pinLYNM1AW1vbihCiVfy79oAClObn59VMJlMol8sfgJJj9/Atg1Un4JYG0Am8AKK2bRds236DzEgNHmDI2Sd3COAUUqie7ERSrweSwBrwFJgG7vJ97b3AEWdt9xteAi4Af2ualtiJpJ4Uu4B7QAF4CeSBh0DZsVeBHPAKSAGblfA0MKTrejSfz0eAB8CnOnxb4AV6gAhyHvg22ZUd9iBF7LZhGGJycrImWn/uhbwGj0Ps2cM7LuAMsOj3+4Xf768p5sVGAmgUx5DprpG/BII/lTEWi6kjIyOd4+PjILNwC1gEXiMbclvsNo7rIhAIKOl0+izwh6Zph4LB4AkgGY1GC7lcLpFMJr3Ly8tryHlxdTsfzdxq3Ol0+i/gpK7rPq/X6x4eHvbE4/FoNptVSqXSUiQScU1NTWVSqdSh9vZ2V6VSKe3qdQ8IAv8BZldXVxGn3qqqinA4LAYGBoRhGHlkGS4rijKoqqqrVeQKcBQ4i7y0CKCI1AmxYX0GbiAvLIPAgc2OGi1BFTkV+4FHgBv4B/gXiCMl2wMcB+5veG+LXDfVhEAIOOjsXzkEbuQcUZxAviBFbQmpqr8ECs01+D5+I3wFlor/H3VLXPYAAAAASUVORK5CYII=) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYhe2WwWsbRxTGfx7LsrprrxbZrlQpjoRjKqSCoKW0NZiAwRga6ovBkP4J7n/QQ0+lpxJKb7301EMJIWAIOLkV0VIXY1wnrd26xK1RhFbYi5BsabVaa9c97LpxFUmJYkMu/uAxM/tm33zz3szHwCUu8YrR18UngCvAB974dyAKvAfsA78APlmWH9dqterLEvB18SWA74BMOBzedhznddu2A2NjY76BgQF/oVDQG41GqFarfaOq6u1UKvVodXXV6ZVAf4fvCvAZkJEkKTI3NxcMBoM+IcRrgUAgMDw83FhcXIzOz8874XA4aFlWyTAMbWZmpr61tWX3QqBdBiTPfgBuGIZRzmazhhACTdOq3j+R3d1dRkZGTNM0DSFEVVVVoev6EFA6LwG/1x4CJmAAJUmSvvb67wOOpmmqpmlvAncGBwe3Aater4teFu9EoOm1kx6JoVgsVo7H406lUinpun4fN0MOkAeqlmVV8/m8I8uyeREETtNsAAEAVVXVXC73lq7re8A2oJ8hO3RycuIzTdMyDMPolUA3XAeeAEehUOgJ8EUHwudCt4BpYAgQpVLpEXCXp+UB96ac1tzBLVfP6HZoyl6rAz8Cf7X4FWDWM6VdAFmWF5LJ5Oz09HTHjXbSAbwF3wYeAlnc2p/FVeBDIObN3W/xf6uq6s1MJnNzY2PD9Pv9DxuNxjMa0S0DFvAxcAt40MZfBO55VmzjF/F4PJpKpQK2bb9hGMaV8fHxZzL1vEPVBB538JWAn04Xa/HdAN5tNpv+tbW1QKVSmRBCGEdHR1IkEqkWi8WeJbtXfAT8BjQ8uw9E+/r6IkKI/226Z+V6QTzAPTN5XF3Zw9ULy3Gcszfp4gioqqqkUqn00tKSgltaHVfI9nD1pMjTm/UfLkJYPgFi5XJ5dmpq6ury8nI+kUh8dXBwMKEoiqUoirSzs3NIB504L4HbwDvA5MLCAul0mvX19cjo6Oin0WhUsm1brdfrDhD31mq2BjgPAQkIARPBYJDNzU1WVlYwTfMwmUxK/f39Ui6XE/l8Hm/eKO2v60sjBHwOnLTYH0BWluVd4Ffge9wyJdoF6aaEz0Md+AdXKSXgGu7B+xL48/j42PDGPwMFXLWstwbp9ih9UQRw3w6TwN+4ab6Om/J9j0SBDoJ2EQTaQQCq17dwteASl2iLfwHvljOmpIoTsgAAAABJRU5ErkJggg==) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjElEQVRYhe2Wz08jZRjHP+90GH7MLMUBmlJpUdKIGoISDcnCHoR68YRXNp4IetCbiRxMvJL4F3gy0ZMhXkyMiWYRL8oBS5auqwZNDMWNLLTbFtJpp5TM62Gmpint6Lb1xjd5M8/M+877fN/3fZ7v88I1rvEfYJrmP/bc3JzSzbmFT58KDAHz3vthMBgcODs7GwIeAH8ATwG/dJNQPUaAb4ETID0+Pn53bGzsB+Ar4CfgT2BP1/V3FxYW1HadBFp8V4