@keyframes rwdcur108075 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 2 5, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZ0lEQVRYhe2WW2wU5xmGn5nZ3Zk9eHe9u17ba7M2NrYrQoiFKQVyUELciMSAQC1JJVRKFLWlbQ4XPaCkNAmKooi7XEaVGtokQr2po6Qo4uAQQjgkYAdMbEJcG2O6ttfseg/ew+zMeGd6FYRoMCYiV+G5Gv2/vvd99X3zz/zwfUe6XUJ3tf4gsG1bly9SV7vaJdvvcirOtkjE2+YQXW2aVioDjt1/2MChE1/p19bZbtEnKoni4wub6m0+r6fKMPS1hULeWy5buP1yeP+B445UaoZ4PIlXgPbmCM1VLj5JzFLZFKVlsXsfsH5eAeo8iJN5lkaj4Q21kZonSqruSGcy9dXhoFIsqpBKMzOZxHIpuNwOMn0DSF4fDV6Z9ZuW88iDUSglGZ1QycTHUX2OwwsrF2y63uf/AtTWhv0tjYHHLVHaEZrRmgpFjVjvACYmdYhMxa7gFyEu2bGcdrbsepZLkzFO7Olm86N1dK6WcAgmlf4UOdWgIqFiaELGVk78rn3j7tnr/YSvHzrCLAm2Lv1bMq8un4inRD2ZoVoW8dlEMprAaEnERMTCxMKk2ifj8FfQ/vCTLK/KsmbpaWzKLNmExdDFGJJSz8h/p7kwIpHNMHT03HDbN3X6agfCrYte+fTMVysKBY1VLhtm0IbmsaPLbsqqh7Blp2wJMCtg2XTEWRWX30dzTZZntivIgsL59wc4fiZAPBEkoRdIZC0CqRKeSODCjUZ9NUBLa8tu3e5dMzU85VVyVxgTNYI2B6Is43UF8dpkTMNENXQEXOjlCh5ZVcuff7sSpy+CoAm4Gx0ooz70fJp0rkB1TTOp2FmiDY2n4dw3Brh6DD87MxxrjQb2LVu95L7xdLHap+YoywZ2u52yJZIvliiqBrpWQi/reG0ldu3cit9fTT4zjd1zP4l8PcqCFXjCi/D6a6irbeTgkR7Wbd707qGDH5+aswMAB44ODuRyuYeW3rf83cznrgfk6VFiFNAMiXymRDoFCBYIJs/s+CGBUBW7Xnqdyf98ylPP/ZGFbQ/icyhUS5UYkgcjX0Cs8FHT1HqjCSBev3DizOXUcF/3Q5F7l/18Im32SgkNwcjjtJm4PQamVaS9WWfrloeZzqokrYUM6R3sfbsbrVBEt0RMUaIyGCSdShAK+ZNBufzmTd+Ba+npw+zpe+cdt+LoNkvSe/5iqTPk9SB6ZWSHjSc2hgiE7+H3z7/MgWMT5LIF2htXoYkihdIsumYgyzLjJ49RUVV/ueuxrcV5d+BaCiW96PW61xdmnX9NTBUJazp3+938eKUDwUyycnUH04kJ2hrLrFi5jIwhAwL+SgWFEiMj5/ns6Ec75vK46ad46kq6BPw61FCjDGva1qYrKXJqDeXSG/xkw9NU2Mo0NYSwVy7G7vMTFB0IksSlsSGGUtN612M/Ovuv7o9vqD/vn5GRzfd0rr1nLG7Y6/buvVgbrZvg7haV5gVuPJILf8P9CJKL2OURUrkcU2OXiM9kcx/sO/LSXLrzDqCDPnh+vO+FF576p2Kjo+fIdHOLEsdZ14mvcTN62YNpgV2pQLK5eH/PHnq/HPzNTHrm7Hw9bok//eKnrQ3R+qe3/2rL4ED/Eat/8LR17ot+61jvKesvL+60ArJi2SWp5mY63/o+cLz//HQ2O3NqMp7Yf+6L4ScD/oA8nlc5eew4+9/6B5ZLZvPGzr7es18OzKUjzLU5X3wVrtBih3yyY23XImekCqeq0x8b4ZfbtnWs2/izz+eqnfMYzpdsrpgcFsRVB//93t+t8Rijhz+kcVHzjFYWhm6H/q0gAtslUbR2vvra2HwLbicm8MajXesupAu53tusfYc73OEO3w3/A39eLJdezireAAAAAElFTkSuQmCC) 2 5, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFeklEQVRYhe2WW2wU5xmGn5mdPXjXe7D3ZO/BJl7wJsbGdhwIBrdgCmmplEi5IUmlVEpTRXF70V409CClqdSmaSsiRW0V0otUkZo2kWhAtITWBEJoG+IDhBYwbMhi12CzPq3Zk3dmZ2d2etMiCo4hiF6V5/KTvvd99f3/9+uH/3dMt0uoo7un9vHHtrjrGqPrAjW2lRVRjEfD9XGzWYqXFEUHwfJi3yb6h8fUq/ukT+nTYBLFbXetiEkel9OvqvIXFop5l8VsxS6VA/39f7HMp3OkUrO4hAo+q4XuOgvv6gbeWJjW9YF9vMyDNxWgphoxX2BVuDH0UDgceERWy5ZMOhfx1XlsSqGEMZtCz2dRFZ2w24anotLgshNeFSb+aD2XhQhDg+Os7yogDRZIavZ3jfjdD1/rI1xbuCfm8IQiy7YpuvnbC3m5KZeXKV+YQKdCBJE5A3q3dPD1b22kylTFdH4FoxMXKAtO3G4/waCHUuYiU1MzTM8mkT8e5PD+ixn/6vru3x8YTVzrd2UCXTW0OptXvlosa/clkjOiPj2P12YlYLGSdXmYMiQSgkDv+lVseXgj2XwIV9u91Js82BrmUVQdt8dFdjrFG7/7AweGRwi57DyydTlSkzazmPl/BfCvbPnhByeSa+SFEus8EvaojbzLi2L2YzeshCoVdFGn875ufrJzLx1hB9t/thrZUDEwY7OYqQC5kkxndyejOSdH39tN7Xyaps+EE4eOL37UVwIsb2/9qW52bLp0/qKrWktTcGqYzCJOl52KxY1FM7BKAiW1hMvnZ1lbM2XNoKTKSJKIIJkQKwZOj5dMtsRs4k9Y0ZidTtO7bPMw/H3RAFfWcGh4ZGJFqGZfV097z+SMGvTJebAZFGUDuaiRns/R2RLj7d17WBF1se3RbZikKvSygq+uFmVBIZPP4/MGqA36iIS81Hi8nBi7xOe+eP+eP78zPLTkBAD6j46cRk/3dmzo2TM7JH22NneBjyxzyOoCclFnS9tq1i5/Ap9fJBSNgcWGoqgUCyrW6mrqrDZMVp1QtIly6724TBkO/9VBdWlk8fkD4rWF/sGp+VODh3rreroeH5sRjtkyRUx6EZfVRjR7hBbbMcKhIFVOD6JZZHx8nOe/8yy/evElJlMTlGQDtVTCG41TFBvx+txzawKRX39SgOvW8GocNosdUdzrtLL583f7eeaBIpeJ43/s5yxoFrK5LN/4Wh9jp08jadC2YR1PPbOdWp+fKsnCGz9+gQ8vTXx4fGCo65M8lnyKy5pe9nk9u8oVI6Dp5a5gTYzQ2i9heBsZm5zixMkzHHnrLQRNxxAM5iYu4gpGqAkEqcgK+37zOic/SnxZ0/TRWwoAUCgUNVlW97XFok17z6bbU/MKVS4neVXg/JlTTP1jAKtJQBGs6Igkkx8Tj6+klJ5m78EDavfmtduTZ0eLtxzgP2ztCh5cu2nr+PDIqfDu13fVO5w1uO1WimeHcVQ52NDeQWd9hNT0Je5a1U5uIk1JUPMH9x9+bindmw4wdG5OPfK34eO/eOm7b1aq3F1H3x+ItXd24s7MkHWHSCbP4Ik2sGbNalrX3c/A23/k1Pl/9uVy2cUfgH+z5CVcir6nn2x+58D+B6zlSt9Xn3qiJdQYwYqZ6lCA8yMJvv+9HzGvKPVlXZ9aSue6NbxZdr7y6rnkaOqXmYrwYP/AyVwqLyLXBtAsduamL+MI+Hh+xwsbb6Tzaf8D1zE5OTVayL0XSw8MfPDQV55cXttyD7mZFM0tzfgbm87dqP+WJ3A12Xxx7ixC9293vvzamTd3kTj0Ps0tLTnJqNwwwO1GBJ42iaLxgx07xm+24XZSAV755nPPJuobmo7dZu073OEOd/jf8C+uOTFRG0NFbwAAAABJRU5ErkJggg==) 2 5, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
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}
div.testarea{
animation:rwdcur108075 1.6666666666667s linear infinite forwards;
}
