@keyframes rwdcur73223 {
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2%,2.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,5.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhb2XW2gcVRjHfzO7s7dku8km2c19k7ZpYkJaYyWhFMS0UR8qtSktKNE++BAjlERBTalU0BetItq+mApWpYYiFVSoDyKpNySoJNJi0yZgkybrbq57Sfc2s5fj02LFB2c2rd/zOf/vN9+fc/5nYAO16d39YiP7AeRCNzpPHBWyo5qST57YEERBAM5HhoRXrscatCDPm6j59EjBEIYBiltOC7Naj/VmnLTmQbE3Ii2YKD1X2CQMA8jrrSjrLtb8Lk6Vf8Nz8R9IUElu0UbZaJ9hCMMA2agK4WreOHyJ3rY/6LcHGJj7DZOpGvd6iVE54wDltmJOnRyh79BPyJYcUlKiv+oKz1z5hYRWfncBNrs+F4ef/4DmXT8Tc+SQHFkyEQuJmRCPLY6xb2wc95vHDdkg6V3YaDsruo9P4ur4FScaHnuSHo9G4uMUq+OLqEkJTchcLH+ALx7qJDz8ui5tXYt21r4iQsvVtB2bw9Qxh5kyYhk3waCLrvOTbFm+hF1OYyGDJEl8dN9BZu73EnrhvyHMegAm/K9JXgbF1Mlm6JXJ7G9kOSDBtUUkRw1mzwEsET/O5O+Eqnq5rhVRtSwI6dDWbQGAl0GhmFtZ6gmTbi/C4V+lKqLSrKrUJTSSSh0Xo3UoZZdZ+vatO2fBvyFaCOxI4Ni6jjum4YlnsId9XJ3twlQ2wcrss7p1DQPcDhFuu0VJXQR5uhKC7Qh7EP9KnyHNggDyEHZzK2vFKmVqNbJ9jRuhAcN6BQMAVNIvzOZNOJxFzIRfLUir4DgGENiwspWssBasUTBA3oIlW4as2sRm98j/k4b55oq5hZW2KK4H/yRbGyCtbaO2YvTup+Htx1BqiWMSAm/NAg1brpJQm6hofM8QhCGAvy+iKLk9FnIyKDmBR87Qar/GozvGyDqdeLtf1A2hG8DLoCiyNmM5NE/VkXJsXgc5h4ViLYcvmcIWnad+4QyPF02gllq556WXdUHoyoJ8GLUO58MoSsznJmhx0Tk1hS8fRkqG2rUPmfQdZMbj1fVhusOo0XZWeMwxXOZZnEzjcSbpadZI3EyxOr78jzie7vAS1pGEYMCC2dTT0ndv78V0uZkD9wbo2x3El4pTK7mpbbJQ4RV8Xd/Nlw936X4LgM4J5OtGtFe68M73Yue2CO17fySdMGEu0XCUujkntfFVxy5CQ8ZuRMPHcDUVY2h4gNHPdpPTZIRd8H5wO2e2d+KwrBqVMzYBAJPLCqVzHLuwB9O+W/iTMNLQQTYbILRJMwxgOECKW04LpTJNdcM6wRoFpVxFyfqJe1OEnzpvWM+wBbHrg1LGOo/qK0KxLJNOziLqsgU1hw3EsfPEUWGqy4AjSuTJwppvuO7E7/lfUJ2FAg/JlroAAAAASUVORK5CYII=) 16 16, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRYhb3XW2wUVRzH8e/Ozux2tnvphW2h9rKL2xZaQILRJkqwRI1KYowa8QY+YKKmJRANPhEMJcYQrREIoDFiTLzEkCimXpLKA6EkDWiElnBdK4UWQi/bbXeXvc3uzPGBND4ZZqbAeZ7z/3/OnJPzm4E5DP9ru8Rc5gNIdif6WrYJKeWhrPObOSFsAVp9m4UrJqGMXEOPDlPe8bVthGXAm949YrE7zD3OJMUrMtKkh+I/l20jLAMelFpoi9TTUgjzQmOcJYUovmSAqkSOyo3fWkZYBrj0PPOiHiKL/kIuOcGyMg/ekVHGz6WpSCStlrMOqHf5GV7WgfTQEQy5SL7goEooKEMpkueLdxZwKHBQ/LbqORZsvEqgIYWuFriRkZlMypB2kzhTwL+k29I2mAYcUHeLaMfrhLdO4qzR8DQnaFiZ4MKMzGi2mpRUhq770MdVSwjZzEPv1b4t8rEU7gqBFlARkou04oNmhWBYxXM4SHzEIDdjUMh50KY1KlZ0i/jJLY5b1XaaARxNHu+6txjaXtX/FFrDRRY9ECTthV7/NBfVs1SWV1O/ooHyMons4BjlsRiqN0ts4ljXbQEAnOBUV6SwcPv8Y48x2DTB6NIxRmSNlKxRmMrj0A1cPRqrzlYx477Gn5d23nL1YPEQ7uFLx8X0MHWdqyn9bjk5DHRVJzP/OssH/Wzpe4QSJcWR8Y9MNbc9NrFB7PXuEGu/bxd1mle89PGLorf8sDgQtH4R2ZZuYoNo8kY48/QAj/70DFNqgrfiHZbrzelVvcHLwi8HKPX56Zr+0FYt23EMUIJKhBBuodquYRswuwWDa0/RmG/is4r9dycN/2seou+L3/nlq1/54f0ewqIRO4fQMmC2+fCu40SfP4WuO+l/YoCf3zlBfb6RbcFP70wWzDZvLg0zuu8I6VcGKEHCmXXiGVvAwH1JulcdJVfwsbr6XdMI04CbzevJffA57WsmaC2oeHUnIuYnmF5JZfFhaFtIT80UU3k3i5duNYUwHUbzY5Vo23eiPKkTnUmSVny0OysRg+tIH27m/Ej2Zhi55qEFDISim1qYKcCOq584Dqi7RSruIJDIIhWzuDIppk6GmNyTZej6JIZDQXc4cJVpOKt1kiaSECxeRIcCB8Xx9k5C6xNkxku50BsicelxBi+XEM94SblkXBGD5BlzzcHiIXw2sdaxpu9Hru+tJXHFhzOr4PUUCfqLUJonsESx1NwyAGBESxI+vR+jfzVSUcatCCYcBQoRH/7FpnZ0bgDN6SbWlGHowv0Uc22cnslwo76O6pZS4gG/ZYBl8h/GOaaGDKLKFUb/rsCorcXwJ8gGypne++rdScNW32YxppYh1UGuQkZuDDG9f72tWrbj2NeyTTib66DGw8y+dXf2C+j/xu34Pf8XP+Cknh6C9h8AAAAASUVORK5CYII=) 16 16, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEUlEQVRYhb2XW2gcVRjHfzsze5lNdnZzj7k3zS5NWmyogWpT64OIErC0wYCgkQptUCSNDxUEbdFWXzRQSZCKViyNolix1UKw+lZttFJLE0oTkubeNibZZJO9zs5exgdJEZ9mJm2/53P+3++c7+P8vwPrCOX5j/T17AcQrG70+A/rQsSNb/+X64KwBNDo6dLlZQH77G0yY5Pk7e+zDGEa4GBuj95UuAm/T4NbIuKijC8YpLLzjCUI0wDbhQYKEiL+aBmtOy7QUnGd6M0s8ZFbFHR8ZRrCNIAjk6QxXUX+oyeo3jVOYdmfbHEMk7ljIz8cNitnHqDU5WK8bR/l+8awSVm0uMTDBSK18Ukiw6n7C3DWe1r//bV23B3ziN4MNlcawi5WggqFGRnHzBJKoNtUGSSjCz+XP9CHu48RaxFxpEsRcpIQdpAINTM06SSuSohZCXsyjRLo1sOjh2xGdA3dwJGKTj2pR0iIMgE5h2IlF0q8XNwqM7W1kYlYJQtqIVFNwRZ3we0M+VuM3YQhgKO3em0j6hQlB3fz17c1DLii9LvCDDlSiC1BNjzrhVIvqsNNsT1BwB6hJBMyIm28B3ros41GpwkcasJ+roEpMYWg5RAVptj4jJPqZifbPBFaXVXkOZMMD79/70rwf4htB3bS9MV2bCk7mhAmVrxK9fRN3ks143SF+WX+Q0PJAQwv/G8cpF0P5NbS/84gM5sENn+9mQPnH2fOuUj74gumNC0B3IVw1zK+M8aOXxtYksO8svy6aT3LAAAdPKcrkpccj8K7oeOWtCzbMYALmTqqcOqyZQ3LAGslGH0yij9Zxyf51oYTSwB3m/DoID93jvNd6yR16Qb6ih6AG64lv3B8gGu7byLhYbVtI72BK9Qk/RwrOmEKwhTAv8mrufrZb1x5+TK6PYUjq5Cz4GW6uo637ZdIqgpPlbxhGMIwwFry0e4rpPbcoCZjJ+uIkZutYfynJNOXklyNePhenSGUdFJf/5YhCENueKSiUy8N+pjr+YFH9mjE1VwCQpqLGmj9hUyeX0VIpXCRZQEZLSUgiaKhgxk2I6fNg5xJMJqIsRCOwvwquwYT1AxeozZnlmJXkFxHGN2tQrnI8nVjdmzq8TjrPa2Pdb2JtHcOIWRDHfEx9WMdifknmFsSGYk4WSnyYHQWAJNNuHf1JdtjH/cR/7SEzKqIrkqgqPgKwwTFBFpVgankpgEA/lZVNp45xe1TfvS0gMOdZmgpw4R7A556u1k54yPZWmiikyFpguU/XiWW+YaI5ue6Vo9YprOsKPcf4HL2BnHZzphwh9GBp0mVuskLCKQrK5jtbXswbtjo6dLvOHzo5aDmSUj+GkIn2y1pWbZjj/+wLgYq4SE3KydfXJetW4578T3/B6gGjeMR9GzHAAAAAElFTkSuQmCC) 16 16, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhcXXW2wUVQDG8f/MznZ3ZrvddgssXbustZR2K4KAWkgTEvWhEjSmER8MaIxGqIlpJVExMRjxyWu8xEQ0kRgvD8ZggwHRBEyIMcQoETSybVHaUtwtS/fS3e1eZ+f4Yk3fOjOFeJ7nfPnNOXPOl4EljPaGt8VS5gPIdif2efeLgKzR1fjZkhC2AEPePWJtwEuTK45XvsT6G76wjbAMeLf+QbFKkal3ZQlVHdzoVPFKU0SaPrWFsAzolgU+ZwFfMk30nQSJpy+yvAA+Y5qbmz+3jLAMKEvHCVLk+1f8/NWvENt9keLAWYIOB0F/1mqcdUD9MjcH39vCjzvbMWQnklTkt93T5PacorlQub6A4TU+8dEje/lpyxoMvZmapFKn50gVopy8/1sy24/xgP81S9vgMPvgodVucWLrPqJdt6IlBO4kOESNXPJ35qZH8WQFsbZJgrLO2smBl6KlEwfM5CpmHnrx9lZRySRwXtFZ+YuOkgc1qeOL66R6JEbbV1BWq1TrdC70nGFzNEz/2BtiOPWMdE0AL/98WRoMItaNvkrz+UHy+ga8iQIyWTSpjQYFpuoy5L1FNqVb8Iws40pLGlKLZy8qXDgGg4juOoX030OUqmEMbYZKS4xy10UqoQKhkpPQ122cc8q8fuVjU9mWAPOILqdCYWoXWS1ExX8VfUWSsGeMnpFxzhhbefLqUdO5lgELEbmZHWQam1kpT3CLcoq4obJz8qqlTFuAeUS3qlBOqAQDOklJZeBCynKebQDA7iCiQVHwaF4OjKRtZdmuYwA3sFoFl2G/kW0D5rdAn3bTYZQ52OG3pfjfP0LLK7DwGM5JHQhHjamAxh+r2ukolXl/+b2WVsISYP4imo0NkTM2IgwJ4dTRA0miEZWT29bjrfl5NvCoaYRpwGAQ0elxcUneS7xlE7pbA6MOo75AcVWRCdcsx1unOPPQBVzlFTwRecEUwnQZBTMJfu3cx3Rww79l5MQXL5C6Y5zR8Ph/ZfRNa4bNXRGyY92mXsx0GR1a7RbVgML0bQqVBiguU6i0KpQKgpmZBGpZQq7I9B7dSm60k+H04k0IFrbgsT9L0n0/vEln/ByxXpl4L8yFE/hba8itLeSWK/R8dyeuI318ld5n+iRY+gj7x2alxz95i57TY8hKEocoUlG8+LUIdx+5h8Zj2zmces7SMTS1BQtHfqbEwFOnMQqdnN1RRQiVdR82oX2wkWRzndU46wCX2MYEKnc9nyLncMDlm1APhonVauRSDdcfcN6QqFY1ssEmIkNukk4Pca3G7NxKosmdlm9W6zdh/kvpkm6QLzcw5awxUS2SEyGi6YdtXeu267jPu1/kHCFSaIxkdi2p1m2Pa/F7/g9zApoi2zThxAAAAABJRU5ErkJggg==) 