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7%,7.2333333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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10.666666666667%,10.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
11%,11.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
11.333333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
11.666666666667%,11.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
12%,12.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
12.333333333333%,12.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
12.666666666667%,12.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
13%,13.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
13.333333333333%,13.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
13.666666666667%,13.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
14%,14.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
14.333333333333%,14.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
14.666666666667%,14.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
15%,15.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
15.333333333333%,15.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
15.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
16%,16.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
16.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
16.666666666667%,16.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
17%,17.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
17.333333333333%,17.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
17.666666666667%,17.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
18%,18.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
18.333333333333%,18.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
18.666666666667%,18.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
19%,19.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
19.333333333333%,19.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
19.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
20%,20.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
20.333333333333%,20.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
20.666666666667%,20.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlklEQVRYhe2XW2wUZRTHf/PNTNmddnfd0qXbRgortEqbNtBSrShCUlODvhhSfKiKBozoizEhNUHjQ5OaxoTYmBBeAOOlTRARQ4ImRmjwQkgq4r1ysbbFENCW0guWvc0cH8wuvTAEut0n+Sffwznf5Du/nO+c82Xgtm7r/y7NbaP/JLLzQ43j32qsrRL6BnS+OOxnHiGiCRtdfARzhZ7hH1zPuBkZbhtnehV3FwkfnFKc6i7AiEWwbZOw/jFD9nvkafXEx/qA9ZnEd9dd9xhSFAoIMGMtzGuV4kBLys6Ogt6AhFXDdQEKXqqcbGck5bqRKALxpUwttbxtAVj+Ny/ueCjlz0iuB1Tqn4piMT/aFdO/ky/bljByoZz41TAbdu3KCMI1AxNymqjxe9rOP1ScSre2Zlsv39c0c3bzE7z53TfZqYMK/SPxB1eJt32R5JwrlU1bSqXjherJwWTo/eNyprNDuvr2zBrCNQNeVYd/wZ3EJ0aIl5zl9bKLfD3wNM3H3k1nomDj/fhLPFT1rqOz+61ZQbgC9MkzXCk8gf3aKACRreMMxgpZYfbTfeinNER4dSN67Dz3Fodpe3X/LUO4AlxKdjHy1R8pUwO0A11NFHoszic0op/sTkMEH6vlHwXLzIXsPLj5liBcAZjUepN99VWvsHhkjAs1YaIH9qYhlhc3EcrZS+fgz9Q///ZNQ8y2heTwOyeRsgSWNcoD1Q2pc6Tus+f466kFrAqZdJ5uyXhO3BDiyO5mOda6VfbveXZKd9TmHpGGZQUy0GJmb1Sngj3c8aTUH9wiTa0dUyB+2WZIw31KIiv92Yeo8/dIzfw3ZO2iDalgAkhZhVdUuRLjaLErxFzdkWxvzCPojxG0hPU7kuma0NvvQH67Cg9aOBsvp/35+hK0a2/N3EC83OiRSGVQrE2eKdeht/tEleXIvKL/nnfLjEhIXyGl3jUy11Uq2iMaat9SOJfAruy/lon5HtSYF5+Tj19q0DGIauM3nAOzkSafC9qvE1Bioq020nPCvhTFZwcYtnvpd/ahOxZJ25yzGpguMVZaaH/qOCMGduzy9DgS4nEEZ84zkJKWPDGBZzAXX8JHviqf2QUqia6yBwCgjTsXsVSYYafnupm2zFhWAaSW7VhO9Qw/gKEcdBXNXg0szXkUO14OgMMYUYbQMTAwiKkx8kwbU4+5/xdkqtGkIkAUwcHmCgAJ4thqgjzTRlcOOop/AUmtXsnzUNMMAAAAAElFTkSuQmCC) 18 18, auto;}
21%,21.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
21.333333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
21.666666666667%,21.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
22%,22.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
