@keyframes rwdcur255789 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALdElEQVR4nM2ba5AU1RXHf/d298zssODykLcEEFE3KKsS4oME44sQogJZkYcERdxZ1IjmS5KqVFIxyYfEUEpg2QcIqDE+4gOkFMoiKkgJElQeoiIoCMuqsLss7Htm+t586Bl2nsvs0jPJv6prerpv33vO/9x7+px7bwvuX7kExGy0asJtCAlS+mkP7qTu5BRe+XXmz85ZMpPevcrRugGlAO22cCZS1JhoxpCf34+C3v3Qyr36pQH1ddDSDKb8d5eUB/D23ImyazHMUfQfCJaJQ4QLEBLa26GutpeJ1gqPFwYMAI/pTgOmAdXHoLUVbPsXVJYs63Idq+YfJFBxM5oNtLZcwrDR4LHAdoEEreFEHdTVKhOEc0Ep8HqcRs4FpgFfHIZDh0F3U/koKksPE6iczMn69ew/MIarxjoyngsJSkFT65nelGByDXlW90gQAgwTPv4cPtsP2l5IZaCi+5JGUBk4TEnFrdTXrmfXnjFMuBrO84Jtd70upaGxhVh/Ek9A9LrfA5aVud8RwhmjH+yD3XtB2wGqAlVdlzANqkoPU1I5heMnXmfbf8YwaSIU9IBQhiQInF7e2JJ0K3nQ68jhMcFjOMoJ0XnlhoBt+2D7B+4rH0VV4AiBysnUfP06m969nKk3Qh8/2J1YSevI8NbQEkxpUJn2YQHSY+CxBJYKpz+ERuz8FDZvU5Al5aOoDFRjiCkcPbaL9W9jNLdiYaeXTSosn+EYSKcmqlO3LwwIv/URas/+zt8Qp5sVWgWoCqw8JwUzQWWgmpKKW6k+tt5es7bI9liplVMKfD6M4pvB709bXXqthHB6UO1JONnwCtJTCfhSFDQJV1fz1O93dFmZ4rJ+DPT2Ym/TETY/HM74uarSaqY+MQlf6Fp6+kAlBTBhUMPxtiympd1HfncIiMKQYMrPWLHgzYwFPAvkzLv9yj/hMYSagZI+RvT4TIx8dJFe/bv3Mq5k7cPHgbVp7wdWjsaQYYTo1Jmn9wHxcClCcqDyxy9lUMH95p2T+pk/vz1ffv/Scdo7cB0LHh/tWiMC6YR8nSNTAtzD1KXDMb0zrZ9eg/GDYRiFfbBmXIcYNrQfp9XcXIuTewL6evqT5/Mz5DznvwB6ghjQG3r5h+ZanNwTgJZOXCGc1qVzGhmrOZfn7A2exYl0GyLFAS6moxHIToI4zhIIIYD2IAjprmUEHdaPHu5DohQ6GOrUhaduOpLYqHf2oA9VhzH0266Ll2h9t0kQ9peEQzvUm9ugrtnJbVIguVkhwDTh3Q9h6/tBVHguFYE3XBYvvhdkA+WBNiR3UFOzlZffhIZGJ2FLGM7xzUsBhgHbd8GOD4Og51IVeD4rAhoJEnQ+VLuH8pJaTDmNE8e3suEdONUElhFXpIMAIZy4Yc8nsHdfEPQcqgIvZkGsSHsRU4iE/26jvKQWQ95Ofd1Wtmx3UmKjgwTp9IlIynvgIHx+MAh6FlWBl7IjEbFeP3uKx6K8pB5D3Mqphi18uAtaWp05S0A6ygPVR+HI0TZQs6gMvJJ9qaITD7FvvmyMgwjKSxqQTKPp9Dvs3w9trSAEEimg8RQc/7YNbedIeXAUjx6QjRAgCeUl9Qim0dL0Ft9+QyTyEibhMNj2nVQG0mdXrkMT1wuyaPw4lJc0gJ6GHdqC1j4JajVK3U5lyWs5EiEClXDkwBdEUV5yGq3uAP0bk+ULns5dy8ToqeMPQU45oLzkOPBE7pMhQTjymwqZzwq5hK5NdCz4az5KTcfoOxZtx5OXkfVEmLA9lPZQcvmwDW2ha7m38i+gPWevKsU1aZ0QX3/1ml7/6MeZSJOumtQF73qoj867eB29+09g2AAwRUcNce/16LlOcd+ZohYFfqwphQiPESknCe+pwd75lTMFF60sdpQQk5XGXY+5X98IXx1tEY0H7tH/fCyjIC5z33vfssUMvOCX1qybkMP9TigbG893WlPUycWaPZRQxiA+Lk5kNgGxYUS0+iYIvbEb9d6uGupDV/DifcfPplbmPiAc/qEsHIkc7HdkD6c4zrzKo5LZOIVDQDDmPFF5UpSNlo9WrDuqthPajfwXBhjfuwjyzMF428dkolbmPkAWtOmW1sg5HVZPPAc6LBc1UypLJjqBxPtpcuXYvzr+V5ugW4MOIX2ttkzUypgAWfPRarXPOyE05HzMy4YgDJWc0sYNh8irTaQIdiTgM4kjwVbQZncsw+lI5WfGv4jv9olDAIFdFyS8aSeivmarPLRjRyYrh12Lv0qf+i2Ef0WeJ79rtYiOMraCfj2xHrkR6bciWpiENnyMemM3eGMmLtIsZ8Uhzq3YoNkij+29R61d/OXZH+7qa7Bi3p9Y+OQa2tpH4dixiwG8CBIMFyFkGS1BZxU6qkFtEzS3bSRs/wEhfN2IiiSaeizrE7V2cTDTh7q+4FF+bzVQ3eXnophfEcSUyZOVhgQhaqhYsL3bdXcDkjkrJQ+syl1EKDCT3ogQ9ZW5jUwDq6TEL5YCS1i4KqdtJ08L5yodjGD2susxxAYTj7gErW9AoIBFuZMg9n2W45RkdtkECnyvIrRHorXCmweG+RALVy7NnRRnloSIC3OzjdnLJnCebz15/gKEDEqUgh49YNh3wDAfpDRXJCSuikiyzsLsZT+kl3cd/c8vYMAgojNCzm6Kvn2hsBAs80FKV5Zl1SfE6ZmjsT+77Hp6el5l6JA+XDjqzJJfx+ALh2FAPxh3JVjW/Si7PKsCRSMIHZP5ZQuzy64n33yVkSP6MKYw0p4jQLz3CYVhyECYeB14vaUEVmSPhCTFs9QT5iy7gR7mOi69pIDxV0Ta7Ijfkt1vKAQjBsPkH0Ger5TSFZUUr3TfTUfj+WjAno0eMGv5Tfitlyn6bi8mjnc4VvENpVYsGIRRQ2DqLeD3l9BTPei6cIlTBG4TcPeKgfSyVjOuqIBJ1zlJmUqefU5v2WAYOao/YtggsNQFLosXn8llY1LYL/rg8fQxrhrtzLWk2V/cede2iVrJ3VULneJwGyois02nKdv/YItMDJIJ+D/cIuM6rCC2cnL36NSWjeN3lMg4jXULuSdA6cO0tlTbu6qhHVCgDreiDn0DSn2Ua3Fc3QCZEVYvqJeTH/mj2pxfGayphZ490fu/hPr6LdbbS1elmi7tFjL0K5kS4OqKjdrweBUj1hzRuz+9F60LMI3NhNuXhY58mtFEZkYQKDL4COrsBIRsaA9NZUHF4DTlTUzzIFL+meXzM1dg+d0bgY0Zl0/E3OU/Js+ch1KpjBMmGOqD1s7m7k6CzPQEaGdWV152IdpvFWIahSnLCYH64ig0NI7igdVzKbsn++t7c8puI9/zghg93Cd6+JKiO8C55vMievfo9KOKzr8XsMEoGgFXjEhfyAD70EnsFzfOpKkZ7iqfxz8WZs+b31U2Fb/1nLj6Kp95S5GzHbqzj0ZCIFpV2iJpCHD2DNkhGzsTVc7vDbfdBK9tmkn7KSheMo+XFrlPwpxl0/FbzzL+Sp+eUESoUWU2dQ5pd4wmEyCE84lJWwhauyBc7wK4cSJs2jwTcUpyx5K5/MtFEuZWTMcvn6Xoch/jLoNTram7fiqcWZCRSb0lngAhHKaa2zNnNhb5eXDNeHjv/RnQKCleMseVnjD/yelY6jkuvdhD4UVw8nT35NM4xo1BBwFCOAy1tINu776wPh+MHQu7dhUjBBQvmctLi7r/epu/qhiveoYRIz2MHAEnm7qnfCxitj47e0eFcBYm2tqgxYXMxDThotFw4EAxQkhm/n0Ozz/UdRIWrJmBVz3DoKEeBg+Ghm5aPhbRrfmRzZImhgEtTXDgwLlXHgspnYZ85nSMHs8CP+vS8zP+9hP8vICW0NwM+/a5lzUK4Xx5KsCkqX01XlVDc5t7UVhsQ0J6sOv3d/lZ6W2gMfg0PquNupOui4YQkmCw9r+YKU2FwHPoDwAAAABJRU5ErkJggg==) 31 31, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMQ0lEQVR4nN2bf3BU13XHP/e9t09CkgUIJIQwQigKYIGNIQk2sesfMbFjE4WSOmC7drDNrxKDZUxnMulM/+p0MjQhdTw2P2zZgjqTOsHU/Ci0tsFOQ0psICRQ21VshVLAwmAQIIG0u++9e/rH25V2V7vaXWlXnul35s5Ku/fHOd937r3nnHufAqCxeTSulAKafEAFDHWl5bxs/vuOjKo/8Kgto++qQpy8iAMYQJigarMAcOUdRKYh4uZ0GKX8gmeJMeo5YFVG7exJc8DbDfjy6Bw/F6UMlHIJyF0WT7xsIzKayiooLrJyNphhgOtBWxu4zgkuyqZMm8ql4l9REtqOKvhzxlRASQl4Xm7kUgaEQ3CmzUZ7Zb4FiGiKi+DaceC4IDK4QUwDXBdaWiAUbCVEA6+vacm4/c7GLpatW4iSV2i/uICKChg+3O9zMFAKPA3t7YACQVs9P2oBy4SSQt/kBsqBaUDYhSP/DecvtBJiLluWfZR1Py+sCbNk3SN0CbS0LGDmDCgf6T+ggSCqfMeVuCllxVUSAduCogK/crYsmCaEHDh0BM6ebSWk7mXLstaBSQw0rQmzZN1fclU0R/7wALfdDFWjIZzt4hhVvquPSlafuiIQMOGaYdlZgmVC0IG3D8AnZz4irBoGpXwUTWtclqxbxFU0v3n3Ie65A8ZX+ERnAoWvR2cwqS59CQCfBMtEFRaAJ2Aqf+NIBQPkahj27of/PdWCY+RG+Sh8S1hEh2je+PXDzL8LNbE8ukckhwBaEE/gSjDlupacAAARTAOsYQp9qRvpDkW2tAQohWhw974HrSc+wjXnsmXZ8ew0zAC+JTxGRzvsePth45u3Y5QVR6ZqouyAZcDwa3B0/yacmgAABdoTwlvfhk/OgJWiugi47oe4ZkNWyj+wvpKRdiEfdJ3k10+m33+j06HjovZ+see7npHCLEXANDEf+iaqsqzfWZyWABwPgkEQaUT0TqCobz1lIEYbW5a0p1UCUA8uLZXCm3+Kqb8Fyqa26Jiq/dtVsvnvjqRt3LRGs+ynyzEKfojoZAyEEanCkdfpDpeRxGhj0T8B4JNgGIA6yfrFJ9LWzwBSPOMlNa7sfvO2r0BRId6h978qH3g7WPyPs3lp9em0HbzQGARS+xXfe6kDpcJJp2wC+lvaBlM3NeY/dwMFRd+25t2COXsc5rRRBBbeiho79louuwtyMoYva0by5kapbFBmVVA8zFBjS3u+UsNNKC+FESXjh1qc9FMg9zD8IAmffsH/W6mBe5+DEubzgEpRPgf0bwFCTEibY0RnqZC/x2AMdhG08B2gYAhQuYmTo2aebwvwNNJ5FTH7r5aagICJ7gjjbvsPuNRxmAv8JqcCRteAaMklAesXf4rnvarfPgAtbWAHUlZNToBlQUcX+pdvIsf/5zCO18C2JedzJqACTHpJyAealjdytXM9u/bBn05DQXIS+g4fUZ4d++DkqcMYoblsXvFpzgVUiZ952AI2rXiCUNdz7N0PJ9r8UD8BMQT4/jOdXbBvP5w5cxAj2MCLT5/LvWT0KpwPxWOx6a9WEQ4+y38egk/O9YlnegkwTejqhgOH4Oy5gxCcx4tP5/7J90AiJT+J6DhsWt6IG3yWo0fhs898XSPwCVDKD3iO/RdcPH8Q6W6gaXUelYde5SOZp3z7ARuXN+KGnqG1FS5d6tnaewloa4PL7e+iu+fStDo/Zh+Fgh7Fe4gYAjdw4/LVeOGfcO4caA8ieR4N2Hjhw7hX59G0Onerfb/Q8WWoPMENy9aA+5NIhkgbPP+4i5bFuF3zacrTgpcUkqQMFQvOD0Dm43kH/SVxw+KdQzQygJvS3KXfLF/usP57YWA7ZBsNLv3xCDzv25hlUxEv3ofIaAqrMI5XRyiJno4HIedrLN60FsRO31WS7wz7jHH6j9v1nrUZn0NkbHPq4aeqpGjyLsoqZjK+3M8Uxzozsf68gh5G4n4T0IIqv4bAvVNQZm805PzuFPoPp/1kZrSj6A4pkY4k5n8h/n8UfHYZTp7qUFc+flD+ed2enBLA0vUvMn7CEvvBu1DjCuJd2bS+fOyKH0ViXt+k1y3JIEqK3Tyinx3g7DyMPvRBK+3Ol9i6NO1pdEaeuHr4+xaed5txfR2qosCX3YsUN6b0+DRRqdyIog4Qjvk72aGGl1A3Wj/asfR2nThupKmywfjKJLBVHYWhSZnolhEB8rO1LkZJkK5u/4vow0pWgL6mkUnsm6pegoklRpExRUyQrhCIglGBYCa6ZbwIGp++v0UfLV7nVo7CvG4MytDxwpAoq/h+fs96EKkvApaCAou4KeF6ENK9yReJdC6u36Govn5TrDOJgXe2C++dI6j203vk53/zfm4J+OPBZ/T46WO8195c6RXa8WcDaVeSmAXT9WBcGXbjnSjbjGhhEd75e+SdD+PD1nTH9HE/Kwg7GmXsVZdOL8/4SDPDergf79d8vP/7rHhpA8FQTabt4qGChJ1buXD1RwTdSHgaeZQXrsDV4Gu43o9QqmgArrGBcB7b/FDvWZ+xP5F9VnjD4hPAiazbRfH4xqK4LTQKQ4HiBBuXHBxw3wOAP3tXNT9vTZ/zjSEa00q5CCo1JGl6u2JCFUufb2bFs/UGT2y2EbXAvX3RNuv6O+cMhQA+EpdwGIqI0C4fX+k0PP06w0ofhWvqDNAgOkzALnLvfHzr0JGQuI/lPxCyK6ornYa/3iEjx85Ce4COnK6KwNhKqKwc4d726Dbr+q/dnVdJoq5r3F6fX9gVEyqduU/vkjHVsygf7R/4SnQRlMh+PfmLEDBLXRZts5T6C/fYvjfzJ1LC+WUerT8wpqbSue+p3VI1cSYTJ0DnlZ4tNv6WGAIzpkGhXeLy3a2WYqF7dN+/50esxLRwfmCPqaly7n1ql1TXzWTqZAh7cLk3ROh7S0wEZt8IgUCpK49stUQtdI/tzSiyygo9kV6SLTFHsCsnXut8o3GH1E6eyazp4GrovhxXJ8ktMe2XO74MdqDElUe2Wkp9xz36Vu5ISAxlFRHXN3ewq+qqnK+v3CVfvO5G7pjlj3O+b3CYfN/VAqIxvz4DCRhFrtK/UF9quEVefvJYziT08K3AI0JAznpGPfas7QTsrVJbeyP3/Zk/QHtn0rqpl18tKMC6vR5GlpaIXZJReJleushnYjowh5Di0tFiFdSZN01DjSj0448U6H//EUAbfoSmk91HG4yUxCeGc0mC9nTPuXsaqTPYgPO0P+XRArLB53BDJJrZUQkEKFBDL8/nQEAgjOv58zKa2tL4F6A9FR5qaYaeAM1xOq+0e0fb/LSfgNfaiZw6B9r7/VCLk034mZtDi+YlJ415P1jrvVW8Vp88C8OGIS3H4eL5PYG3nnk1R28J9STK0iE9AYL/koLrLmTZC3VA30MLe5htfPzbA/qN9Xszkm7HD/+BFc0fye/eXwRSgmW+gRva6LT9KTOhr7u1zp2z/H5C3dGzzbjucdyRCCWkuSgN6QjQoAos1KRqZHjRQ5jmQ33qKAWuh1Y3h63204vcQztfzUQJNjy2ncjxVDYIjK+f5Mx+YBdlpZMoKSepkiIo00SNKkHSvGqU9pqc0hCYe1Pq/GTEsfF+9aHtivGKqcA7mCEJWSJQXV/nzFm5m6n1dYH5t0CxldLQlQLlgdelB3hbXIHnCV4kK90vlILZ9eB4lqd4xVSG4b23/efpFMoGgeqpk5y7n/g3Jk+p5b6v4ioLOtObuETlS4HkBCgg7CLJDjFTwVAwYwqEHctT39lioQz3vdd/lnkHqRGonjrFuXvlLurqarlzFriCXOrOrpMUlyb7EqAUBF2/ZOuiKQX1dRByLFfd32wpZbjv/ss/ZddJPAITptU796zcRXVNLbOm++8KdWV06BMrmO94mX1JsPpUDDrQPQh/RCmoqYZQ2HK5v9lU4P12YCQEaq6f4tyzajdjx9UwbYov15VslY+RS4i8+9CLXgIMAxwnci12kFAKKsdCyDG8mxc0m8owvAOvbc6mi0DNDfXOvU/upryyhtqJ0BUGPUDlE2WLuSVmRb40+OwcdFxOfxyVzUBKgbiG9+V5zcboaw2985mXM2lqzFkxxfnC9H3YBZVoF44fz937w9EXKEXAwLB4/vEwK5r+lcuX6hFy74sbBihVoqtuGJFpE/2Fm8owOYnjtHDhfD6iRQPLCNPlZv9G6/83/B9Y9eBzF7pxNQAAAABJRU5ErkJggg==) 31 31, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMPklEQVR4nOWbeZBUxR3HP93vzewwe7AsC6woCmqAaGJxmIoaLJAyGMlFNJXTVJBrF0msCLHIUWoqlYsogolkMbtDMAdieVCRBK0YQhDBuGC4EcMhAuHYA5bNsjvH6+788WZ2Z2dnZ97uzkhV8q3qmvfmdf/629/3655fHwP/5xAAzF5hy2M7b9QVY4JopXNfiwAC0t7z4h5n3+bGTFl9V36wKPaxeRMgInPOA8CykWePaHP51f80qx9stQHwBybo627dCib3lQoJRoNtocZN/xr7Nv8+U3Zn4pevo2LwZhwFwnLL5pYQetAQMOqrwBpXAEwAYySjRoHPBm1yU5dtw4ULcO4MHGquNVvb1mQrYtY9XMdtj3+XcWU/ZWAZlJeDciAXlKSAaBSOnwBHBwHiAqDBQGEhlJVCzOl/ZbYNDU3Q3ACHWn7NS9+s9Fx208KfwVLNeLGE4mK44nJw+slJAI6C882Jjq+hUwAXWoPfBwMLQWkwfZTd54NTZ+HYITh4biWvnprfaxubFv0cs1RjzKMEA3DNSFeEvnASwm18c6vr3Ukm7G6ZjQG/DQP8cRF6WVmBD46dgv174GDTr3j19AIiP+s9aYC/L3oM8xhw4FEGFMD110K0lyIIwNHQcjFtue4CQKcIAZ8rglcU+ODQSairgwONv+LP31rgvXAP2PztxzCPaczOpQT8MGEMRGPeXkxH49vd/KJ7lvQCABiDsCVW0IcxBmyR1kAHLNAHTmP+vgX2Nz7Jhm990wNFb3jt249jHtXw5jIKbKyPfiDegzMgBlppzMVIxmw9C4DrCNICLDDvnnWVF2lUkBLd0obZUgf7Gp7k5Qe8Nf6e6uEEbZt32k+y+f7MTdry4HJ4FMS2ZTgxZMWgnr1TCMSIYRghszpKRgEAhA26oYXYH16GSPgcUqYbjiW2tDnRvoqNZxdltfmV+4aagolPYOtPIKXNqGCdGLl4gXl6ycGMBbc8uBy51FGRbY+omIZ0fmCMRFNmfXG65IMjslHJLgDg9iMp2/DbH0daB4BAtzwFlua9hlaiWQa8rz8pjU/+Tlw1dJo1aSL4bFTd3qnmHeePzH78ZkILz2Usf+Q/TzJ+8G8ROl3Q5qB1CUpvQamrM3