16 16, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGUlEQVRYhb2XS2xUVRjHf3fuq7edmbYzbae09EUZZloViGCJ+Eo1uDHGhWAkoJJgjKtBo7ghkKhhI2pqTdQujBVBE4kLg3GhMRgr+CgplkTaIqUPBFraebSdzvTOvTPHhWnCznun4Lf+zv/7nfN9Of9zYAWxyd8lVrIewFPswu2+gyLkKWVrxbEVQRQFsM+3SzQpHiIRi0jYZGvlZ0VDuAbo9m4TjYoHW7uK/FcccSmFxx4vGsI1QLv/N8rVeZoLNoPPN3Bpd5A1WinewhT3B4+7hnANYBp56uWfGOu8m+t3VnP55fVc3FtJnaIRCsy7lXMPUO6VOF/xEhM0oWYFliEz9GaE4Vieqqx1ewFObtDF4PBOrHgrzVdy6ElBocRG4xqTr3i4uHeGZwNvuWqD5DSxd7MikueeRsp3gCRjGSoDjxn8/MESunoBScRRbJP6Hj9174Y5mnjNkbajEzjUuVosSWBJWdLaFCn9MnPaeaoyR8n+2UMqMUFmXiaTCzL2XBnmA6PsCbzt6CQUJ0lvnPpbikUQ0Y1fszDSyWKgFqt6jrFVM5hjoywoV5B9QXS1jPZvBK19m0mHkpD4b23HM9A9gjS8YFMePYUR+AWzbZGl0hy+jIKcTJNfiHPfl3H2HQlhqXG6hw7fuhbcDHFh3qbGmKRCvoGpWig5BW2+wO7vZA5/NUta+50j0yccz5bjxJsjFkFEa0oY2VLLt6Esj8zJ7Phxkam0xq4/ZlxpFgWwDBEJGaTuCrDubIJ4weDF/oRrvaIBAF5Yh/BrCmWGj9f7k0VpFW3HACUSrPWCLop35KIBllsQ3xgiLJt8dE/g/3HD5eLRmhIudoTobbX5YVslYT3P8Y3Vt98NYxFEe1DjemuYAaFiKgU+bUvyycNlhPMmH9a7g3AFEIsg2v0KN7KNpPI16JaKrdnk/B6OPZrnwJNVeHMd7A/tcAzhGCAWQUR9CnPDnWQT96IPlVGS0VgotclXepF9QU4/FeS9/dOoVpBY24Fb5wWHOleLuvQU8+eewPJE0KdN5LlyWkJZfm1R0Osa0eVyFMUguVNj9HQWo6/S0cYcm1HvZkVkhYGWq/3Xjj0qo6VbMO642Y7j1Pf40fvC9CZedXQvOAIA2HPWlk5uOCEmhw2S5Q8x06oztkkno7SzZFSgWleJdMWpe9/n+C0ALofw8UFT2hD9AjU4yniDhlkp4VlSyFFH4zsF1n1c7aq4awCAubRgfaqLJiawDAk1m6ft4AjRbplZQ3Ur57wFy6FnZcbzD9JyaoBVzT4q+mdZ83mSa3aBTKLKNYBrA+n2bhOWWsukpqNajcyKMi7ZGQpKM2eSz7jWc38Tpr+XJu0CSq6efDiItLai6OKwAjve7jsoMnIDKUo5k9q9IlsvOm7F9/wfwb+KwhESQMUAAAAASUVORK5CYII=) 16 16, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhb2XW2wUVRyHv9mdnZ290m4v21JoqVKwJQGNRiMUY9SamgajggniJZKoEcRCIopGJUB8AOUBGhWjBBKVlASIhkoCNhI1SiAIeEkBaWSl9t69d28zs7vHB0UTX5jZGs7znN//m3P+Z74zMIXxlH+HmMp8AFupE1/zvSmm29y8UPbplCBKAljrWyQUJYzkGMIohFhd/knJEJYBuhZ4xezgZZxNGq5ChBvsLqrqMyWvhGWAliYbSkDHFe2h+6