22.333333333333%,22.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe1WXWwUVRg9d+6dbXfb3c32B6i2q5C0QIWFBrMqakowplaCFBOSNlFANKRGQvjRaH1QTIyEEpAYGhWjDwgJYkQS5cdI0GCAKrAlDZY2IhErhQ2FtN0i3XZmjg9tJ27aIcB033qS+zDzzc059/vO980FxjGOcTigSJUyrKJ8Qu1jpernLPEG56lGPqNf4hStmpV6O8vUVrrlUU6BErEZneYZGLwMKXuR1Cw0qVXI8j4EI7cFLZ5amOoa0OxWggOeleRC1UMAI5Z8NUTZ/fjwsys4ZuAGdkCK8KixUFKgM3jcLTcAQDgFCrV57Ar8jd6uiynfbXtnEnt7DMwvNDD39S7H/a5R4F1ENS04Wpq5peZ91kT38pXyH1yXwBG+SCFl0xxbwNFNvv+TccX36/l58wa+eWqtKxGOKZRlfnJTIXwdfVj963UMxDNwoXUzvm1ZPryHv+w/h6ApgNB3iMx/657KoTlGVuZA/PkvSnYl8cHHPbhfvQbOtNBwsm74xOLJqhkoyotBE4tx4uy2e8qEowAx0QuEfYgd6QAArNm7ARNqfJh6OYGDx2K2iFD5i8jNakVRWxBbY813LcJRgPF8K8wF5209AMSOqmqwOwOZ6EfywG5bREF0ERJewvwjiUMbK+9KhHMJhkiR6hPx9Mtb0HZB4p88IHHIPrEofW4F7juVQIenE4FjD6evO4bA3Ud/5+n2L3k6/lVKdzz2zRxOqC9naeDOPOFmkPC3+hO40adB53k89e5LdndMe/Aj+NvzYWZvR6z7ePqGFQDu/Hk1l/xYwQe+jqZkotz7ISPhbL79gpb+clRv/IRTpq5ixP/pMBkB8NpOnV+sVYxMdxZxOxPeKcSeuloE/9IRsjrxSMF0Ysi8+UsHcKWbiF8nZE7KSKeoy6asyBzT7HDXOg+XLZSMf6ankOmTFBHWidmewd95g59abYCiIpNjbRDWr1RovGihz9Rw8CfDNqZs8ACNBOMEs3TAItieHnvQn59BucRL7dGUFFM7bP9diRkZgytNoLZnMtXVuZTveUYjoSwOUCvJTmuHUN4qo2zzU6tSI+4UenEu9eJcjkUXOEGY3ibwJGDtN0b1mqAckzZ0AhHVYW3vH/l+iBwQrkbxbcn1yXlQ8MHSTFh9NzFw66YdFELBE8gBlHC+FbuFnrBgGT2gBShpwoIGU1iD6mgA/SaUyMJ/8Rhwdn/Rz/gAAAAASUVORK5CYII=) 18 18, auto;}
22.666666666667%,22.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
23%,23.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
23.333333333333%,23.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
23.666666666667%,23.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
24%,24.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
24.333333333333%,24.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
24.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRYhe1Wb0xVZRj/ve8599w/3asEyQVEMpQhIGxYJrUg/862MGs15qJyd/6P6ay56QdQp6zGajVnTp2bH6hUjEzLrA22CkoWGNQ0RVAouSV21Quil3PvOfc+fqB7AvVclXPvp/xt58P7PGfP83t/z59zgAd4gP87mJ7Dan6YyGmGmqggaFXBVmSAleYhVP4DBFcuyHsDaPYgWParbox7gajnCDo5lGQfhP1F4N4A6ONOsKI+sAEFtP44hAQzhIvXMWgkeyQIO6YSX55KAG571q0UaZVLCJ9jAxMtIfHci3ck8P7b9uFnQ+B6jmDNadB5b/jIwk/lnCI0VFeiOPm9sN0QdAPw4ngae06Gt91363v08uqtCOVZQdZBHH6twhAJXQVYhgOptoB2fnasKyw3+3x7BVak9+At+Sq+OVgWmz5IznRQ+yGR6naaaG7Sc1Tq+I2mbXl9eDKqa6yjYy2t1Lr75KhJ6CrwEJdxoAE4+r0N9b3f4uz4GoyZ68dXHy3RlJhXOA+zr3dAmn8ePZ82jYqELoHnC0J4oxDYVtMPADjR/g5m9tmR0L8Uje59GgnLrEWYdMGLUw6GPWe2RrUcdxo1+nLzj/TThWrq++7oCPsvtaepvHkdrZl15L5I6CqAYaM33PbC5mdwdsAPVclAb2utpsTjr2Tjqnsy8lNk7PjAec8kRjtCVNOxC092CuD9Eh59dXE4DlVtyMJAxiOocvdC2dR51/hGZpg+rP0ZagqH3KaiouwpjYS9cgqUOZMQV/oPLnW1RMxhdJPRvvISXCEPzEkXsXx1u0YiLasI07vehaz+ga+DpYY3ZkQSmVVZNK4qh0yeknDtCQCViPW0WOygRJ6u2xPRYkbOTQuR0pQIT6sH7suHNSVSpMmQkv6G1enHmZagZn9zLUdbc5Syh4POF6vJZeqmbF4yYkR37+V06k9Gn9QPKZM/jVNeDqeCpzlFuzb0hOBCj1CHxIlXcLJjULux+xpw2QdsXM/Q/e/NTZbYtAalP8apeIFA1CSMUGLZRq4tt9xsRrl5nCItotGCdXWHIFmAS2MIPj/TltWeLaH/FhsD/Jzr/xMaJXHosyA50hjyZzAUvgRq/GJkuX2SCGaTojYFeqDxOSb89btyax6aUBAPe5wl4rfAcPKEVAnKgOk2OwDIagCKrMZMAYpLs6D/hgoiAbABkiMEKTR0X5kRIHLY7FLMegDXLBIYN4PJQYAzBARCQBjyMQYQAYrCcBMhZnZnztRwKQAAAABJRU5ErkJggg==) 18 18, auto;}
25%,25.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25.333333333333%,25.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25.666666666667%,25.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
26%,26.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
26.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
26.666666666667%,26.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
27%,27.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
27.333333333333%,27.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
27.666666666667%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRYhe1WW2wUZRg9/1x2Oytgl92oaGS5WCi1tXZJCGobCzbEmlQINcoLl3Ipl6yLRIwYJSvRRhOQBBJDNDxwk4QWKiimoQ+u8QEVSWALJUUuBQJtCaHuIl0KOzPHB9ix23YaYXffepI/k/m++eec78z3/RlgGMMYhg2eyHcw/yWZxa/IrN+vUO9SuOYDmZFjKiPHVAbel2leV5guj2KX8Pt17NwmED4iEDlFvD5dwOkUWBFUMMHrwOkWCcFOAaA7XQ2Do3qpxOgVhQAGrIBjLxeoW5L3aUGyS0wrEpj3njloLp7jwq7E6nS5h0Z3h8LCEnVAlWOr5nD04TV0N9SkXT0ACLuEv1Th7dPP4q9oe//nGPppIZ6JnYUqOVAz71fbd6SFJ90aX5OWWg6M2Lukb8XcWnuQdR+F+VXoUFpO2KovdPk5vvcNdGjtuPZFLnq0i9jq7kTNWyeTe3ji9534x6uh7SpQW/72Izlh24S+ezNRIT6Dx/UCuoJfozKhwuhwIbT+t2TFomT6Qjx/S0O1RuxpPv5ITtgKuGFcQBPfRfONDwEA9at+gN4yByiPofPH3ZYIj78KTkODu+Aiwps3ZKQxk+g7+1ZsbeMWXjp8lDfbvkuJN59o4p/bQ6zYFXwoEbYO4H5/JJcV2zR3NWJyGJcTE9AT+c+JWSWVOJfXDeddH4KeAxl1YjDwfP1mNjVE+H1jW4oTi8oPcllBgK1/OP+XiHRmmNtbN0K+FcV1Q2Bd6efWdHwaGAsx5hrCV/Lxyzet2TknkmSLFu9gbXUDQ5N+TnHCP2sUlcCLlLlxSCcyoY51s1dh5NRGxKQo1n/SK/CgceW6MvCODnHuNox9p7LrxKZtbpa+M4aej6emOCE956FrpJdVjpTpYKk2g3lyCYeagoeBWLvybxzNG4fom9OgXF1nTYd5/iYe73Ehzk7syGkjAC6XvkRc13HP1DPyCfqC8vwpgDcX6r529HZ0WY05Q6vERKMY3sRkXOBZtIgwehHPMP0Dskk5FfRJhSySy1JsL3vsVetw84ki+kRR1s4LbpAjnCmWcLny7WAkloBM9UB/iJBRjMnKyzip7EGlOn+ACCGM+9csCUiC46QCXDLP9OfheHkKQGH/V5wJ8olSASSRGBAHAAETkjCz5gCfdj0FCkLRFcR4B5qsQjMcAADVcIKSgC6YPQGjPTIEAeguOPURAADJFNAVAw5TxSgpF/HEXfwLOFZwvOH281oAAAAASUVORK5CYII=) 18 18, auto;}