H3gFtAdH19PTg1NeUEg8FQLpebmpiYiGxsbAwGAoEnTk9P85Zl3V1ZWcknk8l2eTTF67irzwsh5Pz8vIzFYj8DKSGEBKrAr7quvz0zMxNeXl7W2nHit3VZ4BIoSCkPd3Z27gF3gOeklPeA74CCYRj38/k83tjHhl8QvgG8CYzour5rGManjuP8lslkav1DqqpqiqLYQoijSqVSaodAqxgAiONmwJOLi4uF1dXVtGEYxZOTk4JlWUIIUZZSlhzHyVxeXlrtOAfwy+ksEAaUaDT6ciaTGdnf3w/Ztl0ESlLKCyllQUpZbNc5+MfAix5BNZlMDqZSqT7AVhTlQkppA4OA5jUHOG+HgN8ORAEjEomoqVRqFzgC7juO43j9g8CrXhts/DkcDmvAbeCtYDBoTE9PPza5W0At3d4HjIb+aeBDrzXOrgGfj46OWolEQgKbgEkT+B3B98A7nv0J0BjlD4Ev6+x69AHPDg8PDxwcHIAbT1pPT49arVbbStdmUJrZQoja0dwBLOB34CPgeSHElSPvpLI5zWwp5QiuKIWBIm5NKQGmlNKhAV0trQBCiJLn+BD3iM+BNFBoNr7tKlaPRCKhlMtlwzTNAV3X+zY3N3Pe3LUVq8BfXSWgqupAPB6PCyFeSafTSCmfDoVCocnJyaOlpSVre3tbw936LGDTQif8pNgXjuPcLJfLH8zOzr6WzWbnNE17aW1t7ebW1lbMsqwXTNNUbdu2K5UKwBeBQOChJ2DdIQDcqFart6vVqqkoyg1N00LHx8fs7e3JYrEo+/v7zd7e3kgul3sE7EopD7mayh1hHFjHFatH3rNmfwx8A/zojQlzVciAzoLwwnt+DcSAHG6k7wCf4YpT7ZJyTovV+90H/g0KMIkrwzngGdxL7AMgiZuK4GbCaatJOiFQDwNXfh3cXa3XlxI+lbJbBJoR0nCPqaP7wjX+d/wN/0E2s725BE0AAAAASUVORK5CYII=) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhe2WT2sTURTFf3kzSeuMGUKZhs6IMQtppdBWBAWLdNWiCxfdFvwIuhN0I667UTd+AcWNCzcKBUGwdFUQkdBAa0sNiX/SIm1oMjM6dBIXb6pRMyk2UTc98ODy7pt3z9x3OffCIQ7xn6Hs4z8KXAaOAFWgDzgV+r4CJ4DtTgjE2vgEUAJs4LOu628cxxGAAdSALFAGbgPPD0qgXQbuAZPj4+NMTU1pqqruZjKZjOM4cc/zsqOjo2khxPFarVYCXiEz8scQEft9gA+wvr7OxMQE2WzWtSzr49bWVhEQvu8LVVUBNGDnIMHbEbCRb14sl8sUCgWGh4dPe573CHgJPFteXq6USqUnwNxBgwOoEfs7wDGgDjA/P08+n2dzc/MN8o8XgEfIWljqhEAUDOA68FVRlIZlWQ3gBZDqdqCoJ9gJlzBNE0VRPgN3Y7FY1PmuE9jziWq1im3bBtCradpuk99AZiQV2l0nsAu4ruuytLSUAE65rtt83gAmw/UbgdnZWbO/v38aONOOQFQRAjwArgGm67oJINdoNGpN/hRwNrSXgfd7DkVRjHw+/1DTtBSwBdwgoljbEfCB88AloAi8RWZlD2XgaZP9HUEQ7MzNzRVUVT2H1JR2cQ4MEWETBr0/PT0d6Lr+Drg6NDSU2O+SP0W9lZ1MJnuRWjEYi8WEbdtZgNXVVbPbBFrCcRwN2UXFysoKlUrFB4x6vT7QKl5XCYyMjAjTNAFMIK2qKkEQ1JBtW+PnrAHdKY4rgKHr+jHf9zNjY2PFXC5nbGxsnKxUKsTj8T4gDRRafdwpgZvARWDQsqz0zMxMvaenx00mk7WFhQVRLBbriqKIkEDLWJ08gQgv7QXstbU1sbi4mPA8L+X7fnp7ezsBiCAICM/8lv5OkQAyyK74CTmaNZpWHviA7JwXiGhk+82E7ZBEjnS7QBzYAAZD32PgFpAD7iCFqgoEv17SbibcDwayslVgINxLIEXodRhUQz7VF8IJq5sEBD9kdk/lKoDLz5L915HgL2n9If4JvgH+PuVilSZkzAAAAABJRU5ErkJggg==) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur167804 2.1333333333333s linear infinite forwards;
}
