@keyframes rwdcur40685 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4ElEQVRYhcWWQWzTZhTH/17tz19i104QaZVqh1QqqOJQ0bQTUgvdxFAnmDYookMwadzYpRfgsKFpt52QuMCYhHqhp67bhSlDkyqmZlKjqYJeCIW6XUSzpELQRXIap4W06dshsZumaUgEgidF/vzle36/93/v+2wQ0R0iihDRbrwLo02beScQtNVqgiAiHovFRqempigWi40SEX9tgKWlpZohHjx4MDU8PEzd3d00PDxM0Wj079cGOHnyZM0Q6XSaVFUlANTY2EimaVKF54pEpNUMAKASxD4iYuU+9+/fp+PHjxMAGhgYoHv37m0BSKVSNyzLonw+T7Ozs/GqipYClEIYhkHhcJimp6dpaWnp8zKfjkQiQQsLC5RIJIiIOuz/1tfXh5LJJPX09FAgEKDbt2+TYRhPagYAQBcuXKCJiQkCQH6/3x6X+4GI3i+4btrDhw/jFy9edJ7V2tpK+XyedirHe5UmJycnoes6/H4/gsEg3G53rlxGQRAgCEJSEIQtvh6PZ66lpcW5b2lpQTabBYCVmhUAQFeuXKFwOEyRSIQ2Njbq2aJ9KysrdPXqVbp06RIlk0lKpVLXqzlUBABAwc5O+vr8eUqlUvWeE32Li4t/zMzMPFlfXx+qtlYoBke5lB0dHWjy+aBpGtra2vDt5cvwer0A8AjAh4Ig/PcqkFqsYg/s3bsXXq8XqqpCURQsLy/jpxs3YJomAOwD8FetxzYRnXr27Nl0PB6n1dXVMSJqqwrQ3dWF5qYm6JoGt9sNF+fgsoxsNouRW7eQTqdrhiCirwD8OjExEbx58yYMw/ji6dOn80QUsNdsKcG1a9eg6zoaGhrweyhUUMDtBucc3OUC5xy+3bsxePo0NE0DXlGOubk5Gh8fx9BQoQ1UVUU0GkUgEPhBEITvtyng8/lw7tw5GIaBYFcXOOeQZRly8cokCS9evMCdUAiZTKaqEkSk7tmzB+Pj486cZVmIRCJIp9MfbStBsLMTpmliZGQE7e3t+Dceh4tzMFkGYwxMksBkGZIkIZfL4c+7d5G1rB0hBEGw5ufn0d/f78ypqore3l7ouh7eVoKPDx+Gx+PBrl27IIpiof5F2TnnkBkDk+XClTFIkgRN03Corw9uRalYjmIPjIyNjSEajWJwcBBNTU3w+/2tgiAsbAEYOHECiqJAVVUnuCzLBQBZhlzMXi4qIkkSGGNQFQUfHDgAl9u9E8Sp58+ff7O6utrd3Nz8C+f8O0EQ/tmmwJdnz0JVFLhcrkLmdvZ2CcqytwEkSYKiKOjYvx+c84oQ1czpAZfLBdmWm3On7nYgJkkQRRGiKDoA9v1GPo+5x4/x8uXLHXuiJoDSpivNViwGLA1a+msQRWwQYSEWQy6XqwvCAZBluSBzEUDTdWSyWazl8072FSEaGpwxEWExkcDa2lrNEKI94LbsxewbGxsxaxgAgLNnzsBTeA/UZZZl7VNV9TcAva8EYIw5h40kSchaFvqPHEHvoUNQCtusblNVFQDMamucEjiHDWOQGIOu6+g5eNAO/giATyizUCj0WflcBfu0JoDSptM1DZ8cPWpnUHFbmabpmZycDJmm6alXmVJzzoEfr1+HzBg8Xi+OHjtWNfibtM0SSBJ0j+etBgew+Un28+goZTKZuj693ihAZnn57QcvBXgnwQH8D2d7BKaA8hPDAAAAAElFTkSuQmCC) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhcWWX0xTZxjGn7OePz2nTWkNZZP0YjJDFzKJmEzdDLOSEC3xQtB4tXDjf3axeLFkJiZcuDu4wsl26ZIlLm56Y0gxRRDssqtlE9IVCC4k1RWFg9rSlZ5Rnl3Q1raU0qrRNzk5f/r1e37P+73vdw5IDpD8lWQ13kbwRQTfCgTzo2wIklaSh0lqrwVgfn6+bAiStcFgkD09PQwGgyRZ+8oAHR0dZUOEw+FLJ06cIACePHmS4XD40isDACgbwjCMT30+H3fv3s3BwUEahrG3YM73FhYWemZmZm6Q3FtsjqIAuRCpVIo+ny85NjZ2g+Q7hf+LxWLHhoeHp2Kx2LGC+cyTk5Ps7e3luXPn+PDhQ5aEKATIQAwMDLC2tpanTp3i48ePO0u6yJ+vxe/3Z+fq6urizMzMzxuNX+cMAG7evAld19HW1obm5mY4nc7uClp0weVyQVEUAEBdXR22bNnydynidRkAQJfLxf7+fi4uLlbcotPT075QKMShoSGGQiGSrKkYAAB3NTXxzOnT1HX9ZfaJj0h6SMqlxglpcQiCkPdDY2MjapxO2Gw2bN++HV9fuACHwwEAfwHYLwjCQjkgm0XRGqivr4fD4YDVaoXFYkE0GkX/lSt49uwZADQAGK0gEyLJFpJnSX64KUDdtm14t6YGVTYbNE2DajbDrCiIx+P44epVPH/+vGwIkvLs7Ozv8/PzdwKBwHfJZDJkGEbXhgCHDh3CmbNnsW/fPmiatgagqlAUBbIsI5FI4Jfr1xGNRsuF+HxlZaXR7XajubkZXq8XJpPpCklbUYCWlhb09fVBlCSoqgqz2QxFUaCkz7IkYXl5GQO3biEWi20KkUgkPvH7/Xj69CkAYGRkJLOMO9cB7GpqwsTEBM6fPw9ZlrPpl9PuZUmCrCiQJAmGYeDO0BDiS0slIVRV/a21tTVTvDhw4ADsdjsA/LkOwG63I760hPH79/HPo0drjhVlLQNpCEmSsuf/DAOBe/fwbzxeCuJHURTHp6amEAgEMDg4iFQq9YUgCNHMgGwbth85AovFAqvVmrf25nQRKmn3hTBWiwUf79kDVdOAIi1KUgTwGYB6AHcFQZjMJcxmQNM0WDRtTUyWIcvymvu0mJjjXhTF7JFaXcXE+DiWl5fzMkHSRXIngFVBEIYFQfi+UDwPQFVVKGbzWuGZzdl1zziVc4Sl9PPM/WoqhelQCMlkEgAaIpHIIwBhAH/oup4i6SkULgqQW3SZLGTcF4rmHiZRxCqJ2QcPEIlEEI/HZY/Hg4aGBty+fRuJRGKEZF0xADFzkVt0sixDkmUQyHNfFMJkyrvfunUrPB4PRkdHAQCdnZ2Ym5uDqqqHAfRtCGDOpD3H/dzcHGw2G7xtbbCnW6mcePLkSfY6lUpB13VUV1c7Sy5Bpugy6y6JIhp37EDH0aMVieu6josXL8JkMgEAjh8/DrfbDQD+YuOzGchuNun0V1VVofXgQVitVqCCNyBJT3t7+0gkEsHi4iLcbjdWVlZ6JUkaK5mB3KKrstlw0OvdVLy7u/v9wmeCINxVVfUDp9P5pdvt/gbAfkmSvtoIOLsRfXv5MhRZht3hgLetrWLnLxsvakCSUGW3v1FxAC8+yX66do2xWKziT6/XBhCLRt+8eC7AWxEH8D/e6P+orBj1LQAAAABJRU5ErkJggg==) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUklEQVRYhcWWb2gTZxzHv4+95+5ySa+XUKxKxZqOOmXIKtvUsrnh0EztwLW+kCCsjGHfjfqmovhuKO6N75zOVw7BODfaF+KLorJOWNaWsYqz61Z7NQqKkrRJk+Z6OdP89qK5mLRJ2nQDHzjuubvf83w/vz/Pcw+I6CYR/UpEtXgdjV61kdcCQYWtIggiqv+v+oyICAAikQhqa2sB4C8AHzLGImWEV/X19c3FYjFomgafz1fFGMusBGCV3ens7EQkEgGALQB+WSISuwcGBnD48GEMDg4CwEcrEQfwKgUAqK2tjcLh8JLpICJPMBik9vZ2CgaDRERaEZv30+n0ESKSlw2wEOLhw4eTY2NjX5QY59V1/Wsi8i78du/evZ9v3bpFFy9eJF3XqSzEQgAb4sGDB7Rz5046c+YMEdFbZb0onM/z6NEjEgSBANClS5conU4fKWW/qtjLnp4e9PX1obW1FRs2bACAHytYHXEiQl1dHTjnaGxsRFVV1UQ54kURsK/u7m6anJyseIk+e/bsy4mJCQqFQjQ8PHynrHE5gG3NzdR59OiKIIhIKFacC1vRFADA1q1b4fF4EA6H8c3Zs4hGo8DyligAgDGWZozFVgTQ1NQEt9sNl8sFp9OJeDyOb8+fRywWqwjCbkRUS0Q7iEhcEsC7cSPqVq9GjapCURQ4ZBmyJCGZTOL7y5cxPT1dEUQ0Gj1tWVb48ePHv8VisRQRvVcSoKGhAZ93dKBp0yYoijIP4HBAkiSIoojZ2Vn8dP064vH4siCI6O1MJnNy8+bNaGhoQHd3N3RdHywJ0N7Whv7+fqxfvx4OhwOyLEOSJEjZu8g5TNPEzRs3kEgklgPxTjAYxMTE/Cq8evUqGhsbQUTqIoBtzc0YGRmBz+dDIh7PhV/Mei9yDlGSwDmHZVm4c/s2kjMzS0H83tLSAq93frP0+/3QdR2MsbhtkPsbfrx7NzRNg8vlKgi/LMvzkRBFiJI0fxdFcM6hqio+2LULitMJlPiLRqPR04qinHz+/DlUVYWmadsZY0OLAD47eBBOpzMHYOdezhahlPXergfOOURRhMvpxLvbt8OhKCUhstF5A8AfjDGraA0oigKnosyLZb2Usn3OOYSsIOccgiDkrrlMBn/evw/TNAvSQUSwf0KMsQhjbGCheAGAw+GAZIdblnN5tz0V84R59r39nJmbw9joKFKpFABsMU3zn6mpKXr58uXskydPRohoXZH6WAyQX3T5uRayggu9t68qQUCGCCFdh2EYMAzD09XVhdbWVoRCoS3j4+NPi21CACDYHUmS5ovMzrEoQuAcsiwX9dzt8UCtroZlWUilUhAEAUQE0zTR1dWFK1euAACGhobsk9YOAHdLAsh22PO8n0kk4HG7sWfvXmhud26QaZqQZbnos2VZePHiRe7bzMwMDMNAdXV10b0ilwK76Oy8c0GA1+vFvgMHCsQty4JlWfD7/aivr4ff78+9A4DJyUmcOnUKmqZBEAScOHHChusvm4LcZpMNf01NDfb4fHC5XEB2eQGwRFGcPn78OAKBAAAgEAhgzZo1OHfuHADUrF271pVMJp9GIhEkk0k4HA5wzj9ljE2VBcgvuhpVhW/fvgJxxliEiN4EgNHR0YJJ8p7XMcb+JiIOoEVV1VoA/aXEC1LAbXFNwyf79y8Sz5qNG4aBQ4cOFUzS3t4OwzAAYBzInQXuMsZ6yokDeHUi+u7CBfrh2jVKJBJlTz9E1EVE1NvbS8eOHaPe3l7b/quyQksBXAsElhTPG9MRCoVSc3NzFAqFUkTUsSLxfIBEPL6Sc1/JI13FAJWK/1/tX42RPWq3hRPBAAAAAElFTkSuQmCC) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCklEQVRYhcWWX2hTVxzHv2fm3nP/pGlTR6x/8O9MtXRlEYop2EYcbNWHUY0U1sEYPrhXEYdCkYlFpwzxIbayN/ew1tnRwvxDHI4pIoJdH9YaY7Ml3JddXdMkNf8aWpvfHprcpbRNm1LnDw73cs655/s539/vnntBRLeJ6BERvYu3EfRf+N4KBM2O/x8irxwOh0uC0HV9Y39/f4+u6xtXBODQoUMlQXg8nqDFYiGPx/PnigAAKAnC6/V+cebMGbp79+7nKwZQKkSRNZU7d+4M9vT0kK7ru0oCKITo7OykJ0+e/FMqhN/vP+F2u6m8vJy6u7up2FzTfJ19fX0AgGPHjmHz5s02AA+IyMUYG1sKgM1mG9q7dy8YY7Barb8XnTyfA/nmdrtpbGxsWemIRCIf+f3+40QkLRtgl8NBXx49SpFI5I2dE+8sNFBXV4fKykqEw2FcvHABsVgMAGowk44Vg5gXwG63w2q1wmw2Q1VVxONxdHV2Ynx8fMUh5gBs3bIFa2w2lFssUBQFsiRB4hypVArfX7uGV69elQRBRO+k0+nDw8PDvURUVxRgw4YNsNlsKCsrg6IoMwCyDM45RFHExMQEfrpxA/F4fMkQL1++PH7r1q3es2fPHn7+/PkfRFS1IMDaqips374dZWVlkGUZkiSBcw6eu4qCgEwmg9s3byKRSCwJ4unTp9+ePn0avb296O7uxtTU1CfzAuxyOGC1WpFOpyHLsmG/mNu9KAgQOYcgCJicnMSv9+4hlUwuClFbW/tVR0cHWltb0dbWBkEQfi4cZ7lXEB/u24eKigqYzeZZ9kuSNOOEKELkfOYqihAEARaLBY1NTVBUFQCeAZhzWOVqoCUUCn1aW1vbwRgbmhfgYEsLVFU1APK5l3JFyHO7z9eDIAgQRRFmVUX97t2QFWVBiGJhpEBRFKiKMiMmirCtWYP6+nrs3LkTsizDlBMUBAEmk8lo09kshoeGkMlkFk3HfGF8C2RZBs/Z/fH+/XA6nZCkmVM0GAzir0AAsVgMJpMJgiDMAslOTyPg96O6pgac8zzE1wBEAL8Uc8RwQJZlyJKE9+vq4HK54PF4sHr1auzYsQOjo6N4z26HJEmzdp9vq0wmZImgBYOYnJzEyMhIzcDAQG9fX98Puq6Hici+KADnHCLn+MDhgN/vx8mTJxGNRjEyMoIjR45g27ZtqFq7dk4KTKtWGfdEhFgkgng8joaGBrjdbnR1dSEUCl1cNAWSJEEURXBRxN+6jlxtAgBGR0cBAM6GBqOPiBCNRlFZWQnG2KxFHz1+jOnpaQCApmkYHx9f0AEDQBRFcM7x4sUL7NmzB42NjXj48CEYYzh16hQymYxRE4FAABMTE/B6vWhuboYkSaiurjYWdTqdaG9vh6ZpOHfuHNavX9++EIDxOf7m/Hm6fOkSdV25QqFQiF6/fk33798nn89H2WyWiOhEbn6bpmmkqioBIEVRSNM0IqK2gjXtwWCwf3Bw0Dc1NdWyoHihA4UHzODAANatW4empiYwxqIAPmOMeXNTq30+H1KpFAAgnU7D5/Nh06ZNhgWMsQCAg8WE82EUoZATL6+oQPOBA+CcgzH2DEB1gTgAPHC5XHA4HAAAh8MBl8sFAL8tRXBO5FPw3dWr