28%,28.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe1VW0xUVxRd59w7MwzKs0iVKPhgGrGYSkMiY7H0QynNaNQ+jI80HaVRsZimfpTWpqlSNWqrtGmqfkAKGpT4AjMlNBpM21hD1TY+2gZMLGo11kHl4QAOzNzVD5lxxmGIdGb+WMn52Pvee/Y6a5+1LzCCEYwgCMxWSeuXki+/Lnnrho7sULh4pWTtcYXVBxXOXyJ5u1XHiBH4pknS4VZYVi65oliy6YzKnFw9M5OT+NKEDJrjzJxvyokcgeWbJZuvqAQQsErUH1msHvPEkUH+KsnnZshBCRQ8s903Dgky2INZWQId16I9ofCsZOs8/NxwB3GHl3jyISHoBuOeNTL17hz86rY9+R5L6+YhTbND54zBsqWNIZMYFBP0qVyrVHtl1p9e5ys3v1jdwNLSM9z8eWNIbQjKfq5SyBiMx4X4JtirpyHqwkWUZ93CwldbPN+w+adKdCYZcN7Rjfdmvvu/lAh6B7LFCrwiSqBLGgtHQRlWJjtgP5uGbbvPek4spuZZMUUbhWV9Cag4/Ut4HfGaXMsXjQv8bv+uRXv4Sf1+3qw/5NeOB031tN2tYeP2imGTCKpAg7Ybv/ce94QCgFhfW4SH+n/Qi3R0tezzKhGTY4GuzYCE2HuwHF4zLBJBCcDHer65nXM3oL//BFo4ET0XH5MoyFiEq6a/0X4vFu8n1kVuQA2ArTV7aDvyF7+3/enXjrfeOMqlyR+x7kDsU5EIxcM8cHkT5P0uXEc8SvI+9brjY4sZhtnncM0ejcpdXZGZE55iRdu+Y+GaWm4wnfRTomi9SkPeGCoPtgypRDjYcevMnejNqIQj8TrKHp2YACCLs4CUOIgX0uC2VA1aK1zysOaYHrZTKppd6fht7yVvO5S3nwdO/YvEdiPaem568+aoXEi3MUzlBzY1FGZSPbKcyp3P/Nqh1yUwTU7mVwO/cCs2co76JjPVbA5lw+FCOCv+gHa+FbB3QM5K9Vq0r78d8WoiTuqq8IH4Gj3ogeKKRh/dYSz/GBw9KZ0x0SlMkal+SuQa87xTNVvmc6KYzkhZhO+oO9Asf8BkkYGDzm+frMNJYjqIoSdhKBBVrg9hEevQpl7BanVjgBUV2QeIyLTAF8w2mAebAzQpU2hSTGG9hAFFcvX5uN/fHZAHAAoNmnSGbQ4EFEmXU6FBglQA+RCd7IQKidFSD0H5iIck1AgRgFvpBgWgQUOvyw2n5oITgE4oiPLR/T+msXlfJu2GdQAAAABJRU5ErkJggg==) 18 18, auto;}
28.333333333333%,28.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
28.666666666667%,28.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
29%,29.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
29.333333333333%,29.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
29.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
30%,30.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
30.333333333333%,30.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
30.666666666667%,30.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31%,31.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31.333333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
32%,32.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
32.333333333333%,32.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhe2XXUxbZRjHf+85PS1tRyhjgKEJjA8ZNUJlw2DMkhHFjQsnMsLFmLsw0QsTx/zKwsw0k5jIjbrMhCzMMC9UjMnUuQ0ZMUtY4pwzJE6mERM2xxyGrOlA1kI/6OPFbKXgwY3SK/dP3uQ8z5u8/995nvM+yYG7uqv/u5TZhkcvlxkJIAb4jFlCaxxI88PIyGVUtQcKcpDBIWKfDJqecTuymG2ECTORESRS4CJWVwWTN1Cd7aiB08h1H8pbifL5gcFU/M2Vme8WfV2RAItWXl2BFDWvjcfpkf5sg+jDH/0rwK5DlvlxStJMd+5ZA+WeeKTi6+CXLkKHmti3fnc8ny6AXGKtzy1Ktz0xicvYiP/+avZ0nEhjCyLfia2lNlHm5obi+WbSca5Djnzzohz4fm96IPStNeJpypL3hwzZsm21fLyqX1rq9ydBfH3sgvR9Piy/nOxZNoRpCzS/n+jUNFd/hVOf+Rl2jnD1eTfdJ56Km6n6Ri+P1v6Ar8zNpTNdy4IwBTAiszQ/rXhjewSAtyZ2k+O8wYYpL0dHjycgbAU78bp8BILFvHL+zithChA8P07nzrl4qAB18rE9GH6DkO0m0z//A5GZvwNnaIbopIW+1g/vCML8Fsy7evNzVbteIHKtjFA0gu/KFwmIksZt5AzlMlnTT8P++24bYrn3WLou9lMVGyMn7MRTsyN+jrR1VzDgqOO3M38w233sP89PZZDI4X1nCWfZsV27zjMHNicgrN17KTgboKT3MqdDx1MeVktCHDy6SV774CFpfbc2eU44D8uwZVae1FvSN6ziZtm9r4uj62VxDSQ+QAHkTf09qXJUSG6xbgqxUuURr2c7TeMNjAV/pCfydqIdjS9Z2LBJuPiT8OmrsUTeUW7FoowVsv/70HcsPdKmtUt5xtqkdnwruvRO61Jcpwkg9jKrOMscYn+wcMXbIyWlTnFXaHLkgpEEsaVTk7wHLGIrtYmR7xBVmi/axnWy1BxYjtSl0QCV9TD+e4whSUCoU+0xpm5qhEZDRCaCiNOOsukr9g0slFRu1Vm/Gc71wchXcwt9RHvEg2bR0gYAIM5CKzHdihET/rwSmO8l2uPVKKWWHMWpSgXGwszYsxea3yLIzkIyV6UVQKgoRLlXL87HH/T0tUBU7b1oVoVkOpDcbABUZA7Rk9/Z9L8gVamiPJgJgdOOshmQoUMUCEUgOgexW4X4C6CIZ9/fCX7tAAAAAElFTkSuQmCC) 18 18, auto;}
32.666666666667%,32.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
33%,33.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