ULHF3xLc4/EshihDUV+yxDyFYnaM4CDTcqdN7SyKW7qukPJyiLfcPCY/cSDSQhYi3P8gr461TeaGtjfNlysCmQN/jujjH67u6lJqVbjbMGcGhdudjetIbEw+3UuOfhcEzDmc7jH8/we+UYfTW9bCt729I2SGYf3L3aLQ4t3srZh5ZiF2kchRgVI1+Q/aiH+3IV2BMCUjr5nwPMDLeyIf6KqWxTPbBx5QxhEEETXvRUJcVCNfbYdCr3XOaxfQNkpUFQQxRVGUUdJ+kMsDWwXbwaXX9NCFMAW/YOSp0diEdEJ7ZJODd3CeXn+mm5qDIj00w4qZFSFYTTwKn8SE4bYrLWB9FrZ9vNAACc6mfz7KC+aVH2K/SQl+Kgl1uNIsHhAmIyia0gEfD3UtMAQ5kIW0PHTW2BpSbsOoJ0aSBFe2YL90ycwJUV2FQvDkcZ5eUHuG2ZTLJM4Z2RMdO9Zf1LeATp14Es9dU7yAwcBlkm49pJ43IH/Wknq76cMF0cLJyC/47ODkTzdAfpsx4a7tSIpF08vzdqOa9kAIDn2hF+Vcbj8rG5O1ZSVsk6BlDtMLsWnLbSjVwywD9bcNpHU7nGBysD18eGV4vfVKcyeHIFtfFdDH9sY447x76nqyxDWAbo7EDMrXcxML4Od/2DkM/jzq4ltN+gyaOx635rEJYAOjsQc+q9HHVv5HjVQrIuiWIuhWHEicUe5YeDefxxnZdrg6YhTANcLf75zV2cWPIM0ZZKrmgSei5OyhYlqcYY0RcSuuLAmZ3P680vmoIwLaNaV4QDrV2ca3ucYsFGNDif88M9NJ25QNYzAepliqqMJgVwTNThG2sw9WKmZbR7tVs4pRSKN/yXjj0xxLPn6eanv3Xc+K+OtRY2xK9tQrAgo8Onjc3bZp7cFBmVScxNo2RlLkZ/IWVPMpwYJaPn8fdV0Ti82PRdACw24dIdMWl9/7tM++woo5k+DCOB5pFJVruZFQ4yb7TNUnHLAADJoRxv9fZSfXA/FHWQHbSeCjLv6zZGvYrVOOu3Yqdm57cBwaozIT40fASHPNx+rJWhQoFC1G8ZwLJAuhZ4hZT2MVn5APlLbpTiLLINPsJXPLwXf+L62HCtb5EoU+aj26qJ5GRkeRbvx568fjbcOfm9pOuVCKMOh72x5OJTHv/H7/mfosOnPJULHpcAAAAASUVORK5CYII=) 16 16, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD40lEQVRYhcWXTWwUZRjHf/Oxs7Mz3d3uJ+2W2qJdWloIVFED9ehH4kEOptGEVhNJhMSkxgSNStDURGOURNPEWI+AKIkHUxMPUq/1IIo2RPoFlJgWulvYbbd0dzu7M68X0CMzuzS+53n+72+e9z/vfx6oY33+REjUUw8g11p4fCAojJTG10821gVRE0D/60GhtPtQdvWymmrm9FORmiEkrwV9Iw2iueLDXNDoMC2Mmw7FKw7tqAyO5z3ree5AuVtmNexjrW2DpB4lbLZidKgsGQ5nnol57oRngJUNm5XWEi2WRdhRiK5vJ1x6HN9WhUI86lXOO4DVCB3XynSHSziKhZx1iF58jcaLb1CNFjcXIDIWEJ2TCsklleV1CUcrI63t52YuReGvI5jn3+bEkainY3BtGt/JgNi7FKclpyHLVXS5zM5AEP83o5Ru9FF0VCqKTST9FXLvMEdHc660XT209b20WEpl6Mk2kcwnsIUfqnGuz3ejZl+hLRMlWFFQHVBxSO97EX/ThCsI1Q3AwgdzEkO6mOrOIqptyJfbyBdayCzsRM4UYLeOmNeIVSTae77lavcETdYWIHdPbfceGClL1qUys01/kktJFFaTVKwAJWmD/B9F0ppFwyOnudH/PssVHx+emHLVXW9fwUhZKk+vsbxtDJGeQaAgVJucXWL64VPMvvUu+aLDD59