bZOLwJIOIJ08yKWWEg7KlcOvyHmxhRNM2+axJyVClokCMnEa1uHs3bh2cAqzKWP/kDWE5Lj88rn9IIqUF4Gih7G/r2P1QutYdTXIgYVtTxlSjzI8qKoaxkeL/t9xLePCCnMBIhXY9KyCkAKcHkQOBe4n2vkETYnehWnd3rElC5JB5A59tP9oBLBG8eYOWBYaoH5LqKROCWxbEyCiAEGBv06fOA0vjtHEwTE8bp9AJJ7gQIWBobbc40ufcys+HMHuC3cHaeRL26Ff51YTlPzDqWE5ICsOjeFXKBJ+aE2dfyU719l9av73en5emi1zh6HgP8PszedzGbXofdDT9i46KHckiz842nfuYCmxetpn0J8GYN4ajN2Gvi7tw9a3oBfD448C68WQe7G3/IxkWP5JBevM/nedSvW7waloDY6Ypw1ZXx7tC13u4C2DYcfg/27s5P4ztg4knj9oc8wBXBgf1P0x6RDBvWrTt0FcC24Pi/4chB2N30CBsX/TA/zMBtuKJzop4nj6hb/HvMEg3iacJhm6KSLiJ0CiAlnDkLFxphV9Mj/G1hHhsPnR4Q94J8xgLbF6+BJXCL+A1tbf7kR+74K4REKThfD7uaHsp/48H1gOSUZ2xfvIat9ffS2uygHLfNdP4ARbEE7D73EBsf+FH+2UBXDzDxQTHPIeGOxWt4vf5rCAOCKCQEiDm7aI2N542Gn+SXAYBw4gTSIXeBVk/YsXgtZyMfxpIvQW8ln7u0HKU+jzVoDEZ1feZpDBNRos6HGFE+3f/wdESBHS8oiS77G+ato/8g4HsNjD+bpW7MBSD8J+SxPS/qvyw/5oVNOjM9Z7zngWtN4dj1lA8dy+XlXcPX1Hg+MbtLfY4BpRHDB+G/Y3RS7ZLYtmPot0+DnWQ4MTSYuBGTdJ9IHfcC6s/DiRON4uKhu80zy17LqQDMe+o5Ro38vP9LtyEqfJ0CeIrldRrGqd5u012xDDFyIoTQSdfNEF23DbPrX7s4F/soz8+LZmuWpyhc3POdIErdYo0bjSzzQQz3J1zF25FIHd0gwcjBzRwDoknX6bp6at5oUt5EK+MfyfUm8RADwPrIGLDNDQSiI720zdN6gNHjHWRb2LS1Y1Lfuki5hpQbnfowYTXlPl2nhm6zpVTHSOoOBjCtEUBGKbezvn3wGoPufV7JEWMH61jBZIpLkYUBiDgQURCNp+TrqHI3WKMOxHQ8KXd1ORqP/qzkqoX7PKzAMW7+qIGY6Wo/Es/THv9Mvo4Y1LEW1F+3I947+CKhRbVemuZ5RUge3v1jffn15WrtK3NUgd/f5Q1mHUmSdpViDlwzDP83JiM6JieS6HM7MG8cdrfXEsi2B9jlsYBoTCOtl2Tj0QWqpzIp8CyAs/+VKPtfWcD80FLC4Su9lutCEMJEYnfSePFhoo679wiAgcaLcDG8GqWqQQT7MDeQaOoJ2AfUxtWeQ0tXgC+GhjJIzESoVVTPzXiEherZR4GjvWXXgXurK9zlqhS3sQRIDlE9p67Ptr2gMuTH4j7Mxb9Qff8BdzgZwlgsloB4hqraoiwm+geBjUmzOGEE5HuRtjIEkl8ixDJE8SRIjKcajRBg+24H1lFVU5JXIiSqTk55RmUIhKnBsuYhJO5pkETNxrjT4VGjoKjodox5gaqa0vwyeh8FqAxJ0DX4fXOouMxd9DEmSQBwBSkshPHjoKTkdrTOswjJ8bNMdIHcozIkMbqGgoI5fGA0lAxMvHwgVXqloKQIbr0ZysqmotQ6qmrzJILEDUNyuSaegsqQxKgQAwKzGD8OBpe5J85SWHRFzIFBxXDHZBhSPgVHraOqtiynxBKTmx4o5ASVIYlWIYLBmdx6E1QMSXv6rXvtAjeCG1wCd02Dy4ZOwXFeoKomDyLkCVW1NlqFKArO5I7JMGIYxGJps6aXv0OEYuwvTUOMuGwK2jzH7JXZ5+lekJgrJa6TP3NiX6+gtGQmn5sGIysgEm98utM9PRoRQFQhhwaxpt8Mtu8mfLIPEWAPUHQuDHeZSfYTVb8OYphqTZqIvHaIe64pA7J2QOGA8PvAkrkdq1KWBHNn17hRZoHfFTcLvI1AuTo7nIzUBY1cV5FyIrQnXJrzAfl6+33ApRDA7UuJ+UCHAFkOYuaPzPsNXxTHcYOu5GWtWAyU8LSKk0v0RoDEIl8/YQ7SfKFN7TnTsdyn3jmPOdUISu3pv33Rq60mb13AGHCUH8dMZ17NcaB7PCAFCPM61XPrM9paNfeguPsHy9WGbd/TR06Dz8YcPArNDWv57cINWblUhooQTEXrdNw1xgRQqgTtbb8xqwBGA4UBqBjsJxxZgUzjNEJAOAItrTuoqvksK+eeymi0vf37tIf3mu27vwrGj89eL2Lh2qzjYWUogNG/IzhgBoUD0i+Zxb8TpYWe/m2T3QMUyIFBfLM+A6oHilLAxQjOCxtvNO8eX09VzacziWA2LAFYG0/ud9l4zA8FcZw/MHjQDPsL0xBDBmbgA9IW6LbsPzGZxwAByjE4bQbtgDYifVKgiwrgrqlw1RUTcNR6qmquyFq7V7iNf4ay0hniro9jhg7MwkfghInPtjP3g8weEHVQmY/bd4XPhjsnw582TeDUmfVU1Xwya3fIhvmhAEo9S+nAT3HnbZiBJajzHkl1bDT15ZBUOAbtmePotPBZMPlm2LR1HGfrX46LcLL3hnDfvFbPUlL8KabcAoVBaOj5nHRadKy5eD0kJUS88f34SbYtmDAetr91A01N6+MD4/Fe2ZgfKkLrZyksms6NE8Hnh/rmvvERcRWyHpKSEsJRaOv7afgOWBLGjoUDb4/jQvN65td+muo53kS4L1SEMc9SWDid665zeTVe6B8fIdzdKNvX5Ws7/tD9rG+Ac+f7/ne5VEgJAwqhtfUGjN7IrF/cwar7M+8pzFlRghB/RIgpFBVDYxOczRxaeIYQbgRqjLs8T6cHnEKbfZz6dxG5PrAj4psgUpTR0n4j2TZVLqjRDGUshqM0NnRZwMwZpLRBHoXkWGleKNDhCfmAQLNyVpunvPNqAwiZRy5as3KONy7/6/gvtoHwb+poEtcAAAAASUVORK5CYII=) 31 31, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAL+UlEQVR4nO2bbXBcVRnHf+fcu9tNSNPYhgKhLbQUWxEohBKqtg7gW8daOx0skRFHTQp2WxoGlHEcP+kHZ/yAYgebitmMtmBN2lohgKiIpTBFBSpiDS0vtTRNSUvTNMlms/f1+OHuZjfJ3exNcmPH0f/MTe7uPuec5/mf5zz3nOecC//H/zbE0N0Xf7KMypI7sF17SlrShMSmh14e4lf1fb4ytYkYM7ifCBfhKhs1FXrIKGeNPeyM7wPQh34ojdUitQbKSsNtUEiwbbDSIFU7pdaWgrIllkTqaxFyKbES0HVQbrj6mCZMV6XAPsgnQCgoKYXLLgfHCacxKcG2oKMDBt3D9AyuomXzuYLyP9+QonbLaipKnmKaqKaqCqZFwQmBBCHAdaHjOBimzH6dIyDrbmUXgKZ5wpOBpoFhwuE3oL+/nd70Klo2HytarqWhi9otq1DqKU52VrP4Q1ASm1ynCOGV70+CUgBDxunDJZV3TS8FXWaFxw9Ng0ET/nkIzvYcoi+9mpaGY4HLtzR0cfuWVSjVxltHlnLjUigr94bSuCE8D+pLgk9Q0Ud9ozJ/ymIQ0cAZJwkRDVIGHPgLnDr9Ov3Waloajo9b79aGLm7fshrV/TgHX63hluXwgRlgjoMEgad/f8rPdsCPAMgJl8Y8T3BVrsKxoGuQTMP+P0Pne4dIWqtoaTgRXOMRGCLhTBvPv1TD526FyulgBxwOjoLkYEHjoRABQ1CImI4uQGkCNApXJkH1GTjPPA/HT7xe1PhbHoZ5kSo0ITlqnGDfZn+51obT3L5lNZ1dbfx2X41226cQs0pgLA4UuJbCHbTGNB6KEuA9HLTpAvvdbpzXj4Em/QWlRL3bAcc6XyNprxnLeHHnvVVKL/kJUXUrAphfekDM+8Ymtf3Bo74FsiR0nHzc2fOHZWLBZYWDtOOiLZqLmDcbUsWsC0AAABFQh4+innupi9i0fYAfCzpCO0e//V1aNxce8195OKqiWouYf8ly7WPVIAXOS6+tVG+be6j74Qqa70/6lmttOM26h9fScfq76sR7lSj8goGNYXzcMavnyAWzA5kWjACFF9mnRV8nseGOQGUKYYCbmVW+PLJuBaKqDBTIuSswG3uv482jK4HdBcvuuqcL+PqY9ddv24WufyHoLLKAPxdAsSAYBOV6FTPK4MLcjFNUliAqyqByRtWk6x+njuMjIBQoiZDe5ETmaSAFqP+8PsGGQNgQyuupbG+F4VkTxPkhAHK9PxUrvnHgPHkAoz3gPHlBMAI0smM1PMIEU+MBCh2Jp3MAFA86UYFzysB5qxOkdnJy2pEzOEtq9grLAzTtpPpXJ+7JAYgW76/CBCggoqN6BrF++Ts42nmAPuPeUJQUeIFw6D7TYBjekNa+xXvdz6rdz8Dpc0VJKExAVIez/ajdv4PjJ19kwFpDy+azIajoQSj/+8lie10SK3Ibp7p/z5PPwpleb4VaAP4E6Dqc64enn4POrv0krbW0NpwJT0vwutvNXCEHgu11fViRdXT3PsOfXoCefs8mH4wmQNchmYR9B+DUmf0krTXhGw/DCXDDfwpsr+vD0NfRk3yGl1+Bvn5vOj8CwwmQEgYG4NWD0N2zn35zDa0NhXN4E4WAXM9nr6EfwsOOuiSmdht9A09zuN2zTY4wOaeU8DKmR45AT+8++oy1U2I8MLr3Q8785mN7XYq0VstA+klOdIBlkU90jgAtCmYa+vuf45yxltaG8AKeL9TwK8xAOBI76pKkZS2D5pNYBug5N8jdnHilE0s8R0/6NnZNVc8D+K7jg/w2OWyvS5EStdju03QMDOUrhkKjeP/YD7lgwUPsurewEnc9eDGO+wW0GVeM2rAI1IHCxLCqfRObpg2GvY76n84FFS1elc9nMe1defTl3e6zW/2zUTvqUtz+4BpO59LigaOO+PI3rlalix9n9oULuGTW8Nmb39we5TPXV+C4iMtmEf3EleRYk1jPv4P79mkvCZstmFVTZSpReZ/zY6cClICubjjRcVKk3l6rdj7010B2BSWAux/5rbhywcpI7c2IC7UcAYGmsvkRP6vxSC/QGc3YGDP1kdMIFzjrYu5+EXXo6IuctVaw5+6iZgVKQIg7vz0T5dbI6sXIcg0svKysk7HDztwPDYOsRjaesAWYeff+6bzCsnmTJeXTbuazuEAib/ggSKeaEmNOENsCre6Ue52NTJkqNYgauYDx9YL88eCO+DxU64jPvoM6r/K8r/O7LW84KIABE6Q0qYyYQWwLtmj8x25DzLt6jjL1ZZTPRF4QBcMGwwEzc+Xfmw5YthfYLBcsB2zXuzczrjJsViY8mbQDtsrIuWCp4fUbGZnBzP/8e0Nhv3MO54+vII63P0rzA78KYlrg9b081v4d55JF5c5jT93pTItGh/Vg0UgicjKmDVddSnTDcgTCIwOJ+eifUQePwbSIJ6eG/hTGsJ8FGKaNHtktu958IOhWao6Ar22bg67K+Fn8sJ+g87e9KZatqQf1A9LpCWRvBShSGOY6ziS/ie3mIr5yoDsJqfRWHOcXIEonsECSuJwkwmHnhTE6f0PTQlA22+46BvkE6JH7iIp7iCduobH+gG/hxq8CvJm5JoavNS4etbskhDdHF7xB4/pAj68JId58HZIXcFUrUA/54UQJiSQKqo2NiY9OmRIFN2QFIKYuRxlPVCPUUwjKUGL0VBjXhdIyuHD2TFy3jXji41OmzFDTmUtN8XZAvLkapdqYXl5FrBRUbho7vGUhYOFCuHTOTBxn79SRkP94y3/MTcGCKN68FNdpo7KyijlzPRvz2hlOgFKewJKrYeGCmTj2XuJN4ZOQndqOmkOHjHhzDY7VRlVVFYsWeXFmxKmX0b7nZrIzH7kBPrx4JrbTRjxxc/jajfCAsDs/nqjBttpYcPnF3LDEM95nS91/8LmZhcytH4Hqa8uxrL1saLo1XA2n0APizcuw7TYWXzmb5TfljPdppnD0cbz5t1i5DHnT9RW4ak+onpDfGWFmxDYmanDsx7nmQ7P5zHLQxZgn3goTIADXRSiIrKlBXruwAtt+IAQVc8vX/M9heYFl3ycWXjZbrl7hWWePnW4r/vxxFSICorIcHLd4oqIYsnbmryaHrSQnCVdFmVWOiBHohFuwB3B2dSsIJ3upClxhQOAO5QkC4Pxtj2dJzf4/TzgPJ0QymIrenwDOEwHChwAB4n/iiIxuYlneY9bWMgQob8PCEen/uDaBJZXyImy8qQyI+ctgsm29/8sQObTTfc52/nFK15d4aQXn8BnUqbNgOYeK6rHxkTKU9G8fUhhmbDzvGAQnQNcA+VGQ7+A/dCSunSaeiNNY/0TBeprvOihqv7/VeeKFBvfN+d4J0zeOIs51Nasd39o/pg6bmj+JbSeQsgz/0OmCrBB6JLhZQYSUAVrNVcg5l0QB/yOYEQ23/V2cAwdb2NB0B9vW/6ZghYPp+0ilXlV/ea0WlCSq78UcbB5TiY2JT2Pau+RNS8q1a+YXnuAokLMrsAOlRAMQoAS4Bt7e4fyLCgsKkJdW4qLF1IGXd45Fgnriey6wPXNl9S6MjYlPY9m7xI3Xl2srbxz70Dbg2qACbrIVJ8B0sII+pqSAjy0By47x8t92sqHpS2xb/+uApf2RMZ7rry1XNy/FGnCCvcMwcneqAMYmwLAgHdCXhhoWUH0VmGaMv7fvJN50B40TJGFTYiW2s4urF5dRcw30DozzVZ7hyQ8/+BMghPfKS8oYR2Mjyi+6EgwrypG3HiPe9GUa1xc+BO2HTc2fxXZauOKKMq5aDGeTE3uPSWRcoIAnDCcgm50dNCA1yUeyEDB3HhhWjI7jO4gnJI31rYHKbmr+LMptYe7cMi6/3Dvj405iuigyOYfsGeU8DCfAdaG3d3KNjWx4ejlUfCBGT88ONiZ0ttb/cswym5o/j1I7Ka8opaICTr0/8Ze3humCN9lyXTwmPOQIkDJFasB7zS1sCAlSRIEfsbFpH1vX+x+43JioAH6MEKUMDMCRw+EYn1OEzBb90Lskee8Nqh+hxB9Cf1MT8M4BCYlSSVzrdEExw+ojqq9DynKcIpmMiUJKie20T0nd/8d/If4N0V/qsKbegk8AAAAASUVORK5CYII=) 31 31, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMb0lEQVR4nM2bf3RVVXbHP+fc+17IM0REQAM0IJOJIOGHDkRBHQalSsTIqNSxo4hAMwqIwsx0zXR1tX+1q2u62soAxoF0yFBbhyV0CYNIRaXWBbMYmuU4I6OUMsuI/Agh/EjIj/fuPfee/nHfy/uR95L7wn2Zfte66/24956zz3fvc/Y++5wjeG6rxDTHAmHApSAwERcPntU7fmb5eVo8+5elumTKKLRVIHmQGMM62PjtNhNpzAXex3VNgiZASu9TuCbGpFrgLT+vaXPM34J6AVBoDVoHKhZCmKjoMWCaiWAkhhFmwkQQUkJAlRkGdHZBaws47m7dykHf73aKLRSphzGHTWRsGZgmuAHpRkjoaIcLF0axelvYBBQIuGEkDL8ObHXtlZgmtLfDqVNgObuI6aW8+9dR3+/vePEYz22owdF7aW+vYPKtXpnONZIgBNg2RKOAdkFg9t50XSgOw/Dia6soZELbZTh+HLq63yCql/Lac776fhq2rDtO3YZFtLn7OCEr+NpMCF8DCUJAzIaYFbcmAZBCAHjWf10RmMbgTC4cgrNt8NGvobP7DWL6KV57bvAm1bDuBHUbajh/fj8ff1LBvGooCoPj5FGI11As5TU+A2aff7SGSBGYEpw8xoOiEHzZCoePwNWuHcRYdk2NT6Bh3UnqXl7EmTN7OdxUycJ5MCwCyicJAq9bW3bW21kIwCNhWBhpCG8ANkX/lZigP2+Ddz+AK52vY7F8UGafCw3rT1D38iKaT+3l3UOTeXQ+4vri/n2WBhyNth1P+zl02ZeA3gI0ZlgipMZtu+r1vWw8GBL3chfOWx/ApauvY4tgNJ+JhvUnqXu5ht9/vp+9crKxoBohRXYXqTUUF6EjxaiE4nPoMDcB8btOSztq215wlDeQZIPrgu38C7ZY6bvx926UVEXKuWxF2bG6xdc7DeubqdtQw8nP96rm01U55VEOlI3BeGpRbpnj6J8AAUQtUPYl0I+COIsXMaZDChdFs9/Gi2V/dYcmsgnEdEpCFit++gsRPfKSfr2hY8CXG9Y183z9PERoLDrrSN0N7iNEYz9GOSCNfovrnwDwSBBC4XKCV1f601R/WL55vA6H9oiqivHGrCrojuJ82PSsPjezBPgTX2X8ZPUl4FLO+883NCMTmu9/IJf+pA4Q3eIJUXbT+NAT92BU3YgxZxzm4rshVPIYD//N9IBqGVixcQw9ARE5jtEjENcnTVOMHQ4lxZJxo24eanGGngCQCOF1LZmQIP5bD708fwgCPIjUq7efFmr6mxMDEyAlcScaHFmp2u+1gqAhSA6EudF/1Qbo9i4v9tYBakfkuAIrX7jELHQ06s1rIKczyE1AkYE63orzH78Ey32DLQG4wMyaC2UBF/QhOjua3D3/BVe6vBlqP2L0RTgEJ87i7joAHRfrafzO2kAFTGg70buCJmBXXRumU8upL5vY8x50dHv5hCxW0LfqcAh+fxreeh+62jfTsHZNwOIlB70EEf5ilvzwyuoWwiziXEsTBz6Ezu54d0ivJJ0A04QvzsLBw9BzdTP//EKwmk+gt+E6/TNo1K9qJaRruXDhKIeOQnfUS9WlIEmAacLZ83CkCXqubqRhTWEanwaX+Py7cFXUr2rBdBdz5eIRPv4NRGNxErw6PQKkhLYLcOwTiHVuoGHNS4WTCJKNduklIUgvkIn6VS0YzmI62o/yvycgFvOSo3hRmUTZXgIz1vVPbF2zvoCipCBV+0MQ/9SvbsVwFtHdeYSLbb2ES8BFa1DRDWxZ/b2CC5IW9KVeQ4D6VW0IVYt2mtDetF7i6KO4zqM4XT8YGikS0MlLFLgLpKJ+VRvYi0GvpH6FZfKTlW3A7iGqHkDlHPWFCD6Vlg31q84Cv4A85s0A1P1jJa78JiJS1mfk9jWQC4se6z7sLBndmA1RZy0rtzwIum/WqU9RfX676GGfGZ+9vcs5/MYVP9JkKyb3g8v+4iEdqfw5Y8eUMvp60kbuzHhekH6/19lqUC5yxjhCs8rx+r5AOy72/uPo1g4w4uFhSg/pLVQni0m7pwEHON0K55o/ErHmxfrnm04HRoB45oelurjyv+WsqsrQ4tlQSjKETf3MCk1fid24xKkIZYg1QIyc4UVxQJ+JYe04CJ+3bGPbipV+2uYvCtehSkJGpay+FREG7Lj8KuVySNFWQjoVf9iKX3bKy5mwU67UZ1VKK1OKTa3X8R4Vo4uQ0yYBsXt4apOv7u3rIU1VFKLo7hjaIDmDS1VUmhWk9gdNdvPIHDT6duqMtJGHxNfM7mDgEdEVg3AoyrZVvgZUf4Pga986Jv707952/vOjh0TkLoybIoCbnYi0LE9iHHCT8b7WUCS9pbfUxsYUKO3l8TXJwjSgRfJ7atiQ0gW0K3E+O4/78f8gz3y63W9k4dsLiPNn6vQNZY2qYfcCFTLT9xEMNJKkLk7EbMT82wg/djueDQu07WBt+gBOX8pIYAzgWjJv91hRisKb5clfbQicAPfg5rNMblyE496Go0aRd/gmQOtueuw/p+3qkqT0AqIKLnZBd/QHmOaHoIflV3YcmmZ+vLQ5n2AivzigfrkCfpvXO5l49tVmz9WlQBB3f7qJV1ceuaby84RkTf1t4s82NYbHTBg/RHWaXp9Oge718fkpZLACzPjjB3jxZ68ASIhU6MiIZ+3a770ZHvNHhV+Y6G17akJwqCYCYE77xgI1b+mbODzB6sawBFehHfQNZbPsh7+/JzymfIhWZwqeF+8Dc9o3Fqj5K3dimhG0a3krMVp7K6gTytFjJ1bbD313b3jMhAKTkOkzC0+AOe2+BWre8n9n5MgR3DCyd1+BV7PWUDwMpt2GLv/KLPuh9ftCN00cW3CpUrtAAbNi5vT7HlDzlr1JWVkp5eXxf1MJAG/x47pimHM7+pbKO1TNur3hQpGQOsFJ+wwe5vT7F6p7l+3klvISpnw1Xn8yOk23PVvBdRG47y50xeQ77IXr9oVvvqVw3iHhDQqkfXP6/QvVPc/sZHJFKbdXeQ3X6eFLOgFCgFJQWgy1X0dPmTrTfvClfeFxFcFaQqYbTMgUoCGYMxYsVPcs3cmMKSXMnUlyy216Jdn9ru3AyAjmY1/H2SOmW+Hv7xSONV9vezGYnV+JCYzCm8QEnBIUyzdOV8XDdzJ7egl3z4SOrpz7HrMPvwKwXeSIMMa9UyFUVKmHlY4KTMLMFEHASwO6eHgl1w8vMe6e6hXs5s459h95OeCpSLu4Qe1WjiMxkxMEnxR2lYsQ4MoBV536d8CJ1FbQKKD20yrxsc3+D7dDJK3xvQmUIZdnSCYf6TAsLDuZ2gJvY6NS4Ijgttf6xNBbgOA3+vR5nJMdnvYtcD4+B1c7LxGzTw61OH4JCGz9KrT/73dw8crb6t8OYO3+NdaOX+K8+ytk68kf8a8vnAqiDpK2NSAG7gKOBkuVgF7Pd7Zepi9pkqJi13xvyy712aEBNWifO+kSs77Flfbn9aGjDyJEJ+HQdvfNH/lenZILVy1wK+bOxerJ1mUsbPW15MmXa9kr7IC4cTjcOqEEx/lh1o3HUkBnDDXnyeWhzku19pefnhiwBa+v7wT+IX7lBXP2I0+qr87ZTtnIMKaRfaR3HOToGxFFIbD6P1fQPwEKZGmE8NIHcnsUCXQp7N2HK23W7Au998oi+5QPEgYBo/qRJ1X1E9vl3JlhY/5U789cu78EuDYQ698V9kuAbWtvjWKgGN0woWYuOG6FLdfuDx3YXGOf+l2gJBh3fvPbTvWS7cyeZuq5U1Fd+DtOJ0VKqr0v+hKQaGyPld9xPdOA+dXgOJNsXtgXOrC51j71u+N5lJC76DsffVpVL2lkxmSTO6agr0S98NYPBEkSspXd5x8NdMcGd1jRMKB6Biinwl64dl/onc219hfHPs2/oBQB73rsaXXn443c+hWTqRVw+Wr+sgnhbQMS3obktPLTHtJ4S0vXclLTkFA1GZQzyV744r7QO5tq7OZPBmUJxpzHn1bVjzcycZzJxHJo6xi8bGkkJOERIOIP9ORhWv1BSph0C7h6ol3z0juh/Rtr7Obf5mUJxtwlzzh3LmnkptGSm8cOTvOZEMLbDScliTVLE4SJ68IXX/jaXOwb0ks4Ey4qtx9c/b5s/uh+952tvkiQD393hTNp5k/RCqI93iHMoM4PS+kpWnjbxEykPoFy3qPtQvCnxwXedjSzOOJOmD0Stvp6zR0/YwSO04RSnbQEu0XZk0uEEXxK/Yohn3v8v8P/AYY42+ZxiYoJAAAAAElFTkSuQmCC) 31 31, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALvElEQVR4nMWbe3BU1R3HP+fcu5vdFWMIy9MAwRpExBe0iqK2vrUYIMVKlVogoEFp8TW1VqtTxrGjncEh2EBtIKmPqQ6KiBSxPihj0To+EQGBalCIBAOEEPPcvfec/nF3k02ym9xNdtfvzEn2zr33nN/ve3/n/H7nd84RLFx1FYa8HKVCpBpCgJQmrdY+Vt3yN9fvFS3PY8SAEgC0dkrKZZMKi9UmUt6CaV6P6UltA1JCOAzhEBjiTcA9AScaucDdIAL4/Q6RKSVBQ1sbmKrGxLYlQ4fCyFEQtkCkoH7DgJYWqPoSbLbSyqyk3n960XYWVBbhUWsJBAYwanRE7hSQIAQ0t0DVF6BCmIBCazjBB4YAW/WvAcOEpibY9yU0Nr+NZRbxVHFd0vWsmvc68ytmUlv7Al5PNuNOi3SHfsgnBLSFHflwyDTbb2oNAT94zL6TYBpwvBF27ISGpi1YZhGVc+v7LPDq4tcprpjJgeq1eDzZnDvBsVDVR0toCzslVuROVxoI+MBjOCQk0x08JtQ1wAcfwbHvtmCb06mc19A3SWNQUfwm8yuKqNq3jiwzmyk/dARNloRQd+WhKwFERly/x+nHyqUleD1w+Dhs3gpH6jdje2amRPkoVhdvpriiiF1712KaOVxxgSOrG0sVQMiOqzx0IyACDcJnYkjQBgijhwYMsGsa0Rvfgtpjb6I8P6dyXt/NPhEqIiR8umsdppkjp05Geoh25bjQYbBDyiEgAeITAAgNhh/U7hrUl9VO/44HKdC798G3dW+iUvzlu6KieAvFFUV8/Nk63daco4O58a1UaxACMfF0hN/fo/NISEAU1ra96A8+/QqhdyFEvOdNfIEqtPe3VM51r/zFy03OCuRxuK2ZNYtqXb9XUbyFBZWF+rM9D9qhkDOyd4YCvBjeyTI4KMAZo3usrmcCNGBI8JprqFj0O9dC9gIx94/naR0oRcsJZHtCzF/1omj+7z36udWNripYNW8rcHXC+7P/PIBA4COEGNtbVb1aAGgwTBfPucS8snztNdfLs8YOkxPHQ2ML1tsf3Kq/nTgAVs9OSRvZAyUK6eZRVw+lNAxtETeJvOHDPDdMwZgwCGNKHp5pF4IZuJ7rHh6XuobcyeyOgFTCL0YyZCBkR5oWIEZkQ8Dn5eQhQzItTuYJAGfgEpHWRfRagNYZl+d7IkBHFKdLtJmKmVhy6JkAE5ACRBqIkpFi9CpF8hAAQmKIXjlN3LQX7OoG9Nc1oOXhlAsY+/W7WUI/ERKtKF2ndlWh27TjyhOMiXEI0OA1UQfrsf7xGhw5/hIh8XgKxXMQHQPSYQGrFoRQ+jZ27j7Ihi3OnMGUxGOhe9NeL3xzFF6IKK+8s3n6ltaUCigT/E8lVpd8CKKQXXsP8sY7YCmQ3cP5jqY14PHAt0fg1bfgWOOLaM+NVM5NrfKxaO8Cacj5AZSXfIwQU/mi6hBbP3AsQXbuax0EeEw4fAz+/Q7UN72IMmdTOS/1iVLorng6B//ykm3AtezfX822TyN5jg61nV/SgLp6J5nR0LImrcp3gsIxvTRZQBTlJdvQFFJzqJo9e0DZ7ZMoiZTQ1Aif74Km1uexjZvTr3xUadVR0h0ClJdsQ+mp1B2tprq6PaMkkcKksQGa2p7HyoTyUeguJQMoL9mOpa6lubEa2wIhTInSB7HEi4TkHCrnWRkRRHT5+vQzE50Mykt2YNlT0ezG1tUSxV3YYjZ/z9SXjyLm60dD40yhvGQ7Sk3C0q+YPDk/s4prerKyzFggwF8XNIOrhEgMblk6DmXMQPiHd1uhcNWNRYiW0CWE4yQpW8PQZt/B/CcLQXt7r6rbtUL7PjN2bXjJfnet69Sca8MTcx6YoQMFz3DykAEEs3FMN6aWrrF97P12t6vBUhgTR2Kem4fT9wXaUoRf/Rx9tDESqIg446Po+N31ngZsDQdqETVfvU/o60L93BOu8oyuCBBz7s/V/oKP5Pln5nuumwQn0hHLt8/pE70db7RXQFcriF2cjVbYQ4wcO45qpzp9oJXQ82/B17UrqChe5EY3d11Am+PwmvnyR6chPKCtiGyKDgJiyYjn53vtI10XLiTdGRadq4v9bYEY6kOeMQb11YFLXOmFy2mI1uNb0Rpa2tDR2Vu80m4FndI9CUpX9PRsTOWJ2jacR3RTG2R5ml3q784CjD0vbVMFkzZbb318Gb7JGIOzAN39A3XSOeriwIn0IhagNWQZYMaSIKDN6ugVmo7KdLTvi85fHTpZgLYl9s4a9Pa9yOodT7mNLFwPgvLKO0epU8+pxOAyPDHTSjc1xC5etIURV56Jd9pZOF5PoFstQss2w6H6jhUo3f4nMbrebmlrJivrcXPTEw9ae993IVgSblC9sWw/BZVXY9vjsa0gSYdvArRupSX8e458N61DeuG4wLomaG69C9N8D7QvubojI5KmitKb9ycTTCQXB6yYZwHbk3qnK+au3I/RacBwLMSQIPSHrJz/Xr/qTxImcysm0NzUyprffJGRFkUc0ts9ZNy1x/RgQfmFNNTulgTEEnL9/+G6ZSlclekFOtZvRksG8YsVC/EZ7zBo6AwnXeoxhpE3YCOFGSQhvv9MP2aVLSToWwkCpPRJlFLk5EJw0CkM92/KHAld/XwGMKtsIYP9KxkYBNMErZVEaycZOn48jBiezzD/JgpLx6dXkthJQqSkOycyq+x2gr6VjBoFQ4a2L/g61NvK8b+TzoH8vHyGZm2kcNmENItExkx/1l9+TdBXxmljIW8k2B2OUrbLYSsnM3zxBXDqmHyGZG2gsDQ9JLTP4kTn63RgVtligv4nOOds+MEpYHeehHV0PoFz02vANZfA+IJ8Bns38bPlqSdBd/mv0mQJN5UtJugrZfJ5MKGg05ePovvoYynwGIhplyLOPj2PIb6NTPhTaseEqOI2HfF9qvHT0sUMPqGUS6fAxHHOPsE4lhZ/+LUVwivxFF0Mo/JGcWFwTkqF65oiSHUXKFk1gJH+ReL8iYjzToOQlcziaAQWCJ9E5JwISqU+QovO5GzcpQuSgaElCCmCORGCEydde3bACve7RZNFOi0gOpO0e6/4+9khEp3jd835pWuRtAdkbvLRDsMiFHasKzooW7bjgSyR4bWJ78MCJJ/o/YdQVY0OCSGwPjkIjY21tIarMi2OWwtI2UDgeW3ps+Gr77wx/My/rhDjToHGZvT/9iMP7XlEvbL0UGpa0a7X2xITEB01nZg5h0UVQSDQ7TkpoDncyOpbXZ0KCX+zJ0QoPJO6+tv12+9fjhQNeD2V6pWl/3TzPgBTl0nGZA9Dx5XfQusctO11s8EzMQEahwTTBFv9ClvdQLwuY2NicIjppTey/g532ZxnFzcAj0ZK8jjJex+W/QCIxF9ZE8Bj9upheu4CNngun4Q9cZwXKeIvVxkG+v0d+erDHRuYXlromoS+4sayhwiesMS46iIYkZvw0IQQIIM5hK2eGUhIgAasViDLhxjRQ45SgL5mCtg6yCc7NzBj+XReXvyuG12Sxk1lDzEosIRrfow4d3SvS6nOvKfnlecEJ0Y0ujXkJo5wYEj4yWQI20F27lnPjOVFvLx4q8u33eGmsiUMCjzEpRdBwWisoy49phDdNkbFojMBQgAaWvrgjqWECyaCZQcRX6xLKQmzVzzMIP8fmHwe5J8MR5M8lCIi8sXhoTMBSkNjP3bFSQlnjodwOIjYvz7SHfpHwi9XPEKu/37OPhuGDobaPh5HSkCCQ0B0t3ZLW//PBkgJBQVg2bkYNeuZubKItbe93ae6bl75CLmB+xk7FgbmwtHj/ZNNCOdgZ8yGSRMhJGHL2SOoEp+uSq4hCScNgu+acpGt68WV983Ubzy6Oak65pQ/RrZ5L7mDAROqa1InWygUdY/SRMpm6uvgWPKnW3tvTADk6DGjHpNT7z5fbXzcVXQmZ/7xQpVt3ovScLgWar9NsVxELF00mISte5B2KaKHoKJfjQmJkvVulQdQ2SM/Jhw6F7RztjkdMoUtC6V2/R9dXW4K6SAzQwAAAABJRU5ErkJggg==) 31 31, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur255789 1.3333333333333s linear infinite forwards;
}