33.333333333333%,33.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
33.666666666667%,33.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
34%,34.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
34.333333333333%,34.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
34.666666666667%,34.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
35%,35.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
35.333333333333%,35.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2Xf0yUdRzHX9/nx8HdcR5RJzpwB5eAg4qtgRhjU6G5WjMNyzbdbLjMRqO21o9hS0nn3Nz8o6U1ZW7Zj0W0Zjcj/rPWpmtrNoHCyShlwCQuIw6R4+54Pv2RXOB5N+24v/K9ff/4fr57nvf7+Tzv9/P9PnAXd/F/h0q4Ulwougnm71fQFoUpqVP8OQRFVYqyWjjdKrzwrqIpJ5r4HrcBI9GCeTWAPX+aJWstIlPQeERx8QfoOSN48hXTESE6raXCnRwZXl0eP2gIEDca8lbLJnfN7Dw9KN+hS2WjdksBE+Zfc+fpwceiS0ObEUey1dMk1Y3vi/fNAwtCnvAlnv5cEbgcX/808B7TmzQqVpznubaN6evAimd0KViaHeuAb2PjXDL5tvmY+JvbpeOd4ymJSBih+kOmBHaVsTJaw0DZIjqaS1gX6sTf0DZ7jbRdPIHh9hL+PpMtm1elFMc4FC5zS6f5pQzZBgSQvKNvy65vKuSzpo55nZgYPiWXRj6Sr1t/+U+dSOgBfczOV9ZJ8sNeAIZ37iNvsJDR0iUM98Xarlx568nVs5CVA/g7X7ljEQkF9F8b4ejMJ7NTBaiXdn7BmDmOFbTRN9IeE+Hw1OMK5DClGTxxqPWORCT7lKk5I1Zreb6Ws7YAVr+P0fETMRFrHl3Fr9lFlPbYOejbk7503ICc694rPf6z8l37+XmeOPmgX17dXyQtvcZtiUjFudLSfZzMaJCh67kcrtkSS8ezhzP56Uc3g+sPEHp6e1KOVKMjRx77EOc1G1pwkm3dO2IiHLXlhN7Yjba8hOjyBxY2ojeL2NZ8v+ztdcjq3VmzbRdAtO2bJaOwSNZmrku/J8r3b5Ds+moxL12Y5wmPeZ/s0V8X0aPz6qVagVTYimWhNnTV9ZafYHUdMngZ7eUXY+kIRP7ggvxML+cYzxgUQMr0AsLaJJYWTdkDN0NyFz/EvVMZmNcn6ZrpjXniKb0Oj+6kS/oZk6toaGQ7HAsuAEAC5iDHrA/IEJ3XrH0xET5jMb9FRwF45B4fNmMiDfQ3yLr0M7JGq5Kt+pO3MqBUVuZK1cOFks54SLG2lIgeJqJPMhQKzeUSb6UThyMr8aF0AaD6rCvicptMjEXiHjTkCKFcknQvSBVizzeYybHi6gBGJhi2UFpMCCDL6nTCQQuiIAYol8LhVOimoJRC10CsJP8FqcJwgDNHYyIIUfnHhzMi2G2gtH99+Td3pW4NmYucuQAAAABJRU5ErkJggg==) 18 18, auto;}
35.666666666667%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRYhe1Xb0xVZRx+3vecc72Xcy9/lASXQ7g1VAgcoSI6LKVszetK7AOzaf9WG66xnDqtBW6NBsu52XLabY3ELda6t7HpSvniCh2rJiUmHySlEmoXsQAR3OVyztOHvLd7geuiy/nGs71ne3/vzp5nz+/57T0HmMMc5hAHanoK7dlOJuUodFdIVn+rsqhK4e4LKht6NZa9JdlIjQnzxDvQ0sZQ/DyRvAAYvCFQuBIY7hP45iSwfJVE73mJiy0CQChRDdNjfonCmm6VAKasOns137DvDO+tgeeYyuJdcloB3fafovcJQcY72FpFyH8bJMJrrfs5bKzvQOb7H4br1gj4pBa40zlvSr29x4/8vBvYkOrDq80brWtBer7CZeriiM0L9zdEk/Gr6ib6939Jf+2nCYmIa2HR+mTmt5djvsxAmycdV7c9BI/ZCN+O8+F3eOryCQTTMjDaqeNFz/qE2xGDQns2x9QAW11nCICPHq3im74SNu89F+PEYP9pDtxq5hcnLv8vJ+JmwBHSUcODeGrkaQDAD68fR86vBfgtz4HAz41hMpGWsQVJhg5l7S2cO3tgxiLiCvjO6MJhwxveCgDitX0f47b2FyaGnOgOfB4RoWc8A9efCqQT2HDMOyMRcQUgavSia/U7NuMSriMYWILBOycjIspLH0OrULDkmobGzA+sm4574NUr9exo6WCbrysmE/7iM9z9Sikbev/bPZFIcnmo6ziCoxMYDuk4tO7lyHRUHnah+49x9DhewFDdR7M7HZNFvLetid5Nn/HsMn+ME2ml2VS8R6hM0Pp21Nas4Z5TqXzy3XlhMgKgcnAfZcVm6plLrRexuu5hZnny6PA1xThhS1nIlWoee9SLMfUVSi4LZS7vNwUzgfj+7Wvoe3w7QgWroLSejkzH+PBN2KCizfwagaROAmClWg7TBMhZuM0mgdqKImgjBlx9N9E/HogEs0I+gTLFjSAFWtiOMTMIxaJ4sln1slJu4S65Pcb21balke+IAsXNNTbrssER5Xe+JJ7lUds705HwEftilum5tHJGuUktQb8YgITAj6Hr0Vx0O9OxyMFZz8AUETlaKn4JDU3mYdaDyXggRbvvXZAw+SKnjtuuu1PqAGAmBTGAUcscoJ6lwgBg4p+HqRGpThMCgBQCggKGYPz/gkRhX2AANgmMmTBNiQkSvEduOAhhF4AB/A0Hr3ATnNyBYQAAAABJRU5ErkJggg==) 18 18, auto;}
36%,36.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfElEQVRYhe1Xb0hVZxx+3vece7zXOZnWsGLYZumcK+QWbBDFdIjSoNZKqo1qhc5qSDDwQ7WJLRZrNBaxP20t2DJvw10Tt4zaYF3ZPkRbVBZCf4yZf7Ii7WZa191zztOH9OBJjxT33E/rgffD+b3nnOc5z3l+P84BnuAJ/u8QThtatkZvigFNAkUfCOQvAn7YRMxbIQEATdUm3tshUCJ1x3s8ClSnjcmzdLyzW+DKbwJd54j+QgE1QSC4TsW0DA33zkocGRQAemPhd0ZmqeTOsEoAo9YB7Wvu8mwdPo4PCncpzFgsxxRQn9ww8jg+2N6rcpLfM4ok/ZVFTA02MiVY6wq5Y4AmzVWZ3JKEi7fCD5/Hdw+vhfd2MzSp4cvlf8YUQkekpflYKpdZDiTtOzDyidlQVsfAphADVb/E5ISj+lmJmXwjsgCtvutoqngVA8/9h+UpNfi++MzwNWw6vQ83nvYh3JmKsrwCd52oUNeRyl1WPvsZAXDhN2u5ce8cVlcetznRc+MQe67Xsuank+4G8i1RxHK5ypb+b9eXsirwB7vP7beJ6O/6lT93/s5Q8GNXRYzVaqyor2Pb8Ua29QRs9SOnQ/wnVMWC6j2PJUKOsydGLKv2+eJidCc249rVDPQNWE6I+f58NMpeJLQLHJxQE7/5MAS2nvqCJ4LN/Kv+vM2Jr/IaWJ5TzC0tCY8kIpbkckfLXoT7/oUw0vDJ3A1Wd5RtScdlTxeuteei5btT8ZkTw2SVq3/kziVBHss6bHMirTCZavkaKjrHdcINddy25k10+E+grS+Mox9FBIaCq2zbDN6LQFxqh1FbF18nFuxO4dRlkznhw1KbE3L6NCYlTuQGbZWtnu97mX4lm+N1weNAHFp/Cx2ZbyO8sARq5xWrO8zWy0iNSHSzA+e99QTA7fJ96LoC3TRdeQUjQWXlEmDiFHj2H0Tk5lUrmPN9s5FrTMeL0UxcYDdC4m/cxaDL9ENkr3sLOENmcZ7it9n+2lPZ1nCbKbI4U2TFbV6wWWliiVjKPeqnY5FYAtzKwMMQuUYe5qizUaMGsNJTNEqEIaJxoraDOfKFMR14SZnKHPk8Hb+K3SFPR1T0j6oDgAkdpoi63gUWyZTEZ0ARhaprGCDgUQCf8WDTYyiAVEChOP8XxIrbvjsQABJMCe/gAxpdEroqYJomkqUPg1ED9wEnA4QWKvs86AAAAABJRU5ErkJggg==) 18 18, auto;}