mXHvL880FwJAujK4wzrnDlCefJb7vHNKhzwgtqVw5uOxJszaAOxBmZwx/5mlKu87ScCvA8hF3zr8/AACvGkINyQRNg/xwtiatmuMYAN2BDhnht2uWqB3gzhEEbzzPRrpIYtTbDVgfwB0T2uOHyJ86jPn9O5AWPHQmsflpyJAuAp0htN9ewJrZD1WZ9Z/6iZ08hpTeYO+X3iC8AQzpQu8Kkpg/gDTXiYSNVFWIKgG6LrzE9k8+ImLIPPfmFtcQ7gGGdKF162xf2kP0uiAUzuLTSgSEn0ivwZylcfv3QZq/Gybhq3Ds6A5XEK6y4G4Y7cgmSa4VsZNXiUYLBISEqj1G25TxbxjJ5wd5UP0Rf9OEq/f63+PYVQcAKi+XpOmxm8Jc9NGzXCEW3CBlSwRbLpApRTAKD9CQPktuj/vNwaMJ8wdK0sxum2xTlYQpkC0dEfyFePQ6oZ5R1h/92NPm4KEDd5e2ApfbdeKTNn22hpOUyYW+4Lb5K/5czKucd4BGv0LjNZ1FzWLVslHMWValRZwFh0T53j8gdQPolxzClQrmgp+smcNY/28wOTh+a/MHk4mh25L0d5VtZoWUfy96MVXzVAR1xPHxgaBotfwYuSoDP6/UF+u1rvsxnv8D78eBVJM/7uIAAAAASUVORK5CYII=) 16 16, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhb2XW2wUZRiGn5md2elOd7d7oIela0PpEdIWY1LLjWggQUWNMTUhAY3EC2OMtlFrvDBUlhs1ohGC0URJSBSiF4aohBiMBsJFaYgHEBsgtaVa0oPtdnfbPczO7PxeKNfMTMHvev73ff7vn+9/Z2AV9cGTYbGa9QCy14V7Xw4Jfa3M53siq4LwBLB1MCRWwn5u+FQm7Qqf7Yl6hnANsP5QUJjNGhM5P/mYhb5e5rppeYZwDZDZKBNsamWh2eR8upOzM0lqNoYoJeo49mzcNYRrAMNQGdWvIc0/jm30sKhHuJCRyAfmyIVjbuXcA/jD9UROv8ifPzRiGRKyZLKoCq5KFaxE7s4C1JzoFsr7jzF9tIflv+sxlyooSoEqJYeh5ZlRsxzY7240HQMEjnQJ+62nyJ/oR6TXkp3oIDvZRkLJ0F5fpCkio4cq2PGKKwjFyUPJ4c1iwSgh8hrJQA3VfpmmkEqs0MGO0QLike+w1TS2v4SoMvmrXObAmzExlEpLt9L2OQHInZ1OWS3KPvXhSdQpnViwlzUE2bIUpi7bBLOgFkrIRLkmipxfWMZvNzBybiF1WwAAGM2lzFZ5X2X7OPdOxWmd7aaxrBCwFHyShF3SGese51jdVeQbGl++ff2Wuwe3U3BoWspfnedk/0Fm7j6OYoO/EkAqNHCp9w/euf8yuWWVc+/OOTL3XgNJETx8j9j7wBfidLAsUjvfE9HvN4jaYy2uLyLvpANJEWyPs+PyZr7ddobAokT6+Suu9VbXqufuEkpYIVSts5T63ZOW5zgGoEpAawCh2Z4lvAP8dwT9F7dgtNnEPu5c9ceJO/Pb9BK678BAUgTb69h56gW6f+lH8VXoG3mQV09tw2gr0fhR7Z3Jgpvm1R11PPrVIIlfd2HJUPYVEfosPRdaeP1sF+GQyX2v1TuGcA4wkBTVHQlinzzD1PwOxgMmK74K6AuUa39CtJ2hswC7FuuJaAavvLHBEYTzMGooIX24m8DEQ5T8GYohlZG4j2jy+L9hFExjayXWyyaq7UPJzDnalyOA6f3npcCRLiFVG0wXs5hFi4vLBdZt+hmj71OatBmqkFDKEv6yH2XZx1Aq5+hecBxG1jfzqcDhuX2BsoUxHya0doqGzjGsyAIFI49hl9EsFT2rMjTszBwcduBmZZ/4TYqeq4hks4Y1AmrUh2XplKwwmiGREDovDbsLItdjWM7Nkdl+mKZtN1A0gS1U4qZEh/ChzITdyrkH0DSTvkI7ou5rZO0S8UKG3oigulhPOJd2DeDqCAAiYzYr9jhrplTaYldI1Nhkx2yiapHdR5f+nzTcOhgSmyJ+wjkZZbHEOlnhaQ/m4DGMfjy4LAVzZRorJs2yz7P5qut2/J7/A9I0oArgXHHNAAAAAElFTkSuQmCC) 16 16, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76%,76.