9OP165RIJBb9+0kmk5ez2SyFQiHKZrOUTCYvL0u8EOB6T8+SxAue20pErUS0ddnihQCJePyN/fctCeCtiAP4FxoHK0IwIB27AAAAAElFTkSuQmCC) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEY0lEQVRYhcWXz0sbaRjHv2My7zv5gdFaxUOoLI2iPcSLVdDCHozsVi8qS076F7QsCgrbk+hJArIXqywYaPFHU+NlbV3xIqyuKOxCly7ZgqMQ0bJZDG6cZNakdvLswWSarNpGTdsHXubXO/P9PN/nmZcZENECEa0R0XV8jqB3EcgVgoiuEdF9TdMeE9F9IrqWD4CcIIiobHNz8zgUCtH8/DyFQiGSZTlBRGVXAtjf388JQtO072VZppKSEgJAJSUlJMsyaZo2ciWAzs7OUxBEVPD/+bIs7w8PDxMAfXg8Htra2vrrSgAAsiBCoVBUURQKBoOkquq36fmxWMy/uLhIgiAQABIEgZaWlkhV1adXBkhD7O7u0vLyMtXW1lJbWxuFw2EiovbU/DuJRIKmp6epu7ubZmZmKB6PExHdyQuA3W4nRVHI6XTq54aGhmhvb28h4x5XMBiUVVWlYDAoE5HrrGcPDAywCwMAoJ2dHWptbdWPvV4vxWIx76UyvAyAz+ejcDhMg4ODNDExQQcHB0RE8sdYrISUOARByLowNjYGp9MJg8GAmpoa2Gw2APgTwJeCIIQ/OoDT6URZaSkKCwvhcDjw3YMHKC4uzjvEqfccAKqqqlBcXAyr1QqLxQJFUTD28CEikQgA3ALwc77KoQM4nU7Mzc0hEAhgdHQUTY2NMJvNMEkSJM6hqioeP3qEw8PDvELoAL29vbDZbHC73VhZWYGrpeUEwGQC5xyMMRwdHWFudhaKolwY4qxVNQvAbrdjfHwcgUAAHo8HdXV1sNls4JyDS9IJhCgiHo9j4dkzRKPRnCHW1taq+vr6js+6pjfh5OQkysvL0dPTg46ODrhcLvz0/Dm4JEFKlYFLEpgognMOW1ERWlpaYLFagRwak4gKBEFInuuA3+9HIpGA3+9Hc3Mzfn/xAozzEwdSJRBFUd8ev3mDX1ZX8a+q5uTEWeJZDnS0t8NiscBqtWbVXs+ec4ip7DNhrBYLbjc0wGQ25+TEuQ6YzWZYzOYTMcbAGDvJPiVmzMjeaDTqQ0sm8cfLl4jH4zk5cS6AyWTS680lCYwxMFHUM2UZwmLqfPo4qWnYfPUKiUTiwhDGTACTJIGlLHbcvAmz1QrOOf45OID29u2p7NPDYDQiSYTg9ja+cDjAGEtDfLAcugOcc73pGGOw37iBnp4eTE1N4Xpp6ZmZG41GGA0GfZ+I8Hp3F8fHx1hfX781MjLyNxGV5+SAlLY91VjJZBLb29sQBAFdXV34xu3OxVE9NjY2EIlECgD8CKDhgwDppmOiCABQYzGsrq7CYDCgvr7+QuLAycqaiveWIAuApTudMUQVBY1NTbCes9DMzs7+urOzU1dRUfGb2+2+fWHCVLzrgZT9oijCVliIr+7ePVccAGKxWF1/fz+i0WjdZcWzAMS0eFERvm5tfa84AFRWVt7zer2orq6+dxUA/ZPsh/FxeurzUTQavfCvWl4AfE+efHrxTICoonx68UyAzyIO4D/CGdxfyHJBDwAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur40685 2s linear infinite forwards;
}