36.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
36.666666666667%,36.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37%,37.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37.333333333333%,37.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37.666666666667%,37.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
38%,38.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
38.333333333333%,38.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
38.666666666667%,38.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
39%,39.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
39.333333333333%,39.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
39.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
40%,40.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
40.333333333333%,40.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
40.666666666667%,40.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
41%,41.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
41.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
41.666666666667%,41.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
42%,42.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
42.333333333333%,42.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
42.666666666667%,42.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
43%,43.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
43.333333333333%,43.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
43.666666666667%,43.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
44%,44.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
44.333333333333%,44.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
44.666666666667%,44.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
45%,45.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
45.333333333333%,45.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
45.666666666667%,45.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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46.666666666667%,46.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
47%,47.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
47.333333333333%,47.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
47.666666666667%,47.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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48.666666666667%,48.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
49%,49.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
49.333333333333%,49.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
49.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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50.333333333333%,50.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhe2XXWwUVRiGn3Nmdrv0R7r9sdW2u7ERqLBFsKnUkkK84AZFQ1KVNCbAjVExoIhEG3+rMQU1aGKE2JgSTQgiiWbJctFEwQioQbMRkhYSGyu1WBZpS+r2Z7cznxfQgbVshe7ulbzJXHznTOZ95/2+92QGbuIm/u9QyTa09x5RvpdABZCLO9C5W0G5sc8/AbObkOh3KCMLu+fDpM+4HphJd3JuR6wyDF2FrfOQyHqM/GqyZ/+GndvKhHsc14JihntSoZ8Gev5h0RWNAky5XH31Yr5ePVlnBkbAEl3WdE0ByzYHrq4zA+1vkryFy6eQvLukQA7fmyvvzC9JC3nSAfIUl0q80Yu1s+vf90ltzQe4SrLILcmlo/3xlIZQJ9uwKmch8Sv1q3OyJ99YHf95E4s2dtP4TDcvHNqUmTaYX9WKOdYg+WtKpaXaI3vumit31u+6mky+OHlCQsfCcqTt/fSLMNbOFbM1IE+u8gkgy+9+TtZ8+o20BrcmiDg6tl/2/XFcTv/YPiMRSVugWwrREza7DpwB4NtfdjDiCbPwlOaz3lNOO5Z6GnEVdhLtm8O28MkbFpFUQNz/PbGXOydLBajgo8/jGSrHHujh67+CjojVs9aiOYutbPavfjBz0bwM2f37GTnXG5LPz32Z0I51zQcluH6ZFG2vu24RSR2YBmqd30dwoJJC6yI//brPcWL32ysJ3VaALC7AW7sh8058/OYheaW5Q/a2HEtwomLFY2IsjoqnfMt/ikjpEAGkrX0D3YPDHLT7ObGlY/J54i5dSaO+QF1emI2nY6nyTC+i5o1n5f7t70neEmcmBJCn/C6ROkO6ao2kTqRLmZiBTtxDH5EzOsr5C584TjTfoYkIhEay+DMy6qzrt1agwj1pEwAgD3i9bPaNsXdgjLZeccjyC7KJ1szD9mRjHTiKsdSP5BgoS2aUgmRQocFB7rsljtdQLCrSTjqGBkaw/LdibVuF2vkwMq8E+oexI3+nkf4KpMzrkux8txiP1CakQ7c+5HxH6ECpGAtKJZ0OTEL1DcYZLyxCCoth5DXHCfvFoOLy3CkBZem0tiBBhNV9FgbGod+EH5qnpEBEMbNz8MYg+umGa0VQzKoKMavKM9ICh8RoqIQjXVPW4ZL9YKQ1hgkkut6HGo6jokDMQhkmuF2gFUo0TNiIFZ/mvyBFmBGNHQN7YhwlgsilzCtXFtg2dmwUEZt/AADpeOlqc7+/AAAAAElFTkSuQmCC) 18 18, auto;}