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHUlEQVRYhb2XW2wUVRjHfzM7s7fufXvZrqUraVF6kUANaBNJvAYSLtI3o+HBmCgPCmqUAEYjJAJBo4gPGo0PWInRGItBE/HGgwkkJQEhCKgUWmjr1nZ2t+12d2dndsYHMeoTc6bG7/mc//93zvfl/GdgHrV/a8Sez34A2e3GJ18M28EWmQ93x+YF4QqgY0vY1vwRstU0BX+K/t1x1xDCAKEDzXaxVeHyZI1LhsakUmCkWHMNIQwgd7aiRxNMtcCaT3eQ7n8IPamSlSwO7U0KQyiiG2q6Hyud5NkjD7Pul03kFIv+w1UKfZ8QIg5oQnrCN+CJRtl+cjnLfurG8lQoyzJtI3vxHHmGrKckKicGEDy81r7nu2u0TY2gJU8x7dPIKxZXvBbZyce4dnQj2/YlhNrgcbpQPbje7h46zpp2GyMzh9pT4PLlSU6zlOLsHEWtTHX4NqZ1hdWbzr98/JvyTie6jmag5aU+O1s2yVPkbGkGo2ajV38m35slf+hmPL/fgmr58SIjfb+BavpHtr82aO95LifdSNtRC0Z3DUjm+Smuxu/lM63GeA6GJwLM2nGqmXPk6oYoKFnyHo2pns8ZahlkNN/kRFpgBg6ckMyLBSqhVQxKKmYtip84vqSOGclSDU6h9/3AxNMDzBgq/a9cuOHpxQD+AWFE70erS6NYftSQhDdRQH1qkuzWs0izAS69OuHIHMDxwn/V5l5b7UjR9ZuP4HCCmcUJrq64iG+iyOQjXwlpugO4DuHtbKa1GGUsUyCgVclt+lJYzz0AwON32ErER7guQH7nUVdaruMYAL8M7Ulsn/tzuAe43oLMXAx9UYDEO2v+nzT8y1ztSNE57qXpTIC2X7sw2wM0HFotDCEOsLnXVjrracyNEZsxMCsW5Y90mo/djr5IoeHtZUIQYgCbe21lcQx1+luSc+OYcgWjaFPNxTDeaiC1bwl2uEz7802OIZwDXDf3F4+ywjZQPNNUyKNrPpSZFN5SPb6BlTTt7yOiGmx8ocMRhPMwSpu0al9zV8rzZxiFyuSv5DFHugnMtf0dRqcepLHzNC1LBh2dyxHA6K4BST243o4TYkkwQlgOktAbMU70MhJbz5ykM1GqUqkZWHd+QLp7ECdJCIIPUfDwWvuBM2M8OnUTnsEueoafYIxmjoV1hvwVzNb9NN79Lnu3OjMHwSEsbfhCOnbfAobqMyS1HqJ6krgps7Aqk2p4nwWr+oXMhQEAatPT7Fl+ktNd55BrfgKWxVBmG7V1b5CqBUXlxL+KPb4K8rDG6yvfo360noJ8hdKGj4npJhEpJwwg/IiHDjTbcaNC+pqPW5tsFtZJqNkSmZCHjTvy/08admwJ20sbI3T4oiRki2hlwpU5uMyCC2/OSsnKDCnvOLFK1rX5vOu/+D3/A+FdpA5UI5zUAAAAAElFTkSuQmCC) 16 16, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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87%,87.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur73223 3.3333333333333s linear infinite forwards;
}