50.666666666667%,50.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
51%,51.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
51.333333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
51.666666666667%,51.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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52.666666666667%,52.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2Wb0xVdRjHP7/z5wLnXsx7L1eQMeYIjDACJGsVVDqisSZhzmyJs1UvnCusN/1ZNmXlbLO59WezmC+I0GamFssXrTZbblnNrbGCCUZ/TElj0AUDgXvPeXph99YVz516ua/y2c6L33nOft/P8/ye5zk/uGbX7P9uys3hKV0ott8AzUY9UwxNXuSFX9CaCwBwOgZR2wuJah+47nE5Zrg5oosDqJ1LUJ8OIN//iarPRmUYGOu/xVOk4/lhDLtlmJFU1JOZ9kSNGOHVAsx49tR75PVaM7ZOTcfNocotnMd6L+mzJjLZeCSSqnZyM0aaxawqmBHlrYVNEgh8Iv6CfSlHD0mK0KgpkaI/hujvD1/8nazrOkTfX5/j0RRfPrwjpSJ0PQLPiVPc5RmLr31z98QiVu823s/z/eO0dpfwcevmlDLhClDqVeQZsGaBl+vz3hAVGqfyw6fjEE1b2jj50Dym1jxCW/sXVw3hCrDsumleXqi42WsxcKaFpc0RrPAZjr70fhxiXdVK5vr7yV1+lqOdx64KwhVgYMzmqT7huZ4hALo2b6A56uOYNo/Pfn8vDlEfXE5ORha/Vefx9uHWK4ZwBTg4ILzV7cSWClAb1u/i1+lRQlN+dg/vj0Pc6Wske2yI8z6HuhUdVwThChATJbED1GvbHuTQaC9Fg8XsHv83Ew23VfHTxCLyp6fY3xCclRZNZtL+4w7pPrBPjh/46r9i8tG998iTq8oko6fpsiBS6WHZ/nUPYRlBDSleaayJ7SWFW6o5bVqU/lxGz653kmqkNEQAaX90G95zwwSzuljW2R+HmFN/OxPfVSPTb2KPKledVAEA5NmtD9CRPUR4TGdy0xHFP+NbD21FnPOoyRPY43tnQ8sdwr9zpcxf3SjByhcTakIziyXHCkjLLZ6E90srsqQqX5/VYhUtuEl0/zdi5JxKECsMaLKq0pTjGzMFkFfv06S2xJTykJLZTovogbUQycGK7OXc5GC8JhoWZ1GRa3ODFaHvtHD4pGIiTX90qcvLlJtCmtQuSEix3F3ljV9qykNKykMqbfNCulfo8vgiJW11xqVE4gDJJmEqpioO2tyRb9A5aLB2iTkDwtYunE5aWwOQslyN3rPOxTpyY56OQtxvxbMinq8R0WfEKACOBo6m0pYByZ9vIaIwtCjjo4KZqZNl2QCYygZHQ+w0AuhBCxB8GHjNC8KacojaBh7TYY6lMTUR4W87b1W6GHIVKAAAAABJRU5ErkJggg==) 18 18, auto;}
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53.666666666667%,53.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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54.333333333333%,54.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
54.666666666667%,54.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55%,55.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55.333333333333%,55.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55.666666666667%,55.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
56%,56.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
56.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
56.666666666667%,56.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
57%,57.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
57.333333333333%,57.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
57.666666666667%,57.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
58%,58.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
58.333333333333%,58.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
58.666666666667%,58.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
59%,59.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
59.333333333333%,59.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
59.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
60%,60.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
60.333333333333%,60.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
60.666666666667%,60.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61%,61.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61.333333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61.666666666667%,61.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
62%,62.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
62.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
62.666666666667%,62.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
63%,63.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
63.333333333333%,63.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
63.666666666667%,63.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
64%,64.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
64.333333333333%,64.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
64.666666666667%,64.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
65%,65.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
65.333333333333%,65.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
65.666666666667%,65.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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66.666666666667%,66.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
67%,67.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
67.333333333333%,67.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
67.666666666667%,67.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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68.666666666667%,68.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
69%,69.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
69.333333333333%,69.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
69.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
70%,70.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfklEQVRYhe2Ve2iVZRzHP+/zvueydjnHtmZzOXXmWutiWy7HBi4aXjKWhFIwhZF0IdZFdEM0oWhlMNb6ozIMTSlzaII3AuelSGmsoZFnsRAiL40cG8td2prnnPf59cfYcaftVGvn/Su/8PzxPA+838/z/T2/54Wbuqn/u4yYO0vbhf4OuHQE15ZXAdD1azCy82HoN1TH9+jl1YS3V8T+xpQAVveLyvbC/vUw3I6VW8AtF/Yw84FetNakpGnEcNGy848pAcQmu6NG1Iq9Aowbr31pSc0ha3TujKzEIvHeevuEAOueyRs7d0ae6SXim+UaZ/JyUrU0eb+T2tRdzpkD+LO8UvmeOdEppaDqiBS9cUgefedT5yAy8g1paL9R55PuwFgzOXbqJWn9vF6a99c5A/HsDkuWvWJK2b1z5Ud3l6zK2CDzar+Kgth1OSCNZ85J47bAf4ZQsTaWrIGllS5Suu/k7mA6Z8tLKEhroXVb5MTG07PuJyFnJkmrLY5/cCK+SSx6UUlxqS/q9ld/WCb7NjXJ0YvfRCXxxcBFOdrYI7Un3pw0RMwETr+vaf66b3RqAEb9C6fos5NJGLzG7qHBSBKPJc9Bm334bpvN6ysPTgoiJsCoKdGvpfFcXTEB5SPr26vsGe6LQKx4MpsfmtNIvdzD1s8ynG1RQD75qUnazh6U8y1RtZcD69ZKRW2qZG1u+FcQU3nHZdO75xhK6MLzs4e6ukdGvyVlm3M53fYUkn4X4Z1T+1n9I8THFW/J4Zoq+ejw/KgkzOcbJd2fJ/usk86Xo2r3bCnduESmP/zEqJkAMt8slUpjgwSsjpgQ8YpHXBubkAvnSei5xsCZtyPl2GpuZ6/eQb/ZyZXwL5H1GQ+6wK3iBgAg9/mXUTJYyEr9OIvtwohZukollNKL7yHh0nFNwVrF790Gg7/+fRtOVkZb7zFM26CQBWxRkS4wunQPoWQYumpQtN4iya9JnGbjTomn/Q3JYrNc5nnmij/JHXUxZyzyRl7Ve8pNyVxgiVMtIlnFbvq7bbzTTDpbg3/1kcyFJqEBiWsJxsq40hwkZ5VCJbpYWO0e1wXhASGoHXIfI8mr9EzUguLPVZKSY4lTCQDI8gZFqDM8bh3A1iPDsTuQmW+iLLCHNQKEworrtjDSeBqtFbYIlkMABK8L9rCBQmFrCNoGtsBIAAYgGCj+BIbaf3fwDKCAAAAAAElFTkSuQmCC) 18 18, auto;}
70.333333333333%,70.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
70.666666666667%,70.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
71%,71.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
71.333333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
71.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
72%,72.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
72.333333333333%,72.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
72.666666666667%,72.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
73%,73.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
73.333333333333%,73.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
73.666666666667%,73.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
74%,74.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
74.333333333333%,74.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
74.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75%,75.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75.333333333333%,75.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75.666666666667%,75.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
76%,76.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
76.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
76.666666666667%,76.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77%,77.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77.333333333333%,77.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77.666666666667%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2UW2wUVRzGv3Pmtrcu7G4rLaErQVDYiG15AKtVClaUFyzg5cE0GG0MGtLEqCEGCRrdRKIxQY1g44MRrCJVClEBk6ZqTIgJUVdsgkqiFmwl1XYpbXe3uzOfD7KTru2gdXfe+iXn4fzPZL7f+V8OMKtZzcpBYX0p/Uo9deVmqgs7qTblqESepFaboFaboDL3caq3WyzWR3U6GMmtAK/ZCzFxAhw7DZFeByENqH1boc9fBDnve4jhNgwVS+AkKVupNiQJYMpa3KHz6j1afu+OlPI9lPqmaQEau4KT9+5IXTlEzVM3xaQ5FuVH4cd4KLTdPXMAUNUGzr22arpbMr7lY97Y2MFb73zPPQhveB7DrdIG6Ag8OtmM27se5rs9T7H9yK6iIKTTgVg4Cl8lsOR+P16pvJtjIoja+s68mdjd3I6Ji/diUaYFn7Uf+98QjgBz1maw9DmB6A0+tP3eif41Ufiqkzh+cqcNsaW5DqkVIVxYvRKnug+UthzBjYLl22RB97fu28Hu+C7uPzdQUI6jg6P85v3zfLa7Z8YQjhkYOUz88ZqV3woA4s2tcVwcrkbIHMY7J/+0M7GhIoB02SAsBvB20+4ZQTgC5E0vLzu26aVWJE5lsQT92N87ZkPUr6/DxJFxZIwvsOqDiLsjCoAvf32WPYlD/PbMhwXl2NnVyNi2Ghqrev8ThPj3T5whjr3Yi5+TI6gQJu55viH/L0Zvewa/faeh6ao+nOh944oexQAAAF9/6wFc8l/C55HT+GTtjzZEVXAdNo8H8Co3Qpgtjj7FAgAA74o/ga+OR5H8ZQTpc08LXH684sqDSDGDn8SvOGh+WQovZ4hQdC+XVd3HHZG2gp5YLKtYHvGxok0viHvXBGnUKbzSFMxEYrjvEWy+oGJDshLn1X32dJy1BjDkT2N0gFhwxkMA9L8gYeZSQM4qSQkmiy3KHSiHgYP6p+hPpe2e8K4PwKyZgH5dFvIHItMjgPESu+fNFjR56Lle0nOLUpB2/+qw/aoaywWN5cK194I1CYWhhwSr29XpTGyAUvXAPyUSNSbKblIxeMCAt0WbAmGZrg6FLWoxOW0G1GUK1Zh0LQMAQBmTsLLGlDgA0JJgVi/5FNgmvvlzICiQU02IsQyEpsH0/n1fUzMhAQia7gEoWgQQgK8MMI0sAMCSgJoTsHQBGZTIZlL4C8XEb5Pea6ZBAAAAAElFTkSuQmCC) 18 18, auto;}
78%,78.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
78.333333333333%,78.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
78.666666666667%,78.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
79%,79.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
79.333333333333%,79.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
79.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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80.666666666667%,80.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
81%,81.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
81.333333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
81.666666666667%,81.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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82.666666666667%,82.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
83%,83.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
83.333333333333%,83.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
83.666666666667%,83.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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84.666666666667%,84.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
85%,85.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
85.333333333333%,85.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
85.666666666667%,85.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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86.666666666667%,86.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87%,87.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87.333333333333%,87.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87.666666666667%,87.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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88.666666666667%,88.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
89%,89.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
89.333333333333%,89.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
89.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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90.333333333333%,90.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
90.666666666667%,90.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
91%,91.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
91.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
91.666666666667%,91.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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92.666666666667%,92.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
93%,93.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
93.333333333333%,93.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
93.666666666667%,93.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
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98.666666666667%,98.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
99%,99.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
99.333333333333%,99.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
99.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur71170 10s linear infinite forwards;
}
